Prédiction du prix de BONGO CAT jusqu'à $0.001366 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000457 | $0.001366 |
| 2027 | $0.00044 | $0.001157 |
| 2028 | $0.000795 | $0.001948 |
| 2029 | $0.001747 | $0.005747 |
| 2030 | $0.001485 | $0.004296 |
| 2031 | $0.001756 | $0.003921 |
| 2032 | $0.002681 | $0.007274 |
| 2033 | $0.006231 | $0.019377 |
| 2034 | $0.0050096 | $0.011222 |
| 2035 | $0.005922 | $0.013222 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur BONGO CAT aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.67, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de BONGO CAT pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'BONGO CAT'
'name_with_ticker' => 'BONGO CAT <small>BONGO</small>'
'name_lang' => 'BONGO CAT'
'name_lang_with_ticker' => 'BONGO CAT <small>BONGO</small>'
'name_with_lang' => 'BONGO CAT'
'name_with_lang_with_ticker' => 'BONGO CAT <small>BONGO</small>'
'image' => '/uploads/coins/bongo-cat.jpg?1728502375'
'price_for_sd' => 0.001324
'ticker' => 'BONGO'
'marketcap' => '$1.33M'
'low24h' => '$0.001286'
'high24h' => '$0.001988'
'volume24h' => '$14.69K'
'current_supply' => '999.7M'
'max_supply' => '999.7M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001324'
'change_24h_pct' => '-28.054%'
'ath_price' => '$0.1427'
'ath_days' => 412
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 nov. 2024'
'ath_pct' => '-99.08%'
'fdv' => '$1.33M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.065331'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001336'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.001171'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.000457'
'current_year_max_price_prediction' => '$0.001366'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001485'
'grand_prediction_max_price' => '$0.004296'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0013500978635553
107 => 0.0013551386388923
108 => 0.0013664957631149
109 => 0.0012694503801016
110 => 0.0013130209079718
111 => 0.0013386145110892
112 => 0.0012229816811017
113 => 0.0013363288218282
114 => 0.0012677610358899
115 => 0.0012444880994888
116 => 0.0012758220423766
117 => 0.00126361117436
118 => 0.0012531129870855
119 => 0.0012472548182046
120 => 0.0012702630076603
121 => 0.0012691896481215
122 => 0.0012315437844748
123 => 0.0011824362899893
124 => 0.0011989183770372
125 => 0.0011929302802923
126 => 0.001171228645209
127 => 0.0011858529269898
128 => 0.0011214549912071
129 => 0.0010106616898064
130 => 0.0010838551384023
131 => 0.0010810372702505
201 => 0.0010796163733482
202 => 0.0011346192270497
203 => 0.001129331971798
204 => 0.0011197355517433
205 => 0.0011710523994291
206 => 0.0011523210597148
207 => 0.0012100466350557
208 => 0.0012480684324313
209 => 0.0012384248747405
210 => 0.0012741845589476
211 => 0.0011992980910337
212 => 0.0012241723717511
213 => 0.0012292989265327
214 => 0.0011704191574944
215 => 0.0011301970321458
216 => 0.0011275146749508
217 => 0.0010577750525467
218 => 0.0010950293959164
219 => 0.0011278116763923
220 => 0.0011121115080521
221 => 0.0011071413037848
222 => 0.0011325329994808
223 => 0.0011345061517015
224 => 0.0010895180719632
225 => 0.001098872518328
226 => 0.0011378821147165
227 => 0.0010978895765873
228 => 0.0010201906077464
301 => 0.0010009201892015
302 => 0.00099834916014334
303 => 0.00094608625669354
304 => 0.0010022079307138
305 => 0.00097770931603658
306 => 0.0010551001462633
307 => 0.0010108949190932
308 => 0.0010089893201017
309 => 0.0010061087277356
310 => 0.00096112388778297
311 => 0.00097097270879687
312 => 0.0010037116898649
313 => 0.0010153933271409
314 => 0.0010141748366682
315 => 0.0010035512509969
316 => 0.0010084146741157
317 => 0.00099274789372125
318 => 0.00098721562748815
319 => 0.00096975427348674
320 => 0.00094409090692684
321 => 0.00094765955544957
322 => 0.00089681371110927
323 => 0.00086911019651947
324 => 0.00086144222880746
325 => 0.00085118830191654
326 => 0.00086260043713445
327 => 0.0008966696712207
328 => 0.00085557494672147
329 => 0.0007851209240273
330 => 0.00078935533083903
331 => 0.00079886878573833
401 => 0.00078114052547129
402 => 0.00076436221494864
403 => 0.00077894959468072
404 => 0.00074909729648623
405 => 0.00080247629335409
406 => 0.00080103254108173
407 => 0.00082092893017904
408 => 0.0008333705505966
409 => 0.00080469664355657
410 => 0.00079748523347849
411 => 0.00080159318039928
412 => 0.00073369796836352
413 => 0.00081538044285496
414 => 0.0008160868362863
415 => 0.00081003826686327
416 => 0.0008535316628665
417 => 0.00094531629436371
418 => 0.00091078322396621
419 => 0.00089741097534072
420 => 0.00087199032092861
421 => 0.00090586183360364
422 => 0.00090326102990811
423 => 0.0008914992092714
424 => 0.0008843856234512
425 => 0.00089749262343936
426 => 0.00088276152110392
427 => 0.00088011541034086
428 => 0.00086408285811358
429 => 0.00085835996640309
430 => 0.00085412296521553
501 => 0.00084945844322716
502 => 0.00085974721640704
503 => 0.00083643150278059
504 => 0.00080831503781468
505 => 0.00080597745797713
506 => 0.00081243172143073
507 => 0.00080957619031591
508 => 0.00080596378679276
509 => 0.00079906672468749
510 => 0.00079702051369327
511 => 0.00080366970674403
512 => 0.00079616315546176
513 => 0.00080723948078176
514 => 0.00080422733317575
515 => 0.00078740172150493
516 => 0.0007664307797238
517 => 0.0007662440943539
518 => 0.0007617259393464
519 => 0.00075597138963518
520 => 0.00075437060555178
521 => 0.0007777210862472
522 => 0.00082605588246563
523 => 0.0008165666054143
524 => 0.00082342358058411
525 => 0.00085715311182181
526 => 0.00086787471551989
527 => 0.0008602647751701
528 => 0.00084984781945862
529 => 0.00085030611264298
530 => 0.00088590400373603
531 => 0.00088812420053824
601 => 0.00089373392159479
602 => 0.00090094399845945
603 => 0.0008614926824374
604 => 0.00084844795920614
605 => 0.00084226664564548
606 => 0.00082323059234805
607 => 0.00084375934380146
608 => 0.00083179811945834
609 => 0.00083341209727584
610 => 0.00083236099210487
611 => 0.00083293496660364
612 => 0.0008024613728366
613 => 0.00081356434876037
614 => 0.0007951034978295
615 => 0.00077038649076084
616 => 0.00077030363068625
617 => 0.00077635308314974
618 => 0.00077275463210936
619 => 0.00076307129288431
620 => 0.00076444676551716
621 => 0.00075239617791312
622 => 0.00076590992503522
623 => 0.00076629745094817
624 => 0.00076109392220738
625 => 0.00078191371418672
626 => 0.00079044359994799
627 => 0.00078701852586042
628 => 0.00079020328761946
629 => 0.0008169609277173
630 => 0.00082132359057093
701 => 0.00082326119722919
702 => 0.00082066506099082
703 => 0.00079069236816076
704 => 0.0007920217845415
705 => 0.00078226740922123
706 => 0.00077402598996634
707 => 0.00077435560351599
708 => 0.00077859276432251
709 => 0.00079709669407078
710 => 0.00083603712335978
711 => 0.00083751488418622
712 => 0.00083930597341718
713 => 0.00083202071338553
714 => 0.00082982340924944
715 => 0.00083272222057726
716 => 0.00084734619842771
717 => 0.00088496303983031
718 => 0.00087166673573427
719 => 0.00086085663353488
720 => 0.00087034000754637
721 => 0.00086888011645044
722 => 0.00085655716641836
723 => 0.00085621130225382
724 => 0.0008325596212568
725 => 0.00082381613331492
726 => 0.00081650942035195
727 => 0.00080853068054297
728 => 0.00080380061613442
729 => 0.00081106814484178
730 => 0.00081273031464402
731 => 0.00079683973611073
801 => 0.00079467390897435
802 => 0.00080765049842659
803 => 0.00080193998522468
804 => 0.00080781338966676
805 => 0.00080917606987846
806 => 0.00080895664697919
807 => 0.00080299421534812
808 => 0.00080679449146749
809 => 0.00079780570552834
810 => 0.00078803175089151
811 => 0.0007817965767721
812 => 0.00077635556037709
813 => 0.00077937455250677
814 => 0.00076861239681064
815 => 0.00076516936660404
816 => 0.00080550704342717
817 => 0.00083530491899951
818 => 0.00083487164608744
819 => 0.00083223420866392
820 => 0.00082831551163722
821 => 0.00084705952133215
822 => 0.00084052948315274
823 => 0.00084528063153121
824 => 0.0008464899981986
825 => 0.00085015038686285
826 => 0.00085145866118928
827 => 0.00084750414751986
828 => 0.00083423231664211
829 => 0.00080116017594257
830 => 0.0007857650051704
831 => 0.00078068434238873
901 => 0.00078086901483129
902 => 0.00077577492445136
903 => 0.00077727536236937
904 => 0.00077525313337594
905 => 0.00077142352089212
906 => 0.00077913808472746
907 => 0.00078002711634335
908 => 0.00077822644496201
909 => 0.00077865056825757
910 => 0.00076374177829687
911 => 0.00076487526121739
912 => 0.00075856388427988
913 => 0.00075738057718888
914 => 0.0007414259658853
915 => 0.00071316005930313
916 => 0.00072882211538759
917 => 0.00070990455405591
918 => 0.00070274018693177
919 => 0.00073665518660976
920 => 0.00073325106129775
921 => 0.0007274246785013
922 => 0.00071880624402078
923 => 0.00071560958283721
924 => 0.0006961876814258
925 => 0.0006950401318786
926 => 0.00070466615065354
927 => 0.00070022407419999
928 => 0.00069398571651329
929 => 0.00067139101734424
930 => 0.00064598709463043
1001 => 0.00064675387937379
1002 => 0.00065483439453227
1003 => 0.00067832958216149
1004 => 0.00066914960588388
1005 => 0.00066248942776639
1006 => 0.0006612421766092
1007 => 0.00067685413613857
1008 => 0.00069894832967926
1009 => 0.00070931443095884
1010 => 0.00069904193941395
1011 => 0.00068724145423741
1012 => 0.00068795969509193
1013 => 0.00069273782971943
1014 => 0.00069323994410959
1015 => 0.00068555904136914
1016 => 0.00068772117049943
1017 => 0.00068443669864129
1018 => 0.00066427990091052
1019 => 0.00066391532835747
1020 => 0.00065896852512206
1021 => 0.00065881873788608
1022 => 0.00065040299154476
1023 => 0.00064922557045631
1024 => 0.00063251559529633
1025 => 0.00064351415154909
1026 => 0.00063613689746486
1027 => 0.00062501763544161
1028 => 0.0006231006704777
1029 => 0.00062304304419608
1030 => 0.00063446004007247
1031 => 0.00064338073730498
1101 => 0.00063626522795813
1102 => 0.00063464516440821
1103 => 0.00065194320468951
1104 => 0.00064974187138858
1105 => 0.00064783553094705
1106 => 0.00069697003697893
1107 => 0.00065807624144138
1108 => 0.00064111632660677
1109 => 0.00062012521139847
1110 => 0.00062696002435668
1111 => 0.00062840021987127
1112 => 0.00057792037172821
1113 => 0.00055744070362344
1114 => 0.00055041285328989
1115 => 0.00054636822606371
1116 => 0.00054821141347991
1117 => 0.00052977731016014
1118 => 0.00054216533246295
1119 => 0.00052620295718399
1120 => 0.00052352681302241
1121 => 0.00055206951738005
1122 => 0.00055604106794735
1123 => 0.00053909719936318
1124 => 0.00054997790595737
1125 => 0.00054603241049318
1126 => 0.00052647658629335
1127 => 0.00052572969765183
1128 => 0.00051591727248881
1129 => 0.00050056272716861
1130 => 0.00049354528793982
1201 => 0.00048989054466127
1202 => 0.00049139856296752
1203 => 0.00049063606276576
1204 => 0.00048566023317423
1205 => 0.00049092127149345
1206 => 0.00047748149259897
1207 => 0.00047212966435153
1208 => 0.00046971236769363
1209 => 0.00045778379035997
1210 => 0.00047676746156024
1211 => 0.00048050748393669
1212 => 0.00048425487531256
1213 => 0.0005168733587868
1214 => 0.00051524383153131
1215 => 0.00052997396430903
1216 => 0.00052940157843626
1217 => 0.00052520030595573
1218 => 0.00050747582843612
1219 => 0.000514540489267
1220 => 0.0004927965613216
1221 => 0.00050908859058168
1222 => 0.00050165358879879
1223 => 0.00050657480899994
1224 => 0.00049772601134973
1225 => 0.00050262330132726
1226 => 0.00048139438198782
1227 => 0.00046157111580761
1228 => 0.00046954857679574
1229 => 0.00047822098922317
1230 => 0.00049702498905541
1231 => 0.00048582548188495
]
'min_raw' => 0.00045778379035997
'max_raw' => 0.0013664957631149
'avg_raw' => 0.00091213977673742
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000457'
'max' => '$0.001366'
'avg' => '$0.000912'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00086720620964003
'max_diff' => 4.1505763114861E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0004898532481637
102 => 0.00047636090536983
103 => 0.00044852234828889
104 => 0.00044867991149871
105 => 0.00044439755598774
106 => 0.00044069697559212
107 => 0.00048711188000689
108 => 0.00048133945293186
109 => 0.00047214184586437
110 => 0.00048445320842258
111 => 0.00048770852809056
112 => 0.00048780120246507
113 => 0.00049678325478528
114 => 0.00050157697771869
115 => 0.00050242189216289
116 => 0.00051655534555882
117 => 0.00052129269271238
118 => 0.00054080515518342
119 => 0.00050117026381967
120 => 0.0005003540093145
121 => 0.00048462645454123
122 => 0.00047465179066121
123 => 0.00048530942831079
124 => 0.00049475064035569
125 => 0.00048491981931674
126 => 0.00048620351700447
127 => 0.00047300644296726
128 => 0.00047772377595551
129 => 0.00048178697861837
130 => 0.00047954351693195
131 => 0.00047618494620261
201 => 0.00049397656863417
202 => 0.00049297269557065
203 => 0.00050954066340656
204 => 0.00052245657912139
205 => 0.00054560420907847
206 => 0.00052144845050501
207 => 0.00052056811865215
208 => 0.00052917350372354
209 => 0.00052129137527276
210 => 0.00052627260837183
211 => 0.00054480165541664
212 => 0.00054519314498301
213 => 0.00053863519034055
214 => 0.00053823613820457
215 => 0.00053949566512981
216 => 0.0005468727536716
217 => 0.00054429497226007
218 => 0.00054727804617093
219 => 0.00055100842577492
220 => 0.0005664388574652
221 => 0.00057015908230624
222 => 0.00056112086465793
223 => 0.00056193691451494
224 => 0.00055855637300985
225 => 0.000555290812274
226 => 0.00056263131591136
227 => 0.00057604623058658
228 => 0.00057596277709863
301 => 0.0005790747765546
302 => 0.00058101352643448
303 => 0.00057269099269839
304 => 0.00056727332926425
305 => 0.00056935080615978
306 => 0.0005726727369573
307 => 0.00056827354877401
308 => 0.00054111972140458
309 => 0.00054935645803526
310 => 0.00054798546230407
311 => 0.00054603299766408
312 => 0.00055431510003903
313 => 0.00055351627106064
314 => 0.00052958824178637
315 => 0.00053112003658621
316 => 0.00052968139530161
317 => 0.00053432993961046
318 => 0.00052104033862486
319 => 0.0005251281303812
320 => 0.00052769195505011
321 => 0.00052920206747633
322 => 0.00053465762905361
323 => 0.00053401748187037
324 => 0.00053461783660589
325 => 0.00054270699421014
326 => 0.00058361917750877
327 => 0.00058584593737807
328 => 0.00057488055738247
329 => 0.00057926101040816
330 => 0.00057085149849862
331 => 0.00057649686018232
401 => 0.00058035927326968
402 => 0.00056290577122725
403 => 0.00056187228810859
404 => 0.00055342806715197
405 => 0.00055796551318894
406 => 0.00055074611029021
407 => 0.00055251749923756
408 => 0.00054756454131385
409 => 0.00055647887945245
410 => 0.00056644649463951
411 => 0.00056896470786882
412 => 0.00056234037302148
413 => 0.00055754391802707
414 => 0.00054912292310738
415 => 0.00056312722533293
416 => 0.00056722251007706
417 => 0.00056310571454559
418 => 0.00056215176306719
419 => 0.00056034402673937
420 => 0.00056253528287485
421 => 0.00056720020627684
422 => 0.00056500031454807
423 => 0.00056645338179203
424 => 0.00056091578785451
425 => 0.00057269374780336
426 => 0.00059139998272256
427 => 0.0005914601263266
428 => 0.0005892602227396
429 => 0.00058836006958938
430 => 0.00059061730417096
501 => 0.00059184176133486
502 => 0.00059914124406565
503 => 0.00060697387986001
504 => 0.00064352537346555
505 => 0.00063326186032428
506 => 0.0006656925199092
507 => 0.00069134096104677
508 => 0.00069903180707353
509 => 0.00069195659061118
510 => 0.00066775265728917
511 => 0.00066656509684944
512 => 0.00070273599186958
513 => 0.00069251605729445
514 => 0.0006913004285963
515 => 0.00067836819308508
516 => 0.00068601274596073
517 => 0.000684340770108
518 => 0.00068170147442861
519 => 0.0006962867487912
520 => 0.00072358908036153
521 => 0.00071933375594665
522 => 0.00071615735366976
523 => 0.00070223928352923
524 => 0.00071062107046734
525 => 0.00070763647668123
526 => 0.00072046018565637
527 => 0.00071286370453943
528 => 0.00069243863123846
529 => 0.00069569139148356
530 => 0.00069519974331616
531 => 0.00070531782776272
601 => 0.00070228062995816
602 => 0.00069460668169953
603 => 0.00072349576396037
604 => 0.00072161986764787
605 => 0.0007242794597294
606 => 0.0007254502944143
607 => 0.00074303456970374
608 => 0.00075023828465578
609 => 0.00075187365406867
610 => 0.0007587166261178
611 => 0.00075170339469029
612 => 0.0007797613207496
613 => 0.00079841820435366
614 => 0.00082008913473424
615 => 0.00085175618861722
616 => 0.00086366329381384
617 => 0.00086151238183644
618 => 0.00088552198067942
619 => 0.00092866669609687
620 => 0.00087023316237693
621 => 0.00093176381527173
622 => 0.00091228392097078
623 => 0.00086609744201157
624 => 0.00086312357726942
625 => 0.00089440159705664
626 => 0.00096377323454686
627 => 0.00094639642616216
628 => 0.0009638016567803
629 => 0.00094349753073098
630 => 0.00094248925973602
701 => 0.00096281553069775
702 => 0.0010103089707272
703 => 0.00098774661763417
704 => 0.0009553979519594
705 => 0.00097928370329267
706 => 0.00095859165496586
707 => 0.00091196667874592
708 => 0.00094638313844427
709 => 0.00092336983196832
710 => 0.00093008633825266
711 => 0.00097845688549412
712 => 0.00097263681327744
713 => 0.00098016852565001
714 => 0.00096687525045166
715 => 0.0009544572352593
716 => 0.00093127808772886
717 => 0.00092441588486326
718 => 0.00092631235085912
719 => 0.0009244149450689
720 => 0.00091144642505298
721 => 0.00090864587439028
722 => 0.00090397816725752
723 => 0.00090542488487662
724 => 0.00089664822988114
725 => 0.00091321159120706
726 => 0.00091628589702499
727 => 0.0009283393301283
728 => 0.00092959075753881
729 => 0.00096315939716163
730 => 0.00094467035455545
731 => 0.00095707440060281
801 => 0.00095596486597293
802 => 0.00086709844306027
803 => 0.00087934345206255
804 => 0.00089839284337458
805 => 0.00088981111840935
806 => 0.00087767856712289
807 => 0.00086788088145283
808 => 0.00085303638579789
809 => 0.00087392972836893
810 => 0.00090140225209057
811 => 0.00093028750607696
812 => 0.00096499124610479
813 => 0.00095724577532665
814 => 0.00092963874379656
815 => 0.00093087717506405
816 => 0.00093853266985493
817 => 0.00092861810852569
818 => 0.00092569411083447
819 => 0.0009381309574732
820 => 0.00093821660320083
821 => 0.00092680870217677
822 => 0.00091413090781238
823 => 0.00091407778739109
824 => 0.00091182189633691
825 => 0.00094389884873803
826 => 0.00096153792921295
827 => 0.0009635602213626
828 => 0.0009614018128385
829 => 0.00096223249861526
830 => 0.00095196870633751
831 => 0.00097542869185138
901 => 0.00099695789451101
902 => 0.00099118760829391
903 => 0.00098253712895994
904 => 0.0009756466055069
905 => 0.00098956441995235
906 => 0.00098894468158377
907 => 0.00099676985570745
908 => 0.0009964148606088
909 => 0.00099378354887069
910 => 0.00099118770226633
911 => 0.0010014799406314
912 => 0.00099851594127057
913 => 0.00099554733800003
914 => 0.00098959334967053
915 => 0.00099040259556979
916 => 0.00098175360986304
917 => 0.00097775219332444
918 => 0.00091758048932463
919 => 0.00090150064384874
920 => 0.00090655969057089
921 => 0.00090822526010992
922 => 0.00090122729075192
923 => 0.00091126058118045
924 => 0.00090969690349505
925 => 0.0009157802586481
926 => 0.00091197964245705
927 => 0.00091213562107124
928 => 0.00092331242291231
929 => 0.00092655709603628
930 => 0.00092490682909771
1001 => 0.00092606261949364
1002 => 0.00095269732133943
1003 => 0.00094891071846678
1004 => 0.00094689916116047
1005 => 0.00094745637628155
1006 => 0.00095426211365759
1007 => 0.0009561673485434
1008 => 0.00094809473445375
1009 => 0.00095190182592566
1010 => 0.00096811193822118
1011 => 0.00097378456011172
1012 => 0.00099188884617333
1013 => 0.00098419782367634
1014 => 0.00099831502832924
1015 => 0.0010417065025225
1016 => 0.0010763706145697
1017 => 0.0010444920645761
1018 => 0.0011081482919028
1019 => 0.0011577137958201
1020 => 0.0011558113892241
1021 => 0.0011471684971453
1022 => 0.0010907394887026
1023 => 0.0010388126738245
1024 => 0.001082251659399
1025 => 0.0010823623943066
1026 => 0.0010786309469216
1027 => 0.0010554552476859
1028 => 0.0010778244828244
1029 => 0.0010796000714766
1030 => 0.0010786062139985
1031 => 0.0010608374597328
1101 => 0.0010337078561839
1102 => 0.0010390089157782
1103 => 0.0010476921595325
1104 => 0.0010312529675913
1105 => 0.0010259996496803
1106 => 0.0010357665671614
1107 => 0.0010672376103038
1108 => 0.0010612881918971
1109 => 0.001061132828539
1110 => 0.001086586963429
1111 => 0.0010683672961939
1112 => 0.0010390757791161
1113 => 0.0010316792847463
1114 => 0.0010054267126092
1115 => 0.0010235594576927
1116 => 0.0010242120229072
1117 => 0.0010142809037371
1118 => 0.0010398816347032
1119 => 0.0010396457194604
1120 => 0.0010639498033468
1121 => 0.0011104100835406
1122 => 0.0010966694925157
1123 => 0.0010806906801259
1124 => 0.0010824280200771
1125 => 0.0011014823512212
1126 => 0.0010899616676434
1127 => 0.001094104585783
1128 => 0.0011014760804184
1129 => 0.0011059234861558
1130 => 0.0010817881068332
1201 => 0.0010761609953844
1202 => 0.001064649900208
1203 => 0.0010616468703412
1204 => 0.0010710224171756
1205 => 0.0010685522918277
1206 => 0.0010241571773278
1207 => 0.0010195176408504
1208 => 0.0010196599288105
1209 => 0.0010079935937403
1210 => 0.00099019963251704
1211 => 0.0010369611001895
1212 => 0.0010332054999091
1213 => 0.0010290596078599
1214 => 0.0010295674559798
1215 => 0.0010498650242032
1216 => 0.0010380914095819
1217 => 0.0010693934937102
1218 => 0.0010629587262402
1219 => 0.0010563589312652
1220 => 0.001055446638565
1221 => 0.0010529062805676
1222 => 0.0010441944477692
1223 => 0.0010336743861651
1224 => 0.0010267281302619
1225 => 0.00094710242752302
1226 => 0.00096188049478995
1227 => 0.00097888131411735
1228 => 0.00098474992882266
1229 => 0.00097471125727345
1230 => 0.0010445908357084
1231 => 0.0010573585080648
]
'min_raw' => 0.00044069697559212
'max_raw' => 0.0011577137958201
'avg_raw' => 0.0007992053857061
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00044'
'max' => '$0.001157'
'avg' => '$0.000799'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.7086814767845E-5
'max_diff' => -0.00020878196729478
'year' => 2027
]
2 => [
'items' => [
101 => 0.0010186843956825
102 => 0.0010114500483094
103 => 0.0010450651183178
104 => 0.0010247911218275
105 => 0.0010339205012057
106 => 0.0010141877764937
107 => 0.0010542831496752
108 => 0.0010539776901097
109 => 0.001038379684347
110 => 0.0010515630120071
111 => 0.0010492720844004
112 => 0.0010316619743105
113 => 0.0010548414215757
114 => 0.0010548529182923
115 => 0.0010398401768756
116 => 0.0010223085816126
117 => 0.0010191743464573
118 => 0.0010168131212931
119 => 0.001033339784561
120 => 0.0010481575391695
121 => 0.001075729706863
122 => 0.0010826620049197
123 => 0.0011097192257442
124 => 0.0010936079681354
125 => 0.0011007498799577
126 => 0.0011085034355259
127 => 0.0011122207751928
128 => 0.001106163569689
129 => 0.0011481945708258
130 => 0.0011517432751184
131 => 0.0011529331249715
201 => 0.0011387605078729
202 => 0.0011513491089988
203 => 0.0011454593194226
204 => 0.0011607829156691
205 => 0.0011631858512221
206 => 0.0011611506502956
207 => 0.0011619133799679
208 => 0.0011260473352743
209 => 0.0011241874916485
210 => 0.0010988283918419
211 => 0.0011091624124581
212 => 0.0010898434562386
213 => 0.0010959696962631
214 => 0.0010986700844929
215 => 0.0010972595549274
216 => 0.0011097466824787
217 => 0.0010991300731084
218 => 0.0010711110954482
219 => 0.0010430844840363
220 => 0.00104273263276
221 => 0.001035353720686
222 => 0.0010300201187717
223 => 0.0010310475597201
224 => 0.0010346683956334
225 => 0.0010298096692061
226 => 0.001030846524833
227 => 0.0010480652367735
228 => 0.0010515183266549
229 => 0.0010397833780285
301 => 0.00099266586594855
302 => 0.0009811031102988
303 => 0.00098941418976043
304 => 0.00098544202907984
305 => 0.00079532862806438
306 => 0.00083999295164103
307 => 0.0008134549272289
308 => 0.0008256848698338
309 => 0.00079859641889713
310 => 0.00081152444751146
311 => 0.00080913711268241
312 => 0.00088095602328024
313 => 0.00087983466977493
314 => 0.00088037140235721
315 => 0.0008547517577556
316 => 0.00089556454725512
317 => 0.00091567039494303
318 => 0.00091194933763581
319 => 0.00091288584759301
320 => 0.00089679350372246
321 => 0.000880527211422
322 => 0.00086248538989636
323 => 0.00089600486425446
324 => 0.00089227807090235
325 => 0.00090082599399417
326 => 0.00092256576913692
327 => 0.00092576703360806
328 => 0.0009300695655213
329 => 0.00092852741410548
330 => 0.00096526771738256
331 => 0.00096081822423538
401 => 0.00097154022251354
402 => 0.0009494842585754
403 => 0.00092452584180807
404 => 0.00092926962088342
405 => 0.0009288127568114
406 => 0.00092299635281044
407 => 0.00091774556334736
408 => 0.00090900447829209
409 => 0.00093666256484413
410 => 0.00093553969703972
411 => 0.00095371762160217
412 => 0.00095050449686482
413 => 0.00092904646348378
414 => 0.00092981284134388
415 => 0.00093496710076169
416 => 0.00095280605145702
417 => 0.00095810186659177
418 => 0.00095564863401961
419 => 0.00096145525355172
420 => 0.00096604456887496
421 => 0.00096203160089798
422 => 0.0010188467648514
423 => 0.00099525314763855
424 => 0.0010067525125048
425 => 0.0010094950432672
426 => 0.0010024701083885
427 => 0.0010039935652196
428 => 0.0010063011872017
429 => 0.0010203126159978
430 => 0.0010570826593984
501 => 0.0010733678613184
502 => 0.0011223626947924
503 => 0.0010720156019999
504 => 0.0010690282138706
505 => 0.0010778536628815
506 => 0.0011066188167606
507 => 0.001129930272206
508 => 0.0011376640268474
509 => 0.0011386861701937
510 => 0.0011531952080312
511 => 0.0011615115179421
512 => 0.0011514334292121
513 => 0.0011428933042333
514 => 0.0011123036365986
515 => 0.0011158444739202
516 => 0.0011402373317868
517 => 0.0011746936802554
518 => 0.0012042608118135
519 => 0.0011939074328605
520 => 0.0012728964059261
521 => 0.0012807278399645
522 => 0.001279645789001
523 => 0.0012974869612142
524 => 0.0012620758676625
525 => 0.0012469369391115
526 => 0.0011447397761883
527 => 0.0011734530104016
528 => 0.0012151893825998
529 => 0.001209665417236
530 => 0.0011793553481293
531 => 0.0012042378189082
601 => 0.0011960108959219
602 => 0.0011895219804272
603 => 0.0012192489602463
604 => 0.0011865629248182
605 => 0.0012148633143929
606 => 0.0011785677720333
607 => 0.0011939547262234
608 => 0.0011852203468419
609 => 0.001190872560747
610 => 0.0011578298337513
611 => 0.0011756588871713
612 => 0.0011570880865125
613 => 0.001157079281535
614 => 0.0011566693300812
615 => 0.0011785177947007
616 => 0.0011792302723476
617 => 0.0011630842239825
618 => 0.0011607573261644
619 => 0.0011693610869744
620 => 0.0011592883363945
621 => 0.0011640013129937
622 => 0.0011594310876545
623 => 0.0011584022336669
624 => 0.0011502041500492
625 => 0.0011466721902157
626 => 0.0011480571626738
627 => 0.001143329537672
628 => 0.0011404809726028
629 => 0.0011561026787915
630 => 0.0011477566313527
701 => 0.0011548235273224
702 => 0.0011467699074516
703 => 0.0011188525521843
704 => 0.0011027969859493
705 => 0.0010500636897896
706 => 0.001065018787165
707 => 0.0010749340321971
708 => 0.0010716570437732
709 => 0.001078697282934
710 => 0.00107912949644
711 => 0.0010768406429221
712 => 0.0010741904437686
713 => 0.0010729004733859
714 => 0.0010825148557657
715 => 0.0010880963283424
716 => 0.001075929159685
717 => 0.0010730785623053
718 => 0.0010853802415858
719 => 0.0010928842588404
720 => 0.0011482897061054
721 => 0.0011441850916148
722 => 0.0011544868684963
723 => 0.0011533270465131
724 => 0.0011641249498868
725 => 0.0011817749583682
726 => 0.0011458875561054
727 => 0.0011521163682452
728 => 0.0011505892073528
729 => 0.001167262349533
730 => 0.001167314401263
731 => 0.0011573180196407
801 => 0.0011627372202909
802 => 0.001159712371156
803 => 0.0011651786823757
804 => 0.0011441302719858
805 => 0.0011697649638052
806 => 0.0011842981822038
807 => 0.0011844999759553
808 => 0.0011913886061335
809 => 0.0011983878533571
810 => 0.0012118222988967
811 => 0.0011980131739625
812 => 0.0011731719024971
813 => 0.00117496536206
814 => 0.0011604009336889
815 => 0.0011606457643611
816 => 0.0011593388390452
817 => 0.001163261020299
818 => 0.0011449909702076
819 => 0.0011492789144464
820 => 0.0011432757674019
821 => 0.001152103318576
822 => 0.0011426063327592
823 => 0.0011505884709096
824 => 0.0011540332971233
825 => 0.0011667447800135
826 => 0.0011407288364009
827 => 0.0010876805662502
828 => 0.001098831955784
829 => 0.0010823381747408
830 => 0.0010838647369726
831 => 0.0010869486356314
901 => 0.0010769527110894
902 => 0.0010788596184842
903 => 0.0010787914903334
904 => 0.0010782043987352
905 => 0.0010756040727009
906 => 0.0010718330854923
907 => 0.0010868555378826
908 => 0.0010894081452755
909 => 0.0010950822753085
910 => 0.0011119646374878
911 => 0.0011102776913926
912 => 0.0011130291704646
913 => 0.0011070227070993
914 => 0.0010841433595812
915 => 0.0010853858182273
916 => 0.0010698923390015
917 => 0.0010946860722106
918 => 0.0010888145889254
919 => 0.0010850292054552
920 => 0.001083996328504
921 => 0.0011009205387937
922 => 0.0011059845277669
923 => 0.0011028289896704
924 => 0.0010963568889729
925 => 0.0011087852356169
926 => 0.001112110536869
927 => 0.001112854949187
928 => 0.0011348755965411
929 => 0.0011140856587552
930 => 0.0011190900034145
1001 => 0.001158132471893
1002 => 0.0011227263404754
1003 => 0.0011414817579382
1004 => 0.0011405637778519
1005 => 0.0011501584147772
1006 => 0.0011397767375776
1007 => 0.0011399054309088
1008 => 0.0011484248185014
1009 => 0.0011364608751072
1010 => 0.0011334984344735
1011 => 0.0011294058439554
1012 => 0.0011383418656272
1013 => 0.001143698606478
1014 => 0.0011868700036424
1015 => 0.0012147606950656
1016 => 0.0012135498865944
1017 => 0.0012246144094822
1018 => 0.0012196297405819
1019 => 0.0012035329298134
1020 => 0.0012310082229982
1021 => 0.0012223138906194
1022 => 0.0012230306408171
1023 => 0.001223003963339
1024 => 0.0012287849342991
1025 => 0.0012246885865557
1026 => 0.0012166142646718
1027 => 0.0012219743763511
1028 => 0.0012378919917638
1029 => 0.0012873007584167
1030 => 0.0013149505588147
1031 => 0.0012856362057146
1101 => 0.0013058568539482
1102 => 0.0012937316703617
1103 => 0.0012915281638111
1104 => 0.0013042282251959
1105 => 0.0013169505163571
1106 => 0.0013161401614101
1107 => 0.001306904431324
1108 => 0.0013016874017463
1109 => 0.0013411924975415
1110 => 0.0013702991791717
1111 => 0.0013683142986182
1112 => 0.0013770749158636
1113 => 0.001402796359052
1114 => 0.0014051480054655
1115 => 0.0014048517520693
1116 => 0.0013990229510645
1117 => 0.0014243490522349
1118 => 0.0014454765314016
1119 => 0.0013976737520421
1120 => 0.0014158764246379
1121 => 0.0014240481908196
1122 => 0.0014360467680281
1123 => 0.0014562903789739
1124 => 0.0014782803098137
1125 => 0.0014813899271417
1126 => 0.0014791835048386
1127 => 0.0014646805543287
1128 => 0.001488742199048
1129 => 0.0015028369462096
1130 => 0.0015112300455917
1201 => 0.0015325135491463
1202 => 0.0014240986568655
1203 => 0.0013473572075394
1204 => 0.0013353729220672
1205 => 0.0013597434378337
1206 => 0.0013661697484901
1207 => 0.0013635793107224
1208 => 0.0012771998324786
1209 => 0.0013349181519909
1210 => 0.001397018210692
1211 => 0.0013994037268571
1212 => 0.0014304923146939
1213 => 0.0014406160332578
1214 => 0.0014656464213407
1215 => 0.0014640807637511
1216 => 0.0014701752649288
1217 => 0.0014687742446501
1218 => 0.0015151377678037
1219 => 0.001566283618892
1220 => 0.0015645126007026
1221 => 0.0015571597794784
1222 => 0.0015680799728387
1223 => 0.0016208679722842
1224 => 0.0016160080992057
1225 => 0.0016207290519385
1226 => 0.0016829690782861
1227 => 0.0017638899660784
1228 => 0.0017262940893746
1229 => 0.0018078663238999
1230 => 0.0018592117215752
1231 => 0.0019480082776414
]
'min_raw' => 0.00079532862806438
'max_raw' => 0.0019480082776414
'avg_raw' => 0.0013716684528529
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000795'
'max' => '$0.001948'
'avg' => '$0.001371'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00035463165247226
'max_diff' => 0.00079029448182133
'year' => 2028
]
3 => [
'items' => [
101 => 0.0019368905114897
102 => 0.001971458359147
103 => 0.0019169873897302
104 => 0.00179191103355
105 => 0.0017721172214114
106 => 0.001811744934572
107 => 0.0019091658005616
108 => 0.0018086768048106
109 => 0.0018290055977739
110 => 0.0018231509040328
111 => 0.0018228389322842
112 => 0.001834745625048
113 => 0.0018174743461828
114 => 0.0017471080490426
115 => 0.0017793565083508
116 => 0.0017669038295137
117 => 0.0017807210050921
118 => 0.0018552866030525
119 => 0.0018223193747724
120 => 0.0017875910778194
121 => 0.0018311480690244
122 => 0.0018866110866345
123 => 0.0018831403106691
124 => 0.0018764055546244
125 => 0.001914369021828
126 => 0.0019770735473962
127 => 0.0019940223286901
128 => 0.0020065335725387
129 => 0.0020082586616862
130 => 0.0020260281520426
131 => 0.0019304771239081
201 => 0.002082119059482
202 => 0.0021083034327317
203 => 0.0021033818557918
204 => 0.002132484684652
205 => 0.0021239218941338
206 => 0.0021115157541337
207 => 0.0021576499282263
208 => 0.002104760820465
209 => 0.0020296913905514
210 => 0.0019885068165958
211 => 0.0020427419858453
212 => 0.0020758615111594
213 => 0.0020977514105946
214 => 0.0021043752809375
215 => 0.0019378944782233
216 => 0.0018481705590089
217 => 0.0019056825625385
218 => 0.001975851176111
219 => 0.0019300873337168
220 => 0.0019318811896962
221 => 0.0018666339769683
222 => 0.0019816241066536
223 => 0.0019648710119777
224 => 0.0020517860967921
225 => 0.002031043114264
226 => 0.002101918991906
227 => 0.0020832549980136
228 => 0.0021607281931714
301 => 0.0021916343482228
302 => 0.0022435305927132
303 => 0.002281705681416
304 => 0.0023041228236754
305 => 0.0023027769825387
306 => 0.0023916048683463
307 => 0.0023392261674955
308 => 0.002273426174515
309 => 0.0022722360602383
310 => 0.002306314808996
311 => 0.0023777345173441
312 => 0.0023962526086042
313 => 0.0024066016953342
314 => 0.0023907517087529
315 => 0.0023338983829947
316 => 0.0023093494051852
317 => 0.0023302658455313
318 => 0.0023046868363583
319 => 0.0023488433823933
320 => 0.0024094797514286
321 => 0.002396958581005
322 => 0.0024388149764523
323 => 0.0024821319423191
324 => 0.0025440771489952
325 => 0.0025602719198448
326 => 0.002587041260227
327 => 0.0026145957047506
328 => 0.0026234454497185
329 => 0.0026403423587767
330 => 0.0026402533037254
331 => 0.0026911732764656
401 => 0.0027473395832584
402 => 0.0027685410638196
403 => 0.0028172926993138
404 => 0.0027338072319911
405 => 0.0027971319179673
406 => 0.0028542523698375
407 => 0.002786151012318
408 => 0.0028800128680774
409 => 0.002883657311241
410 => 0.0029386840761291
411 => 0.0028829039080625
412 => 0.002849781822321
413 => 0.0029454040427881
414 => 0.0029916726232004
415 => 0.002977736150234
416 => 0.0028716789028313
417 => 0.0028099490358336
418 => 0.0026483900670986
419 => 0.0028397636443933
420 => 0.0029329761314498
421 => 0.0028714375050083
422 => 0.0029024740086973
423 => 0.0030717991092041
424 => 0.0031362671444887
425 => 0.0031228582438151
426 => 0.0031251241272996
427 => 0.0031599099089616
428 => 0.0033141692217306
429 => 0.0032217334658165
430 => 0.0032923971377111
501 => 0.0033298768944872
502 => 0.0033646901813504
503 => 0.0032791997516667
504 => 0.0031679779587522
505 => 0.0031327493481629
506 => 0.0028653187014025
507 => 0.0028513977748462
508 => 0.0028435835369229
509 => 0.0027943158721624
510 => 0.0027556049832097
511 => 0.0027248206470714
512 => 0.0026440333560636
513 => 0.0026712966952429
514 => 0.0025425386149945
515 => 0.0026249134718313
516 => 0.0024194124667822
517 => 0.0025905598102824
518 => 0.0024974120923301
519 => 0.0025599582797352
520 => 0.0025597400619796
521 => 0.0024445727006799
522 => 0.0023781465701638
523 => 0.0024204758858723
524 => 0.0024658562724172
525 => 0.0024732190874561
526 => 0.0025320559431608
527 => 0.002548476044894
528 => 0.0024987223700611
529 => 0.0024151539152222
530 => 0.0024345649612877
531 => 0.0023777532059348
601 => 0.0022781927899114
602 => 0.0023496988188575
603 => 0.0023741141210379
604 => 0.0023848973093898
605 => 0.0022869910748218
606 => 0.0022562268102728
607 => 0.0022398481739641
608 => 0.0024025154497933
609 => 0.0024114267303638
610 => 0.0023658353590368
611 => 0.002571912680586
612 => 0.0025252710358934
613 => 0.0025773811804954
614 => 0.0024328036123142
615 => 0.0024383266701183
616 => 0.002369881332383
617 => 0.0024082061479956
618 => 0.0023811194035871
619 => 0.0024051098816273
620 => 0.0024194896752482
621 => 0.0024879237817771
622 => 0.0025913412178517
623 => 0.002477702008338
624 => 0.0024281877774094
625 => 0.0024589061277989
626 => 0.002540713142903
627 => 0.0026646549584098
628 => 0.0025912789090683
629 => 0.0026238419537599
630 => 0.002630955530396
701 => 0.0025768507481406
702 => 0.0026666498789058
703 => 0.0027147739626097
704 => 0.0027641393146139
705 => 0.0028070018665734
706 => 0.0027444217074561
707 => 0.0028113914482251
708 => 0.0027574256589159
709 => 0.0027090127670248
710 => 0.0027090861893978
711 => 0.0026787160751151
712 => 0.0026198701518115
713 => 0.0026090180606959
714 => 0.0026654720091473
715 => 0.0027107427295966
716 => 0.0027144714429649
717 => 0.0027395356398992
718 => 0.0027543683734632
719 => 0.0028997493265135
720 => 0.0029582227484846
721 => 0.0030297229420257
722 => 0.0030575762969401
723 => 0.0031414049092519
724 => 0.0030737064965831
725 => 0.0030590595191592
726 => 0.0028557187258208
727 => 0.0028890157693386
728 => 0.0029423275486974
729 => 0.0028565978174265
730 => 0.0029109735996539
731 => 0.0029217085309021
801 => 0.0028536847539628
802 => 0.00289001919236
803 => 0.0027935256963873
804 => 0.0025934445123776
805 => 0.0026668726264598
806 => 0.0027209404340602
807 => 0.0026437790061018
808 => 0.0027820878791576
809 => 0.0027012906907931
810 => 0.0026756818610306
811 => 0.0025757726859199
812 => 0.0026229259707153
813 => 0.0026867014635711
814 => 0.0026472956236831
815 => 0.0027290686582674
816 => 0.0028448810833106
817 => 0.0029274159141455
818 => 0.0029337519136179
819 => 0.0028806875467953
820 => 0.0029657235332809
821 => 0.0029663429276065
822 => 0.0028704219874686
823 => 0.0028116709457242
824 => 0.0027983225854266
825 => 0.0028316694065501
826 => 0.0028721586035569
827 => 0.0029359987822613
828 => 0.002974576065213
829 => 0.0030751651593409
830 => 0.0031023816840966
831 => 0.0031322843932684
901 => 0.0031722436343759
902 => 0.0032202249486646
903 => 0.0031152445645787
904 => 0.0031194156309464
905 => 0.003021659350838
906 => 0.0029171927458735
907 => 0.0029964698770954
908 => 0.0031001141803732
909 => 0.0030763380626845
910 => 0.0030736627637425
911 => 0.0030781618744969
912 => 0.003060235458215
913 => 0.0029791549417561
914 => 0.0029384368139813
915 => 0.002990973587113
916 => 0.0030188945438898
917 => 0.0030621975128872
918 => 0.0030568595079435
919 => 0.0031684033056816
920 => 0.0032117458525733
921 => 0.0032006569743462
922 => 0.0032026975948088
923 => 0.0032811672056462
924 => 0.0033684415514038
925 => 0.00345018549307
926 => 0.0035333389415169
927 => 0.0034330942138799
928 => 0.0033821961234211
929 => 0.0034347099606412
930 => 0.0034068453794264
1001 => 0.0035669635282581
1002 => 0.0035780497614798
1003 => 0.0037381563319469
1004 => 0.0038901165324559
1005 => 0.0037946730531659
1006 => 0.0038846719552676
1007 => 0.0039820131056087
1008 => 0.0041697999776492
1009 => 0.0041065599655678
1010 => 0.0040581191074108
1011 => 0.0040123427305169
1012 => 0.0041075961040379
1013 => 0.0042301380473628
1014 => 0.0042565324082628
1015 => 0.0042993013563428
1016 => 0.0042543350369749
1017 => 0.004308492015776
1018 => 0.0044996899487261
1019 => 0.0044480265794921
1020 => 0.0043746562898789
1021 => 0.0045255886950983
1022 => 0.0045802105458123
1023 => 0.0049635752998088
1024 => 0.0054475891377375
1025 => 0.0052472042306288
1026 => 0.0051228188524059
1027 => 0.0051520523667489
1028 => 0.0053287978354581
1029 => 0.0053855628703867
1030 => 0.0052312559373698
1031 => 0.005285759754768
1101 => 0.0055860811473294
1102 => 0.0057471939389747
1103 => 0.0055283811275856
1104 => 0.004924685259205
1105 => 0.0043680500980609
1106 => 0.0045156948084043
1107 => 0.0044989564802002
1108 => 0.0048216143506506
1109 => 0.0044467944252221
1110 => 0.004453105431487
1111 => 0.0047824355249978
1112 => 0.0046945759021963
1113 => 0.0045522545654681
1114 => 0.0043690892013212
1115 => 0.0040304910849502
1116 => 0.0037305852907734
1117 => 0.0043187696173337
1118 => 0.0042934060396286
1119 => 0.00425667582044
1120 => 0.0043384149486193
1121 => 0.0047353169530019
1122 => 0.0047261670771544
1123 => 0.0046679602353207
1124 => 0.00471210961184
1125 => 0.0045445149663052
1126 => 0.0045877079225187
1127 => 0.0043679619242074
1128 => 0.0044672962928476
1129 => 0.0045519492077993
1130 => 0.0045689445337836
1201 => 0.0046072358710292
1202 => 0.0042800405867079
1203 => 0.0044269416634193
1204 => 0.0045132322832178
1205 => 0.0041233681236886
1206 => 0.0045055259222928
1207 => 0.0042743448447517
1208 => 0.0041958785148109
1209 => 0.0043015230909232
1210 => 0.0042603532968696
1211 => 0.0042249579255136
1212 => 0.0042052067001273
1213 => 0.0042827804172578
1214 => 0.004279161510633
1215 => 0.0041522358529979
1216 => 0.0039866665067645
1217 => 0.004042237013989
1218 => 0.004022047727738
1219 => 0.0039488791498949
1220 => 0.0039981859369534
1221 => 0.0037810638003418
1222 => 0.003407516449328
1223 => 0.0036542932714725
1224 => 0.0036447926322615
1225 => 0.0036400019791516
1226 => 0.0038254479405828
1227 => 0.0038076215903574
1228 => 0.0037752665901423
1229 => 0.0039482849249429
1230 => 0.0038851309053157
1231 => 0.0040797567128483
]
'min_raw' => 0.0017471080490426
'max_raw' => 0.0057471939389747
'avg_raw' => 0.0037471509940086
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.001747'
'max' => '$0.005747'
'avg' => '$0.003747'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00095177942097819
'max_diff' => 0.0037991856613333
'year' => 2029
]
4 => [
'items' => [
101 => 0.0042079498572974
102 => 0.0041754359292513
103 => 0.0042960022012168
104 => 0.0040435172462388
105 => 0.0041273826203443
106 => 0.0041446671577151
107 => 0.0039461499055484
108 => 0.0038105382017165
109 => 0.0038014944471575
110 => 0.0035663624411569
111 => 0.0036919680608432
112 => 0.0038024958082534
113 => 0.0037495615945436
114 => 0.0037328042038477
115 => 0.0038184140786783
116 => 0.0038250666991517
117 => 0.0036733862473466
118 => 0.0037049254163721
119 => 0.0038364489941589
120 => 0.0037016113596666
121 => 0.0034396438614505
122 => 0.0033746722999089
123 => 0.0033660038959357
124 => 0.0031897958680753
125 => 0.0033790140103247
126 => 0.0032964152205019
127 => 0.0035573438078666
128 => 0.003408302798152
129 => 0.0034018779381077
130 => 0.0033921658198286
131 => 0.0032404962911872
201 => 0.0032737022788583
202 => 0.0033840840392917
203 => 0.0034234694949539
204 => 0.0034193612692528
205 => 0.003383543108447
206 => 0.0033999404790452
207 => 0.0033471188351258
208 => 0.0033284664132703
209 => 0.0032695942391418
210 => 0.0031830684070261
211 => 0.0031951003546755
212 => 0.0030236700405387
213 => 0.0029302657069016
214 => 0.0029044126184001
215 => 0.0028698407879811
216 => 0.0029083175986381
217 => 0.0030231843999978
218 => 0.0028846306672067
219 => 0.0026470900107505
220 => 0.0026613666089531
221 => 0.0026934418863543
222 => 0.0026336698191163
223 => 0.002577100573765
224 => 0.00262628294299
225 => 0.0025256338354064
226 => 0.002705604850149
227 => 0.0027007371385631
228 => 0.0027678192035262
301 => 0.0028097669954102
302 => 0.0027130909158765
303 => 0.0026887771433137
304 => 0.0027026273731648
305 => 0.0024737139254939
306 => 0.0027491120911301
307 => 0.0027514937459027
308 => 0.0027311005717953
309 => 0.0028777415930321
310 => 0.0031871998863233
311 => 0.0030707692284561
312 => 0.0030256837585947
313 => 0.0029399762474309
314 => 0.0030541764172482
315 => 0.0030454076260064
316 => 0.0030057518265457
317 => 0.0029817678752982
318 => 0.0030259590408598
319 => 0.0029762921008431
320 => 0.0029673705536599
321 => 0.0029133156844686
322 => 0.0028940205555071
323 => 0.0028797352101853
324 => 0.0028640084486349
325 => 0.0028986977657501
326 => 0.0028200872094074
327 => 0.0027252905847459
328 => 0.002717409271119
329 => 0.0027391702709751
330 => 0.0027295426484547
331 => 0.0027173631777664
401 => 0.002694109251341
402 => 0.0026872103081121
403 => 0.0027096285267146
404 => 0.0026843196649758
405 => 0.0027216642691165
406 => 0.0027115086031614
407 => 0.0026547798786865
408 => 0.002584074884327
409 => 0.0025834454615685
410 => 0.0025682121865131
411 => 0.002548810320392
412 => 0.0025434131650916
413 => 0.0026221409410347
414 => 0.0027851050811128
415 => 0.0027531113210141
416 => 0.0027762300915379
417 => 0.0028899515610264
418 => 0.002926100196453
419 => 0.0029004427512546
420 => 0.0028653212577847
421 => 0.0028668664252528
422 => 0.0029868872004384
423 => 0.0029943727489662
424 => 0.0030132863151666
425 => 0.0030375955927073
426 => 0.002904582726336
427 => 0.0028606015312084
428 => 0.0028397608009731
429 => 0.002775579418226
430 => 0.0028447935370228
501 => 0.002804465434044
502 => 0.00280990707294
503 => 0.0028063631984702
504 => 0.0028082983935664
505 => 0.0027055545445825
506 => 0.0027429890030945
507 => 0.0026807469552857
508 => 0.0025974118402673
509 => 0.0025971324717407
510 => 0.0026175286230807
511 => 0.0026053961941622
512 => 0.0025727481398958
513 => 0.0025773856419099
514 => 0.0025367562444577
515 => 0.0025823187863796
516 => 0.0025836253570513
517 => 0.0025660812966029
518 => 0.0026362766788527
519 => 0.0026650357842345
520 => 0.0026534879078172
521 => 0.0026642255544407
522 => 0.0027544408061894
523 => 0.0027691498285918
524 => 0.0027756826047195
525 => 0.0027669295501354
526 => 0.0026658745236322
527 => 0.0026703567437768
528 => 0.0026374691863558
529 => 0.0026096826659404
530 => 0.0026107939810359
531 => 0.0026250798645242
601 => 0.0026874671555736
602 => 0.0028187575316555
603 => 0.0028237399054557
604 => 0.0028297786878478
605 => 0.0028052159250105
606 => 0.0027978075607048
607 => 0.0028075811054851
608 => 0.0028568868678214
609 => 0.0029837146749342
610 => 0.0029388852573561
611 => 0.0029024382430537
612 => 0.0029344121006414
613 => 0.0029294899758852
614 => 0.0028879422894911
615 => 0.0028867761843129
616 => 0.0028070328905238
617 => 0.0027775536104769
618 => 0.0027529185175839
619 => 0.0027260176392601
620 => 0.0027100698968641
621 => 0.0027345728773036
622 => 0.0027401769988409
623 => 0.0026866008038711
624 => 0.0026792985664676
625 => 0.0027230500438024
626 => 0.0027037966498468
627 => 0.0027235992429913
628 => 0.0027281936144643
629 => 0.0027274538148398
630 => 0.002707351060312
701 => 0.0027201639565752
702 => 0.0026898576372044
703 => 0.0026569040667506
704 => 0.0026358817418811
705 => 0.0026175369752256
706 => 0.0026277157179702
707 => 0.0025914303586509
708 => 0.0025798219419247
709 => 0.0027158232356205
710 => 0.0028162888535339
711 => 0.0028148280436607
712 => 0.0028059357392473
713 => 0.0027927235786271
714 => 0.0028559203159785
715 => 0.002833903836344
716 => 0.0028499226648166
717 => 0.0028540001289709
718 => 0.0028663413849126
719 => 0.002870752323145
720 => 0.0028574194042132
721 => 0.0028126724997992
722 => 0.0027011674684076
723 => 0.0026492615752927
724 => 0.0026321317660038
725 => 0.0026327544020373
726 => 0.0026155793206634
727 => 0.0026206381518611
728 => 0.0026138200656223
729 => 0.0026009082597581
730 => 0.0026269184503426
731 => 0.0026299158825057
801 => 0.0026238447932247
802 => 0.002625274754527
803 => 0.002575008728276
804 => 0.0025788303450798
805 => 0.0025575510970887
806 => 0.0025535614946156
807 => 0.0024997694086902
808 => 0.0024044689311858
809 => 0.0024572746467644
810 => 0.0023934927679527
811 => 0.0023693376039935
812 => 0.0024836843932775
813 => 0.0024722071471196
814 => 0.0024525630907363
815 => 0.0024235054371654
816 => 0.0024127276708012
817 => 0.0023472453741988
818 => 0.0023433763307811
819 => 0.002375831125148
820 => 0.0023608543542489
821 => 0.00233982129576
822 => 0.00226364169
823 => 0.0021779905909252
824 => 0.0021805758592226
825 => 0.002207819880243
826 => 0.0022870355457165
827 => 0.0022560846147711
828 => 0.0022336293592492
829 => 0.0022294241648924
830 => 0.0022820609764379
831 => 0.0023565530925277
901 => 0.0023915031267298
902 => 0.0023568687042838
903 => 0.0023170825446275
904 => 0.0023195041438145
905 => 0.0023356139583098
906 => 0.0023373068720328
907 => 0.0023114101721798
908 => 0.0023186999414977
909 => 0.0023076261153134
910 => 0.0022396660644614
911 => 0.0022384368826452
912 => 0.0022217583901623
913 => 0.0022212533720383
914 => 0.0021928790956799
915 => 0.0021889093382753
916 => 0.0021325704903702
917 => 0.0021696528906711
918 => 0.0021447799634627
919 => 0.0021072905952292
920 => 0.0021008274140151
921 => 0.0021006331229833
922 => 0.0021391263216897
923 => 0.0021692030752323
924 => 0.0021452126386805
925 => 0.0021397504813127
926 => 0.0021980720318317
927 => 0.0021906500829154
928 => 0.0021842227230204
929 => 0.0023498831405685
930 => 0.0022187499934356
1001 => 0.0021615684564672
1002 => 0.0020907954459896
1003 => 0.0021138394950696
1004 => 0.0021186952147983
1005 => 0.0019484988823935
1006 => 0.0018794502515335
1007 => 0.0018557553634651
1008 => 0.0018421186203852
1009 => 0.0018483330554461
1010 => 0.0017861811890755
1011 => 0.0018279482711736
1012 => 0.0017741300084631
1013 => 0.0017651072015799
1014 => 0.0018613409221097
1015 => 0.0018747312821321
1016 => 0.0018176038462175
1017 => 0.0018542889081665
1018 => 0.0018409863947433
1019 => 0.0017750525681095
1020 => 0.0017725343809085
1021 => 0.0017394511043897
1022 => 0.0016876821828225
1023 => 0.0016640223965207
1024 => 0.001651700174391
1025 => 0.0016567845633971
1026 => 0.0016542137407308
1027 => 0.0016374373838616
1028 => 0.0016551753418688
1029 => 0.0016098621889907
1030 => 0.0015918181264017
1031 => 0.0015836680419493
1101 => 0.0015434500106422
1102 => 0.0016074547834915
1103 => 0.0016200645300537
1104 => 0.001632699121712
1105 => 0.0017426746160952
1106 => 0.0017371805511834
1107 => 0.0017868442222685
1108 => 0.0017849143833357
1109 => 0.0017707494998441
1110 => 0.0017109901864033
1111 => 0.0017348091836335
1112 => 0.001661498012453
1113 => 0.0017164277265765
1114 => 0.0016913600989702
1115 => 0.001707952336467
1116 => 0.001678117997386
1117 => 0.0016946295524631
1118 => 0.0016230547687544
1119 => 0.0015562192428116
1120 => 0.0015831158095016
1121 => 0.0016123554534891
1122 => 0.0016757544517769
1123 => 0.0016379945314271
1124 => 0.0016515744266455
1125 => 0.0016060840509107
1126 => 0.0015122244120864
1127 => 0.001512755647449
1128 => 0.0014983173868592
1129 => 0.0014858406216891
1130 => 0.0016423317125086
1201 => 0.0016228695716072
1202 => 0.0015918591972227
1203 => 0.0016333678156396
1204 => 0.0016443433531794
1205 => 0.0016446558113034
1206 => 0.0016749394278078
1207 => 0.0016911017993649
1208 => 0.0016939504874035
1209 => 0.0017416024122941
1210 => 0.0017575747089733
1211 => 0.0018233623385111
1212 => 0.0016897305350585
1213 => 0.0016869784760052
1214 => 0.0016339519270243
1215 => 0.001600321651344
1216 => 0.0016362546207721
1217 => 0.0016680863263458
1218 => 0.001634941026847
1219 => 0.0016392691032261
1220 => 0.0015947742467194
1221 => 0.0016106790642429
1222 => 0.0016243784357045
1223 => 0.0016168144479953
1224 => 0.0016054907922934
1225 => 0.0016654764894928
1226 => 0.0016620918613709
1227 => 0.0017179519216683
1228 => 0.0017614988332613
1229 => 0.0018395426837775
1230 => 0.0017580998572459
1231 => 0.0017551317569411
]
'min_raw' => 0.0014858406216891
'max_raw' => 0.0042960022012168
'avg_raw' => 0.002890921411453
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001485'
'max' => '$0.004296'
'avg' => '$0.00289'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00026126742735346
'max_diff' => -0.0014511917377578
'year' => 2030
]
5 => [
'items' => [
101 => 0.0017841454135181
102 => 0.0017575702671337
103 => 0.0017743648423058
104 => 0.0018368368180741
105 => 0.0018381567524801
106 => 0.0018160461505412
107 => 0.0018147007184038
108 => 0.0018189473013697
109 => 0.0018438196704402
110 => 0.0018351285004362
111 => 0.0018451861423983
112 => 0.0018577633776799
113 => 0.001909788155442
114 => 0.0019223311532314
115 => 0.0018918581714019
116 => 0.0018946095404696
117 => 0.0018832118087633
118 => 0.0018722017427482
119 => 0.0018969507632592
120 => 0.0019421800846862
121 => 0.001941898715425
122 => 0.0019523910388636
123 => 0.0019589276694428
124 => 0.0019308676658909
125 => 0.0019126016353735
126 => 0.0019196059937716
127 => 0.0019308061153852
128 => 0.0019159739452838
129 => 0.001824422920488
130 => 0.001852193653109
131 => 0.0018475712452814
201 => 0.0018409883744309
202 => 0.001868912060826
203 => 0.0018662187531529
204 => 0.0017855437318531
205 => 0.0017907082849672
206 => 0.0017858578054335
207 => 0.0018015306971217
208 => 0.0017567238795485
209 => 0.0017705061548555
210 => 0.0017791502687272
211 => 0.0017842417182049
212 => 0.0018026355249579
213 => 0.0018004772240359
214 => 0.0018025013619422
215 => 0.0018297745215718
216 => 0.0019677128039606
217 => 0.0019752204803273
218 => 0.0019382499360938
219 => 0.0019530189393033
220 => 0.001924665682767
221 => 0.0019436994138301
222 => 0.0019567218092192
223 => 0.0018978761085186
224 => 0.0018943916480285
225 => 0.0018659213675166
226 => 0.0018812196836246
227 => 0.0018568789627089
228 => 0.0018628513242194
301 => 0.0018461520807751
302 => 0.0018762073941886
303 => 0.0019098139047085
304 => 0.0019183042364271
305 => 0.001895969828993
306 => 0.0018797982461015
307 => 0.0018514062737947
308 => 0.0018986227564973
309 => 0.0019124302949358
310 => 0.001898550231376
311 => 0.0018953339173638
312 => 0.0018892390081224
313 => 0.0018966269811718
314 => 0.0019123550961162
315 => 0.0019049380075611
316 => 0.001909837125224
317 => 0.0018911667406412
318 => 0.0019308769549196
319 => 0.0019939463319773
320 => 0.0019941491103375
321 => 0.0019867319818015
322 => 0.0019836970526089
323 => 0.0019913074765958
324 => 0.0019954358194127
325 => 0.0020200465350732
326 => 0.002046454813511
327 => 0.0021696907261459
328 => 0.0021350865750145
329 => 0.0022444288080414
330 => 0.0023309043180537
331 => 0.0023568345423906
401 => 0.002332979956112
402 => 0.0022513747050522
403 => 0.0022473707621168
404 => 0.0023693234600485
405 => 0.0023348662370953
406 => 0.002330767660067
407 => 0.0022871657251411
408 => 0.002312939868887
409 => 0.0023073026855659
410 => 0.0022984041159131
411 => 0.0023475793867379
412 => 0.0024396311038152
413 => 0.0024252839804532
414 => 0.0024145745184073
415 => 0.0023676487731999
416 => 0.0023959085530594
417 => 0.0023858457867319
418 => 0.0024290818168643
419 => 0.0024034697504092
420 => 0.0023346051897418
421 => 0.0023455720980087
422 => 0.0023439144718865
423 => 0.0023780283000202
424 => 0.0023677881755717
425 => 0.0023419149232398
426 => 0.0024393164810535
427 => 0.0024329917656651
428 => 0.0024419587660547
429 => 0.0024459063169399
430 => 0.0025051929287732
501 => 0.0025294807566813
502 => 0.0025349945188347
503 => 0.0025580660768594
504 => 0.0025344204774533
505 => 0.0026290197341041
506 => 0.0026919227197573
507 => 0.0027649877745514
508 => 0.002871755457641
509 => 0.0029119010941389
510 => 0.0029046491442352
511 => 0.002985599183031
512 => 0.0031310646033288
513 => 0.002934051864693
514 => 0.0031415067568608
515 => 0.0030758289331824
516 => 0.0029201079947344
517 => 0.0029100814021276
518 => 0.0030155374296018
519 => 0.0032494287487732
520 => 0.0031908416260941
521 => 0.0032495245763176
522 => 0.0031810677977535
523 => 0.0031776683416988
524 => 0.0032461997833811
525 => 0.0034063272323264
526 => 0.0033302566836202
527 => 0.003221190898786
528 => 0.003301723377056
529 => 0.0032319586914495
530 => 0.0030747593288721
531 => 0.0031907968256256
601 => 0.0031132058561042
602 => 0.0031358510259733
603 => 0.0032989357031217
604 => 0.0032793129232986
605 => 0.0033047066174101
606 => 0.003259887411972
607 => 0.0032180192067529
608 => 0.0031398690925376
609 => 0.0031167326964725
610 => 0.0031231267639846
611 => 0.0031167295278902
612 => 0.0030730052572234
613 => 0.0030635630051359
614 => 0.0030478255046489
615 => 0.0030527032141083
616 => 0.0030231121090245
617 => 0.0030789566381518
618 => 0.0030893218748582
619 => 0.0031299608661098
620 => 0.0031341801409962
621 => 0.0032473591531721
622 => 0.0031850220551617
623 => 0.0032268431624332
624 => 0.0032231022889633
625 => 0.0029234829396578
626 => 0.0029647678424282
627 => 0.0030289941952227
628 => 0.0030000603103455
629 => 0.0029591545666155
630 => 0.0029261209853264
701 => 0.0028760717318162
702 => 0.002946515095021
703 => 0.0030391406268189
704 => 0.003136529277338
705 => 0.0032535353597796
706 => 0.0032274209642796
707 => 0.0031343419300145
708 => 0.0031385173874974
709 => 0.0031643284226744
710 => 0.0031309007869403
711 => 0.0031210423245773
712 => 0.0031629740213327
713 => 0.003163262781883
714 => 0.0031248002471062
715 => 0.0030820561782713
716 => 0.0030818770790622
717 => 0.0030742711848717
718 => 0.0031824208694334
719 => 0.0032418922607759
720 => 0.0032487105599504
721 => 0.0032414333349161
722 => 0.003244234050009
723 => 0.0032096289577495
724 => 0.0032887259368334
725 => 0.0033613131467213
726 => 0.0033418582238718
727 => 0.0033126925288401
728 => 0.0032894606479372
729 => 0.0033363855310509
730 => 0.0033342960398724
731 => 0.0033606791607666
801 => 0.0033594822700066
802 => 0.0033506106187692
803 => 0.0033418585407064
804 => 0.0033765595409355
805 => 0.0033665662101505
806 => 0.0033565573569626
807 => 0.0033364830696155
808 => 0.0033392114986646
809 => 0.0033100508395014
810 => 0.0032965597842715
811 => 0.003093686683182
812 => 0.003039472361501
813 => 0.0030565292907361
814 => 0.0030621448747233
815 => 0.0030385507324502
816 => 0.003072378671632
817 => 0.0030671066231431
818 => 0.0030876170797679
819 => 0.0030748030369293
820 => 0.0030753289297171
821 => 0.0031130122974636
822 => 0.003123951939437
823 => 0.0031183879492356
824 => 0.0031222847772502
825 => 0.0032120855340988
826 => 0.0031993187381414
827 => 0.0031925366322408
828 => 0.003194415321925
829 => 0.0032173613406498
830 => 0.0032237849730865
831 => 0.0031965675910713
901 => 0.0032094034657715
902 => 0.0032640569911298
903 => 0.0032831826318835
904 => 0.0033442224963412
905 => 0.0033182916770225
906 => 0.0033658888181415
907 => 0.0035121862028801
908 => 0.0036290586768184
909 => 0.0035215779198255
910 => 0.0037361993345933
911 => 0.0039033128916034
912 => 0.0038968987949432
913 => 0.0038677586808723
914 => 0.00367750433916
915 => 0.0035024294573839
916 => 0.0036488870300618
917 => 0.0036492603805338
918 => 0.003636679545154
919 => 0.0035585410571053
920 => 0.0036339604951449
921 => 0.0036399470162533
922 => 0.003636596156377
923 => 0.0035766875607955
924 => 0.0034852182083017
925 => 0.0035030911008323
926 => 0.0035323672633945
927 => 0.0034769413800169
928 => 0.0034592294519051
929 => 0.0034921592960972
930 => 0.0035982661152898
1001 => 0.0035782072357564
1002 => 0.0035776834173474
1003 => 0.0036635038102801
1004 => 0.0036020749301403
1005 => 0.003503316535244
1006 => 0.0034783787380695
1007 => 0.0033898663582132
1008 => 0.0034510021742502
1009 => 0.0034532023434314
1010 => 0.0034197188817808
1011 => 0.0035060335336191
1012 => 0.003505238128907
1013 => 0.003587181044587
1014 => 0.0037438251230134
1015 => 0.0036974977610357
1016 => 0.0036436240794584
1017 => 0.003649481642401
1018 => 0.0037137246501842
1019 => 0.0036748818611533
1020 => 0.0036888499989103
1021 => 0.0037137035077348
1022 => 0.0037286982466865
1023 => 0.0036473241302218
1024 => 0.0036283519310999
1025 => 0.0035895414700336
1026 => 0.003579416545173
1027 => 0.0036110268559046
1028 => 0.0036026986558356
1029 => 0.0034530174277312
1030 => 0.0034373749065758
1031 => 0.0034378546403673
1101 => 0.0033985207771607
1102 => 0.0033385271945618
1103 => 0.003496186747601
1104 => 0.0034835244790479
1105 => 0.0034695463145471
1106 => 0.0034712585599401
1107 => 0.0035396932283364
1108 => 0.003499997664633
1109 => 0.0036055348267135
1110 => 0.0035838395589272
1111 => 0.003561587889386
1112 => 0.0035585120308529
1113 => 0.0035499470365028
1114 => 0.0035205744839821
1115 => 0.0034851053617966
1116 => 0.003461685575047
1117 => 0.0031932219589737
1118 => 0.0032430472445359
1119 => 0.0033003666938575
1120 => 0.0033201531380701
1121 => 0.0032863070560642
1122 => 0.003521910933594
1123 => 0.0035649580323541
1124 => 0.0034345655623169
1125 => 0.0034101744550624
1126 => 0.0035235100105249
1127 => 0.0034551548158728
1128 => 0.0034859351558392
1129 => 0.0034194048967777
1130 => 0.003554589246829
1201 => 0.0035535593685773
1202 => 0.0035009696031304
1203 => 0.003545418112767
1204 => 0.0035376940903935
1205 => 0.0034783203747268
1206 => 0.0035564714995186
1207 => 0.0035565102615015
1208 => 0.0035058937556589
1209 => 0.0034467847582126
1210 => 0.0034362174655614
1211 => 0.0034282564300648
1212 => 0.0034839772291274
1213 => 0.0035339363233325
1214 => 0.0036268978117385
1215 => 0.0036502705386342
1216 => 0.0037414958477189
1217 => 0.0036871756178387
1218 => 0.0037112550721798
1219 => 0.0037373967261139
1220 => 0.0037499299963374
1221 => 0.0037295077050806
1222 => 0.0038712181599242
1223 => 0.0038831828642092
1224 => 0.0038871945260617
1225 => 0.0038394105580132
1226 => 0.0038818539056172
1227 => 0.0038619960688492
1228 => 0.0039136606434535
1229 => 0.0039217623084379
1230 => 0.0039149004864212
1231 => 0.0039174720827634
]
'min_raw' => 0.0017567238795485
'max_raw' => 0.0039217623084379
'avg_raw' => 0.0028392430939932
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.001756'
'max' => '$0.003921'
'avg' => '$0.002839'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00027088325785934
'max_diff' => -0.00037423989277895
'year' => 2031
]
6 => [
'items' => [
101 => 0.0037965472089916
102 => 0.003790276616357
103 => 0.0037047766408433
104 => 0.0037396185128491
105 => 0.0036744833031487
106 => 0.0036951383491117
107 => 0.0037042428965637
108 => 0.0036994871976533
109 => 0.0037415884200159
110 => 0.0037057937802962
111 => 0.0036113258408922
112 => 0.0035168321637613
113 => 0.0035156458726178
114 => 0.0034907673553812
115 => 0.0034727847441469
116 => 0.003476248833038
117 => 0.0034884567341186
118 => 0.0034720751987433
119 => 0.0034755710298806
120 => 0.0035336251193599
121 => 0.0035452674529822
122 => 0.0035057022543803
123 => 0.0033468422727631
124 => 0.0033078576348041
125 => 0.0033358790194701
126 => 0.003322486602408
127 => 0.0026815059975906
128 => 0.0028320948828928
129 => 0.0027426200807616
130 => 0.0027838541861214
131 => 0.0026925235825331
201 => 0.0027361113336125
202 => 0.0027280622675579
203 => 0.0029702047388747
204 => 0.0029664240172412
205 => 0.0029682336486158
206 => 0.002881855228135
207 => 0.0030194583973906
208 => 0.0030872466666159
209 => 0.0030747008621086
210 => 0.0030778583708144
211 => 0.0030236019099232
212 => 0.002968758969756
213 => 0.0029079297088425
214 => 0.0030209429568958
215 => 0.0030083778129128
216 => 0.0030371977324138
217 => 0.0031104949021302
218 => 0.0031212881887998
219 => 0.0031357944755385
220 => 0.0031305950043705
221 => 0.0032544675019952
222 => 0.0032394657251958
223 => 0.0032756156909766
224 => 0.003201252468661
225 => 0.0031171034239889
226 => 0.0031330974063415
227 => 0.0031315570572255
228 => 0.0031119466450479
229 => 0.0030942432417747
301 => 0.0030647720632278
302 => 0.0031580232330639
303 => 0.0031542374058652
304 => 0.0032155255476697
305 => 0.0032046922732845
306 => 0.0031323450155883
307 => 0.0031349289120504
308 => 0.0031523068575364
309 => 0.0032124521252815
310 => 0.0032303073357503
311 => 0.0032220360908541
312 => 0.0032416135140118
313 => 0.0032570867110399
314 => 0.003243556709329
315 => 0.0034351130013062
316 => 0.0033555654736192
317 => 0.0033943363851257
318 => 0.0034035830190685
319 => 0.0033798979606597
320 => 0.0033850344017302
321 => 0.0033928147103557
322 => 0.0034400552207885
323 => 0.0035640279893162
324 => 0.003618934684586
325 => 0.0037841241863537
326 => 0.0036143754478819
327 => 0.0036043032602311
328 => 0.0036340588777445
329 => 0.0037310426023668
330 => 0.003809638801955
331 => 0.003835713695682
401 => 0.0038391599233376
402 => 0.0038880781573955
403 => 0.0039161171768865
404 => 0.0038821381971036
405 => 0.0038533445694851
406 => 0.0037502093693522
407 => 0.0037621475495954
408 => 0.0038443897729474
409 => 0.0039605617574748
410 => 0.0040602494058343
411 => 0.0040253422658441
412 => 0.0042916591033688
413 => 0.0043180633300026
414 => 0.0043144151196327
415 => 0.0043745678773803
416 => 0.0042551769031473
417 => 0.0042041349485715
418 => 0.0038595700785978
419 => 0.003956378752442
420 => 0.0040970958452486
421 => 0.0040784714103537
422 => 0.0039762788961788
423 => 0.0040601718836484
424 => 0.0040324342384147
425 => 0.0040105564067829
426 => 0.0041107829947146
427 => 0.0040005797442024
428 => 0.0040959964835237
429 => 0.0039736235283843
430 => 0.0040255017187192
501 => 0.0039960531488194
502 => 0.0040151099826256
503 => 0.0039037041215899
504 => 0.0039638160199803
505 => 0.0039012032689873
506 => 0.0039011735823909
507 => 0.0038997914024424
508 => 0.0039734550263183
509 => 0.0039758571944483
510 => 0.0039214196651044
511 => 0.0039135743666519
512 => 0.0039425825469181
513 => 0.0039086215650809
514 => 0.0039245116947347
515 => 0.0039091028609206
516 => 0.0039056340078693
517 => 0.0038779935965802
518 => 0.003866085347408
519 => 0.0038707548787462
520 => 0.0038548153609804
521 => 0.003845211224969
522 => 0.0038978808980571
523 => 0.0038697416164147
524 => 0.0038935681495713
525 => 0.0038664148078911
526 => 0.0037722894954799
527 => 0.003718157032955
528 => 0.0035403630432312
529 => 0.0035907851981641
530 => 0.0036242151390501
531 => 0.0036131665437867
601 => 0.0036369032016513
602 => 0.003638360439663
603 => 0.0036306434102247
604 => 0.0036217080787478
605 => 0.0036173588535396
606 => 0.0036497744149877
607 => 0.003668592739466
608 => 0.003627570280853
609 => 0.0036179592927651
610 => 0.0036594352633349
611 => 0.0036847355814226
612 => 0.0038715389151614
613 => 0.0038576999208312
614 => 0.0038924330808345
615 => 0.0038885226600419
616 => 0.0039249285451517
617 => 0.0039844367810311
618 => 0.0038634398987238
619 => 0.0038844407737349
620 => 0.0038792918441632
621 => 0.0039355065071053
622 => 0.003935682003147
623 => 0.0039019785045825
624 => 0.0039202497179311
625 => 0.0039100512278845
626 => 0.0039284812778074
627 => 0.0038575150926247
628 => 0.0039439442458509
629 => 0.0039929440063586
630 => 0.0039936243680808
701 => 0.0040168498656753
702 => 0.0040404483163614
703 => 0.0040857434874615
704 => 0.0040391850586234
705 => 0.0039554309775154
706 => 0.0039614777516474
707 => 0.0039123727645382
708 => 0.003913198228243
709 => 0.0039087918382938
710 => 0.003922015746229
711 => 0.0038604169967716
712 => 0.0038748741001474
713 => 0.0038546340707606
714 => 0.0038843967758639
715 => 0.0038523770251242
716 => 0.0038792893611935
717 => 0.0038909038332829
718 => 0.0039337614853347
719 => 0.0038460469150696
720 => 0.0036671909685448
721 => 0.003704788656923
722 => 0.0036491787225769
723 => 0.0036543256337226
724 => 0.0036647232133617
725 => 0.003631021255875
726 => 0.0036374505272927
727 => 0.0036372208284756
728 => 0.0036352414081629
729 => 0.0036264742273892
730 => 0.0036137600807336
731 => 0.0036644093278018
801 => 0.003673015621844
802 => 0.0036921463474056
803 => 0.0037490664101819
804 => 0.003743378753643
805 => 0.0037526555574365
806 => 0.0037324043468424
807 => 0.0036552650293002
808 => 0.0036594540653712
809 => 0.0036072167184411
810 => 0.003690810520999
811 => 0.0036710144051691
812 => 0.0036582517205121
813 => 0.003654769303758
814 => 0.0037118304603603
815 => 0.0037289040527398
816 => 0.0037182649357351
817 => 0.0036964437963658
818 => 0.0037383468347956
819 => 0.0037495583201321
820 => 0.0037520681582353
821 => 0.0038263123082222
822 => 0.00375621758147
823 => 0.0037730900788809
824 => 0.0039047244872142
825 => 0.0037853502431626
826 => 0.0038485854426001
827 => 0.0038454904086477
828 => 0.0038778393969174
829 => 0.0038428368474134
830 => 0.0038432707459646
831 => 0.0038719944560379
901 => 0.0038316571855884
902 => 0.0038216691101608
903 => 0.0038078706554935
904 => 0.0038379990764532
905 => 0.0038560597022272
906 => 0.0040016150818979
907 => 0.0040956504952969
908 => 0.0040915681700005
909 => 0.004128872981417
910 => 0.004112066822201
911 => 0.0040577953008516
912 => 0.004150430170088
913 => 0.004121116621454
914 => 0.0041235331947875
915 => 0.0041234432498073
916 => 0.004142934197014
917 => 0.004129123074599
918 => 0.0041018999346364
919 => 0.0041199719253943
920 => 0.0041736392770904
921 => 0.0043402243834706
922 => 0.00443344761596
923 => 0.0043346122278202
924 => 0.0044027875551005
925 => 0.0043619066520852
926 => 0.0043544773759058
927 => 0.0043972965195549
928 => 0.0044401906124467
929 => 0.0044374584441658
930 => 0.0044063195353624
1001 => 0.0043887299558999
1002 => 0.0045219241445312
1003 => 0.0046200593538109
1004 => 0.0046133671904448
1005 => 0.0046429042231346
1006 => 0.0047296258646578
1007 => 0.0047375546047277
1008 => 0.0047365557657189
1009 => 0.0047169035561772
1010 => 0.0048022922744851
1011 => 0.004873525045569
1012 => 0.0047123546374753
1013 => 0.0047737262190018
1014 => 0.0048012778992179
1015 => 0.0048417319399904
1016 => 0.0049099846876579
1017 => 0.0049841252747721
1018 => 0.0049946095667003
1019 => 0.0049871704598577
1020 => 0.0049382727496499
1021 => 0.0050193982647514
1022 => 0.0050669196888705
1023 => 0.0050952176094249
1024 => 0.005166976427626
1025 => 0.0048014480490152
1026 => 0.0045427088946954
1027 => 0.0045023030395096
1028 => 0.0045844699349116
1029 => 0.0046061366899604
1030 => 0.004597402848168
1031 => 0.0043061684064463
1101 => 0.0045007697504463
1102 => 0.0047101444340446
1103 => 0.0047181873683469
1104 => 0.0048230047127744
1105 => 0.0048571375367281
1106 => 0.0049415292377156
1107 => 0.0049362505138415
1108 => 0.0049567985500667
1109 => 0.0049520749123809
1110 => 0.0051083927676911
1111 => 0.0052808345755244
1112 => 0.0052748634640505
1113 => 0.0052500729139356
1114 => 0.0052868911082731
1115 => 0.0054648695339442
1116 => 0.0054484841325546
1117 => 0.0054644011542995
1118 => 0.0056742477485902
1119 => 0.0059470781714982
1120 => 0.0058203210483309
1121 => 0.0060953475322244
1122 => 0.0062684621253079
1123 => 0.0065678459136628
1124 => 0.0065303615888645
1125 => 0.0066469095006913
1126 => 0.0064632568242609
1127 => 0.006041553156847
1128 => 0.005974816937262
1129 => 0.0061084245389015
1130 => 0.0064368857902931
1201 => 0.0060980801252008
1202 => 0.0061666200699875
1203 => 0.006146880561278
1204 => 0.0061458287267464
1205 => 0.0061859729726981
1206 => 0.0061277416501621
1207 => 0.0058904967665358
1208 => 0.0059992246986088
1209 => 0.0059572396224913
1210 => 0.0060038251946385
1211 => 0.0062552283141655
1212 => 0.0061440770023208
1213 => 0.0060269881244917
1214 => 0.0061738435613914
1215 => 0.0063608409975679
1216 => 0.0063491390340787
1217 => 0.0063264323338683
1218 => 0.0064544288140701
1219 => 0.0066658414999134
1220 => 0.0067229854993719
1221 => 0.0067651680315145
1222 => 0.0067709842900173
1223 => 0.0068308953673801
1224 => 0.0065087384048648
1225 => 0.0070200097779541
1226 => 0.0071082922205
1227 => 0.0070916987802337
1228 => 0.0071898209996304
1229 => 0.0071609509535635
1230 => 0.0071191227863839
1231 => 0.0072746673753222
]
'min_raw' => 0.0026815059975906
'max_raw' => 0.0072746673753222
'avg_raw' => 0.0049780866864564
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.002681'
'max' => '$0.007274'
'avg' => '$0.004978'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00092478211804218
'max_diff' => 0.0033529050668843
'year' => 2032
]
7 => [
'items' => [
101 => 0.0070963480559055
102 => 0.0068432462317716
103 => 0.0067043895652652
104 => 0.0068872472249686
105 => 0.0069989120168965
106 => 0.0070727153411462
107 => 0.007095048182471
108 => 0.0065337465328016
109 => 0.0062312360748464
110 => 0.0064251418101062
111 => 0.0066617201897822
112 => 0.0065074242000205
113 => 0.0065134723106983
114 => 0.006293486777571
115 => 0.0066811840281596
116 => 0.0066246997997959
117 => 0.0069177400764653
118 => 0.006847803662643
119 => 0.0070867666325089
120 => 0.007023839674022
121 => 0.0072850459605022
122 => 0.0073892482200571
123 => 0.0075642200316364
124 => 0.0076929300084975
125 => 0.0077685109687399
126 => 0.007763973371384
127 => 0.0080634627901492
128 => 0.0078868643432667
129 => 0.007665015072924
130 => 0.007661002519549
131 => 0.0077759014002879
201 => 0.0080166979333482
202 => 0.0080791329709236
203 => 0.0081140256393838
204 => 0.0080605863030145
205 => 0.0078689013458483
206 => 0.0077861327532087
207 => 0.0078566539921746
208 => 0.0077704125768784
209 => 0.0079192894547469
210 => 0.0081237292064457
211 => 0.0080815132061623
212 => 0.0082226349657332
213 => 0.008368681140447
214 => 0.0085775337296318
215 => 0.0086321355302337
216 => 0.0087223902303082
217 => 0.0088152919638093
218 => 0.0088451294968379
219 => 0.0089020986054324
220 => 0.0089017983501093
221 => 0.0090734785933219
222 => 0.0092628472180799
223 => 0.0093343294900324
224 => 0.0094986990328315
225 => 0.0092172219509838
226 => 0.0094307255509409
227 => 0.009623311142444
228 => 0.009393702660882
301 => 0.0097101644608003
302 => 0.0097224519553733
303 => 0.0099079785350396
304 => 0.0097199118039558
305 => 0.0096082383793685
306 => 0.0099306353718034
307 => 0.010086633121033
308 => 0.010039645329413
309 => 0.0096820659151143
310 => 0.0094739393586899
311 => 0.0089292320159127
312 => 0.0095744613930383
313 => 0.0098887338010373
314 => 0.0096812520255002
315 => 0.009785893764587
316 => 0.010356785162847
317 => 0.010574143644823
318 => 0.010528934600022
319 => 0.01053657418439
320 => 0.010653856875929
321 => 0.011173952918971
322 => 0.010862299314248
323 => 0.011100546817621
324 => 0.011226912434344
325 => 0.011344287861589
326 => 0.01105605090916
327 => 0.010681058869091
328 => 0.010562283148906
329 => 0.0096606220519419
330 => 0.0096136866761292
331 => 0.0095873404273982
401 => 0.0094212310558995
402 => 0.0092907145910877
403 => 0.0091869230525038
404 => 0.0089145430604823
405 => 0.009006463311991
406 => 0.0085723464548313
407 => 0.0088500790358853
408 => 0.0081572180497403
409 => 0.0087342532674772
410 => 0.008420199233035
411 => 0.0086310780707068
412 => 0.0086303423343081
413 => 0.0082420475349579
414 => 0.0080180871981984
415 => 0.0081608034414483
416 => 0.0083138065830416
417 => 0.0083386308280008
418 => 0.0085370033948671
419 => 0.0085923649142754
420 => 0.008424616925886
421 => 0.0081428600458331
422 => 0.0082083057428792
423 => 0.0080167609432367
424 => 0.0076810860495275
425 => 0.0079221736185108
426 => 0.0080044915144338
427 => 0.0080408477868205
428 => 0.0077107500813796
429 => 0.0076070262155602
430 => 0.0075518044997254
501 => 0.0081002485772502
502 => 0.0081302935818595
503 => 0.0079765790903427
504 => 0.0086713831678047
505 => 0.0085141276063082
506 => 0.0086898205970478
507 => 0.0082023672318416
508 => 0.0082209886068355
509 => 0.0079902203719602
510 => 0.0081194351635513
511 => 0.0080281103136418
512 => 0.0081089958853162
513 => 0.0081574783634741
514 => 0.0083882087315528
515 => 0.0087368878376534
516 => 0.0083537453087416
517 => 0.0081868046221926
518 => 0.0082903736852176
519 => 0.0085661917482244
520 => 0.0089840702325467
521 => 0.0087366777592396
522 => 0.0088464663378967
523 => 0.0088704502581793
524 => 0.0086880322073299
525 => 0.0089907962462799
526 => 0.0091530499544038
527 => 0.0093194886852649
528 => 0.0094640027717642
529 => 0.0092530093960929
530 => 0.0094788025527736
531 => 0.0092968531263466
601 => 0.0091336256812556
602 => 0.0091338732299124
603 => 0.0090314782692344
604 => 0.0088330751303254
605 => 0.0087964865474603
606 => 0.0089868249761531
607 => 0.0091394583708485
608 => 0.0091520299883003
609 => 0.0092365356781907
610 => 0.0092865452749899
611 => 0.009776707308373
612 => 0.0099738545330327
613 => 0.010214922427541
614 => 0.010308831958293
615 => 0.01059146597743
616 => 0.010363216052564
617 => 0.010313832745561
618 => 0.0096282550640194
619 => 0.009740518370965
620 => 0.0099202627571828
621 => 0.0096312189827441
622 => 0.0098145507289196
623 => 0.009850744299112
624 => 0.0096213973858927
625 => 0.0097439014817382
626 => 0.0094185669231055
627 => 0.0087439792419948
628 => 0.0089915472552101
629 => 0.0091738406434287
630 => 0.0089136855018281
701 => 0.0093800035237528
702 => 0.0091075901621023
703 => 0.0090212482046065
704 => 0.0086843974452849
705 => 0.0088433780371099
706 => 0.009058401563936
707 => 0.0089255420235255
708 => 0.0092012455188377
709 => 0.0095917151956361
710 => 0.0098699871401939
711 => 0.0098913494047805
712 => 0.0097124391872022
713 => 0.0099991439526612
714 => 0.010001232283875
715 => 0.0096778281372137
716 => 0.0094797448981056
717 => 0.0094347399694096
718 => 0.0095471711050283
719 => 0.0096836832596021
720 => 0.0098989248792831
721 => 0.010028990882134
722 => 0.010368134035893
723 => 0.010459896449304
724 => 0.010560715521017
725 => 0.010695440892276
726 => 0.010857213243349
727 => 0.010503264548907
728 => 0.01051732759038
729 => 0.010187735466869
730 => 0.0098355190146059
731 => 0.010102807397473
801 => 0.010452251402188
802 => 0.010372088561405
803 => 0.010363068604239
804 => 0.010378237670265
805 => 0.010317797506189
806 => 0.010044428884086
807 => 0.0099071448734448
808 => 0.010084276272059
809 => 0.010178413727211
810 => 0.010324412710502
811 => 0.010306415254147
812 => 0.01068249295596
813 => 0.010828625378885
814 => 0.010791238451742
815 => 0.010798118546103
816 => 0.011062684317615
817 => 0.011356935867637
818 => 0.011632541274144
819 => 0.011912898931171
820 => 0.01157491683308
821 => 0.011403310367507
822 => 0.011580364436093
823 => 0.011486417055085
824 => 0.012026266572963
825 => 0.012063644582286
826 => 0.012603455062899
827 => 0.013115799488438
828 => 0.012794005134361
829 => 0.01309744271632
830 => 0.013425635200837
831 => 0.014058771750782
901 => 0.013845553634773
902 => 0.013682231899464
903 => 0.013527893648761
904 => 0.013849047047966
905 => 0.014262205765491
906 => 0.014351196196061
907 => 0.014495394690545
908 => 0.014343787605348
909 => 0.014526381640495
910 => 0.01517101882045
911 => 0.014996832164056
912 => 0.014749459110075
913 => 0.015258338252037
914 => 0.015442499635295
915 => 0.016735040669066
916 => 0.01836692711641
917 => 0.017691315411666
918 => 0.017271941424677
919 => 0.017370504259303
920 => 0.017966413947031
921 => 0.018157801225501
922 => 0.017637544627468
923 => 0.017821308053162
924 => 0.018833862595952
925 => 0.01937706562152
926 => 0.018639322950899
927 => 0.016603920181955
928 => 0.014727185873131
929 => 0.015224980322279
930 => 0.015168545880106
1001 => 0.016256409417582
1002 => 0.014992677869909
1003 => 0.015013955868151
1004 => 0.016124315271516
1005 => 0.015828090419077
1006 => 0.01534824409574
1007 => 0.014730689282321
1008 => 0.013589082092811
1009 => 0.01257792876899
1010 => 0.014561033291706
1011 => 0.014475518218645
1012 => 0.014351679720229
1013 => 0.014627268897729
1014 => 0.015965451716318
1015 => 0.015934602271074
1016 => 0.01573835383996
1017 => 0.015887206545306
1018 => 0.015322149496801
1019 => 0.01546777756431
1020 => 0.014726888588828
1021 => 0.015061801348003
1022 => 0.01534721456104
1023 => 0.015404515489172
1024 => 0.015533617406112
1025 => 0.014430455660977
1026 => 0.014925742897415
1027 => 0.015216677746684
1028 => 0.013902223513385
1029 => 0.015190695212785
1030 => 0.014411252069307
1031 => 0.014146697359568
1101 => 0.014502885423799
1102 => 0.014364078588764
1103 => 0.014244740623012
1104 => 0.014178147987635
1105 => 0.014439693190965
1106 => 0.014427491794615
1107 => 0.013999553078232
1108 => 0.013441324467724
1109 => 0.01362868431264
1110 => 0.013560614724474
1111 => 0.013313921755809
1112 => 0.013480163030866
1113 => 0.012748120588297
1114 => 0.011488679614111
1115 => 0.012320704899378
1116 => 0.012288672830965
1117 => 0.012272520809532
1118 => 0.012897764815921
1119 => 0.01283766203154
1120 => 0.012728574889361
1121 => 0.013311918284895
1122 => 0.013098990098449
1123 => 0.013755184596886
1124 => 0.014187396733555
1125 => 0.014077773755098
1126 => 0.014484271358698
1127 => 0.013633000705053
1128 => 0.013915758669143
1129 => 0.013974034693657
1130 => 0.013304719917945
1201 => 0.012847495590369
1202 => 0.012817003940458
1203 => 0.012024239965835
1204 => 0.012447728082111
1205 => 0.012820380099306
1206 => 0.012641908702034
1207 => 0.01258540998934
1208 => 0.012874049659422
1209 => 0.012896479433819
1210 => 0.012385078200567
1211 => 0.012491414710931
1212 => 0.012934855636122
1213 => 0.012480241137368
1214 => 0.011596999427146
1215 => 0.011377943271239
1216 => 0.011348717142035
1217 => 0.010754619473652
1218 => 0.011392581651034
1219 => 0.011114094064283
1220 => 0.011993833014036
1221 => 0.011491330844072
1222 => 0.011469668979863
1223 => 0.011436923895007
1224 => 0.010925559489964
1225 => 0.011037515795765
1226 => 0.011409675607675
1227 => 0.011542466421244
1228 => 0.011528615251466
1229 => 0.011407851821565
1230 => 0.011463136701365
1231 => 0.011285044841001
]
'min_raw' => 0.0062312360748464
'max_raw' => 0.01937706562152
'avg_raw' => 0.012804150848183
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.006231'
'max' => '$0.019377'
'avg' => '$0.0128041'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0035497300772558
'max_diff' => 0.012102398246198
'year' => 2033
]
8 => [
'items' => [
101 => 0.011222156898445
102 => 0.011023665253047
103 => 0.010731937369028
104 => 0.010772503920572
105 => 0.010194514647577
106 => 0.0098795954154371
107 => 0.0097924299225495
108 => 0.0096758685825636
109 => 0.0098055958360588
110 => 0.010192877276587
111 => 0.009725733692969
112 => 0.0089248487851679
113 => 0.0089729833327683
114 => 0.0090811273699507
115 => 0.0088796016721056
116 => 0.0086888745118649
117 => 0.0088546963035106
118 => 0.0085153508101961
119 => 0.0091221356515755
120 => 0.0091057238221111
121 => 0.0093318956876545
122 => 0.0094733255966926
123 => 0.0091473754448364
124 => 0.0090653998631075
125 => 0.0091120968800428
126 => 0.0083402992089937
127 => 0.0092688233521219
128 => 0.0092768532674695
129 => 0.0092080962571606
130 => 0.0097025066984097
131 => 0.010745866939929
201 => 0.010353312848001
202 => 0.010201304038596
203 => 0.0099123351807999
204 => 0.01029736902654
205 => 0.010267804434651
206 => 0.01013410213809
207 => 0.010053238571953
208 => 0.010202232171972
209 => 0.010034776616071
210 => 0.01000469699686
211 => 0.0098224472313914
212 => 0.009757392356955
213 => 0.0097092283178314
214 => 0.0096562044432571
215 => 0.0097731618978418
216 => 0.0095081209187185
217 => 0.0091885074801834
218 => 0.0091619350810345
219 => 0.0092353038113538
220 => 0.0092028436098471
221 => 0.0091617796740781
222 => 0.0090833774375975
223 => 0.0090601171688325
224 => 0.0091357017580407
225 => 0.0090503711636799
226 => 0.0091762811038573
227 => 0.0091420405670438
228 => 0.0089507757118037
301 => 0.0087123888868556
302 => 0.0087102667440803
303 => 0.008658906693678
304 => 0.0085934919474553
305 => 0.0085752950615428
306 => 0.0088407312547328
307 => 0.0093901762307991
308 => 0.0092823070348933
309 => 0.0093602535838151
310 => 0.0097436734579753
311 => 0.009865551106133
312 => 0.009779045238301
313 => 0.009660630670963
314 => 0.0096658403109618
315 => 0.010070498734083
316 => 0.010095736783569
317 => 0.010159505192516
318 => 0.010241465618964
319 => 0.009793003453332
320 => 0.00964471778329
321 => 0.0095744518062484
322 => 0.0093580597933155
323 => 0.0095914200272145
324 => 0.0094554510124031
325 => 0.0094737978778641
326 => 0.0094618494576639
327 => 0.0094683741030419
328 => 0.009121966042846
329 => 0.0092481789333098
330 => 0.0090383255235211
331 => 0.0087573553649649
401 => 0.0087564134544726
402 => 0.0088251805027291
403 => 0.0087842751715713
404 => 0.0086741999771978
405 => 0.0086898356390183
406 => 0.0085528507888543
407 => 0.008706468080019
408 => 0.0087108732742605
409 => 0.0086517222495717
410 => 0.008888390881712
411 => 0.0089853542134031
412 => 0.0089464197418152
413 => 0.0089826224670851
414 => 0.0092867894869834
415 => 0.0093363819829643
416 => 0.0093584076937827
417 => 0.0093288961591336
418 => 0.0089881820818416
419 => 0.0090032941999977
420 => 0.0088924115040167
421 => 0.0087987273104434
422 => 0.0088024741868774
423 => 0.0088506400404668
424 => 0.0090609831479815
425 => 0.0095036378173427
426 => 0.0095204362384686
427 => 0.0095407964149177
428 => 0.0094579813450943
429 => 0.0094330035276021
430 => 0.0094659557161961
501 => 0.0096321935363313
502 => 0.010059802342847
503 => 0.0099086568315925
504 => 0.0097857731782224
505 => 0.009893575271423
506 => 0.0098769799841555
507 => 0.0097368990587111
508 => 0.0097329674536879
509 => 0.009464107371179
510 => 0.0093647159203233
511 => 0.0092816569846672
512 => 0.0091909587952391
513 => 0.0091371898683153
514 => 0.0092198033776105
515 => 0.0092386980646406
516 => 0.0090580621827296
517 => 0.0090334421794976
518 => 0.0091809533399625
519 => 0.0091160391780123
520 => 0.0091828050033718
521 => 0.0091982952475619
522 => 0.0091958009614767
523 => 0.0091280231210567
524 => 0.0091712226953761
525 => 0.0090690428236977
526 => 0.0089579375601679
527 => 0.0088870593241384
528 => 0.0088252086625689
529 => 0.0088595270043892
530 => 0.0087371883820815
531 => 0.0086980497946153
601 => 0.0091565876516179
602 => 0.0094953144966984
603 => 0.0094903892742203
604 => 0.0094604082490498
605 => 0.0094158625270751
606 => 0.0096289347393107
607 => 0.0095547046410812
608 => 0.0096087132396754
609 => 0.0096224606947514
610 => 0.0096640701007978
611 => 0.0096789418870101
612 => 0.0096339890199569
613 => 0.0094831217075961
614 => 0.0091071747092265
615 => 0.008932170366636
616 => 0.0088744160186532
617 => 0.0088765152795113
618 => 0.0088186082935331
619 => 0.0088356644961128
620 => 0.0088126768423348
621 => 0.0087691437873902
622 => 0.0088568389609193
623 => 0.0088669450127315
624 => 0.0088464759113505
625 => 0.008851297125718
626 => 0.008681821708751
627 => 0.0086947065566217
628 => 0.0086229620863501
629 => 0.0086095108630667
630 => 0.0084281470897257
701 => 0.0081068348761528
702 => 0.0082848730330034
703 => 0.0080698279754811
704 => 0.0079883871537331
705 => 0.008373915337242
706 => 0.008335219000505
707 => 0.0082689876929045
708 => 0.0081710177851494
709 => 0.008134679793373
710 => 0.00791390165855
711 => 0.0079008569085391
712 => 0.0080102805136685
713 => 0.0079597852849376
714 => 0.0078888708597609
715 => 0.007632026000251
716 => 0.0073432473397513
717 => 0.0073519637523139
718 => 0.0074438188713008
719 => 0.0077109000181059
720 => 0.0076065467934984
721 => 0.0075308373317304
722 => 0.0075166592253593
723 => 0.0076941279104697
724 => 0.0079452832807399
725 => 0.0080631197611859
726 => 0.007946347387811
727 => 0.0078122055727489
728 => 0.0078203701634784
729 => 0.0078746855278008
730 => 0.0078803933046131
731 => 0.0077930807730091
801 => 0.0078176587392196
802 => 0.0077803225610896
803 => 0.0075511905048229
804 => 0.0075470462325107
805 => 0.0074908135306493
806 => 0.0074891108267852
807 => 0.0073934449730142
808 => 0.0073800606587648
809 => 0.0071901102996001
810 => 0.007315136201225
811 => 0.0072312753905695
812 => 0.0071048773681462
813 => 0.0070830863014382
814 => 0.0070824312356594
815 => 0.0072122137426075
816 => 0.0073136196170682
817 => 0.0072327341852748
818 => 0.0072143181403536
819 => 0.0074109533198091
820 => 0.007385929700854
821 => 0.0073642594082238
822 => 0.0079227950720284
823 => 0.0074806705110457
824 => 0.0072878789668696
825 => 0.0070492628208304
826 => 0.0071269574411878
827 => 0.0071433288392686
828 => 0.0065695000218374
829 => 0.0063366977420714
830 => 0.0062568087726245
831 => 0.0062108315412437
901 => 0.0062317839429297
902 => 0.0060222345861564
903 => 0.0061630552195345
904 => 0.005981603189335
905 => 0.0059511821659761
906 => 0.0062756408735659
907 => 0.0063207874072668
908 => 0.0061281782685703
909 => 0.0062518645162005
910 => 0.0062070141634424
911 => 0.0059847136635939
912 => 0.0059762234196314
913 => 0.0058646808430479
914 => 0.0056901383095934
915 => 0.0056103676882033
916 => 0.005568822455983
917 => 0.0055859648284975
918 => 0.005577297120389
919 => 0.0055207344619167
920 => 0.0055805392257627
921 => 0.0054277627671708
922 => 0.0053669259503559
923 => 0.005339447371604
924 => 0.0052038494711188
925 => 0.0054196460314508
926 => 0.0054621606723697
927 => 0.0055047590802646
928 => 0.0058755491378213
929 => 0.0058570255143876
930 => 0.0060244700488579
1001 => 0.0060179634621591
1002 => 0.0059702055685066
1003 => 0.0057687228709787
1004 => 0.0058490302831296
1005 => 0.0056018565510721
1006 => 0.0057870559173096
1007 => 0.0057025386606692
1008 => 0.0057584805478228
1009 => 0.0056578919906441
1010 => 0.0057135618513865
1011 => 0.0054722424709207
1012 => 0.0052469018288971
1013 => 0.0053375854813508
1014 => 0.0054361689825016
1015 => 0.0056499231316054
1016 => 0.0055226129238326
1017 => 0.0055683984886797
1018 => 0.0054150245108531
1019 => 0.005098570185486
1020 => 0.0051003612826007
1021 => 0.0050516816789753
1022 => 0.0050096153941043
1023 => 0.0055372360326614
1024 => 0.0054716180658089
1025 => 0.0053670644234965
1026 => 0.0055070136285282
1027 => 0.0055440184196311
1028 => 0.0055450718940112
1029 => 0.0056471752213905
1030 => 0.0057016677855159
1031 => 0.0057112723361272
1101 => 0.005871934127847
1102 => 0.0059257858412512
1103 => 0.0061475934273832
1104 => 0.0056970444721682
1105 => 0.0056877657129275
1106 => 0.005508983000843
1107 => 0.0053955961783961
1108 => 0.0055167466935826
1109 => 0.0056240695113433
1110 => 0.005512317819952
1111 => 0.0055269102316407
1112 => 0.0053768927163966
1113 => 0.0054305169191162
1114 => 0.0054767053064585
1115 => 0.005451202793796
1116 => 0.0054130242980047
1117 => 0.0056152702641802
1118 => 0.0056038587541602
1119 => 0.0057921948474775
1120 => 0.0059390163002615
1121 => 0.0062021465911246
1122 => 0.0059275564153167
1123 => 0.0059175492579132
1124 => 0.0060153708267313
1125 => 0.0059257708652787
1126 => 0.0059823949480312
1127 => 0.0061930235759882
1128 => 0.0061974738269927
1129 => 0.006122926388843
1130 => 0.0061183901704567
1201 => 0.006132707821413
1202 => 0.0062165667502675
1203 => 0.0061872638638012
1204 => 0.0062211739058784
1205 => 0.0062635789327449
1206 => 0.0064389841032238
1207 => 0.0064812736959949
1208 => 0.0063785319102012
1209 => 0.0063878083431073
1210 => 0.0063493800948954
1211 => 0.0063122588886272
1212 => 0.0063957019392013
1213 => 0.0065481957542027
1214 => 0.006547247098094
1215 => 0.0065826226991182
1216 => 0.0066046614054889
1217 => 0.0065100551444266
1218 => 0.0064484699472437
1219 => 0.0064720856306115
1220 => 0.0065098476225994
1221 => 0.0064598399255533
1222 => 0.0061511692535661
1223 => 0.0062448002174881
1224 => 0.0062292154467713
1225 => 0.0062070208380976
1226 => 0.0063011674963481
1227 => 0.0062920868214875
1228 => 0.006020085354625
1229 => 0.0060374980060269
1230 => 0.0060211442756292
1231 => 0.0060739865242026
]
'min_raw' => 0.0050096153941043
'max_raw' => 0.011222156898445
'avg_raw' => 0.0081158861462746
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0050096'
'max' => '$0.011222'
'avg' => '$0.008115'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0012216206807421
'max_diff' => -0.0081549087230754
'year' => 2034
]
9 => [
'items' => [
101 => 0.0059229172104422
102 => 0.0059693851138875
103 => 0.0059985293473189
104 => 0.0060156955247065
105 => 0.0060777115283887
106 => 0.0060704346661426
107 => 0.0060772591884143
108 => 0.006169212550257
109 => 0.0066342810998739
110 => 0.0066595937549136
111 => 0.0065349449838293
112 => 0.0065847397092892
113 => 0.0064891447253156
114 => 0.0065533182784878
115 => 0.0065972241937367
116 => 0.0063988218053489
117 => 0.0063870737035295
118 => 0.006291084165052
119 => 0.0063426635059044
120 => 0.0062605970659224
121 => 0.0062807332997317
122 => 0.0062244306345554
123 => 0.006325764222124
124 => 0.0064390709186733
125 => 0.0064676966648387
126 => 0.0063923946508362
127 => 0.0063378710300538
128 => 0.0062421455131571
129 => 0.0064013391811385
130 => 0.0064478922609954
131 => 0.0064010946576283
201 => 0.0063902506303803
202 => 0.0063697012183401
203 => 0.006394610285288
204 => 0.0064476387229247
205 => 0.0064226314910167
206 => 0.0064391492082627
207 => 0.0063762007031171
208 => 0.0065100864630356
209 => 0.0067227292711489
210 => 0.0067234129525476
211 => 0.0066984055858413
212 => 0.0066881731101763
213 => 0.0067138321859909
214 => 0.0067277511820299
215 => 0.0068107279281445
216 => 0.0068997652826648
217 => 0.00731526376617
218 => 0.0071985934546457
219 => 0.0075672484273269
220 => 0.0078588066468607
221 => 0.0079462322086031
222 => 0.0078658048054906
223 => 0.0075906670040458
224 => 0.0075771674308927
225 => 0.0079883394664348
226 => 0.0078721645335219
227 => 0.0078583458949175
228 => 0.0077113389271248
301 => 0.0077982382522574
302 => 0.0077792320951148
303 => 0.007749229946252
304 => 0.0079150278051456
305 => 0.0082253865961174
306 => 0.0081770142680181
307 => 0.0081409065690198
308 => 0.007982693142802
309 => 0.0080779729636332
310 => 0.0080440456443999
311 => 0.0081898189386347
312 => 0.0081034660684038
313 => 0.0078712843941439
314 => 0.0079082600910506
315 => 0.0079026712888479
316 => 0.0080176884421521
317 => 0.0079831631476314
318 => 0.0078959296709816
319 => 0.0082243258235102
320 => 0.0082030016040003
321 => 0.00823323447187
322 => 0.0082465439152888
323 => 0.0084464328663436
324 => 0.0085283209738578
325 => 0.0085469110079166
326 => 0.0086246983766016
327 => 0.0085449755873211
328 => 0.0088639235858284
329 => 0.0090760053937042
330 => 0.0093223493271819
331 => 0.0096823240249999
401 => 0.0098176778413316
402 => 0.0097932273859163
403 => 0.010066156093468
404 => 0.010556602914073
405 => 0.0098923607107719
406 => 0.010591809363754
407 => 0.010370371995743
408 => 0.0098453479796767
409 => 0.0098115426226686
410 => 0.010167094982003
411 => 0.010955675894359
412 => 0.010758145319825
413 => 0.010955998983616
414 => 0.010725192175187
415 => 0.010713730671756
416 => 0.010944789212101
417 => 0.011484670085961
418 => 0.011228192919922
419 => 0.010860470011624
420 => 0.011131990884709
421 => 0.010896774376372
422 => 0.010366765750133
423 => 0.010757994271917
424 => 0.010496390900947
425 => 0.010572740672196
426 => 0.01112259204741
427 => 0.011056432475218
428 => 0.011142049087846
429 => 0.010990938007535
430 => 0.010849776430494
501 => 0.01058628786415
502 => 0.010508281889485
503 => 0.010529839934522
504 => 0.010508271206389
505 => 0.010360851775104
506 => 0.010329016562954
507 => 0.010275956481305
508 => 0.010292402019298
509 => 0.010192633542523
510 => 0.010380917271417
511 => 0.01041586439065
512 => 0.010552881586978
513 => 0.010567107166838
514 => 0.010948698108296
515 => 0.010738524230116
516 => 0.010879527013139
517 => 0.010866914397055
518 => 0.0098567268421169
519 => 0.0099959217742272
520 => 0.010212465406815
521 => 0.010114912793852
522 => 0.0099769962229186
523 => 0.0098656211972711
524 => 0.0096968766447342
525 => 0.0099343813619778
526 => 0.010246674809342
527 => 0.010575027444026
528 => 0.010969521620082
529 => 0.010881475112405
530 => 0.010567652649809
531 => 0.010581730496234
601 => 0.010668754203402
602 => 0.010556050595682
603 => 0.010522812101529
604 => 0.010664187744717
605 => 0.010665161321073
606 => 0.010535482199705
607 => 0.010391367587333
608 => 0.010390763741845
609 => 0.010365119938555
610 => 0.010729754150824
611 => 0.010930266098896
612 => 0.010953254470601
613 => 0.010928718798318
614 => 0.010938161604794
615 => 0.01082148812019
616 => 0.011088169107546
617 => 0.011332901953561
618 => 0.011267308322874
619 => 0.011168974145791
620 => 0.011090646237329
621 => 0.011248856756937
622 => 0.011241811891545
623 => 0.011330764425651
624 => 0.011326729024889
625 => 0.011296817633343
626 => 0.011267309391104
627 => 0.011384306236123
628 => 0.011350613023669
629 => 0.01131686747635
630 => 0.011249185615018
701 => 0.01125838470405
702 => 0.011160067505749
703 => 0.011114581471126
704 => 0.010430580646655
705 => 0.010247793275984
706 => 0.010305301903777
707 => 0.010324235237258
708 => 0.010244685939293
709 => 0.010358739198036
710 => 0.010340964118473
711 => 0.010410116554978
712 => 0.0103669131149
713 => 0.01036868619915
714 => 0.010495738304477
715 => 0.010532622071171
716 => 0.010513862689742
717 => 0.010527001117461
718 => 0.010829770638864
719 => 0.010786726494945
720 => 0.01076386015139
721 => 0.010770194284826
722 => 0.010847558388996
723 => 0.01086921611424
724 => 0.010777450810519
725 => 0.010820727858243
726 => 0.011004996034776
727 => 0.011069479467887
728 => 0.011275279632573
729 => 0.011187852064808
730 => 0.011348329149217
731 => 0.01184158099602
801 => 0.012235624701679
802 => 0.011873245825411
803 => 0.012596856909689
804 => 0.013160291934644
805 => 0.013138666359937
806 => 0.013040418430849
807 => 0.012398962634632
808 => 0.011808685447386
809 => 0.01230247737901
810 => 0.012303736156193
811 => 0.012261318991344
812 => 0.011997869623433
813 => 0.012252151524401
814 => 0.012272335498283
815 => 0.012261037840261
816 => 0.012059051827573
817 => 0.011750656519454
818 => 0.011810916224466
819 => 0.011909622850541
820 => 0.011722750615022
821 => 0.011663033612786
822 => 0.011774058881568
823 => 0.012131805430617
824 => 0.012064175517804
825 => 0.012062409427466
826 => 0.012351758874027
827 => 0.012144647115809
828 => 0.011811676292325
829 => 0.01172759676805
830 => 0.011429171099627
831 => 0.011635294771762
901 => 0.011642712795768
902 => 0.011529820967072
903 => 0.011820836842041
904 => 0.011818155079521
905 => 0.012094431340808
906 => 0.012622567787763
907 => 0.012466371852382
908 => 0.012284732973603
909 => 0.012304482156026
910 => 0.012521081942071
911 => 0.012390120766936
912 => 0.012437215318609
913 => 0.012521010658827
914 => 0.012571566468102
915 => 0.012297207953082
916 => 0.012233241859146
917 => 0.012102389680001
918 => 0.012068252788933
919 => 0.012174829158527
920 => 0.012146750050538
921 => 0.011642089339574
922 => 0.011589349487373
923 => 0.011590966943344
924 => 0.011458350077341
925 => 0.01125607752499
926 => 0.011787637715501
927 => 0.011744945993023
928 => 0.011697817635484
929 => 0.011703590590371
930 => 0.011934322852825
1001 => 0.011800486488344
1002 => 0.012156312398667
1003 => 0.012083165288611
1004 => 0.01200814223119
1005 => 0.011997771759397
1006 => 0.011968894282956
1007 => 0.011869862671407
1008 => 0.011750276049583
1009 => 0.01167131460344
1010 => 0.010766170778318
1011 => 0.010934160207281
1012 => 0.011127416732585
1013 => 0.011194128110693
1014 => 0.011080013682152
1015 => 0.011874368604581
1016 => 0.012019504903504
1017 => 0.011579877587061
1018 => 0.01149764126602
1019 => 0.011879760004098
1020 => 0.011649295692921
1021 => 0.011753073758132
1022 => 0.011528762344712
1023 => 0.01198454581918
1024 => 0.011981073512751
1025 => 0.011803763446846
1026 => 0.011953624700382
1027 => 0.011927582619676
1028 => 0.011727399991965
1029 => 0.011990891965538
1030 => 0.011991022654269
1031 => 0.011820365570889
1101 => 0.011621075459141
1102 => 0.011585447094183
1103 => 0.011558605907184
1104 => 0.011746472471525
1105 => 0.011914913045671
1106 => 0.012228339194195
1107 => 0.012307141974756
1108 => 0.012614714473482
1109 => 0.012431570025924
1110 => 0.012512755587409
1111 => 0.0126008939988
1112 => 0.012643150794403
1113 => 0.012574295613592
1114 => 0.013052082306005
1115 => 0.013092422141851
1116 => 0.013105947739872
1117 => 0.012944840755427
1118 => 0.013087941465173
1119 => 0.01302098938208
1120 => 0.013195180102464
1121 => 0.013222495431599
1122 => 0.013199360319593
1123 => 0.013208030636203
1124 => 0.012800323981577
1125 => 0.01277918224071
1126 => 0.012490913103848
1127 => 0.012608384907898
1128 => 0.012388777000798
1129 => 0.012458416930351
1130 => 0.012489113547745
1201 => 0.012473079376836
1202 => 0.012615026587445
1203 => 0.012494342460528
1204 => 0.012175837207287
1205 => 0.011857245177502
1206 => 0.011853245514088
1207 => 0.011769365856262
1208 => 0.011708736226979
1209 => 0.011720415644531
1210 => 0.011761575435352
1211 => 0.011706343945112
1212 => 0.011718130383863
1213 => 0.011913863799749
1214 => 0.011953116740399
1215 => 0.011819719910959
1216 => 0.011284112391686
1217 => 0.011152672962987
1218 => 0.011247149017779
1219 => 0.011201995548626
1220 => 0.0090408846876471
1221 => 0.0095486056282235
1222 => 0.009246935085907
1223 => 0.0093859587510007
1224 => 0.0090780312445038
1225 => 0.0092249903904675
1226 => 0.0091978524022967
1227 => 0.010014252650189
1228 => 0.01000150568324
1229 => 0.010007606981764
1230 => 0.009716376106364
1231 => 0.010180314798656
]
'min_raw' => 0.0059229172104422
'max_raw' => 0.013222495431599
'avg_raw' => 0.0095727063210206
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.005922'
'max' => '$0.013222'
'avg' => '$0.009572'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00091330181633789
'max_diff' => 0.0020003385331541
'year' => 2035
]
10 => [
'items' => [
101 => 0.010408867681174
102 => 0.010366568625358
103 => 0.01037721438641
104 => 0.01019428494045
105 => 0.010009378138665
106 => 0.0098042880385315
107 => 0.010185320094676
108 => 0.010142955834467
109 => 0.010240124205207
110 => 0.010487250730351
111 => 0.010523641049921
112 => 0.010572550008457
113 => 0.010555019628398
114 => 0.010972664402642
115 => 0.010922084864772
116 => 0.011043966998312
117 => 0.0107932462024
118 => 0.01050953182319
119 => 0.010563456651356
120 => 0.010558263256767
121 => 0.010492145382955
122 => 0.010432457122808
123 => 0.010333092986725
124 => 0.010647495816416
125 => 0.010634731635698
126 => 0.010841368884793
127 => 0.010804843743848
128 => 0.010560919913401
129 => 0.010569631700725
130 => 0.010628222657221
131 => 0.010831006626632
201 => 0.010891206715338
202 => 0.010863319635691
203 => 0.010929326284719
204 => 0.010981495248803
205 => 0.010935877903401
206 => 0.011581723315835
207 => 0.011313523272407
208 => 0.01144424210745
209 => 0.011475417779367
210 => 0.011395561951304
211 => 0.011412879820988
212 => 0.011439111674723
213 => 0.011598386353874
214 => 0.012016369198468
215 => 0.012201490955033
216 => 0.012758438893405
217 => 0.012186119170169
218 => 0.012152160086287
219 => 0.012252483228204
220 => 0.012579470626955
221 => 0.012844463201279
222 => 0.01293237652597
223 => 0.012943995723119
224 => 0.013108926964607
225 => 0.013203462476443
226 => 0.013088899973768
227 => 0.012991820247946
228 => 0.012644092720028
229 => 0.012684343128215
301 => 0.012961628526215
302 => 0.013353310482918
303 => 0.013689414349331
304 => 0.013571722489716
305 => 0.014469628301078
306 => 0.014558651994658
307 => 0.014546351798686
308 => 0.014749161021164
309 => 0.014346626015925
310 => 0.014174534502438
311 => 0.01301280998657
312 => 0.013339207189402
313 => 0.013813644692353
314 => 0.013750851109788
315 => 0.013406301913394
316 => 0.013689152977869
317 => 0.013595633570383
318 => 0.013521870933575
319 => 0.013859791872384
320 => 0.013488233919137
321 => 0.013809938117542
322 => 0.013397349155483
323 => 0.013572260096217
324 => 0.013472972186766
325 => 0.013537223632449
326 => 0.013161610993859
327 => 0.013364282456161
328 => 0.013153179194705
329 => 0.013153079104272
330 => 0.013148418988075
331 => 0.013396781039003
401 => 0.013404880116567
402 => 0.013221340185678
403 => 0.013194889214204
404 => 0.013292692319258
405 => 0.013178190497913
406 => 0.013231765179455
407 => 0.01317981322044
408 => 0.01316811774019
409 => 0.013074926163737
410 => 0.013034776670245
411 => 0.013050520321168
412 => 0.01299677912416
413 => 0.012964398109058
414 => 0.013141977589153
415 => 0.013047104036474
416 => 0.013127436856527
417 => 0.013035887469267
418 => 0.012718537406852
419 => 0.012536026030042
420 => 0.011936581180508
421 => 0.012106582996227
422 => 0.012219294375928
423 => 0.012182043265609
424 => 0.01226207306484
425 => 0.012266986244538
426 => 0.012240967741001
427 => 0.012210841647081
428 => 0.012196177930639
429 => 0.012305469259243
430 => 0.012368916554075
501 => 0.012230606470765
502 => 0.012198202353409
503 => 0.012338041483945
504 => 0.012423343272789
505 => 0.013053163754682
506 => 0.01300650461909
507 => 0.013123609893033
508 => 0.013110425636314
509 => 0.013233170619739
510 => 0.013433806791739
511 => 0.013025857355307
512 => 0.013096663271642
513 => 0.013079303296104
514 => 0.013268834956996
515 => 0.013269426654153
516 => 0.01315579295564
517 => 0.0132173956271
518 => 0.013183010705872
519 => 0.013245148905932
520 => 0.013005881457887
521 => 0.01329728338228
522 => 0.013462489495886
523 => 0.013464783382934
524 => 0.013543089769626
525 => 0.013622653593705
526 => 0.013775369425477
527 => 0.013618394432044
528 => 0.013336011700065
529 => 0.013356398821223
530 => 0.013190837928784
531 => 0.013193621037297
601 => 0.013178764585939
602 => 0.013223349914806
603 => 0.013015665430323
604 => 0.013064408563718
605 => 0.012996167891526
606 => 0.013096514929747
607 => 0.012988558104581
608 => 0.013079294924598
609 => 0.013118453928144
610 => 0.013262951494262
611 => 0.012967215696578
612 => 0.012364190385546
613 => 0.0124909536169
614 => 0.01230346084069
615 => 0.012320814010964
616 => 0.012355870176653
617 => 0.012242241673991
618 => 0.012263918411453
619 => 0.012263143965854
620 => 0.012256470212071
621 => 0.012226911049988
622 => 0.012184044416865
623 => 0.012354811889573
624 => 0.012383828610809
625 => 0.012448329187704
626 => 0.012640239153386
627 => 0.012621062822266
628 => 0.012652340213942
629 => 0.012584061843529
630 => 0.01232398124874
701 => 0.012338104876323
702 => 0.012161983014053
703 => 0.01244382535571
704 => 0.012377081369069
705 => 0.012334051086685
706 => 0.012322309875464
707 => 0.012514695548832
708 => 0.012572260357579
709 => 0.012536389831799
710 => 0.012462818336912
711 => 0.012604097356554
712 => 0.012641897662128
713 => 0.012650359756524
714 => 0.012900679091766
715 => 0.012664349826663
716 => 0.012721236629684
717 => 0.013165051227801
718 => 0.012762572629537
719 => 0.012975774519381
720 => 0.012965339396322
721 => 0.013074406268808
722 => 0.012956392729355
723 => 0.012957855648614
724 => 0.013054699642552
725 => 0.012918699718973
726 => 0.012885024225324
727 => 0.012838501772036
728 => 0.0129400818468
729 => 0.01300097450755
730 => 0.013491724632462
731 => 0.01380877159408
801 => 0.013795007749324
802 => 0.013920783525553
803 => 0.013864120386388
804 => 0.013681140163042
805 => 0.013993465092233
806 => 0.013894632416407
807 => 0.01390278006212
808 => 0.01390247680634
809 => 0.013968191895661
810 => 0.013921626732177
811 => 0.013829842015135
812 => 0.013890772993721
813 => 0.014071716216899
814 => 0.014633369533661
815 => 0.014947678170637
816 => 0.014614447759057
817 => 0.014844305634832
818 => 0.014706472816103
819 => 0.014681424492768
820 => 0.014825792225119
821 => 0.014970412654073
822 => 0.01496120095796
823 => 0.01485621395288
824 => 0.014796909457657
825 => 0.015245982963949
826 => 0.015576852673617
827 => 0.015554289577596
828 => 0.01565387574552
829 => 0.015946263814627
830 => 0.015972996115339
831 => 0.015969628459885
901 => 0.015903369663341
902 => 0.016191263688766
903 => 0.016431429949789
904 => 0.015888032666342
905 => 0.016094951238286
906 => 0.016187843651731
907 => 0.016324237274607
908 => 0.016554356178623
909 => 0.016804326344409
910 => 0.016839674866634
911 => 0.016814593398533
912 => 0.016649731354638
913 => 0.016923251692805
914 => 0.017083473492063
915 => 0.01717888190691
916 => 0.017420821772515
917 => 0.016188417323653
918 => 0.015316060200272
919 => 0.015179829038467
920 => 0.015456860463024
921 => 0.015529911440395
922 => 0.015500464683015
923 => 0.014518547429411
924 => 0.015174659447339
925 => 0.015880580811164
926 => 0.015907698125704
927 => 0.016261097120555
928 => 0.016376178319592
929 => 0.016660710831512
930 => 0.016642913245422
1001 => 0.016712192384173
1002 => 0.016696266309922
1003 => 0.017223302872864
1004 => 0.017804702467477
1005 => 0.017784570448253
1006 => 0.017700987377719
1007 => 0.017825122490493
1008 => 0.0184251891787
1009 => 0.018369944653922
1010 => 0.018423610004026
1011 => 0.019131122447699
1012 => 0.020050989266945
1013 => 0.019623618776286
1014 => 0.020550889768469
1015 => 0.021134557705525
1016 => 0.022143951050272
1017 => 0.022017570032143
1018 => 0.022410519453983
1019 => 0.021791321633177
1020 => 0.020369518276081
1021 => 0.020144512452376
1022 => 0.020594979809489
1023 => 0.021702409850988
1024 => 0.020560102896473
1025 => 0.020791190105627
1026 => 0.020724636973845
1027 => 0.020721090640285
1028 => 0.020856439768293
1029 => 0.020660108798781
1030 => 0.019860221109726
1031 => 0.020226804923853
1101 => 0.020085249308418
1102 => 0.020242315817413
1103 => 0.021089938987304
1104 => 0.020715184579082
1105 => 0.020320411252597
1106 => 0.020815544611224
1107 => 0.021446019523037
1108 => 0.021406565536128
1109 => 0.021330008311037
1110 => 0.021761557380467
1111 => 0.02247435001115
1112 => 0.022667014994991
1113 => 0.0228092363472
1114 => 0.02282884626882
1115 => 0.023030840649007
1116 => 0.021944665957605
1117 => 0.023668453087804
1118 => 0.02396610350653
1119 => 0.023910157564156
1120 => 0.024240983477526
1121 => 0.024143646101569
1122 => 0.024002619515574
1123 => 0.024527048956956
1124 => 0.023925832921685
1125 => 0.023072482450612
1126 => 0.022604317504823
1127 => 0.023220834871227
1128 => 0.023597320513399
1129 => 0.023846153573891
1130 => 0.023921450307646
1201 => 0.022028982606956
1202 => 0.021009047477355
1203 => 0.021662814201849
1204 => 0.022460454726302
1205 => 0.021940235024218
1206 => 0.021960626651634
1207 => 0.021218930067796
1208 => 0.022526078416313
1209 => 0.022335637896782
1210 => 0.023323643648991
1211 => 0.023087848146985
1212 => 0.02389352848375
1213 => 0.023681365849791
1214 => 0.0245620410815
1215 => 0.024913366274758
1216 => 0.02550329595364
1217 => 0.025937250626871
1218 => 0.026192077111222
1219 => 0.026176778284932
1220 => 0.027186527769982
1221 => 0.026591113776608
1222 => 0.025843133472626
1223 => 0.025829604868775
1224 => 0.02621699446717
1225 => 0.027028856790259
1226 => 0.02723936087852
1227 => 0.027357003946362
1228 => 0.027176829492778
1229 => 0.026530550276675
1230 => 0.026251490187872
1231 => 0.026489257468681
]
'min_raw' => 0.0098042880385315
'max_raw' => 0.027357003946362
'avg_raw' => 0.018580645992447
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0098042'
'max' => '$0.027357'
'avg' => '$0.01858'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0038813708280893
'max_diff' => 0.014134508514763
'year' => 2036
]
11 => [
'items' => [
101 => 0.026198488515827
102 => 0.026700437303813
103 => 0.027389720200192
104 => 0.02724738600781
105 => 0.02772318787301
106 => 0.028215592747676
107 => 0.028919753833735
108 => 0.02910384761664
109 => 0.029408147639323
110 => 0.029721372320014
111 => 0.02982197164581
112 => 0.030014046972892
113 => 0.030013034641107
114 => 0.03059186656743
115 => 0.031230336107097
116 => 0.031471343577718
117 => 0.03202552696718
118 => 0.031076507333628
119 => 0.031796349627229
120 => 0.032445665394878
121 => 0.03167152436854
122 => 0.032738497421622
123 => 0.03277992556746
124 => 0.033405441383857
125 => 0.032771361269608
126 => 0.032394846521822
127 => 0.033481830490856
128 => 0.034007787793797
129 => 0.033849365173769
130 => 0.032643761213063
131 => 0.031942047997146
201 => 0.030105529160721
202 => 0.032280965054176
203 => 0.033340556419544
204 => 0.032641017127405
205 => 0.032993824056589
206 => 0.034918624264186
207 => 0.035651463561655
208 => 0.035499038110715
209 => 0.035524795502787
210 => 0.035920222285727
211 => 0.037673762406789
212 => 0.036623000519507
213 => 0.037426268611037
214 => 0.037852319110387
215 => 0.038248058558235
216 => 0.037276247549057
217 => 0.036011935704856
218 => 0.035611475071597
219 => 0.032571461731215
220 => 0.032413215834739
221 => 0.032324387617706
222 => 0.031764338274312
223 => 0.031324292900831
224 => 0.030974352482001
225 => 0.030056004321937
226 => 0.030365919867566
227 => 0.028902264574581
228 => 0.029838659362274
301 => 0.027502630173477
302 => 0.029448144697389
303 => 0.028389289593714
304 => 0.029100282318015
305 => 0.02909780173138
306 => 0.027788638705493
307 => 0.027033540793697
308 => 0.027514718571944
309 => 0.028030579346164
310 => 0.028114276021218
311 => 0.028783102980338
312 => 0.028969758208241
313 => 0.028404184153595
314 => 0.02745422116086
315 => 0.027674875897723
316 => 0.027029069232498
317 => 0.025897317892284
318 => 0.026710161463308
319 => 0.026987701996665
320 => 0.02711027970733
321 => 0.02599733224675
322 => 0.025647619991371
323 => 0.025461436120977
324 => 0.027310553619495
325 => 0.02741185245021
326 => 0.026893593310058
327 => 0.029236173766893
328 => 0.028705975662075
329 => 0.029298336846846
330 => 0.027654853793146
331 => 0.027717637059041
401 => 0.026939585843435
402 => 0.027375242534774
403 => 0.027067334427206
404 => 0.027340045779357
405 => 0.027503507839405
406 => 0.028281431384462
407 => 0.029457027334678
408 => 0.028165235548295
409 => 0.027602383368168
410 => 0.027951573695118
411 => 0.028881513551548
412 => 0.030290420036784
413 => 0.029456319040639
414 => 0.029826478898775
415 => 0.029907342360512
416 => 0.029292307166051
417 => 0.030313097261681
418 => 0.030860146966813
419 => 0.031421306768292
420 => 0.031908546100576
421 => 0.031197167203413
422 => 0.031958444595537
423 => 0.031344989401035
424 => 0.030794656673734
425 => 0.030795491301314
426 => 0.0304502595424
427 => 0.029781329507504
428 => 0.029657968545841
429 => 0.030299707847183
430 => 0.030814321993922
501 => 0.030856708079883
502 => 0.031141624913347
503 => 0.031310235760515
504 => 0.032962851278086
505 => 0.033627546910406
506 => 0.034440324147562
507 => 0.03475694668705
508 => 0.035709867015444
509 => 0.03494030645786
510 => 0.034773807190464
511 => 0.032462334171643
512 => 0.032840837748984
513 => 0.03344685849647
514 => 0.032472327230558
515 => 0.033090443012602
516 => 0.03321247216146
517 => 0.032439213031051
518 => 0.032852244143157
519 => 0.031755355964594
520 => 0.029480936499521
521 => 0.030315629340723
522 => 0.03093024422642
523 => 0.030053113003061
524 => 0.031625336771265
525 => 0.030706876103167
526 => 0.030415768165267
527 => 0.029280052312045
528 => 0.029816066477054
529 => 0.030541033310211
530 => 0.03009308809376
531 => 0.031022641677209
601 => 0.032339137454257
602 => 0.03327735074366
603 => 0.03334937511018
604 => 0.032746166820502
605 => 0.033712811954334
606 => 0.033719852908824
607 => 0.032629473248999
608 => 0.031961621778616
609 => 0.031809884519374
610 => 0.032188953942804
611 => 0.032649214202924
612 => 0.033374916351368
613 => 0.033813442960899
614 => 0.034956887782016
615 => 0.035266271165478
616 => 0.035606189704721
617 => 0.036060425700146
618 => 0.036605852476372
619 => 0.035412489741153
620 => 0.03545990426733
621 => 0.034348661411525
622 => 0.033161139051752
623 => 0.034062320496068
624 => 0.035240495355367
625 => 0.034970220740876
626 => 0.034939809325537
627 => 0.034990952890715
628 => 0.034787174657732
629 => 0.033865493262327
630 => 0.033402630635585
701 => 0.033999841512932
702 => 0.034317232515444
703 => 0.034809478280935
704 => 0.034748798600291
705 => 0.036016770828861
706 => 0.036509466495393
707 => 0.036383413860258
708 => 0.036406610578749
709 => 0.037298612548793
710 => 0.038290702193679
711 => 0.039219925063874
712 => 0.040165170478487
713 => 0.039025640237615
714 => 0.038447057057754
715 => 0.039044007211514
716 => 0.038727257057247
717 => 0.040547397397863
718 => 0.040673419965945
719 => 0.042493428689698
720 => 0.044220833691147
721 => 0.043135881559412
722 => 0.04415894255232
723 => 0.045265466427538
724 => 0.04740013050986
725 => 0.046681250745322
726 => 0.046130600111968
727 => 0.045610237924172
728 => 0.046693029031803
729 => 0.04808602249376
730 => 0.04838605994354
731 => 0.048872235235311
801 => 0.0483610813627
802 => 0.048976709900508
803 => 0.051150149159856
804 => 0.050562866686501
805 => 0.049728831163969
806 => 0.051444552719899
807 => 0.052065465681291
808 => 0.056423358018985
809 => 0.061925377110877
810 => 0.059647505078629
811 => 0.058233556401741
812 => 0.05856586788012
813 => 0.060575018997379
814 => 0.061220294568974
815 => 0.059466213125552
816 => 0.060085784345229
817 => 0.063499682680548
818 => 0.065331129606475
819 => 0.062843778684928
820 => 0.055981276142148
821 => 0.049653735390545
822 => 0.051332084130744
823 => 0.05114181146883
824 => 0.05480961933764
825 => 0.050548860193739
826 => 0.050620600450396
827 => 0.054364254701657
828 => 0.053365511929903
829 => 0.05174767654897
830 => 0.04966554737923
831 => 0.045816539035326
901 => 0.042407365007593
902 => 0.049093540361867
903 => 0.04880522032257
904 => 0.048387690179031
905 => 0.049316858331996
906 => 0.053828635133808
907 => 0.05372462407533
908 => 0.053062958788201
909 => 0.053564826076838
910 => 0.051659696786779
911 => 0.052150691983815
912 => 0.049652733075761
913 => 0.050781914826181
914 => 0.05174420540085
915 => 0.05193739948067
916 => 0.052372675607239
917 => 0.048653288763224
918 => 0.050323184260726
919 => 0.05130409141746
920 => 0.046872317197628
921 => 0.051216489490375
922 => 0.048588542513159
923 => 0.047696577838652
924 => 0.048897490765465
925 => 0.04842949382996
926 => 0.048027137546515
927 => 0.047802615826994
928 => 0.048684433740522
929 => 0.048643295880856
930 => 0.047200470620842
1001 => 0.045318363886236
1002 => 0.045950060684417
1003 => 0.045720559315449
1004 => 0.044888816748042
1005 => 0.045449310813494
1006 => 0.042981178608799
1007 => 0.03873488543297
1008 => 0.0415401167724
1009 => 0.041432118417337
1010 => 0.041377660749378
1011 => 0.04348571457006
1012 => 0.043283073836278
1013 => 0.0429152789202
1014 => 0.04488206190598
1015 => 0.044164159659206
1016 => 0.046376565224721
1017 => 0.04783379861959
1018 => 0.047464197094089
1019 => 0.048834732145383
1020 => 0.045964613702799
1021 => 0.04691795192026
1022 => 0.047114433605609
1023 => 0.044857792109231
1024 => 0.043316228366425
1025 => 0.043213423639893
1026 => 0.040540564550437
1027 => 0.04196838430146
1028 => 0.043224806595164
1029 => 0.042623077818788
1030 => 0.042432588464324
1031 => 0.043405757264184
1101 => 0.04348138081456
1102 => 0.041757155851757
1103 => 0.042115676820627
1104 => 0.043610768859967
1105 => 0.042078004337247
1106 => 0.039100093245266
1107 => 0.038361530121613
1108 => 0.038262992186498
1109 => 0.03625995041897
1110 => 0.038410884441112
1111 => 0.037471944098999
1112 => 0.040438045389501
1113 => 0.038743824239887
1114 => 0.038670789752324
1115 => 0.038560387412542
1116 => 0.036836286618618
1117 => 0.037213755120166
1118 => 0.038468517909387
1119 => 0.038916231408496
1120 => 0.03886953122253
1121 => 0.038462368887187
1122 => 0.038648765719299
1123 => 0.038048316578105
1124 => 0.037836285489081
1125 => 0.037167057048377
1126 => 0.036183476119617
1127 => 0.036320249080413
1128 => 0.034371517892589
1129 => 0.033309745714471
1130 => 0.0330158611695
1201 => 0.032622866473685
1202 => 0.033060250966111
1203 => 0.034365997381979
1204 => 0.032790990174887
1205 => 0.030090750792237
1206 => 0.030253039780119
1207 => 0.030617654951855
1208 => 0.029938196991495
1209 => 0.029295147054599
1210 => 0.02985422680244
1211 => 0.028710099779384
1212 => 0.03075591723646
1213 => 0.030700583607583
1214 => 0.031463137843078
1215 => 0.031939978655721
1216 => 0.030841014961625
1217 => 0.030564628564474
1218 => 0.030722070817352
1219 => 0.028119901084218
1220 => 0.03125048506026
1221 => 0.031277558480485
1222 => 0.031045739419768
1223 => 0.032712678741073
1224 => 0.036230440640442
1225 => 0.034906917112255
1226 => 0.03439440879843
1227 => 0.033420130119209
1228 => 0.034718298612328
1229 => 0.034618619526639
1230 => 0.034167832898986
1231 => 0.033895195740042
]
'min_raw' => 0.025461436120977
'max_raw' => 0.065331129606475
'avg_raw' => 0.045396282863726
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.025461'
'max' => '$0.065331'
'avg' => '$0.045396'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.015657148082446
'max_diff' => 0.037974125660113
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0007992053857061
]
1 => [
'year' => 2028
'avg' => 0.0013716684528529
]
2 => [
'year' => 2029
'avg' => 0.0037471509940086
]
3 => [
'year' => 2030
'avg' => 0.002890921411453
]
4 => [
'year' => 2031
'avg' => 0.0028392430939932
]
5 => [
'year' => 2032
'avg' => 0.0049780866864564
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0007992053857061
'min' => '$0.000799'
'max_raw' => 0.0049780866864564
'max' => '$0.004978'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0049780866864564
]
1 => [
'year' => 2033
'avg' => 0.012804150848183
]
2 => [
'year' => 2034
'avg' => 0.0081158861462746
]
3 => [
'year' => 2035
'avg' => 0.0095727063210206
]
4 => [
'year' => 2036
'avg' => 0.018580645992447
]
5 => [
'year' => 2037
'avg' => 0.045396282863726
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0049780866864564
'min' => '$0.004978'
'max_raw' => 0.045396282863726
'max' => '$0.045396'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.045396282863726
]
]
]
]
'prediction_2025_max_price' => '$0.001366'
'last_price' => 0.00132499
'sma_50day_nextmonth' => '$0.001298'
'sma_200day_nextmonth' => '$0.003327'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.001656'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.001676'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.001626'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.001417'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.000739'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.001148'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.004731'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001561'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.0016056'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.001576'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.001382'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.001145'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.001886'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.003993'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.002632'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.005733'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.007861'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.00142'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0013031'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00138'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.002736'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.005069'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.007053'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.003935'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.18'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 46.47
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0016080'
'vwma_10_action' => 'SELL'
'hma_9' => '0.001738'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 31.93
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -25.56
'cci_20_action' => 'NEUTRAL'
'adx_14' => 33.93
'adx_14_action' => 'BUY'
'ao_5_34' => '0.000622'
'ao_5_34_action' => 'BUY'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -68.07
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 43.84
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000024'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 28
'buy_signals' => 5
'sell_pct' => 84.85
'buy_pct' => 15.15
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767678924
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de BONGO CAT pour 2026
La prévision du prix de BONGO CAT pour 2026 suggère que le prix moyen pourrait varier entre $0.000457 à la baisse et $0.001366 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, BONGO CAT pourrait potentiellement gagner 3.13% d'ici 2026 si BONGO atteint l'objectif de prix prévu.
Prévision du prix de BONGO CAT de 2027 à 2032
La prévision du prix de BONGO pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000799 à la baisse et $0.004978 à la hausse. Compte tenu de la volatilité des prix sur le marché, si BONGO CAT atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de BONGO CAT | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.00044 | $0.000799 | $0.001157 |
| 2028 | $0.000795 | $0.001371 | $0.001948 |
| 2029 | $0.001747 | $0.003747 | $0.005747 |
| 2030 | $0.001485 | $0.00289 | $0.004296 |
| 2031 | $0.001756 | $0.002839 | $0.003921 |
| 2032 | $0.002681 | $0.004978 | $0.007274 |
Prévision du prix de BONGO CAT de 2032 à 2037
La prévision du prix de BONGO CAT pour 2032-2037 est actuellement estimée entre $0.004978 à la baisse et $0.045396 à la hausse. Par rapport au prix actuel, BONGO CAT pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de BONGO CAT | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.002681 | $0.004978 | $0.007274 |
| 2033 | $0.006231 | $0.0128041 | $0.019377 |
| 2034 | $0.0050096 | $0.008115 | $0.011222 |
| 2035 | $0.005922 | $0.009572 | $0.013222 |
| 2036 | $0.0098042 | $0.01858 | $0.027357 |
| 2037 | $0.025461 | $0.045396 | $0.065331 |
BONGO CAT Histogramme des prix potentiels
Prévision du prix de BONGO CAT basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour BONGO CAT est Baissier, avec 5 indicateurs techniques montrant des signaux haussiers et 28 indiquant des signaux baissiers. La prévision du prix de BONGO a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de BONGO CAT et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de BONGO CAT devrait augmenter au cours du prochain mois, atteignant $0.003327 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour BONGO CAT devrait atteindre $0.001298 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 51.18, ce qui suggère que le marché de BONGO est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de BONGO pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.001656 | SELL |
| SMA 5 | $0.001676 | SELL |
| SMA 10 | $0.001626 | SELL |
| SMA 21 | $0.001417 | SELL |
| SMA 50 | $0.000739 | BUY |
| SMA 100 | $0.001148 | BUY |
| SMA 200 | $0.004731 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.001561 | SELL |
| EMA 5 | $0.0016056 | SELL |
| EMA 10 | $0.001576 | SELL |
| EMA 21 | $0.001382 | SELL |
| EMA 50 | $0.001145 | BUY |
| EMA 100 | $0.001886 | SELL |
| EMA 200 | $0.003993 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.002632 | SELL |
| SMA 50 | $0.005733 | SELL |
| SMA 100 | $0.007861 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.002736 | SELL |
| EMA 50 | $0.005069 | SELL |
| EMA 100 | $0.007053 | SELL |
| EMA 200 | $0.003935 | SELL |
Oscillateurs de BONGO CAT
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 51.18 | NEUTRAL |
| Stoch RSI (14) | 46.47 | NEUTRAL |
| Stochastique Rapide (14) | 31.93 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -25.56 | NEUTRAL |
| Indice Directionnel Moyen (14) | 33.93 | BUY |
| Oscillateur Impressionnant (5, 34) | 0.000622 | BUY |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Plage de Pourcentage de Williams (14) | -68.07 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 43.84 | NEUTRAL |
| VWMA (10) | 0.0016080 | SELL |
| Moyenne Mobile de Hull (9) | 0.001738 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000024 | NEUTRAL |
Prévision du cours de BONGO CAT basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de BONGO CAT
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de BONGO CAT par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.001861 | $0.002616 | $0.003676 | $0.005165 | $0.007258 | $0.010199 |
| Action Amazon.com | $0.002764 | $0.005768 | $0.012036 | $0.025115 | $0.0524042 | $0.109344 |
| Action Apple | $0.001879 | $0.002665 | $0.003781 | $0.005363 | $0.0076075 | $0.01079 |
| Action Netflix | $0.00209 | $0.003298 | $0.0052048 | $0.008212 | $0.012957 | $0.020445 |
| Action Google | $0.001715 | $0.002222 | $0.002877 | $0.003726 | $0.004825 | $0.006249 |
| Action Tesla | $0.0030036 | $0.006809 | $0.015435 | $0.034991 | $0.079322 | $0.179818 |
| Action Kodak | $0.000993 | $0.000745 | $0.000558 | $0.000418 | $0.000314 | $0.000235 |
| Action Nokia | $0.000877 | $0.000581 | $0.000385 | $0.000255 | $0.000169 | $0.000111 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à BONGO CAT
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans BONGO CAT maintenant ?", "Devrais-je acheter BONGO aujourd'hui ?", " BONGO CAT sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de BONGO CAT avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme BONGO CAT en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de BONGO CAT afin de prendre une décision responsable concernant cet investissement.
Le cours de BONGO CAT est de $0.001324 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de BONGO CAT basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si BONGO CAT présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001359 | $0.001394 | $0.001431 | $0.001468 |
| Si BONGO CAT présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001393 | $0.001466 | $0.001542 | $0.001622 |
| Si BONGO CAT présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001497 | $0.001691 | $0.001911 | $0.00216 |
| Si BONGO CAT présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001669 | $0.0021033 | $0.00265 | $0.003338 |
| Si BONGO CAT présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002013 | $0.00306 | $0.004651 | $0.00707 |
| Si BONGO CAT présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003047 | $0.0070071 | $0.016114 | $0.037056 |
| Si BONGO CAT présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004769 | $0.017165 | $0.061783 | $0.222379 |
Boîte à questions
Est-ce que BONGO est un bon investissement ?
La décision d'acquérir BONGO CAT dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de BONGO CAT a connu une baisse de -28.054% au cours des 24 heures précédentes, et BONGO CAT a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans BONGO CAT dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que BONGO CAT peut monter ?
Il semble que la valeur moyenne de BONGO CAT pourrait potentiellement s'envoler jusqu'à $0.001366 pour la fin de cette année. En regardant les perspectives de BONGO CAT sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.004296. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de BONGO CAT la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de BONGO CAT, le prix de BONGO CAT va augmenter de 0.86% durant la prochaine semaine et atteindre $0.001336 d'ici 13 janvier 2026.
Quel sera le prix de BONGO CAT le mois prochain ?
Basé sur notre nouveau pronostic expérimental de BONGO CAT, le prix de BONGO CAT va diminuer de -11.62% durant le prochain mois et atteindre $0.001171 d'ici 5 février 2026.
Jusqu'où le prix de BONGO CAT peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de BONGO CAT en 2026, BONGO devrait fluctuer dans la fourchette de $0.000457 et $0.001366. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de BONGO CAT ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera BONGO CAT dans 5 ans ?
L'avenir de BONGO CAT semble suivre une tendance haussière, avec un prix maximum de $0.004296 prévue après une période de cinq ans. Selon la prévision de BONGO CAT pour 2030, la valeur de BONGO CAT pourrait potentiellement atteindre son point le plus élevé d'environ $0.004296, tandis que son point le plus bas devrait être autour de $0.001485.
Combien vaudra BONGO CAT en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de BONGO CAT, il est attendu que la valeur de BONGO en 2026 augmente de 3.13% jusqu'à $0.001366 si le meilleur scénario se produit. Le prix sera entre $0.001366 et $0.000457 durant 2026.
Combien vaudra BONGO CAT en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de BONGO CAT, le valeur de BONGO pourrait diminuer de -12.62% jusqu'à $0.001157 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.001157 et $0.00044 tout au long de l'année.
Combien vaudra BONGO CAT en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de BONGO CAT suggère que la valeur de BONGO en 2028 pourrait augmenter de 47.02%, atteignant $0.001948 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.001948 et $0.000795 durant l'année.
Combien vaudra BONGO CAT en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de BONGO CAT pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.005747 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.005747 et $0.001747.
Combien vaudra BONGO CAT en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de BONGO CAT, il est prévu que la valeur de BONGO en 2030 augmente de 224.23%, atteignant $0.004296 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.004296 et $0.001485 au cours de 2030.
Combien vaudra BONGO CAT en 2031 ?
Notre simulation expérimentale indique que le prix de BONGO CAT pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.003921 dans des conditions idéales. Il est probable que le prix fluctue entre $0.003921 et $0.001756 durant l'année.
Combien vaudra BONGO CAT en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de BONGO CAT, BONGO pourrait connaître une 449.04% hausse en valeur, atteignant $0.007274 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.007274 et $0.002681 tout au long de l'année.
Combien vaudra BONGO CAT en 2033 ?
Selon notre prédiction expérimentale de prix de BONGO CAT, la valeur de BONGO est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.019377. Tout au long de l'année, le prix de BONGO pourrait osciller entre $0.019377 et $0.006231.
Combien vaudra BONGO CAT en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de BONGO CAT suggèrent que BONGO pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.011222 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.011222 et $0.0050096.
Combien vaudra BONGO CAT en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de BONGO CAT, BONGO pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.013222 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.013222 et $0.005922.
Combien vaudra BONGO CAT en 2036 ?
Notre récente simulation de prédiction de prix de BONGO CAT suggère que la valeur de BONGO pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.027357 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.027357 et $0.0098042.
Combien vaudra BONGO CAT en 2037 ?
Selon la simulation expérimentale, la valeur de BONGO CAT pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.065331 sous des conditions favorables. Il est prévu que le prix chute entre $0.065331 et $0.025461 au cours de l'année.
Prévisions liées
Prévision du cours de SolPod
Prévision du cours de zuzalu
Prévision du cours de SOFT COQ INU
Prévision du cours de All Street Bets
Prévision du cours de MagicRing
Prévision du cours de AI INU
Prévision du cours de Wall Street Baby On Solana
Prévision du cours de Meta Masters Guild Games
Prévision du cours de Morfey
Prévision du cours de PANTIESPrévision du cours de Celer Bridged BUSD (zkSync)
Prévision du cours de Bridged BUSD
Prévision du cours de Multichain Bridged BUSD (Moonriver)
Prévision du cours de tooker kurlson
Prévision du cours de dogwifsaudihatPrévision du cours de Harmony Horizen Bridged BUSD (Harmony)
Prévision du cours de IoTeX Bridged BUSD (IoTeX)
Prévision du cours de MIMANY
Prévision du cours de The Open League MEME
Prévision du cours de Sandwich Cat
Prévision du cours de Hege
Prévision du cours de DexNet
Prévision du cours de SolDocs
Prévision du cours de Secret Society
Prévision du cours de duk
Comment lire et prédire les mouvements de prix de BONGO CAT ?
Les traders de BONGO CAT utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de BONGO CAT
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de BONGO CAT. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de BONGO sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de BONGO au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de BONGO.
Comment lire les graphiques de BONGO CAT et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de BONGO CAT dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de BONGO au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de BONGO CAT ?
L'action du prix de BONGO CAT est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de BONGO. La capitalisation boursière de BONGO CAT peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de BONGO, de grands détenteurs de BONGO CAT, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de BONGO CAT.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu


