Prédiction du prix de CryptoDM jusqu'à $0.01196 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.0040066 | $0.01196 |
| 2027 | $0.003857 | $0.010132 |
| 2028 | $0.00696 | $0.017049 |
| 2029 | $0.015291 | $0.0503013 |
| 2030 | $0.0130045 | $0.037600062 |
| 2031 | $0.015375 | $0.034324 |
| 2032 | $0.023469 | $0.06367 |
| 2033 | $0.054537 | $0.169594 |
| 2034 | $0.043845 | $0.09822 |
| 2035 | $0.051839 | $0.115727 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur CryptoDM aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
Prévision du prix à long terme de CryptoDM pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'CryptoDM'
'name_with_ticker' => 'CryptoDM <small>CDM</small>'
'name_lang' => 'CryptoDM'
'name_lang_with_ticker' => 'CryptoDM <small>CDM</small>'
'name_with_lang' => 'CryptoDM'
'name_with_lang_with_ticker' => 'CryptoDM <small>CDM</small>'
'image' => '/uploads/coins/cryptodm.png?1747411674'
'price_for_sd' => 0.01159
'ticker' => 'CDM'
'marketcap' => '$10.44K'
'low24h' => '$0.01153'
'high24h' => '$0.01165'
'volume24h' => '$4.57'
'current_supply' => '900K'
'max_supply' => '1M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01159'
'change_24h_pct' => '0.1484%'
'ath_price' => '$0.06553'
'ath_days' => 235
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 mai 2025'
'ath_pct' => '-82.33%'
'fdv' => '$11.6K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.57180011'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.011696'
'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' => '$0.010249'
'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' => '$0.0040066'
'current_year_max_price_prediction' => '$0.01196'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0130045'
'grand_prediction_max_price' => '$0.037600062'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.011816512502104
107 => 0.011860631070393
108 => 0.011960032457498
109 => 0.011110658487949
110 => 0.011492002463967
111 => 0.011716006322779
112 => 0.010703948739336
113 => 0.011696001198367
114 => 0.011095872776826
115 => 0.010892180176928
116 => 0.011166425428231
117 => 0.011059551787086
118 => 0.01096766810626
119 => 0.010916395433597
120 => 0.01111777087881
121 => 0.011108376473595
122 => 0.010778887159937
123 => 0.010349081781973
124 => 0.010493338574699
125 => 0.010440928729487
126 => 0.010250988689435
127 => 0.010378985342982
128 => 0.0098153528583842
129 => 0.0088456524637008
130 => 0.0094862662471551
131 => 0.0094616033133458
201 => 0.0094491671437441
202 => 0.0099305706967455
203 => 0.009884294852994
204 => 0.0098003037434508
205 => 0.010249446126841
206 => 0.010085503115086
207 => 0.010590736847484
208 => 0.01092351646011
209 => 0.010839112786056
210 => 0.011152093620194
211 => 0.010496661959845
212 => 0.010714370066059
213 => 0.01075923940502
214 => 0.010243903779549
215 => 0.0098918661533348
216 => 0.009868389257189
217 => 0.0092580045271067
218 => 0.0095840671230633
219 => 0.0098709887141181
220 => 0.0097335755380178
221 => 0.0096900746315663
222 => 0.0099123113284315
223 => 0.0099295810231065
224 => 0.0095358301543559
225 => 0.0096177034284375
226 => 0.009959128591657
227 => 0.0096091003903311
228 => 0.0089290527719368
301 => 0.0087603915601811
302 => 0.0087378890454901
303 => 0.0082804664625192
304 => 0.0087716623088356
305 => 0.0085572421586883
306 => 0.009234592843856
307 => 0.0088476937651928
308 => 0.008831015319197
309 => 0.0088058034018783
310 => 0.0084120808888263
311 => 0.0084982810968137
312 => 0.0087848237168259
313 => 0.00888706535178
314 => 0.0088764007116132
315 => 0.0087834195016651
316 => 0.0088259858234385
317 => 0.0086888648699167
318 => 0.0086404446073023
319 => 0.0084876169394487
320 => 0.0082630024874248
321 => 0.0082942365046192
322 => 0.0078492165015914
323 => 0.0076067459849426
324 => 0.0075396333416443
325 => 0.0074498875101953
326 => 0.007549770372111
327 => 0.0078479558158366
328 => 0.0074882809071326
329 => 0.006871643504421
330 => 0.006908704463023
331 => 0.0069919694335043
401 => 0.0068368057118653
402 => 0.0066899562712381
403 => 0.0068176299455918
404 => 0.0065563525490756
405 => 0.0070235435586057
406 => 0.0070109073510856
407 => 0.0071850472685402
408 => 0.0072939405326354
409 => 0.0070429768135089
410 => 0.0069798601168266
411 => 0.0070158142557507
412 => 0.0064215724281687
413 => 0.0071364850334589
414 => 0.0071426676273568
415 => 0.007089728504841
416 => 0.0074703973967077
417 => 0.0082737274921511
418 => 0.0079714823963671
419 => 0.0078544439598731
420 => 0.0076319538065435
421 => 0.0079284087256971
422 => 0.0079056456133233
423 => 0.0078027021865148
424 => 0.0077404416807779
425 => 0.0078551585716094
426 => 0.0077262269884883
427 => 0.0077030673333568
428 => 0.0075627450212132
429 => 0.0075126563400363
430 => 0.0074755726745808
501 => 0.00743474720268
502 => 0.0075247980206194
503 => 0.007320731019997
504 => 0.0070746462221811
505 => 0.0070541869339172
506 => 0.007110676827613
507 => 0.0070856842548306
508 => 0.007054067279094
509 => 0.0069937018620419
510 => 0.0069757927323056
511 => 0.007033988715674
512 => 0.0069682888434877
513 => 0.0070652325837559
514 => 0.0070388692505447
515 => 0.0068916058142926
516 => 0.0067080610488153
517 => 0.0067064271154043
518 => 0.006666882696756
519 => 0.0066165169340642
520 => 0.0066025063310959
521 => 0.0068068776248485
522 => 0.0072299200865984
523 => 0.0071468667288088
524 => 0.0072068812914623
525 => 0.0075020935411216
526 => 0.0075959326379463
527 => 0.007529327869721
528 => 0.007438155154971
529 => 0.0074421662917106
530 => 0.007753731057869
531 => 0.0077731629701612
601 => 0.007822261143551
602 => 0.0078853661714991
603 => 0.0075400749288544
604 => 0.0074259031052336
605 => 0.0073718021611904
606 => 0.0072051921932378
607 => 0.0073848667596156
608 => 0.0072801780842193
609 => 0.0072943041632047
610 => 0.0072851045357339
611 => 0.007290128154409
612 => 0.0070234129691972
613 => 0.0071205899645509
614 => 0.0069590143619871
615 => 0.0067426827678667
616 => 0.0067419575485076
617 => 0.0067949043996918
618 => 0.0067634095407969
619 => 0.0066786576853177
620 => 0.0066906962863711
621 => 0.0065852254735324
622 => 0.0067035023526604
623 => 0.0067068941103387
624 => 0.0066613510692893
625 => 0.00684357292065
626 => 0.0069182293618313
627 => 0.0068882519565861
628 => 0.0069161260671657
629 => 0.0071503179707884
630 => 0.007188501469588
701 => 0.0072054600574944
702 => 0.0071827377962822
703 => 0.0069204066652518
704 => 0.0069320421664311
705 => 0.0068466685790537
706 => 0.0067745368941668
707 => 0.0067774217832814
708 => 0.006814506845776
709 => 0.0069764594886997
710 => 0.0073172792781031
711 => 0.0073302131399749
712 => 0.0073458893578709
713 => 0.0072821263014519
714 => 0.0072628947535057
715 => 0.0072882661293305
716 => 0.0074162601227772
717 => 0.0077454954239523
718 => 0.0076291216796306
719 => 0.0075345080140318
720 => 0.007617509706423
721 => 0.0076047322464682
722 => 0.0074968776256679
723 => 0.007493850505683
724 => 0.0072868430051593
725 => 0.0072103170455484
726 => 0.0071463662258287
727 => 0.0070765336001732
728 => 0.0070351344788738
729 => 0.0070987423447538
730 => 0.0071132902162667
731 => 0.0069742105058449
801 => 0.0069552544552316
802 => 0.0070688299490061
803 => 0.0070188496087171
804 => 0.0070702556281571
805 => 0.0070821822656199
806 => 0.0070802618022946
807 => 0.0070280765868274
808 => 0.0070613378869807
809 => 0.0069826649964474
810 => 0.0068971200442786
811 => 0.0068425476944337
812 => 0.0067949260812222
813 => 0.0068213493200163
814 => 0.0067271552984081
815 => 0.0066970207351445
816 => 0.0070500697068917
817 => 0.0073108707782374
818 => 0.0073070786273715
819 => 0.0072839948842372
820 => 0.0072496971243059
821 => 0.0074137510280106
822 => 0.0073565979283213
823 => 0.0073981815836466
824 => 0.0074087663691874
825 => 0.0074408033270859
826 => 0.0074522537858651
827 => 0.0074176425465795
828 => 0.0073014830001302
829 => 0.0070120244544968
830 => 0.0068772807201261
831 => 0.0068328130434493
901 => 0.0068344293590404
902 => 0.0067898441594885
903 => 0.006802976498925
904 => 0.0067852772677596
905 => 0.0067517592058362
906 => 0.006819279674144
907 => 0.0068270607791198
908 => 0.0068113006950072
909 => 0.0068150127653391
910 => 0.0066845260001072
911 => 0.0066944466254654
912 => 0.0066392073228187
913 => 0.0066288506194922
914 => 0.0064892104726376
915 => 0.0062418177113217
916 => 0.0063788973160871
917 => 0.0062133244298398
918 => 0.0061506194689793
919 => 0.0064474550010707
920 => 0.0064176609465848
921 => 0.0063666664764691
922 => 0.0062912350269892
923 => 0.0062632567686271
924 => 0.0060932697276594
925 => 0.0060832259864335
926 => 0.0061674761539732
927 => 0.0061285976005249
928 => 0.0060739973870238
929 => 0.0058762409484577
930 => 0.0056538972366028
1001 => 0.005660608395661
1002 => 0.0057313317935502
1003 => 0.0059369696112628
1004 => 0.0058566233583121
1005 => 0.0057983312299294
1006 => 0.0057874148665382
1007 => 0.0059240560093331
1008 => 0.0061174318535923
1009 => 0.0062081594731781
1010 => 0.0061182511576074
1011 => 0.0060149693256872
1012 => 0.0060212556122343
1013 => 0.0060630754603258
1014 => 0.0060674701350594
1015 => 0.0060002442800233
1016 => 0.0060191679644382
1017 => 0.0059904211573939
1018 => 0.0058140020556254
1019 => 0.0058108111935054
1020 => 0.0057675151007891
1021 => 0.0057662041123086
1022 => 0.0056925466578817
1023 => 0.0056822414708374
1024 => 0.0055359901243849
1025 => 0.0056322532035098
1026 => 0.0055676849840713
1027 => 0.0054703654472742
1028 => 0.0054535875224485
1029 => 0.0054530831577683
1030 => 0.0055530085618086
1031 => 0.0056310855169842
1101 => 0.0055688081758925
1102 => 0.0055546288325214
1103 => 0.0057060271235369
1104 => 0.0056867603109791
1105 => 0.0056700753755617
1106 => 0.0061001171677037
1107 => 0.0057597055326438
1108 => 0.0056112666297409
1109 => 0.0054275452996153
1110 => 0.0054873658911075
1111 => 0.0054999709686823
1112 => 0.0050581542879892
1113 => 0.0048789093156568
1114 => 0.0048173991958566
1115 => 0.0047819992522862
1116 => 0.0047981314510957
1117 => 0.0046367899526583
1118 => 0.0047452141079503
1119 => 0.0046055060081608
1120 => 0.0045820834905816
1121 => 0.0048318988795177
1122 => 0.0048666592314879
1123 => 0.0047183607707885
1124 => 0.0048135923898974
1125 => 0.00477906008099
1126 => 0.0046079009025452
1127 => 0.0046013638808903
1128 => 0.0045154822216827
1129 => 0.004381094054989
1130 => 0.004319675056694
1201 => 0.0042876875091178
1202 => 0.0043008861946726
1203 => 0.0042942125353697
1204 => 0.0042506623941808
1205 => 0.0042967087784846
1206 => 0.0041790792942679
1207 => 0.0041322382858476
1208 => 0.0041110812890473
1209 => 0.0040066783513045
1210 => 0.0041728298534505
1211 => 0.0042055637924947
1212 => 0.0042383622275109
1213 => 0.0045238502118842
1214 => 0.0045095880389656
1215 => 0.00463851113619
1216 => 0.0046335014217062
1217 => 0.0045967304659621
1218 => 0.0044415998522063
1219 => 0.0045034321499121
1220 => 0.0043131219484464
1221 => 0.0044557152912203
1222 => 0.0043906416444186
1223 => 0.0044337138257784
1224 => 0.0043562661600315
1225 => 0.0043991288959916
1226 => 0.0042133262237912
1227 => 0.0040398263028046
1228 => 0.0041096477357881
1229 => 0.0041855516184904
1230 => 0.0043501305761388
1231 => 0.0042521087067104
]
'min_raw' => 0.0040066783513045
'max_raw' => 0.011960032457498
'avg_raw' => 0.0079833554044011
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0040066'
'max' => '$0.01196'
'avg' => '$0.007983'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0075900816486955
'max_diff' => 0.00036327245749771
'year' => 2026
]
1 => [
'items' => [
101 => 0.0042873610775741
102 => 0.0041692715363562
103 => 0.003925619082214
104 => 0.0039269981286439
105 => 0.0038895175068313
106 => 0.0038571287773249
107 => 0.004263367697559
108 => 0.0042128454661409
109 => 0.0041323449025624
110 => 0.0042400981058775
111 => 0.0042685897631073
112 => 0.0042694008805341
113 => 0.0043480148361601
114 => 0.00438997111837
115 => 0.0043973660949584
116 => 0.0045210668527028
117 => 0.0045625297150463
118 => 0.0047333093769952
119 => 0.0043864114209567
120 => 0.0043792672858346
121 => 0.0042416144144224
122 => 0.0041543127871669
123 => 0.0042475920315304
124 => 0.0043302247081497
125 => 0.0042441820420226
126 => 0.004255417397759
127 => 0.0041399121484275
128 => 0.0041811998400364
129 => 0.0042167623621027
130 => 0.0041971268276861
131 => 0.0041677314822939
201 => 0.0043234497709975
202 => 0.004314663534884
203 => 0.0044596719852728
204 => 0.0045727164420047
205 => 0.0047753123175819
206 => 0.0045638929598552
207 => 0.0045561879981438
208 => 0.0046315052347874
209 => 0.0045625181843698
210 => 0.0046061156188817
211 => 0.0047682880968683
212 => 0.0047717145457801
213 => 0.0047143171117772
214 => 0.0047108244727018
215 => 0.0047218482777612
216 => 0.0047864150483163
217 => 0.0047638534347479
218 => 0.0047899623051595
219 => 0.0048226118474023
220 => 0.0049576641972378
221 => 0.0049902248615656
222 => 0.004911119328018
223 => 0.0049182616719902
224 => 0.004888674030948
225 => 0.0048600927404332
226 => 0.0049243393075481
227 => 0.00504175117172
228 => 0.0050410207586067
301 => 0.005068258028934
302 => 0.0050852266227023
303 => 0.0050123849964792
304 => 0.0049649677762689
305 => 0.0049831505557337
306 => 0.0050122252160672
307 => 0.004973722035246
308 => 0.0047360625668087
309 => 0.0048081532677869
310 => 0.004796153850089
311 => 0.004779065220108
312 => 0.0048515529774025
313 => 0.0048445613563764
314 => 0.0046351351623926
315 => 0.0046485419478498
316 => 0.0046359504734209
317 => 0.004676636103274
318 => 0.0045603210268389
319 => 0.0045960987609563
320 => 0.0046185382203994
321 => 0.0046317552343994
322 => 0.0046795041519587
323 => 0.0046739013675991
324 => 0.0046791558750162
325 => 0.0047499549145099
326 => 0.0051080321609722
327 => 0.0051275215154442
328 => 0.0050315488061274
329 => 0.0050698880105215
330 => 0.0049962851219472
331 => 0.0050456952341436
401 => 0.0050795003780277
402 => 0.0049267414331711
403 => 0.004917696039854
404 => 0.0048437893659766
405 => 0.0048835026262303
406 => 0.0048203159736821
407 => 0.0048358197680422
408 => 0.004792469807415
409 => 0.0048704911056529
410 => 0.0049577310403669
411 => 0.0049797712930851
412 => 0.004921792877109
413 => 0.0048798126829784
414 => 0.0048061092912209
415 => 0.0049286796743009
416 => 0.0049645229895783
417 => 0.0049284914046247
418 => 0.0049201420990853
419 => 0.004904320180175
420 => 0.0049234987939772
421 => 0.0049643277791855
422 => 0.0049450735837542
423 => 0.0049577913190519
424 => 0.004909324426569
425 => 0.0050124091100885
426 => 0.0051761323961975
427 => 0.0051766587933338
428 => 0.0051574044941152
429 => 0.0051495260497146
430 => 0.0051692821291615
501 => 0.0051799989918246
502 => 0.0052438865301102
503 => 0.0053124404040825
504 => 0.0056323514215129
505 => 0.0055425216879631
506 => 0.0058263657742188
507 => 0.0060508495939055
508 => 0.0061181624759417
509 => 0.0060562377917842
510 => 0.005844396792387
511 => 0.0058340028623157
512 => 0.0061505827523781
513 => 0.0060611344331579
514 => 0.0060504948402089
515 => 0.005937307547107
516 => 0.0060042152558492
517 => 0.0059895815584704
518 => 0.005966481551253
519 => 0.0060941367987017
520 => 0.0063330960260632
521 => 0.0062958519895335
522 => 0.0062680510439651
523 => 0.0061462353932184
524 => 0.0062195956234786
525 => 0.0061934734506056
526 => 0.0063057108828084
527 => 0.006239223914335
528 => 0.006060456774165
529 => 0.0060889260304613
530 => 0.0060846229596443
531 => 0.006173179852139
601 => 0.0061465972711293
602 => 0.006079432284067
603 => 0.0063322792894022
604 => 0.0063158608112847
605 => 0.0063391384594687
606 => 0.0063493860000845
607 => 0.0065032895165681
608 => 0.0065663388629082
609 => 0.0065806521683616
610 => 0.0066405441709732
611 => 0.0065791620007762
612 => 0.0068247344463099
613 => 0.0069880257930402
614 => 0.0071776970951635
615 => 0.0074548578464053
616 => 0.0075590728527526
617 => 0.0075402473446483
618 => 0.0077503874630479
619 => 0.0081280045846597
620 => 0.0076165745614127
621 => 0.0081551116177409
622 => 0.0079846170034167
623 => 0.0075803773399212
624 => 0.0075543490712646
625 => 0.0078281048647028
626 => 0.00843526886653
627 => 0.0082831811704694
628 => 0.0084355176275168
629 => 0.0082578090585437
630 => 0.0082489843302487
701 => 0.0084268867189748
702 => 0.0088425653471875
703 => 0.008645092012404
704 => 0.0083619655645437
705 => 0.0085710217277083
706 => 0.0083899179319405
707 => 0.007981840392315
708 => 0.0082830648718745
709 => 0.0080816446407723
710 => 0.0081404297722964
711 => 0.0085637851390749
712 => 0.0085128459012847
713 => 0.0085787659918316
714 => 0.0084624187574455
715 => 0.0083537320942541
716 => 0.0081508603662296
717 => 0.0080908000490169
718 => 0.0081073985599506
719 => 0.0080907918236192
720 => 0.0079772869562769
721 => 0.0079527755909813
722 => 0.0079119222416209
723 => 0.0079245844028572
724 => 0.0078477681539909
725 => 0.0079927362866485
726 => 0.0080196436495246
727 => 0.0081251393671338
728 => 0.0081360922825046
729 => 0.0084298963544088
730 => 0.0082680740087808
731 => 0.0083766384092972
801 => 0.0083669273874672
802 => 0.007589138439191
803 => 0.0076963108937735
804 => 0.0078630376005348
805 => 0.0077879274451316
806 => 0.0076817392584609
807 => 0.007595986604274
808 => 0.0074660625645217
809 => 0.0076489281555028
810 => 0.0078893769620554
811 => 0.0081421904610397
812 => 0.0084459293150727
813 => 0.0083781383387626
814 => 0.0081365122744399
815 => 0.0081473514431775
816 => 0.0082143549192574
817 => 0.0081275793298262
818 => 0.0081019875144422
819 => 0.0082108389968127
820 => 0.0082115885971481
821 => 0.0081117427943271
822 => 0.0080007824560807
823 => 0.0080003175282119
824 => 0.0079805732077707
825 => 0.0082613215292879
826 => 0.0084157047192655
827 => 0.0084334045031955
828 => 0.0084145133827825
829 => 0.0084217838252677
830 => 0.0083319516486212
831 => 0.0085372813655307
901 => 0.0087257122187711
902 => 0.0086752087248647
903 => 0.0085994968080042
904 => 0.0085391886194448
905 => 0.0086610020322619
906 => 0.0086555778727412
907 => 0.0087240664396516
908 => 0.0087209594026474
909 => 0.0086979292735807
910 => 0.0086752095473431
911 => 0.0087652906937539
912 => 0.0087393487702465
913 => 0.0087133665517666
914 => 0.0086612552349265
915 => 0.0086683380283624
916 => 0.0085926391842318
917 => 0.0085576174351936
918 => 0.0080309743585841
919 => 0.0078902381199551
920 => 0.0079345166055781
921 => 0.0079490942327355
922 => 0.0078878456413258
923 => 0.0079756603879352
924 => 0.0079619745526949
925 => 0.0080152181316689
926 => 0.0079819538550934
927 => 0.0079833190326071
928 => 0.008081142177324
929 => 0.0081095406524047
930 => 0.0080950969587749
1001 => 0.0081052128266924
1002 => 0.0083383287332102
1003 => 0.0083051871059304
1004 => 0.0082875812769752
1005 => 0.0082924582119162
1006 => 0.0083520243240929
1007 => 0.0083686995833132
1008 => 0.008298045338247
1009 => 0.0083313662886676
1010 => 0.0084732426665
1011 => 0.0085228913692339
1012 => 0.008681346195631
1013 => 0.0086140317690675
1014 => 0.0087375903123249
1015 => 0.0091173671500865
1016 => 0.0094207591666487
1017 => 0.0091417473300127
1018 => 0.009698888131689
1019 => 0.010132702162895
1020 => 0.010116051657822
1021 => 0.010040406147182
1022 => 0.0095465204061967
1023 => 0.0090920393839202
1024 => 0.0094722320573381
1025 => 0.0094732012466499
1026 => 0.0094405423588271
1027 => 0.0092377008114434
1028 => 0.0094334839126627
1029 => 0.0094490244642577
1030 => 0.0094403258879308
1031 => 0.0092848077491388
1101 => 0.0090473602957598
1102 => 0.0090937569597812
1103 => 0.0091697556419145
1104 => 0.0090258742816502
1105 => 0.0089798954689667
1106 => 0.0090653788295724
1107 => 0.0093408240286091
1108 => 0.0092887527092766
1109 => 0.0092873929166921
1110 => 0.0095101761024725
1111 => 0.0093507114210743
1112 => 0.0090943421702972
1113 => 0.009029605553381
1114 => 0.0087998341751389
1115 => 0.0089585380845083
1116 => 0.0089642495556714
1117 => 0.0088773290464244
1118 => 0.0091013952905763
1119 => 0.0090993304806904
1120 => 0.0093120480316534
1121 => 0.009718684096031
1122 => 0.009598421802449
1123 => 0.0094585698395136
1124 => 0.009473775625559
1125 => 0.009640545567399
1126 => 0.0095397126535751
1127 => 0.0095759728724182
1128 => 0.009640490683215
1129 => 0.0096794158803558
1130 => 0.0094681748887152
1201 => 0.0094189245087391
1202 => 0.0093181755158425
1203 => 0.0092918919841648
1204 => 0.0093739499366824
1205 => 0.0093523305653443
1206 => 0.008963769528636
1207 => 0.0089231627383668
1208 => 0.0089244080906512
1209 => 0.0088223003857717
1210 => 0.0086665616271732
1211 => 0.0090758337860918
1212 => 0.0090429635039705
1213 => 0.0090066772564663
1214 => 0.0090111221147391
1215 => 0.0091887732874051
1216 => 0.0090857266356596
1217 => 0.0093596930483393
1218 => 0.0093033737900765
1219 => 0.0092456101553513
1220 => 0.009237625461509
1221 => 0.0092153913903015
1222 => 0.0091391424871976
1223 => 0.0090470673548509
1224 => 0.0089862713770643
1225 => 0.0082893603328341
1226 => 0.0084187029688981
1227 => 0.0085674998817376
1228 => 0.0086188639797836
1229 => 0.0085310021357886
1230 => 0.0091426118083228
1231 => 0.0092543587891122
]
'min_raw' => 0.0038571287773249
'max_raw' => 0.010132702162895
'avg_raw' => 0.0069949154701101
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.003857'
'max' => '$0.010132'
'avg' => '$0.006994'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00014954957397955
'max_diff' => -0.0018273302946025
'year' => 2027
]
2 => [
'items' => [
101 => 0.0089158698952258
102 => 0.0088525524435901
103 => 0.0091467628899108
104 => 0.0089693180250151
105 => 0.0090492214368126
106 => 0.008876513965336
107 => 0.0092274422137736
108 => 0.0092247687284861
109 => 0.0090882497137699
110 => 0.0092036346501662
111 => 0.0091835836779835
112 => 0.0090294540466004
113 => 0.0092323283980045
114 => 0.0092324290211517
115 => 0.0091010324376667
116 => 0.008947589994567
117 => 0.0089201581098895
118 => 0.0088994918697402
119 => 0.0090441388085994
120 => 0.0091738288016813
121 => 0.0094151497259309
122 => 0.0094758235399309
123 => 0.0097126374752578
124 => 0.0095716263070319
125 => 0.0096341347315061
126 => 0.0097019964686293
127 => 0.009734531880939
128 => 0.0096815171725269
129 => 0.010049386690594
130 => 0.01008044614915
131 => 0.01009086011694
201 => 0.0099668165852424
202 => 0.01007699627414
203 => 0.010025446846473
204 => 0.01015956413642
205 => 0.010180595439979
206 => 0.010162782674075
207 => 0.010169458341781
208 => 0.0098555466047407
209 => 0.0098392686251588
210 => 0.0096173172185272
211 => 0.0097077640573115
212 => 0.009538678027434
213 => 0.0095922969492873
214 => 0.0096159316591404
215 => 0.0096035862279711
216 => 0.0097128777858711
217 => 0.0096199576348659
218 => 0.0093747260788761
219 => 0.0091294277097129
220 => 0.0091263481885038
221 => 0.009061765457779
222 => 0.0090150839723821
223 => 0.0090240764825842
224 => 0.0090557672614479
225 => 0.0090132420467038
226 => 0.0090223169573526
227 => 0.0091730209399356
228 => 0.009203243548871
229 => 0.0091005353149729
301 => 0.0086881469351448
302 => 0.0085869457923371
303 => 0.0086596871668814
304 => 0.0086249214749937
305 => 0.0069609847778413
306 => 0.0073519020233154
307 => 0.00711963227035
308 => 0.0072266728587339
309 => 0.0069895855869172
310 => 0.0071027360598367
311 => 0.0070818412990822
312 => 0.0077104246617222
313 => 0.0077006101971027
314 => 0.0077053078619462
315 => 0.0074810760792684
316 => 0.0078382833976304
317 => 0.0080142565674153
318 => 0.0079816886170624
319 => 0.0079898852685173
320 => 0.0078490396397169
321 => 0.0077066715555062
322 => 0.0075487634398256
323 => 0.0078421372007273
324 => 0.0078095190465721
325 => 0.0078843333565626
326 => 0.0080746072112969
327 => 0.0081026257591866
328 => 0.0081402829716864
329 => 0.0081267855416281
330 => 0.0084483490850749
331 => 0.0084094056182189
401 => 0.0085032481685418
402 => 0.0083102069226763
403 => 0.0080917624293362
404 => 0.0081332815860316
405 => 0.0081292829573659
406 => 0.0080783758250387
407 => 0.0080324191421853
408 => 0.0079559142134496
409 => 0.0081979871285684
410 => 0.0081881594102917
411 => 0.0083472587457198
412 => 0.0083191363927744
413 => 0.0081313284370978
414 => 0.0081380360349762
415 => 0.00818314785427
416 => 0.0083392803759234
417 => 0.0083856311386628
418 => 0.0083641596186034
419 => 0.0084149811139544
420 => 0.0084551483517207
421 => 0.0084200255005922
422 => 0.008917291005033
423 => 0.0087107916983592
424 => 0.0088114380236191
425 => 0.008835441579151
426 => 0.0087739569763964
427 => 0.0087872907851353
428 => 0.0088074878721293
429 => 0.0089301206293621
430 => 0.0092519444684151
501 => 0.0093944780560027
502 => 0.0098232973867434
503 => 0.0093826426257169
504 => 0.0093564959958083
505 => 0.0094337393063778
506 => 0.0096855016486587
507 => 0.009889531380243
508 => 0.0099572198129671
509 => 0.0099661659567658
510 => 0.010093153956398
511 => 0.010165941109601
512 => 0.010077734273127
513 => 0.010002988214855
514 => 0.0097352571119491
515 => 0.0097662477161181
516 => 0.009979742246939
517 => 0.010281315846488
518 => 0.010540097368287
519 => 0.0104494810988
520 => 0.011140819269872
521 => 0.01120936262567
522 => 0.011199892150171
523 => 0.011356044115299
524 => 0.011046114264314
525 => 0.01091361324841
526 => 0.010019149161057
527 => 0.010270457084888
528 => 0.010635747910972
529 => 0.010587400300369
530 => 0.010322116338215
531 => 0.010539896126613
601 => 0.010467891317965
602 => 0.010411098137902
603 => 0.010671278705671
604 => 0.010385199483781
605 => 0.010632894051894
606 => 0.010315223206216
607 => 0.010449895026286
608 => 0.010373448787871
609 => 0.010422918873024
610 => 0.010133717766061
611 => 0.010289763663418
612 => 0.0101272257437
613 => 0.010127148679563
614 => 0.010123560645976
615 => 0.010314785787722
616 => 0.010321021632729
617 => 0.010179705964054
618 => 0.010159340168432
619 => 0.010234643188991
620 => 0.010146483073809
621 => 0.010187732636829
622 => 0.010147732481051
623 => 0.010138727603453
624 => 0.0100669752067
625 => 0.010036062301305
626 => 0.010048184048038
627 => 0.01000680627725
628 => 0.0099818746736512
629 => 0.010118601122501
630 => 0.01004555369641
701 => 0.010107405556805
702 => 0.010036917555558
703 => 0.0097925754330737
704 => 0.0096520516945622
705 => 0.0091905120757169
706 => 0.0093214041390833
707 => 0.0094081857125129
708 => 0.0093795044030121
709 => 0.0094411229540131
710 => 0.0094449058325995
711 => 0.0094248730135423
712 => 0.0094016775754371
713 => 0.0093903873189556
714 => 0.0094745356408346
715 => 0.0095233865739876
716 => 0.0094168954043942
717 => 0.0093919460133283
718 => 0.0094996144653258
719 => 0.0095652921588462
720 => 0.010050219346693
721 => 0.010014294374323
722 => 0.010104459005052
723 => 0.010094307851321
724 => 0.010188814748676
725 => 0.010343293584258
726 => 0.010029194918559
727 => 0.010083711586209
728 => 0.010070345358275
729 => 0.010216274330048
730 => 0.010216729904369
731 => 0.010129238196099
801 => 0.010176668870543
802 => 0.010150194369261
803 => 0.010198037371321
804 => 0.010013814574415
805 => 0.010238178055425
806 => 0.010365377691495
807 => 0.010367143858565
808 => 0.010427435476543
809 => 0.010488695252264
810 => 0.010606278057158
811 => 0.010485415931654
812 => 0.010267996733562
813 => 0.010283693697404
814 => 0.010156220901113
815 => 0.010158363741849
816 => 0.010146925090065
817 => 0.010181253345129
818 => 0.010021347695956
819 => 0.010058877232202
820 => 0.010006335661685
821 => 0.010083597371096
822 => 0.010000476543588
823 => 0.010070338912675
824 => 0.010100489195199
825 => 0.010211744386802
826 => 0.0099840440613291
827 => 0.0095197476837321
828 => 0.0096173484113524
829 => 0.0094729892688303
830 => 0.0094863502570847
831 => 0.0095133415797442
901 => 0.0094258538719936
902 => 0.0094425437695779
903 => 0.0094419474889912
904 => 0.0094368090650317
905 => 0.0094140501333102
906 => 0.0093810451795966
907 => 0.0095125267568026
908 => 0.0095348680388566
909 => 0.0095845299413633
910 => 0.009732290077233
911 => 0.0097175253552357
912 => 0.0097416072293958
913 => 0.0096890366333183
914 => 0.0094887888562606
915 => 0.009499663273976
916 => 0.0093640591108149
917 => 0.0095810622380315
918 => 0.0095296730332053
919 => 0.0094965420785473
920 => 0.0094875019906127
921 => 0.0096356283952792
922 => 0.0096799501371524
923 => 0.0096523318019385
924 => 0.0095956857906592
925 => 0.0097044628782053
926 => 0.0097335670378957
927 => 0.0097400823859303
928 => 0.0099328145291241
929 => 0.0097508539717478
930 => 0.0097946536864407
1001 => 0.010136366557295
1002 => 0.0098264801365829
1003 => 0.0099906338849257
1004 => 0.0099825994131592
1005 => 0.010066574916151
1006 => 0.0099757109708526
1007 => 0.009976837338354
1008 => 0.010051401896018
1009 => 0.0099466894225679
1010 => 0.0099207611415668
1011 => 0.0098849414070658
1012 => 0.0099631524869101
1013 => 0.010010036492094
1014 => 0.010387887141367
1015 => 0.010631995892881
1016 => 0.010621398488187
1017 => 0.010718238929582
1018 => 0.010674611423777
1019 => 0.010533726699177
1020 => 0.010774199745007
1021 => 0.010698104011487
1022 => 0.010704377251302
1023 => 0.010704143761003
1024 => 0.010754740771389
1025 => 0.010718888152382
1026 => 0.010648218960124
1027 => 0.010695132467938
1028 => 0.01083444881426
1029 => 0.01126689102799
1030 => 0.01150889141989
1031 => 0.011252322300533
1101 => 0.011429300243468
1102 => 0.011323176541396
1103 => 0.011303890707822
1104 => 0.011415045934553
1105 => 0.011526395723793
1106 => 0.011519303223597
1107 => 0.011438468994484
1108 => 0.01139280778955
1109 => 0.011738569730934
1110 => 0.011993321239444
1111 => 0.01197594889444
1112 => 0.012052624775501
1113 => 0.012277747533792
1114 => 0.01229832993748
1115 => 0.012295737027697
1116 => 0.012244721392604
1117 => 0.012466383984027
1118 => 0.012651298817573
1119 => 0.012232912747064
1120 => 0.012392228685638
1121 => 0.012463750743303
1122 => 0.012568766343593
1123 => 0.012745945263941
1124 => 0.012938408565827
1125 => 0.012965624986966
1126 => 0.012946313633742
1127 => 0.012819378912457
1128 => 0.013029974553945
1129 => 0.013153336541653
1130 => 0.013226795782245
1201 => 0.013413076193932
1202 => 0.012464192439182
1203 => 0.011792525354987
1204 => 0.0116876348408
1205 => 0.011900933826016
1206 => 0.01195717906739
1207 => 0.011934506681117
1208 => 0.011178484312557
1209 => 0.011683654539492
1210 => 0.012227175227756
1211 => 0.01224805407095
1212 => 0.012520151891976
1213 => 0.012608758096169
1214 => 0.012827832506772
1215 => 0.012814129342741
1216 => 0.012867470475487
1217 => 0.012855208272809
1218 => 0.013260997486891
1219 => 0.013708643250305
1220 => 0.013693142700944
1221 => 0.013628788326149
1222 => 0.013724365546771
1223 => 0.01418638394725
1224 => 0.014143848696628
1225 => 0.014185168069463
1226 => 0.014729913801844
1227 => 0.015438160743115
1228 => 0.015109108932064
1229 => 0.015823056679936
1230 => 0.016272448942478
1231 => 0.017049626392517
]
'min_raw' => 0.0069609847778413
'max_raw' => 0.017049626392517
'avg_raw' => 0.012005305585179
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00696'
'max' => '$0.017049'
'avg' => '$0.0120053'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0031038560005164
'max_diff' => 0.0069169242296217
'year' => 2028
]
3 => [
'items' => [
101 => 0.016952319948092
102 => 0.017254869426201
103 => 0.016778121104105
104 => 0.015683410589839
105 => 0.015510168460573
106 => 0.015857003590553
107 => 0.016709663913932
108 => 0.01583015028261
109 => 0.016008074744745
110 => 0.015956832487681
111 => 0.015954102005567
112 => 0.016058313402162
113 => 0.0159071493361
114 => 0.015291279737066
115 => 0.015573529144961
116 => 0.015464539093843
117 => 0.015585471681305
118 => 0.016238094979445
119 => 0.015949554662741
120 => 0.015645600878205
121 => 0.016026826376758
122 => 0.016512257439708
123 => 0.016481880036193
124 => 0.016422935176602
125 => 0.016755204263862
126 => 0.017304015450307
127 => 0.017452356908701
128 => 0.017561859540581
129 => 0.017576958103455
130 => 0.017732482684761
131 => 0.016896187813834
201 => 0.018223409251571
202 => 0.018452583730116
203 => 0.018409508426458
204 => 0.018664226214224
205 => 0.018589281779497
206 => 0.018480699051998
207 => 0.018884480925635
208 => 0.018421577591028
209 => 0.017764544585462
210 => 0.017404083283969
211 => 0.017878767803358
212 => 0.018168641075143
213 => 0.018360228868389
214 => 0.018418203218865
215 => 0.016961107004038
216 => 0.016175812958507
217 => 0.016679177438278
218 => 0.017293316843959
219 => 0.016892776238427
220 => 0.01690847667184
221 => 0.016337411028571
222 => 0.017343843481895
223 => 0.017197214738875
224 => 0.017957924917045
225 => 0.017776375327944
226 => 0.018396704947642
227 => 0.018233351369266
228 => 0.018911422940129
301 => 0.019181924047802
302 => 0.019636137507719
303 => 0.019970258777816
304 => 0.020166461178338
305 => 0.020154681922147
306 => 0.020932133580664
307 => 0.020473697499729
308 => 0.019897793736986
309 => 0.019887377454871
310 => 0.020185646174215
311 => 0.020810735583933
312 => 0.020972812173192
313 => 0.021063390875692
314 => 0.020924666439745
315 => 0.0204270669303
316 => 0.020212205985008
317 => 0.020395273735518
318 => 0.020171397607836
319 => 0.020557870612762
320 => 0.021088580594704
321 => 0.020978991082088
322 => 0.021345332392187
323 => 0.021724457107909
324 => 0.022266622478949
325 => 0.022408364583264
326 => 0.022642658891728
327 => 0.022883824696808
328 => 0.022961280653799
329 => 0.023109168108867
330 => 0.023108388668979
331 => 0.0235540574688
401 => 0.024045643956217
402 => 0.024231206474963
403 => 0.024657897254843
404 => 0.023927204247327
405 => 0.024481443287124
406 => 0.024981380774525
407 => 0.024385334692042
408 => 0.025206845355818
409 => 0.02523874275331
410 => 0.025720355585092
411 => 0.025232148714226
412 => 0.024942253032717
413 => 0.025779171002984
414 => 0.026184129246127
415 => 0.026062152527633
416 => 0.025133903677159
417 => 0.024593623031717
418 => 0.023179604370242
419 => 0.024854570555819
420 => 0.025670397725381
421 => 0.025131790881879
422 => 0.025403432844852
423 => 0.026885423314631
424 => 0.027449669333746
425 => 0.027332310106148
426 => 0.027352141883715
427 => 0.027656598793839
428 => 0.029006728400815
429 => 0.028197699444556
430 => 0.02881617176788
501 => 0.029144207258103
502 => 0.029448904903038
503 => 0.028700663787756
504 => 0.027727213090619
505 => 0.027418880392155
506 => 0.025078237046073
507 => 0.024956396395011
508 => 0.02488800354542
509 => 0.02445679630311
510 => 0.024117985528259
511 => 0.023848550620859
512 => 0.023141472963769
513 => 0.023380090916555
514 => 0.022253156709729
515 => 0.02297412927916
516 => 0.021175515074288
517 => 0.022673454430215
518 => 0.021858194141729
519 => 0.022405619499092
520 => 0.022403709583591
521 => 0.021395725939318
522 => 0.020814342009383
523 => 0.021184822477339
524 => 0.021582006947763
525 => 0.0216464487918
526 => 0.022161408825281
527 => 0.022305123101597
528 => 0.021869662134982
529 => 0.021138242792694
530 => 0.021308134824009
531 => 0.020810899152791
601 => 0.019939512764876
602 => 0.020565357681623
603 => 0.020779048652659
604 => 0.020873426759175
605 => 0.020016518326063
606 => 0.019747259091992
607 => 0.019603907735077
608 => 0.021027626674575
609 => 0.021105621211944
610 => 0.020706590131446
611 => 0.022510248452979
612 => 0.022102025025251
613 => 0.022558110611191
614 => 0.021292718902891
615 => 0.021341058570224
616 => 0.020742001856713
617 => 0.021077433587295
618 => 0.020840361251589
619 => 0.021050334018265
620 => 0.02117619082886
621 => 0.021775149243059
622 => 0.022680293573185
623 => 0.021685684829481
624 => 0.021252319556789
625 => 0.021521176934628
626 => 0.022237179561425
627 => 0.023321960192521
628 => 0.022679748225667
629 => 0.02296475099109
630 => 0.023027011416445
701 => 0.022553468088066
702 => 0.023339420410493
703 => 0.023760618645147
704 => 0.024192680879208
705 => 0.024567828410935
706 => 0.024020105721672
707 => 0.024606247512146
708 => 0.024133920696979
709 => 0.023710194715524
710 => 0.023710837332932
711 => 0.023445027835117
712 => 0.022929988438948
713 => 0.022835007272173
714 => 0.023329111296538
715 => 0.023725335932254
716 => 0.023757970891039
717 => 0.023977341208128
718 => 0.024107162302088
719 => 0.025379585506108
720 => 0.025891364644802
721 => 0.026517158488114
722 => 0.026760940457892
723 => 0.027494636786252
724 => 0.026902117413199
725 => 0.026773922119718
726 => 0.024994214817357
727 => 0.025285641788418
728 => 0.025752244487606
729 => 0.025001908924006
730 => 0.025477824135671
731 => 0.025571779879716
801 => 0.024976412808675
802 => 0.02529442408561
803 => 0.024449880417842
804 => 0.022698702317271
805 => 0.02334136997232
806 => 0.02381458968603
807 => 0.023139246806996
808 => 0.024349772778285
809 => 0.023642608496186
810 => 0.023418471368633
811 => 0.022544032523391
812 => 0.022956733998107
813 => 0.023514918651977
814 => 0.023170025431817
815 => 0.023885730649627
816 => 0.024899360109656
817 => 0.025621732825551
818 => 0.025677187632939
819 => 0.025212750371832
820 => 0.025957014046755
821 => 0.025962435195096
822 => 0.025122902729376
823 => 0.024608693768659
824 => 0.02449186441088
825 => 0.024783727052358
826 => 0.025138102179929
827 => 0.025696852986194
828 => 0.026034494396199
829 => 0.026914884122325
830 => 0.027153092339463
831 => 0.027414810949879
901 => 0.027764547724425
902 => 0.028184496392935
903 => 0.027265672613925
904 => 0.027302179195566
905 => 0.026446583214533
906 => 0.025532256203923
907 => 0.026226116432505
908 => 0.027133246381018
909 => 0.026925149768539
910 => 0.026901734648608
911 => 0.02694111238552
912 => 0.026784214335511
913 => 0.026074570270235
914 => 0.02571819146326
915 => 0.026178011046188
916 => 0.026422384690299
917 => 0.026801386900694
918 => 0.026754666878497
919 => 0.027730935870608
920 => 0.0281102844801
921 => 0.02801323087255
922 => 0.028031091072064
923 => 0.028717883609499
924 => 0.029481738160784
925 => 0.030197188747549
926 => 0.030924975813724
927 => 0.030047600099437
928 => 0.029602122820734
929 => 0.030061741660816
930 => 0.029817861434665
1001 => 0.031219269553704
1002 => 0.031316300011274
1003 => 0.032717606792556
1004 => 0.034047613792499
1005 => 0.033212260225385
1006 => 0.033999961014022
1007 => 0.034851923639121
1008 => 0.036495497768892
1009 => 0.03594199982362
1010 => 0.035518029071961
1011 => 0.035117378760254
1012 => 0.035951068457469
1013 => 0.037023596934418
1014 => 0.037254609295803
1015 => 0.037628937574761
1016 => 0.037235377160121
1017 => 0.037709377330297
1018 => 0.039382806217246
1019 => 0.038930630960227
1020 => 0.03828846940446
1021 => 0.039609480792888
1022 => 0.040087549679058
1023 => 0.04344288748882
1024 => 0.047679140075736
1025 => 0.045925303688018
1026 => 0.044836640846216
1027 => 0.045092502437467
1028 => 0.046639438476009
1029 => 0.047136265234293
1030 => 0.045785718838823
1031 => 0.046262754657547
1101 => 0.048891268919844
1102 => 0.050301382488731
1103 => 0.048386258858663
1104 => 0.043102508718208
1105 => 0.038230649782405
1106 => 0.039522886154847
1107 => 0.039376386652976
1108 => 0.042200397313981
1109 => 0.038919846729891
1110 => 0.038975082788286
1111 => 0.041857490999082
1112 => 0.041088513905429
1113 => 0.039842869496855
1114 => 0.0382397443651
1115 => 0.035276219287925
1116 => 0.03265134248306
1117 => 0.037799330370426
1118 => 0.037577339771714
1119 => 0.037255864487616
1120 => 0.037971272945117
1121 => 0.041445093342511
1122 => 0.041365010538692
1123 => 0.040855564599399
1124 => 0.041241974854302
1125 => 0.039775129910905
1126 => 0.040153169252257
1127 => 0.038229878055059
1128 => 0.039099285999928
1129 => 0.039840196903402
1130 => 0.039988945736648
1201 => 0.040324084453254
1202 => 0.037460360813524
1203 => 0.038746088653254
1204 => 0.039501333302689
1205 => 0.036089110500507
1206 => 0.039433884629022
1207 => 0.037410509756166
1208 => 0.036723745934248
1209 => 0.037648382946207
1210 => 0.037288051003408
1211 => 0.03697825875839
1212 => 0.036805389362764
1213 => 0.037484340735884
1214 => 0.037452666842806
1215 => 0.036341770617599
1216 => 0.034892651777739
1217 => 0.0353790236261
1218 => 0.03520232017383
1219 => 0.034561924067605
1220 => 0.03499347372148
1221 => 0.033093147448095
1222 => 0.029823734865101
1223 => 0.031983608962242
1224 => 0.031900456158993
1225 => 0.031858526744916
1226 => 0.033481612434383
1227 => 0.033325590196298
1228 => 0.033042408306401
1229 => 0.034556723210123
1230 => 0.034003977899855
1231 => 0.035707408702927
]
'min_raw' => 0.015291279737066
'max_raw' => 0.050301382488731
'avg_raw' => 0.032796331112899
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.015291'
'max' => '$0.0503013'
'avg' => '$0.032796'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0083302949592247
'max_diff' => 0.033251756096215
'year' => 2029
]
4 => [
'items' => [
101 => 0.036829398400827
102 => 0.036544825520875
103 => 0.037600062254797
104 => 0.035390228651154
105 => 0.036124246731148
106 => 0.03627552684013
107 => 0.034538036799272
108 => 0.033351117364009
109 => 0.033271963369549
110 => 0.031214008636375
111 => 0.032313351443606
112 => 0.033280727620073
113 => 0.032817429502969
114 => 0.032670763159732
115 => 0.033420049699284
116 => 0.033478275680612
117 => 0.032150717135812
118 => 0.032426758595587
119 => 0.033577897370926
120 => 0.032397752851966
121 => 0.030104924827142
122 => 0.029536271776158
123 => 0.029460402976801
124 => 0.02791817080209
125 => 0.029574271892145
126 => 0.028851339385586
127 => 0.031135074511744
128 => 0.0298306172556
129 => 0.029774384710473
130 => 0.029689380970993
131 => 0.02836191802941
201 => 0.028652548048946
202 => 0.029618646498084
203 => 0.029963361308615
204 => 0.029927404729711
205 => 0.02961391208863
206 => 0.029757427414375
207 => 0.029295114546097
208 => 0.029131862250098
209 => 0.028616593097842
210 => 0.027859289790763
211 => 0.027964597460424
212 => 0.026464181449911
213 => 0.025646675174279
214 => 0.025420400211744
215 => 0.02511781587516
216 => 0.025454577917707
217 => 0.026459930959871
218 => 0.025247261893475
219 => 0.023168225837984
220 => 0.023293179447424
221 => 0.023573913108777
222 => 0.023050767788086
223 => 0.022555654646311
224 => 0.022986115353285
225 => 0.022105200369126
226 => 0.023680367475991
227 => 0.023637763620105
228 => 0.024224888509864
301 => 0.024592029752446
302 => 0.023745888051684
303 => 0.023533085702152
304 => 0.023654307591773
305 => 0.021650779781441
306 => 0.02406115754378
307 => 0.024082002590762
308 => 0.023903514643109
309 => 0.02518696638949
310 => 0.027895449892994
311 => 0.02687640945048
312 => 0.026481806190478
313 => 0.02573166510476
314 => 0.026731183562508
315 => 0.02665443613987
316 => 0.026307355189105
317 => 0.026097439547123
318 => 0.026484215553839
319 => 0.026049513719631
320 => 0.025971429325399
321 => 0.025498322853016
322 => 0.025329445367348
323 => 0.025204415200166
324 => 0.025066769271309
325 => 0.025370381891139
326 => 0.024682355751038
327 => 0.02385266367411
328 => 0.023783683755306
329 => 0.0239741433759
330 => 0.023889879171838
331 => 0.023783280330715
401 => 0.023579754112545
402 => 0.023519372231264
403 => 0.023715584052304
404 => 0.02349407234621
405 => 0.02382092493492
406 => 0.023732039116369
407 => 0.02323553015944
408 => 0.022616696167947
409 => 0.022611187247375
410 => 0.022477860478999
411 => 0.022308048793658
412 => 0.022260811067561
413 => 0.022949863153196
414 => 0.024376180348868
415 => 0.024096160154479
416 => 0.024298503442549
417 => 0.025293832153336
418 => 0.025610217219917
419 => 0.025385654593649
420 => 0.025078259420394
421 => 0.02509178324796
422 => 0.02614224560982
423 => 0.026207761658806
424 => 0.026373299578315
425 => 0.026586062585894
426 => 0.025421889053853
427 => 0.025036950779293
428 => 0.024854545669245
429 => 0.024292808529956
430 => 0.024898593874976
501 => 0.024545628696748
502 => 0.024593255758298
503 => 0.024562238571983
504 => 0.024579176053084
505 => 0.023679927184683
506 => 0.024007566209199
507 => 0.023462802784307
508 => 0.02273342571094
509 => 0.022730980583238
510 => 0.022909494588636
511 => 0.022803307472972
512 => 0.022517560675038
513 => 0.022558149658997
514 => 0.022202547449775
515 => 0.022601326205583
516 => 0.0226127617534
517 => 0.022459210210789
518 => 0.023073583904975
519 => 0.023325293308764
520 => 0.023224222394024
521 => 0.023318201903951
522 => 0.024107796257772
523 => 0.024236534589861
524 => 0.024293711652999
525 => 0.024217101962904
526 => 0.02333263423926
527 => 0.023371864143851
528 => 0.023084021133415
529 => 0.022840824121745
530 => 0.022850550726812
531 => 0.022975585604208
601 => 0.023521620246998
602 => 0.024670717962249
603 => 0.024714325380564
604 => 0.024767178843679
605 => 0.024552197247168
606 => 0.024487356740563
607 => 0.024572898105529
608 => 0.02500443879069
609 => 0.026114478595077
610 => 0.025722116391141
611 => 0.025403119811859
612 => 0.025682965812749
613 => 0.025639885714418
614 => 0.025276246330221
615 => 0.025266040183845
616 => 0.024568099943027
617 => 0.024310087327327
618 => 0.024094472673738
619 => 0.023859027100782
620 => 0.023719447072927
621 => 0.023933905433701
622 => 0.023982954598207
623 => 0.023514037644284
624 => 0.023450125996172
625 => 0.023833053703021
626 => 0.023664541496221
627 => 0.023837860479816
628 => 0.023878071970713
629 => 0.02387159699453
630 => 0.023695650897126
701 => 0.023807793692823
702 => 0.023542542549624
703 => 0.023254121770829
704 => 0.023070127283207
705 => 0.02290956768943
706 => 0.022998655483836
707 => 0.022681073763567
708 => 0.022579472979596
709 => 0.023769802236934
710 => 0.024649111257525
711 => 0.024636325756121
712 => 0.024558497304488
713 => 0.024442860012287
714 => 0.024995979202505
715 => 0.024803283536601
716 => 0.024943485733808
717 => 0.024979173077265
718 => 0.025087187917569
719 => 0.025125793938788
720 => 0.025009099729057
721 => 0.024617459708203
722 => 0.02364153001225
723 => 0.023187232104312
724 => 0.023037306227762
725 => 0.023042755748625
726 => 0.022892433635496
727 => 0.022936710234777
728 => 0.022877036041182
729 => 0.022764027555251
730 => 0.022991677528279
731 => 0.023017912066965
801 => 0.022964775843045
802 => 0.022977291347338
803 => 0.022537346108063
804 => 0.022570794189094
805 => 0.022384551023536
806 => 0.022349632675189
807 => 0.021878826170705
808 => 0.021044724203517
809 => 0.021506897661576
810 => 0.020948657115664
811 => 0.020737242962202
812 => 0.021738044683043
813 => 0.021637591948189
814 => 0.021465660531874
815 => 0.021211338133497
816 => 0.02111700748205
817 => 0.020543884305311
818 => 0.020510021130536
819 => 0.020794076452555
820 => 0.02066299469519
821 => 0.020478906263306
822 => 0.019812156623767
823 => 0.019062509275706
824 => 0.019085136417029
825 => 0.019323585290762
826 => 0.020016907550354
827 => 0.019746014548934
828 => 0.019549478568266
829 => 0.019512673286936
830 => 0.019973368439849
831 => 0.020625348599839
901 => 0.020931243103673
902 => 0.020628110940528
903 => 0.020279889033302
904 => 0.02030108368729
905 => 0.020442082224899
906 => 0.02045689917759
907 => 0.020230242513776
908 => 0.020294045036991
909 => 0.020197123170003
910 => 0.019602313851202
911 => 0.019591555636786
912 => 0.019445579837356
913 => 0.019441159748164
914 => 0.019192818497964
915 => 0.019158073840359
916 => 0.018664977214851
917 => 0.018989534906995
918 => 0.018771838647148
919 => 0.018443719034204
920 => 0.018387151089257
921 => 0.018385450588524
922 => 0.018722356064815
923 => 0.018985597970348
924 => 0.018775625566792
925 => 0.018727818920647
926 => 0.019238268829097
927 => 0.019173309425392
928 => 0.019117055000727
929 => 0.020566970927493
930 => 0.019419249333107
1001 => 0.018918777208297
1002 => 0.018299347916765
1003 => 0.018501037217521
1004 => 0.018543536116623
1005 => 0.017053920331011
1006 => 0.016449583392308
1007 => 0.016242197728902
1008 => 0.016122844347609
1009 => 0.016177235182209
1010 => 0.015633261055724
1011 => 0.015998820665224
1012 => 0.015527785052676
1013 => 0.015448814399349
1014 => 0.016291084424701
1015 => 0.016408281378258
1016 => 0.015908282764142
1017 => 0.016229362816828
1018 => 0.016112934726377
1019 => 0.015535859606298
1020 => 0.015513819581389
1021 => 0.015224263571304
1022 => 0.014771164484614
1023 => 0.014564086043725
1024 => 0.014456237793773
1025 => 0.014500738083624
1026 => 0.014478237375344
1027 => 0.014331405033752
1028 => 0.014486653633288
1029 => 0.014090057614623
1030 => 0.013932129884399
1031 => 0.013860797592553
1101 => 0.013508795798772
1102 => 0.014068987188585
1103 => 0.014179351949483
1104 => 0.014289934163054
1105 => 0.015252476834503
1106 => 0.015204390922755
1107 => 0.01563906414617
1108 => 0.015622173544021
1109 => 0.015498197699464
1110 => 0.014975164004313
1111 => 0.015183635913021
1112 => 0.014541991781745
1113 => 0.015022755192457
1114 => 0.014803354848968
1115 => 0.014948575715626
1116 => 0.014687455503337
1117 => 0.014831970210207
1118 => 0.014205523528555
1119 => 0.013620556431571
1120 => 0.013855964267652
1121 => 0.014111879507623
1122 => 0.01466676895387
1123 => 0.014336281377424
1124 => 0.014455137207033
1125 => 0.014056990074068
1126 => 0.013235498813656
1127 => 0.013240148364977
1128 => 0.013113779831722
1129 => 0.013004578968882
1130 => 0.014374241851147
1201 => 0.014203902620572
1202 => 0.013932489350097
1203 => 0.014295786798162
1204 => 0.014391848409736
1205 => 0.014394583148771
1206 => 0.014659635588815
1207 => 0.01480109412358
1208 => 0.014826026803449
1209 => 0.015243092544695
1210 => 0.015382887479931
1211 => 0.015958683033647
1212 => 0.014789092355221
1213 => 0.01476500540487
1214 => 0.014300899138287
1215 => 0.01400655560679
1216 => 0.01432105309171
1217 => 0.014599654930161
1218 => 0.014309556074007
1219 => 0.0143474368603
1220 => 0.013958002847859
1221 => 0.014097207182733
1222 => 0.014217108708776
1223 => 0.014150906133581
1224 => 0.014051797674274
1225 => 0.014576812756542
1226 => 0.01454718934805
1227 => 0.015036095462702
1228 => 0.015417232741086
1229 => 0.016100298880387
1230 => 0.015387483754983
1231 => 0.01536150593863
]
'min_raw' => 0.013004578968882
'max_raw' => 0.037600062254797
'avg_raw' => 0.02530232061184
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0130045'
'max' => '$0.037600062'
'avg' => '$0.0253023'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0022867007681835
'max_diff' => -0.012701320233934
'year' => 2030
]
5 => [
'items' => [
101 => 0.015615443260455
102 => 0.01538284860345
103 => 0.015529840397783
104 => 0.016076616229835
105 => 0.016088168741568
106 => 0.015894649285467
107 => 0.015882873608976
108 => 0.015920041137391
109 => 0.016137732512226
110 => 0.016061664456878
111 => 0.016149692336334
112 => 0.016259772547524
113 => 0.016715110974048
114 => 0.016824891527142
115 => 0.016558181697814
116 => 0.016582262609179
117 => 0.016482505811662
118 => 0.01638614199521
119 => 0.01660275378179
120 => 0.01699861607928
121 => 0.016996153440473
122 => 0.017087985799027
123 => 0.017145196597626
124 => 0.016899605969175
125 => 0.016739735500671
126 => 0.016801040011118
127 => 0.01689906725836
128 => 0.016769251096015
129 => 0.015967965605324
130 => 0.016211024436885
131 => 0.016170567562343
201 => 0.016112952053273
202 => 0.016357349587925
203 => 0.016333776849496
204 => 0.015627681814809
205 => 0.01567288372801
206 => 0.015630430692864
207 => 0.015767605134494
208 => 0.015375440733434
209 => 0.015496067861932
210 => 0.015571724066118
211 => 0.015616286151601
212 => 0.015777274960875
213 => 0.015758384782233
214 => 0.015776100720848
215 => 0.016014804625532
216 => 0.017222087062135
217 => 0.01728779678144
218 => 0.016964218091378
219 => 0.017093481395751
220 => 0.016845324118133
221 => 0.017011913761107
222 => 0.017125890163912
223 => 0.016610852716039
224 => 0.016580355540941
225 => 0.016331174029964
226 => 0.016465070059601
227 => 0.016252031848983
228 => 0.016304303974109
301 => 0.016158146555256
302 => 0.016421200809539
303 => 0.016715336340325
304 => 0.016789646591165
305 => 0.016594168313778
306 => 0.016452629158303
307 => 0.016204133027186
308 => 0.016617387631332
309 => 0.01673823587129
310 => 0.016616752866974
311 => 0.016588602600418
312 => 0.01653525789616
313 => 0.016599919931603
314 => 0.016737577705821
315 => 0.01667266084164
316 => 0.01671553957412
317 => 0.016552130062263
318 => 0.016899687269892
319 => 0.017451691759803
320 => 0.0174534665445
321 => 0.017388549330392
322 => 0.01736198660504
323 => 0.017428595606221
324 => 0.017464728256917
325 => 0.017680129552733
326 => 0.017911263725109
327 => 0.018989866055849
328 => 0.018686998837474
329 => 0.019643998991647
330 => 0.02040086186268
331 => 0.020627811944101
401 => 0.02041902854802
402 => 0.019704791828286
403 => 0.01966974796737
404 => 0.020737119169618
405 => 0.020435537916284
406 => 0.020399665785824
407 => 0.020018046924647
408 => 0.020243630936018
409 => 0.020194292403613
410 => 0.020116409116489
411 => 0.020546807695867
412 => 0.021352475414517
413 => 0.021226904545061
414 => 0.021133171716077
415 => 0.020722461744688
416 => 0.020969800882857
417 => 0.020881728153224
418 => 0.021260144492064
419 => 0.021035979035883
420 => 0.020433253141677
421 => 0.02052923922694
422 => 0.02051473112325
423 => 0.02081330686914
424 => 0.02072368184133
425 => 0.020497230398139
426 => 0.021349721729841
427 => 0.021294365684567
428 => 0.021372847900613
429 => 0.021407398199259
430 => 0.021926294650284
501 => 0.022138869923434
502 => 0.022187128232094
503 => 0.022389058300425
504 => 0.022182104028039
505 => 0.023010068673477
506 => 0.023560616849616
507 => 0.024200106887152
508 => 0.025134573710709
509 => 0.025485941880668
510 => 0.02542247036574
511 => 0.026130972446439
512 => 0.027404134936339
513 => 0.025679812906057
514 => 0.027495528190924
515 => 0.026920693695177
516 => 0.025557771446589
517 => 0.025470015321578
518 => 0.026393002092174
519 => 0.028440097915171
520 => 0.027927323629479
521 => 0.028440936630206
522 => 0.027841779782697
523 => 0.027812026595128
524 => 0.028411836919466
525 => 0.02981332643624
526 => 0.02914753130087
527 => 0.028192950714651
528 => 0.028897798164596
529 => 0.028287194072902
530 => 0.02691133215699
531 => 0.027926931520647
601 => 0.027247829148774
602 => 0.027446027323954
603 => 0.028873399500776
604 => 0.028701654304102
605 => 0.028923908491775
606 => 0.028531635667938
607 => 0.028165190994727
608 => 0.027481194799641
609 => 0.027278697246881
610 => 0.027334660285365
611 => 0.027278669514378
612 => 0.026895979929477
613 => 0.026813338150054
614 => 0.026675598230396
615 => 0.026718289591048
616 => 0.026459298244856
617 => 0.026948068425463
618 => 0.027038788478012
619 => 0.027394474655407
620 => 0.027431403174288
621 => 0.028421984115458
622 => 0.027876388779098
623 => 0.028242421235163
624 => 0.028209679847061
625 => 0.025587310104458
626 => 0.025948649517625
627 => 0.026510780249957
628 => 0.026257541116992
629 => 0.025899520231809
630 => 0.025610399171159
701 => 0.025172351200127
702 => 0.025788895307388
703 => 0.02659958524628
704 => 0.02745196360898
705 => 0.028476040361722
706 => 0.028247478352077
707 => 0.02743281920642
708 => 0.027469364220586
709 => 0.027695271118223
710 => 0.027402701159977
711 => 0.027316416567646
712 => 0.027683416940226
713 => 0.027685944270093
714 => 0.02734930717487
715 => 0.026975196647469
716 => 0.026973629110699
717 => 0.026907059755827
718 => 0.027853622323044
719 => 0.028374136026744
720 => 0.028433812084023
721 => 0.028370119352615
722 => 0.02839463215706
723 => 0.028091756701614
724 => 0.028784040177837
725 => 0.02941934795536
726 => 0.029249071899613
727 => 0.02899380388588
728 => 0.028790470617569
729 => 0.029201173043623
730 => 0.029182885111096
731 => 0.029413799096153
801 => 0.029403323503967
802 => 0.029325675815907
803 => 0.029249074672656
804 => 0.029552789547045
805 => 0.029465324540732
806 => 0.029377723677107
807 => 0.029202026734085
808 => 0.029225906866658
809 => 0.028970682928548
810 => 0.028852604656525
811 => 0.027076990754691
812 => 0.026602488700262
813 => 0.026751776705965
814 => 0.026800926193704
815 => 0.026594422291526
816 => 0.02689049584075
817 => 0.026844353091723
818 => 0.027023867535581
819 => 0.026911714704669
820 => 0.026916317495971
821 => 0.027246135058177
822 => 0.02734188249963
823 => 0.027293184578131
824 => 0.027327290933082
825 => 0.02811325748754
826 => 0.028001518177291
827 => 0.027942158895769
828 => 0.027958601822419
829 => 0.028159433128396
830 => 0.028215654929087
831 => 0.027977439208924
901 => 0.028089783119662
902 => 0.028568129233016
903 => 0.028735523300645
904 => 0.029269764810806
905 => 0.029042809521904
906 => 0.029459395777078
907 => 0.030739839900763
908 => 0.031762747266757
909 => 0.030822039379554
910 => 0.032700478490735
911 => 0.034163112784875
912 => 0.034106974444521
913 => 0.033851930323997
914 => 0.032186760066263
915 => 0.030654445568806
916 => 0.031936291711439
917 => 0.03193955940087
918 => 0.031829447680405
919 => 0.031145553241456
920 => 0.031805649636357
921 => 0.031858045691066
922 => 0.031828717833664
923 => 0.031304377570797
924 => 0.030503806903679
925 => 0.030660236495738
926 => 0.030916471358609
927 => 0.030431365307002
928 => 0.030276344529902
929 => 0.030564557648441
930 => 0.031493240367963
1001 => 0.03131767827933
1002 => 0.031313093643694
1003 => 0.032064222708778
1004 => 0.031526576401976
1005 => 0.030662209573851
1006 => 0.030443945550152
1007 => 0.029669255306283
1008 => 0.030204336617075
1009 => 0.030223593240864
1010 => 0.029930534675341
1011 => 0.030685989661305
1012 => 0.030679028010614
1013 => 0.031396220085151
1014 => 0.032767221966624
1015 => 0.032361749247367
1016 => 0.031890228590178
1017 => 0.031941495959464
1018 => 0.032503772461883
1019 => 0.032163807252996
1020 => 0.032286061112434
1021 => 0.032503587416025
1022 => 0.032634826435856
1023 => 0.031922612684164
1024 => 0.031756561589523
1025 => 0.031416879325902
1026 => 0.031328262563793
1027 => 0.03160492667981
1028 => 0.031532035459927
1029 => 0.0302219747962
1030 => 0.030085066167731
1031 => 0.030089264959906
1101 => 0.029745001703972
1102 => 0.029219917606025
1103 => 0.030599807264288
1104 => 0.030488982813187
1105 => 0.030366641196301
1106 => 0.030381627346298
1107 => 0.03098059067815
1108 => 0.030633161697303
1109 => 0.031556858585377
1110 => 0.031366974274059
1111 => 0.031172220146655
1112 => 0.031145299193891
1113 => 0.031070335470482
1114 => 0.030813256970139
1115 => 0.030502819232952
1116 => 0.030297841349204
1117 => 0.027948157106807
1118 => 0.028384244834711
1119 => 0.028885924015018
1120 => 0.029059101657707
1121 => 0.02876286931636
1122 => 0.030824954028533
1123 => 0.031201716776189
1124 => 0.030060477837911
1125 => 0.029846998629038
1126 => 0.030838949689926
1127 => 0.030240681939125
1128 => 0.030510081870679
1129 => 0.029927786572545
1130 => 0.03111096566318
1201 => 0.031101951820877
1202 => 0.030641668431308
1203 => 0.031030696800287
1204 => 0.030963093547659
1205 => 0.030443434734463
1206 => 0.031127439774457
1207 => 0.031127779032423
1208 => 0.030684766277387
1209 => 0.030167424367467
1210 => 0.030074935853044
1211 => 0.03000525818151
1212 => 0.0304929454348
1213 => 0.030930204301142
1214 => 0.031743834645738
1215 => 0.03194840064575
1216 => 0.032746835362525
1217 => 0.032271406363766
1218 => 0.03248215788108
1219 => 0.032710958465746
1220 => 0.032820653879898
1221 => 0.032641911089118
1222 => 0.033882208853111
1223 => 0.033986927986133
1224 => 0.034022039405619
1225 => 0.033603817978057
1226 => 0.033975296491676
1227 => 0.033801493997229
1228 => 0.034253679804056
1229 => 0.034324588312365
1230 => 0.034264531328471
1231 => 0.034287038808223
]
'min_raw' => 0.015375440733434
'max_raw' => 0.034324588312365
'avg_raw' => 0.024850014522899
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.015375'
'max' => '$0.034324'
'avg' => '$0.02485'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0023708617645514
'max_diff' => -0.0032754739424321
'year' => 2031
]
6 => [
'items' => [
101 => 0.033228663470174
102 => 0.033173781125521
103 => 0.03242545646191
104 => 0.032730404293668
105 => 0.032160318938727
106 => 0.032341098877309
107 => 0.032420784951701
108 => 0.032379161468583
109 => 0.032747645586536
110 => 0.032434358809944
111 => 0.031607543497404
112 => 0.030780502919585
113 => 0.030770120098823
114 => 0.030552374913162
115 => 0.030394985025949
116 => 0.030425303901933
117 => 0.030532151575452
118 => 0.030388774844926
119 => 0.030419371539769
120 => 0.030927480538863
121 => 0.031029378174964
122 => 0.030683090193517
123 => 0.029292693978889
124 => 0.028951487260275
125 => 0.029196739883191
126 => 0.029079524925729
127 => 0.023469446178929
128 => 0.024787450965016
129 => 0.024004337276336
130 => 0.024365232093408
131 => 0.023565875803573
201 => 0.023947370522935
202 => 0.023876922378226
203 => 0.025996235071656
204 => 0.025963144918967
205 => 0.025978983423967
206 => 0.025222970313306
207 => 0.026427319726582
208 => 0.027020625554566
209 => 0.026910820436129
210 => 0.026938456018782
211 => 0.026463585147753
212 => 0.025983581212015
213 => 0.025451182975205
214 => 0.026440313092787
215 => 0.026330338708726
216 => 0.026582580378227
217 => 0.02722410196396
218 => 0.027318568454363
219 => 0.027445532375449
220 => 0.027400024847647
221 => 0.028484198785227
222 => 0.028352898167776
223 => 0.028669294878067
224 => 0.028018442839922
225 => 0.027281941979319
226 => 0.027421926714892
227 => 0.02740844505917
228 => 0.027236808108307
229 => 0.027081861943474
301 => 0.026823920234838
302 => 0.027640085969152
303 => 0.027606951130832
304 => 0.028143365648189
305 => 0.028048549171794
306 => 0.027415341536897
307 => 0.027437956671454
308 => 0.02759005431981
309 => 0.028116466017389
310 => 0.028272740850072
311 => 0.028200348121098
312 => 0.028371696340917
313 => 0.028507122987433
314 => 0.028388703842654
315 => 0.030065269208845
316 => 0.029369042379073
317 => 0.029708378491589
318 => 0.029789308154939
319 => 0.029582008524035
320 => 0.029626964391135
321 => 0.029695060280051
322 => 0.030108525183006
323 => 0.031193576725397
324 => 0.031674138667326
325 => 0.033119932980127
326 => 0.031634234687794
327 => 0.031546079499557
328 => 0.031806510714098
329 => 0.032655345028584
330 => 0.033343245513521
331 => 0.033571461790306
401 => 0.033601624338723
402 => 0.034029773245502
403 => 0.034275180214364
404 => 0.033977784706785
405 => 0.03372577315272
406 => 0.032823099046883
407 => 0.032927586032533
408 => 0.033647397748908
409 => 0.034664174194986
410 => 0.035536674163279
411 => 0.035231155084076
412 => 0.037562049995534
413 => 0.037793148705154
414 => 0.0377612183358
415 => 0.038287695588412
416 => 0.037242745457206
417 => 0.03679600903116
418 => 0.033780260911161
419 => 0.034627563122114
420 => 0.035859166646047
421 => 0.035696159301378
422 => 0.034801735901441
423 => 0.035535995662925
424 => 0.035293226423353
425 => 0.035101744251597
426 => 0.035978961201055
427 => 0.03501442513104
428 => 0.035849544660917
429 => 0.034778495225645
430 => 0.035232550669495
501 => 0.034974806839375
502 => 0.035141598685358
503 => 0.034166536961856
504 => 0.034692656599572
505 => 0.034144648655206
506 => 0.034144388828087
507 => 0.034132291522342
508 => 0.03477702043865
509 => 0.034798045025465
510 => 0.034321589382181
511 => 0.034252924680348
512 => 0.034506814071652
513 => 0.034209576088172
514 => 0.034348651869849
515 => 0.034213788551921
516 => 0.034183427978399
517 => 0.033941509763152
518 => 0.033837284744343
519 => 0.033878154059766
520 => 0.033738646016652
521 => 0.03365458737445
522 => 0.034115570142683
523 => 0.033869285645608
524 => 0.034077823511289
525 => 0.033840168293768
526 => 0.033016351768392
527 => 0.032542566172946
528 => 0.030986453124342
529 => 0.031427764854574
530 => 0.031720354988288
531 => 0.031623653950841
601 => 0.03183140519761
602 => 0.031844159436876
603 => 0.031776617388778
604 => 0.031698412349753
605 => 0.031660346461765
606 => 0.031944058404028
607 => 0.032108762735817
608 => 0.031749720322557
609 => 0.031665601708667
610 => 0.032028613411748
611 => 0.032250050340922
612 => 0.033885016211283
613 => 0.033763892658736
614 => 0.034067889006331
615 => 0.034033663682796
616 => 0.034352300285492
617 => 0.034873136465023
618 => 0.033814130883949
619 => 0.033997937635166
620 => 0.033952872464485
621 => 0.034444882181253
622 => 0.034446418181885
623 => 0.034151433778974
624 => 0.034311349609367
625 => 0.034222088979903
626 => 0.034383395001642
627 => 0.033762274979846
628 => 0.034518732120631
629 => 0.034947594574434
630 => 0.034953549330021
701 => 0.035156826729461
702 => 0.035363368340325
703 => 0.035759806976395
704 => 0.035352311881932
705 => 0.034619267875842
706 => 0.034672191285364
707 => 0.034242407852803
708 => 0.034249632589951
709 => 0.034211066376842
710 => 0.034326806485512
711 => 0.033787673425068
712 => 0.033914206876751
713 => 0.033737059303417
714 => 0.033997552550938
715 => 0.033717304877681
716 => 0.033952850732696
717 => 0.034054504515251
718 => 0.03442960916133
719 => 0.033661901616467
720 => 0.032096493963261
721 => 0.032425561630698
722 => 0.031938844702851
723 => 0.031983892207586
724 => 0.032074895336406
725 => 0.031779924421528
726 => 0.031836195576485
727 => 0.031834185174856
728 => 0.031816860619723
729 => 0.031740127292446
730 => 0.031628848786669
731 => 0.032072148103969
801 => 0.032147473296233
802 => 0.032314911867818
803 => 0.032813095482186
804 => 0.032763315191132
805 => 0.032844508911205
806 => 0.032667263476168
807 => 0.031992114114965
808 => 0.03202877797352
809 => 0.031571579069842
810 => 0.032303220263927
811 => 0.032129957971976
812 => 0.032018254645217
813 => 0.031987775357587
814 => 0.032487193872775
815 => 0.032636627719946
816 => 0.032543510574522
817 => 0.032352524592595
818 => 0.032719274137831
819 => 0.032817400844214
820 => 0.032839367795
821 => 0.033489177671907
822 => 0.032875684948632
823 => 0.033023358744717
824 => 0.034175467546432
825 => 0.033130663843424
826 => 0.03368411966681
827 => 0.0336570308843
828 => 0.033940160155621
829 => 0.033633806020128
830 => 0.0336376036468
831 => 0.033889003258894
901 => 0.033535957843866
902 => 0.033448538834217
903 => 0.033327770098492
904 => 0.033591464214711
905 => 0.033749536911524
906 => 0.03502348675624
907 => 0.035846516455098
908 => 0.035810786565284
909 => 0.036137290874631
910 => 0.035990197692833
911 => 0.035515195007588
912 => 0.036325966670895
913 => 0.036069404592498
914 => 0.036090555258518
915 => 0.036089768029672
916 => 0.036260359382761
917 => 0.03613947977463
918 => 0.035901213658966
919 => 0.036059385825958
920 => 0.036529100614338
921 => 0.037987109730078
922 => 0.038803030947298
923 => 0.037937990248301
924 => 0.038534683739113
925 => 0.038176880268255
926 => 0.038111856733869
927 => 0.038486624341402
928 => 0.038862047930021
929 => 0.038838135070426
930 => 0.038565596823304
1001 => 0.038411646882906
1002 => 0.03957740740861
1003 => 0.040436319905735
1004 => 0.040377747831654
1005 => 0.040636265917991
1006 => 0.04139528301514
1007 => 0.041464678026191
1008 => 0.041455935849824
1009 => 0.041283933074313
1010 => 0.042031283977281
1011 => 0.042654737248925
1012 => 0.04124411940142
1013 => 0.041781264211407
1014 => 0.042022405822334
1015 => 0.042376473250668
1016 => 0.042973844350859
1017 => 0.043622747810524
1018 => 0.043714509874586
1019 => 0.043649400298915
1020 => 0.043221431023804
1021 => 0.043931468932399
1022 => 0.044347392486816
1023 => 0.04459506544523
1024 => 0.045223122858917
1025 => 0.042023895030829
1026 => 0.039759322562168
1027 => 0.039405676870364
1028 => 0.040124829291078
1029 => 0.040314464049287
1030 => 0.040238022516035
1031 => 0.037689040316636
1101 => 0.039392257006608
1102 => 0.041224774954492
1103 => 0.041295169432034
1104 => 0.042212566232888
1105 => 0.042511308236611
1106 => 0.043249932907246
1107 => 0.043203731732992
1108 => 0.043383575086206
1109 => 0.043342232213755
1110 => 0.044710378880331
1111 => 0.04621964782531
1112 => 0.046167386640927
1113 => 0.045950411373227
1114 => 0.046272656645543
1115 => 0.047830383939851
1116 => 0.047686973372663
1117 => 0.047826284523003
1118 => 0.049662932792656
1119 => 0.052050836803375
1120 => 0.050941415648753
1121 => 0.053348540326945
1122 => 0.05486369771567
1123 => 0.057484005749272
1124 => 0.057155930278176
1125 => 0.058175996966949
1126 => 0.056568606713497
1127 => 0.052877713784404
1128 => 0.052293615850205
1129 => 0.053462994706188
1130 => 0.056337798517301
1201 => 0.053372456903617
1202 => 0.053972341649997
1203 => 0.053799574802683
1204 => 0.053790368791601
1205 => 0.05414172479103
1206 => 0.053632064588362
1207 => 0.051555617236576
1208 => 0.052507240821319
1209 => 0.052139773254532
1210 => 0.052547505916404
1211 => 0.054747870930786
1212 => 0.053775037107777
1213 => 0.05275023570184
1214 => 0.054035564086523
1215 => 0.055672228806977
1216 => 0.05556980927014
1217 => 0.055371072560631
1218 => 0.056491340986615
1219 => 0.058341696218489
1220 => 0.058841839802336
1221 => 0.059211035570945
1222 => 0.059261941429823
1223 => 0.059786303414078
1224 => 0.056966676868505
1225 => 0.061441496609475
1226 => 0.06221417436434
1227 => 0.062068942970637
1228 => 0.062927741775919
1229 => 0.062675061381782
1230 => 0.062308967135017
1231 => 0.063670345913133
]
'min_raw' => 0.023469446178929
'max_raw' => 0.063670345913133
'avg_raw' => 0.043569896046031
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.023469'
'max' => '$0.06367'
'avg' => '$0.043569'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0080940054454954
'max_diff' => 0.029345757600768
'year' => 2032
]
7 => [
'items' => [
101 => 0.062109635001625
102 => 0.05989440235078
103 => 0.058679081906192
104 => 0.060279513904729
105 => 0.061256841878856
106 => 0.06190279350002
107 => 0.062098258070289
108 => 0.05718555645079
109 => 0.054537882748803
110 => 0.056235011236136
111 => 0.058305625120234
112 => 0.056955174503831
113 => 0.057008109611252
114 => 0.055082721924441
115 => 0.058475979207692
116 => 0.057981610163308
117 => 0.060546397640095
118 => 0.059934290525055
119 => 0.062025775147898
120 => 0.061475017153421
121 => 0.063761182796032
122 => 0.064673196166333
123 => 0.066204608558615
124 => 0.067331121748348
125 => 0.067992631840123
126 => 0.067952917255475
127 => 0.070574149802105
128 => 0.069028500548247
129 => 0.067086800803842
130 => 0.06705168158145
131 => 0.068057315393175
201 => 0.070164847980389
202 => 0.070711300516901
203 => 0.071016692936386
204 => 0.070548973815159
205 => 0.068871282327776
206 => 0.068146863649613
207 => 0.068764089351837
208 => 0.068009275356826
209 => 0.069312296075617
210 => 0.071101621832724
211 => 0.070732133139642
212 => 0.071967278443774
213 => 0.073245523892475
214 => 0.075073472293712
215 => 0.075551365694529
216 => 0.076341305313421
217 => 0.077154412662907
218 => 0.077415560829705
219 => 0.077914173709639
220 => 0.077911545773639
221 => 0.079414149247838
222 => 0.081071567411634
223 => 0.081697204399149
224 => 0.083135822154114
225 => 0.080672239663915
226 => 0.082540895282327
227 => 0.084226469425618
228 => 0.082216858443921
301 => 0.084986639002884
302 => 0.085094183305531
303 => 0.086717974593021
304 => 0.08507195104238
305 => 0.084094547512303
306 => 0.086916274880804
307 => 0.088281619870842
308 => 0.087870366848296
309 => 0.084740711040658
310 => 0.08291911712336
311 => 0.078151654482567
312 => 0.083798919919646
313 => 0.086549538181056
314 => 0.084733587603861
315 => 0.085649447447462
316 => 0.090646081785593
317 => 0.092548476633438
318 => 0.09215279180383
319 => 0.092219656026507
320 => 0.093246153755495
321 => 0.097798209988454
322 => 0.095070512377828
323 => 0.097155734996272
324 => 0.098261729554265
325 => 0.099289038937476
326 => 0.096766291776776
327 => 0.09348423478722
328 => 0.092444669567249
329 => 0.084553027107433
330 => 0.084142232845734
331 => 0.083911641578302
401 => 0.082457796254926
402 => 0.081315472072501
403 => 0.080407053470859
404 => 0.078023091783394
405 => 0.078827608870984
406 => 0.075028071512638
407 => 0.077458880867172
408 => 0.071394727500213
409 => 0.076445134621507
410 => 0.073696427639221
411 => 0.075542110451588
412 => 0.07553567103813
413 => 0.072137183806292
414 => 0.070177007295587
415 => 0.07142610805942
416 => 0.07276524323199
417 => 0.072982513408348
418 => 0.074718737114589
419 => 0.075203279830998
420 => 0.073735092779144
421 => 0.071269061400551
422 => 0.071841864245611
423 => 0.070165399464215
424 => 0.067227459419104
425 => 0.069337539251015
426 => 0.07005801327929
427 => 0.070376215654676
428 => 0.067487089045004
429 => 0.066579262738254
430 => 0.066095943629942
501 => 0.070896111435341
502 => 0.071159075463487
503 => 0.069813714316126
504 => 0.075894874274577
505 => 0.074518520486744
506 => 0.076056244882618
507 => 0.071789888391257
508 => 0.071952868954638
509 => 0.069933107420232
510 => 0.071064038918985
511 => 0.07026473298729
512 => 0.070972670829969
513 => 0.071397005853933
514 => 0.073416435965346
515 => 0.076468193269524
516 => 0.07311480044876
517 => 0.071653679175284
518 => 0.072560150595691
519 => 0.074974203441641
520 => 0.078631617076347
521 => 0.076466354592292
522 => 0.077427261314174
523 => 0.077637176685141
524 => 0.076040592291773
525 => 0.078690485420274
526 => 0.080110584675532
527 => 0.081567312663291
528 => 0.08283214875847
529 => 0.080985463470845
530 => 0.082961681440542
531 => 0.081369198606398
601 => 0.079940576876322
602 => 0.079942743505777
603 => 0.079046548225668
604 => 0.077310056942583
605 => 0.076989821307426
606 => 0.078655727522815
607 => 0.079991626545651
608 => 0.080101657587696
609 => 0.080841279927709
610 => 0.081278980809812
611 => 0.085569044479919
612 => 0.087294543577305
613 => 0.089404451211561
614 => 0.090226379142982
615 => 0.092700087539089
616 => 0.09070236710446
617 => 0.090270147722177
618 => 0.084269740297072
619 => 0.085252306676784
620 => 0.086825490254257
621 => 0.084295681514825
622 => 0.085900262878291
623 => 0.086217041229119
624 => 0.084209719581903
625 => 0.085281916804929
626 => 0.082434478864892
627 => 0.076530259635466
628 => 0.078697058504087
629 => 0.080292551808005
630 => 0.078015586140409
701 => 0.082096958968835
702 => 0.079712705219105
703 => 0.078957011244804
704 => 0.076008779626701
705 => 0.077400231462604
706 => 0.079282189994333
707 => 0.078119358422887
708 => 0.080532408533677
709 => 0.083949931027513
710 => 0.086385461073605
711 => 0.086572430828447
712 => 0.08500654817665
713 => 0.087515885119483
714 => 0.087534162899606
715 => 0.084703620577148
716 => 0.082969929165168
717 => 0.082576030828648
718 => 0.083560066101592
719 => 0.084754866585879
720 => 0.086638733939936
721 => 0.087777115527137
722 => 0.090745410955618
723 => 0.091548546590866
724 => 0.092430949158493
725 => 0.093610111111717
726 => 0.095025997367481
727 => 0.091928118846318
728 => 0.092051203335132
729 => 0.089166501749273
730 => 0.086083784396729
731 => 0.088423182601167
801 => 0.091481634556369
802 => 0.090780022298556
803 => 0.090701076586915
804 => 0.090833841376182
805 => 0.090304848646305
806 => 0.08791223413446
807 => 0.08671067810517
808 => 0.088260991932589
809 => 0.089084914735332
810 => 0.090362747148768
811 => 0.090205227332042
812 => 0.093496786399868
813 => 0.094775786722046
814 => 0.094448563708123
815 => 0.094508780617747
816 => 0.096824349608031
817 => 0.099399738558312
818 => 0.10181193016275
819 => 0.10426571506883
820 => 0.1013075815917
821 => 0.099805623844321
822 => 0.10135526085322
823 => 0.10053300164358
824 => 0.10525794696011
825 => 0.10558509192226
826 => 0.11030969557146
827 => 0.11479390702989
828 => 0.11197745415585
829 => 0.11463324236025
830 => 0.1175056938329
831 => 0.1230471187621
901 => 0.12118096179563
902 => 0.11975151480572
903 => 0.11840069430729
904 => 0.1212115373278
905 => 0.12482764196938
906 => 0.12560651627456
907 => 0.12686859020183
908 => 0.12554167378636
909 => 0.12713979845375
910 => 0.13278188078117
911 => 0.13125734033226
912 => 0.12909224781271
913 => 0.13354612993886
914 => 0.13515797256629
915 => 0.1464707282541
916 => 0.1607535496166
917 => 0.15484036778646
918 => 0.15116986500731
919 => 0.1520325202259
920 => 0.15724812308347
921 => 0.15892320918636
922 => 0.1543697477219
923 => 0.15597810729031
924 => 0.16484032664264
925 => 0.16959462299113
926 => 0.1631376499627
927 => 0.1453231174645
928 => 0.12889730492011
929 => 0.13325417007086
930 => 0.13276023677203
1001 => 0.14228158588174
1002 => 0.13122098054675
1003 => 0.13140721277409
1004 => 0.1411254533001
1005 => 0.13853279334058
1006 => 0.13433301624896
1007 => 0.12892796794063
1008 => 0.11893623623622
1009 => 0.11008628082557
1010 => 0.12744308140886
1011 => 0.12669462460642
1012 => 0.12561074824139
1013 => 0.12802279780408
1014 => 0.13973502580829
1015 => 0.13946502104401
1016 => 0.13774738849131
1017 => 0.13905019764401
1018 => 0.1341046275055
1019 => 0.13537921353874
1020 => 0.12889470298748
1021 => 0.13182597257373
1022 => 0.13432400541354
1023 => 0.13482552249014
1024 => 0.13595546607182
1025 => 0.12630022188167
1026 => 0.13063514305997
1027 => 0.13318150312504
1028 => 0.12167695571369
1029 => 0.13295409521265
1030 => 0.1261321455613
1031 => 0.12381667338738
1101 => 0.1269341516293
1102 => 0.12571926732657
1103 => 0.12467478114349
1104 => 0.12409193990679
1105 => 0.12638107186413
1106 => 0.12627428112222
1107 => 0.12252881693863
1108 => 0.1176430115958
1109 => 0.11928284823995
1110 => 0.11868708021358
1111 => 0.11652794003041
1112 => 0.11798293981829
1113 => 0.11157585711102
1114 => 0.10055280432436
1115 => 0.10783497064047
1116 => 0.10755461515877
1117 => 0.10741324721179
1118 => 0.11288559393405
1119 => 0.11235955406523
1120 => 0.11140478655231
1121 => 0.1165104049763
1122 => 0.11464678557128
1123 => 0.12039002145358
1124 => 0.12417288805487
1125 => 0.12321343072187
1126 => 0.12677123504456
1127 => 0.11932062676422
1128 => 0.12179541996843
1129 => 0.1223054714179
1130 => 0.11644740243747
1201 => 0.11244562069341
1202 => 0.11217874747473
1203 => 0.10524020941003
1204 => 0.10894672043827
1205 => 0.11220829675728
1206 => 0.11064625480902
1207 => 0.11015175899288
1208 => 0.11267803087449
1209 => 0.11287434383575
1210 => 0.10839838751478
1211 => 0.10932908056901
1212 => 0.11321022532001
1213 => 0.10923128567928
1214 => 0.10150085591344
1215 => 0.099583602449958
1216 => 0.099327805495938
1217 => 0.094128062043688
1218 => 0.099711722494092
1219 => 0.097274305074694
1220 => 0.10497407749783
1221 => 0.10057600878444
1222 => 0.10038641683252
1223 => 0.10009982079009
1224 => 0.09562418680204
1225 => 0.096604066204044
1226 => 0.099861334576153
1227 => 0.10102356462708
1228 => 0.1009023345109
1229 => 0.099845372184133
1230 => 0.1003292441248
1231 => 0.098770524011749
]
'min_raw' => 0.054537882748803
'max_raw' => 0.16959462299113
'avg_raw' => 0.11206625286997
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.054537'
'max' => '$0.169594'
'avg' => '$0.112066'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.031068436569874
'max_diff' => 0.105924277078
'year' => 2033
]
8 => [
'items' => [
101 => 0.098220107497876
102 => 0.096482841576104
103 => 0.093929540603058
104 => 0.094284592763665
105 => 0.089225835428521
106 => 0.086469555943762
107 => 0.08570665410956
108 => 0.084686469893003
109 => 0.085821886631427
110 => 0.08921150460459
111 => 0.085122906181387
112 => 0.078113290966637
113 => 0.078534580784847
114 => 0.079481093924294
115 => 0.077717272950745
116 => 0.076047964425554
117 => 0.077499292752926
118 => 0.074529226380312
119 => 0.079840012255765
120 => 0.079696370381139
121 => 0.081675902938712
122 => 0.08291374527106
123 => 0.080060919451212
124 => 0.079343441472382
125 => 0.07975214953668
126 => 0.0729971156423
127 => 0.08112387255523
128 => 0.081194153086484
129 => 0.08059236850934
130 => 0.084919615680005
131 => 0.094051456912347
201 => 0.090615690913278
202 => 0.089285258471861
203 => 0.086756105428187
204 => 0.090126051692634
205 => 0.089867292398876
206 => 0.088697084740952
207 => 0.08798933949817
208 => 0.08929338180865
209 => 0.087827754224704
210 => 0.087564487237875
211 => 0.085969375734995
212 => 0.085399993501417
213 => 0.084978445563435
214 => 0.084514362704162
215 => 0.085538013849475
216 => 0.083218285681672
217 => 0.080420920917058
218 => 0.080188350304786
219 => 0.080830498213085
220 => 0.080546395565952
221 => 0.080186990130614
222 => 0.079500787276307
223 => 0.079297205547838
224 => 0.079958747401548
225 => 0.079211905218996
226 => 0.08031391154195
227 => 0.080014226798898
228 => 0.078340212185464
301 => 0.076253770177535
302 => 0.076235196467204
303 => 0.075785675959047
304 => 0.075213144006047
305 => 0.075053878714479
306 => 0.077377065929279
307 => 0.082185993936771
308 => 0.081241886301006
309 => 0.081924100823889
310 => 0.08527992106394
311 => 0.086346635405217
312 => 0.085589506832293
313 => 0.084553102544017
314 => 0.08459869907286
315 => 0.088140406266812
316 => 0.088361298200153
317 => 0.088919420853265
318 => 0.089636766187958
319 => 0.08571167384468
320 => 0.08441382757647
321 => 0.083798836012822
322 => 0.081904900028475
323 => 0.083947347613794
324 => 0.082757300872154
325 => 0.082917878835387
326 => 0.082813302226175
327 => 0.082870408126244
328 => 0.079838527782878
329 => 0.080943185629061
330 => 0.079106477707869
331 => 0.076647331981533
401 => 0.07663908806277
402 => 0.077240960495422
403 => 0.07688294322121
404 => 0.075919527941772
405 => 0.076056376535024
406 => 0.074857438859278
407 => 0.076201949276327
408 => 0.076240505024199
409 => 0.075722795277657
410 => 0.077794199081806
411 => 0.078642854910471
412 => 0.07830208726488
413 => 0.078618945744039
414 => 0.081281118235662
415 => 0.081715168510526
416 => 0.081907944970869
417 => 0.081649650051996
418 => 0.078667605370167
419 => 0.07879987173244
420 => 0.077829388926196
421 => 0.077009433221879
422 => 0.07704222714995
423 => 0.07746379096875
424 => 0.079304784889838
425 => 0.083179048064247
426 => 0.083326073519667
427 => 0.08350427266067
428 => 0.082779447198497
429 => 0.08256083290346
430 => 0.082849241587751
501 => 0.084304211136979
502 => 0.088046787837973
503 => 0.086723911273548
504 => 0.085648392034871
505 => 0.086591912365096
506 => 0.086446664805814
507 => 0.085220629233503
508 => 0.085186218498426
509 => 0.082833064247876
510 => 0.081963156700178
511 => 0.08123619684187
512 => 0.080442375654365
513 => 0.079971771845285
514 => 0.080694833181638
515 => 0.080860205864272
516 => 0.079279219615387
517 => 0.079063737031609
518 => 0.080354804530407
519 => 0.079786653860034
520 => 0.080371010913971
521 => 0.080506586763007
522 => 0.080484755928735
523 => 0.079891541377177
524 => 0.080269638642428
525 => 0.07937532589389
526 => 0.078402895101286
527 => 0.077782544840184
528 => 0.077241206959851
529 => 0.077541572678602
530 => 0.076470823735868
531 => 0.076128269599169
601 => 0.080141547796418
602 => 0.083106199550738
603 => 0.083063092340099
604 => 0.08280068828161
605 => 0.082410809077415
606 => 0.084275689044784
607 => 0.083626002153605
608 => 0.084098703650094
609 => 0.08421902602017
610 => 0.08458320559561
611 => 0.084713368491538
612 => 0.084319925816101
613 => 0.082999484142357
614 => 0.079709069035215
615 => 0.078177371920535
616 => 0.077671886360257
617 => 0.07769025980032
618 => 0.077183438300752
619 => 0.077332719946521
620 => 0.077131524236496
621 => 0.076750508236179
622 => 0.077518046014257
623 => 0.077606497593072
624 => 0.077427345104275
625 => 0.077469542000801
626 => 0.075986235910592
627 => 0.076099008451059
628 => 0.075471076615296
629 => 0.075353346965922
630 => 0.073765989965394
701 => 0.070953756947882
702 => 0.072512007029648
703 => 0.070629860053993
704 => 0.069917062475133
705 => 0.073291335350693
706 => 0.072952651941748
707 => 0.072372973167773
708 => 0.071515507445421
709 => 0.071197465068111
710 => 0.069265140263554
711 => 0.069150968205549
712 => 0.070108680555846
713 => 0.069666729259054
714 => 0.069046062258312
715 => 0.066798069297633
716 => 0.064270580924939
717 => 0.064346869911685
718 => 0.065150816937446
719 => 0.067488401341874
720 => 0.066575066674443
721 => 0.065912431893915
722 => 0.06578834031825
723 => 0.067341606191004
724 => 0.069539802820212
725 => 0.070571147496759
726 => 0.069549116244705
727 => 0.068375061772415
728 => 0.068446521028099
729 => 0.068921907441852
730 => 0.068971863832335
731 => 0.068207675065624
801 => 0.068422789727192
802 => 0.068096010885774
803 => 0.066090569739176
804 => 0.066054297668156
805 => 0.065562130068674
806 => 0.065547227429362
807 => 0.064709927565681
808 => 0.064592783526772
809 => 0.062930273826965
810 => 0.064024542745921
811 => 0.063290564606782
812 => 0.062184286423161
813 => 0.061993563647323
814 => 0.061987830290377
815 => 0.063123730625681
816 => 0.06401126908915
817 => 0.063303332470756
818 => 0.063142149025523
819 => 0.064863166530336
820 => 0.064644151365426
821 => 0.06445448564511
822 => 0.069342978422098
823 => 0.065473354935263
824 => 0.063785978224617
825 => 0.061697529121045
826 => 0.062377538680042
827 => 0.062520826685542
828 => 0.057498483062697
829 => 0.055460918880402
830 => 0.054761703637025
831 => 0.054359295379009
901 => 0.054542677875312
902 => 0.052708631128804
903 => 0.053941140874791
904 => 0.052353011420428
905 => 0.052086756349184
906 => 0.054926528545072
907 => 0.055321666256421
908 => 0.05363588602014
909 => 0.054718429834862
910 => 0.054325884399159
911 => 0.052380235341715
912 => 0.052305925858946
913 => 0.051329667554792
914 => 0.049802012349648
915 => 0.049103832928436
916 => 0.048740215023997
917 => 0.04889025085814
918 => 0.048814388149225
919 => 0.048319332658041
920 => 0.048842764150489
921 => 0.04750561298411
922 => 0.046973148615498
923 => 0.046732646813276
924 => 0.045545848189565
925 => 0.047434572571633
926 => 0.047806675068423
927 => 0.04817951072208
928 => 0.051424790541454
929 => 0.051262665532743
930 => 0.052728196653403
1001 => 0.052671248808993
1002 => 0.052253255593351
1003 => 0.050489810973103
1004 => 0.051192688568356
1005 => 0.049029340581597
1006 => 0.050650267986641
1007 => 0.049910544410526
1008 => 0.050400166701461
1009 => 0.049519781674897
1010 => 0.050007023098804
1011 => 0.047894914374504
1012 => 0.045922656965925
1013 => 0.04671635092092
1014 => 0.047579187019914
1015 => 0.049450035529081
1016 => 0.048335773591186
1017 => 0.048736504318961
1018 => 0.047394123462427
1019 => 0.04462440832326
1020 => 0.044640084610158
1021 => 0.044214024277521
1022 => 0.043845845944296
1023 => 0.048463759978661
1024 => 0.04788944937007
1025 => 0.046974360579195
1026 => 0.048199243289965
1027 => 0.048523121720195
1028 => 0.048532342083784
1029 => 0.049425984890763
1030 => 0.049902922217042
1031 => 0.049986984487964
1101 => 0.051393150753176
1102 => 0.051864479137494
1103 => 0.053805814047609
1104 => 0.049862457417083
1105 => 0.049781246582275
1106 => 0.048216479901626
1107 => 0.047224080134776
1108 => 0.048284430362697
1109 => 0.049223755912396
1110 => 0.048245667364815
1111 => 0.048373385080553
1112 => 0.047060381118197
1113 => 0.04752971825216
1114 => 0.04793397461847
1115 => 0.047710768014085
1116 => 0.047376616923998
1117 => 0.049146741929248
1118 => 0.049046864539276
1119 => 0.050695245639162
1120 => 0.051980276583386
1121 => 0.054283281762194
1122 => 0.051879975799733
1123 => 0.051792389778185
1124 => 0.052648557188057
1125 => 0.051864348062724
1126 => 0.052359941159956
1127 => 0.054203434052391
1128 => 0.05424238415227
1129 => 0.053589919794926
1130 => 0.053550217279486
1201 => 0.053675530196491
1202 => 0.054409491865473
1203 => 0.054153023105967
1204 => 0.054449815247462
1205 => 0.054820958365044
1206 => 0.056356163660784
1207 => 0.056726296460174
1208 => 0.05582706564951
1209 => 0.055908256123453
1210 => 0.055571919115827
1211 => 0.05524702178075
1212 => 0.055977343542557
1213 => 0.057312020916768
1214 => 0.057303717958092
1215 => 0.057613337166489
1216 => 0.057806227368295
1217 => 0.056978201417883
1218 => 0.056439186971523
1219 => 0.056645879408638
1220 => 0.05697638511676
1221 => 0.056538700861938
1222 => 0.053837110886109
1223 => 0.054656600706539
1224 => 0.054520197529415
1225 => 0.054325942817996
1226 => 0.055149946169367
1227 => 0.055070469035958
1228 => 0.052689820328531
1229 => 0.052842221734785
1230 => 0.052699088362815
1231 => 0.053161581569983
]
'min_raw' => 0.043845845944296
'max_raw' => 0.098220107497876
'avg_raw' => 0.071032976721086
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.043845'
'max' => '$0.09822'
'avg' => '$0.071032'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.010692036804507
'max_diff' => -0.071374515493258
'year' => 2034
]
9 => [
'items' => [
101 => 0.051839371911764
102 => 0.052246074697414
103 => 0.052501154871972
104 => 0.052651399054405
105 => 0.053194184064753
106 => 0.05313049450859
107 => 0.053190225032518
108 => 0.053995031912934
109 => 0.058065468937708
110 => 0.058287013844053
111 => 0.057196045698966
112 => 0.057631865954533
113 => 0.056795186367257
114 => 0.057356854979462
115 => 0.057741134379096
116 => 0.056004649664826
117 => 0.05590182630974
118 => 0.055061693448183
119 => 0.055513133260426
120 => 0.054794860059477
121 => 0.05497109917886
122 => 0.054478319236814
123 => 0.055365225020988
124 => 0.05635692349892
125 => 0.056607465697805
126 => 0.055948397037737
127 => 0.055471187893106
128 => 0.054633365837599
129 => 0.056026682587989
130 => 0.056434130866362
131 => 0.056024542435639
201 => 0.055929631846557
202 => 0.055749776451745
203 => 0.055967789018797
204 => 0.056431911815534
205 => 0.056213040075595
206 => 0.056357608715849
207 => 0.055806662137737
208 => 0.056978475528927
209 => 0.058839597206386
210 => 0.058845581016903
211 => 0.058626708097164
212 => 0.058537150014089
213 => 0.058761726912061
214 => 0.058883550666584
215 => 0.059609791174264
216 => 0.060389076173704
217 => 0.064025659237405
218 => 0.06300452126514
219 => 0.06623111410055
220 => 0.068782930112717
221 => 0.069548108157375
222 => 0.068844180360698
223 => 0.0664360813937
224 => 0.066317928569936
225 => 0.069916645099791
226 => 0.068899842848448
227 => 0.068778897456089
228 => 0.067492242821851
301 => 0.068252815065962
302 => 0.068086466759253
303 => 0.067823877819076
304 => 0.069274996678918
305 => 0.071991361642269
306 => 0.071567990688822
307 => 0.071251963911687
308 => 0.069867226568292
309 => 0.070701147741298
310 => 0.070404204384298
311 => 0.07168006149088
312 => 0.070924272004636
313 => 0.068892139571342
314 => 0.06921576335934
315 => 0.069166848274825
316 => 0.070173517247988
317 => 0.069871340209304
318 => 0.069107843358253
319 => 0.071982077402131
320 => 0.071795440630652
321 => 0.072060048901504
322 => 0.072176537645616
323 => 0.073926033258439
324 => 0.074642745633397
325 => 0.074805451890329
326 => 0.075486273214015
327 => 0.074788512435582
328 => 0.077580053044319
329 => 0.079436264658219
330 => 0.081592349967539
331 => 0.084742970105554
401 => 0.085927632422313
402 => 0.085713633778292
403 => 0.088102398009404
404 => 0.092394954233467
405 => 0.086581282120055
406 => 0.092703092972177
407 => 0.0907649983361
408 => 0.086169810818795
409 => 0.085873934916383
410 => 0.088985849254326
411 => 0.095887775745228
412 => 0.094158921440259
413 => 0.095890603531525
414 => 0.093870504388353
415 => 0.093770189439162
416 => 0.095792491825087
417 => 0.10051771157977
418 => 0.098272936796532
419 => 0.095054501703408
420 => 0.097430944091774
421 => 0.095372249765611
422 => 0.090733435256504
423 => 0.094157599417954
424 => 0.091867958357773
425 => 0.092536197343148
426 => 0.097348682293245
427 => 0.096769631371793
428 => 0.097518976882823
429 => 0.096196401669642
430 => 0.094960907869562
501 => 0.09265476694274
502 => 0.091972032305682
503 => 0.092160715597146
504 => 0.091971938803613
505 => 0.090681674149585
506 => 0.090403041620395
507 => 0.089938641864573
508 => 0.090082578767627
509 => 0.089209371361742
510 => 0.090857294150503
511 => 0.091163163141543
512 => 0.092362383921847
513 => 0.09248689100152
514 => 0.095826703804828
515 => 0.09398719103604
516 => 0.095221295017235
517 => 0.09511090514132
518 => 0.086269402466123
519 => 0.087487683525526
520 => 0.089382946536301
521 => 0.088529133118915
522 => 0.087322040708302
523 => 0.086347248866532
524 => 0.084870339548666
525 => 0.086949061052031
526 => 0.089682358781568
527 => 0.09255621194257
528 => 0.096008958213194
529 => 0.095238345439988
530 => 0.09249166525272
531 => 0.09261487931947
601 => 0.093376540197169
602 => 0.092390120156361
603 => 0.09209920562912
604 => 0.093336573008422
605 => 0.093345094077518
606 => 0.092210098607725
607 => 0.090948758845028
608 => 0.090943473785367
609 => 0.090719030557692
610 => 0.093910432339953
611 => 0.095665380633083
612 => 0.095866582626649
613 => 0.095651838135822
614 => 0.095734484767438
615 => 0.094713319023312
616 => 0.097047401097088
617 => 0.099189385624777
618 => 0.098615288014531
619 => 0.097754634083989
620 => 0.097069081773602
621 => 0.09845379367737
622 => 0.098392134636034
623 => 0.099170677258554
624 => 0.099135358068116
625 => 0.098873563466632
626 => 0.098615297364041
627 => 0.099639293267738
628 => 0.099344398892344
629 => 0.099049046464533
630 => 0.098456671954365
701 => 0.098537185488596
702 => 0.097676680162089
703 => 0.097278571024002
704 => 0.091291964784564
705 => 0.089692147979384
706 => 0.090195482913568
707 => 0.090361193842987
708 => 0.089664951519151
709 => 0.090663184161553
710 => 0.090507610661625
711 => 0.091112856142392
712 => 0.090734725042713
713 => 0.090750243674941
714 => 0.091862246613048
715 => 0.092185065796779
716 => 0.092020877354463
717 => 0.092135869311411
718 => 0.094785810424198
719 => 0.094409073538306
720 => 0.094208939576321
721 => 0.09426437805153
722 => 0.094941494821226
723 => 0.095131050547535
724 => 0.094327889615317
725 => 0.094706664953969
726 => 0.096319442272203
727 => 0.096883823058295
728 => 0.098685055609352
729 => 0.097919860007307
730 => 0.09932440965175
731 => 0.10364151641251
801 => 0.10709032001407
802 => 0.10391865769424
803 => 0.11025194630601
804 => 0.11518331994657
805 => 0.11499404561261
806 => 0.11413414655366
807 => 0.10851990877123
808 => 0.10335360346027
809 => 0.1076754372258
810 => 0.10768645446886
811 => 0.10731520511556
812 => 0.10500940726666
813 => 0.10723496834852
814 => 0.10741162530515
815 => 0.10731274438631
816 => 0.10554489458179
817 => 0.10284571468354
818 => 0.10337312797473
819 => 0.10423704170465
820 => 0.10260147278264
821 => 0.10207880940944
822 => 0.10305054006099
823 => 0.10618165868842
824 => 0.10558973884924
825 => 0.1055742814301
826 => 0.10810676551519
827 => 0.10629405345453
828 => 0.10337978034535
829 => 0.10264388795074
830 => 0.10003196570639
831 => 0.10183602970391
901 => 0.10190095475547
902 => 0.10091288734111
903 => 0.10345995657047
904 => 0.10343648487912
905 => 0.10585454803117
906 => 0.11047697659485
907 => 0.10910989701268
908 => 0.10752013219644
909 => 0.10769298371137
910 => 0.10958873819616
911 => 0.10844252175879
912 => 0.10885470918137
913 => 0.10958811430113
914 => 0.11003059581931
915 => 0.1076293174303
916 => 0.1070694645714
917 => 0.10592420210375
918 => 0.10562542450327
919 => 0.10655821688649
920 => 0.10631245904956
921 => 0.10189549805629
922 => 0.10143390105675
923 => 0.10144805757772
924 => 0.10028734997464
925 => 0.098516992278213
926 => 0.10316938660187
927 => 0.10279573422746
928 => 0.10238325092451
929 => 0.10243377777553
930 => 0.10445322446715
1001 => 0.10328184340151
1002 => 0.10639615195011
1003 => 0.1057559437372
1004 => 0.10509931659936
1005 => 0.10500855072755
1006 => 0.10475580530028
1007 => 0.10388904718773
1008 => 0.10284238468273
1009 => 0.10215128743657
1010 => 0.094229162963617
1011 => 0.09569946318492
1012 => 0.097390909567447
1013 => 0.097974790080649
1014 => 0.096976022059515
1015 => 0.10392848463676
1016 => 0.10519876654522
1017 => 0.10135099978606
1018 => 0.1006312397287
1019 => 0.1039756719863
1020 => 0.10195857049475
1021 => 0.10286687117288
1022 => 0.10090362192067
1023 => 0.10489279283167
1024 => 0.10486240203302
1025 => 0.10331052444913
1026 => 0.10462216075623
1027 => 0.10439423167009
1028 => 0.10264216569998
1029 => 0.10494833644803
1030 => 0.10494948027995
1031 => 0.10345583184618
1101 => 0.10171157747722
1102 => 0.1013997459935
1103 => 0.10116482285919
1104 => 0.10280909448289
1105 => 0.1042833432792
1106 => 0.10702655479187
1107 => 0.10771626334325
1108 => 0.11040824173579
1109 => 0.10880529967308
1110 => 0.1095158631279
1111 => 0.11028728027345
1112 => 0.11065712602095
1113 => 0.11005448222242
1114 => 0.11423623272854
1115 => 0.11458930059678
1116 => 0.11470768119898
1117 => 0.11329761845667
1118 => 0.11455008420114
1119 => 0.11396409695661
1120 => 0.11548867297493
1121 => 0.11572774596137
1122 => 0.11552525964712
1123 => 0.11560114518653
1124 => 0.11203275884089
1125 => 0.11184771918413
1126 => 0.10932469033441
1127 => 0.11035284323996
1128 => 0.10843076066368
1129 => 0.10904027284826
1130 => 0.10930894001158
1201 => 0.10916860353219
1202 => 0.11041097346261
1203 => 0.10935470522234
1204 => 0.10656703966971
1205 => 0.10377861461947
1206 => 0.10374360821436
1207 => 0.10300946511842
1208 => 0.10247881412508
1209 => 0.10258103633225
1210 => 0.10294128072338
1211 => 0.10245787606617
1212 => 0.10256103495903
1213 => 0.10427415992451
1214 => 0.10461771491889
1215 => 0.10345018081239
1216 => 0.098762362900408
1217 => 0.097611960626307
1218 => 0.098438846967462
1219 => 0.098043648554691
1220 => 0.079128876376666
1221 => 0.083572621533111
1222 => 0.080932299056478
1223 => 0.082149081129107
1224 => 0.079453995588655
1225 => 0.080740231670094
1226 => 0.080502710831673
1227 => 0.087648121543259
1228 => 0.087536555783189
1229 => 0.087589956408606
1230 => 0.085041005422862
1231 => 0.089101553554713
]
'min_raw' => 0.051839371911764
'max_raw' => 0.11572774596137
'avg_raw' => 0.083783558936565
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.051839'
'max' => '$0.115727'
'avg' => '$0.083783'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0079935259674675
'max_diff' => 0.01750763846349
'year' => 2035
]
10 => [
'items' => [
101 => 0.091101925577051
102 => 0.090731709953894
103 => 0.09082488525026
104 => 0.089223824954163
105 => 0.087605458172016
106 => 0.085810440345754
107 => 0.089145361596041
108 => 0.088774575282013
109 => 0.089625025681688
110 => 0.091787960497593
111 => 0.092106460865425
112 => 0.092534528589704
113 => 0.092381096782486
114 => 0.096036464907645
115 => 0.095593775708793
116 => 0.096660529307652
117 => 0.094466136220009
118 => 0.091982972147636
119 => 0.092454940457044
120 => 0.092409486113519
121 => 0.091830800150372
122 => 0.091308388337642
123 => 0.09043871985806
124 => 0.093190479614173
125 => 0.093078763193378
126 => 0.094887322189912
127 => 0.09456764181987
128 => 0.092432738069672
129 => 0.092508986574767
130 => 0.093021794415317
131 => 0.094796628206596
201 => 0.095323519715747
202 => 0.095079442575712
203 => 0.095657155061984
204 => 0.096113755455899
205 => 0.095714497041517
206 => 0.10136715422769
207 => 0.099019776862104
208 => 0.10016387225714
209 => 0.10043673226746
210 => 0.099737807088663
211 => 0.099889378933309
212 => 0.10011896897709
213 => 0.10151299476461
214 => 0.10517132179565
215 => 0.10679156993463
216 => 0.11166616640238
217 => 0.10665703088163
218 => 0.10635980950969
219 => 0.10723787153225
220 => 0.11009977568725
221 => 0.1124190801999
222 => 0.11318852731063
223 => 0.1132902224485
224 => 0.11473375638011
225 => 0.11556116310939
226 => 0.1145584733921
227 => 0.11370879884268
228 => 0.11066537007216
229 => 0.11101765523933
301 => 0.11344455069674
302 => 0.11687268347375
303 => 0.11981437803285
304 => 0.11878429912666
305 => 0.12664307405853
306 => 0.12742223949281
307 => 0.12731458402322
308 => 0.12908963883787
309 => 0.12556651651442
310 => 0.12406031346387
311 => 0.11389250812448
312 => 0.11674924668546
313 => 0.12090168395421
314 => 0.12035209331085
315 => 0.11733648237132
316 => 0.11981209042154
317 => 0.11899357698071
318 => 0.11834798146978
319 => 0.12130557966021
320 => 0.1180535789584
321 => 0.12086924275956
322 => 0.11725812481026
323 => 0.11878900444034
324 => 0.11792000312199
325 => 0.11848235347576
326 => 0.11519486479833
327 => 0.11696871388939
328 => 0.11512106684427
329 => 0.115120190819
330 => 0.11507940390807
331 => 0.11725315246294
401 => 0.11732403832527
402 => 0.11571763485887
403 => 0.11548612702263
404 => 0.1163421328314
405 => 0.1153399742176
406 => 0.11580887792549
407 => 0.11535417683324
408 => 0.1152518140399
409 => 0.114436169887
410 => 0.11408476795933
411 => 0.11422256170968
412 => 0.11375220060218
413 => 0.11346879102121
414 => 0.1150230266091
415 => 0.11419266123218
416 => 0.11489576120597
417 => 0.11409449004754
418 => 0.1113169351152
419 => 0.1097195339015
420 => 0.10447299011379
421 => 0.10596090342367
422 => 0.10694739148747
423 => 0.10662135718827
424 => 0.10732180502148
425 => 0.10736480682964
426 => 0.10713708409884
427 => 0.10687341034967
428 => 0.10674506855064
429 => 0.10770162317212
430 => 0.10825693532603
501 => 0.10704639876219
502 => 0.10676278698248
503 => 0.10798670628409
504 => 0.10873329635103
505 => 0.11424569793262
506 => 0.11383732141864
507 => 0.1148622663289
508 => 0.11474687326107
509 => 0.11582117881355
510 => 0.11757721435646
511 => 0.11400670310246
512 => 0.11462642039717
513 => 0.11447448002787
514 => 0.11613332513897
515 => 0.11613850387234
516 => 0.11514394336277
517 => 0.11568311074991
518 => 0.1153821623057
519 => 0.11592601682002
520 => 0.11383186730132
521 => 0.11638231536562
522 => 0.11782825507084
523 => 0.11784833194505
524 => 0.11853369588964
525 => 0.11923006535094
526 => 0.12056668589091
527 => 0.11919278772953
528 => 0.1167212786835
529 => 0.1168997136537
530 => 0.1154506688043
531 => 0.11547502751001
601 => 0.1153449988299
602 => 0.115735224687
603 => 0.11391749993265
604 => 0.11434411629928
605 => 0.11374685088773
606 => 0.11462512205881
607 => 0.11368024746215
608 => 0.11447440675762
609 => 0.11481713958275
610 => 0.11608183108597
611 => 0.11349345149884
612 => 0.10821557030278
613 => 0.10932504491832
614 => 0.10768404481459
615 => 0.10783592562192
616 => 0.10814274902437
617 => 0.10714823399065
618 => 0.10733795611831
619 => 0.10733117790886
620 => 0.10727276696167
621 => 0.1070140551914
622 => 0.10663887193996
623 => 0.10813348653841
624 => 0.10838745068316
625 => 0.10895198151745
626 => 0.11063164235536
627 => 0.11046380462852
628 => 0.11073755492451
629 => 0.1101399595654
630 => 0.10786364635668
701 => 0.10798726111559
702 => 0.10644578309123
703 => 0.10891256245865
704 => 0.10832839654455
705 => 0.1079517809795
706 => 0.10784901793326
707 => 0.10953284232551
708 => 0.11003666897438
709 => 0.10972271801735
710 => 0.10907879544507
711 => 0.11031531714247
712 => 0.11064615818403
713 => 0.11072022129228
714 => 0.11291110066055
715 => 0.11084266711134
716 => 0.11134055962509
717 => 0.11522497488774
718 => 0.11170234625719
719 => 0.11356836120678
720 => 0.11347702948528
721 => 0.11443161959099
722 => 0.11339872523421
723 => 0.11341152919767
724 => 0.11425914054201
725 => 0.1130688232764
726 => 0.11277408398197
727 => 0.11236690375767
728 => 0.11325596688103
729 => 0.11378892001462
730 => 0.11808413086042
731 => 0.12085903295222
801 => 0.12073856713413
802 => 0.1218393992089
803 => 0.12134346427675
804 => 0.11974195955982
805 => 0.12247553282893
806 => 0.12161051586902
807 => 0.1216818268162
808 => 0.12167917261918
809 => 0.12225433327642
810 => 0.12184677923807
811 => 0.1210434483939
812 => 0.12157673689814
813 => 0.1231604131016
814 => 0.12807619263027
815 => 0.13082712797992
816 => 0.12791058286804
817 => 0.12992237663212
818 => 0.12871601724909
819 => 0.12849678586311
820 => 0.12976034101734
821 => 0.13102610785761
822 => 0.13094548398194
823 => 0.13002660225375
824 => 0.12950754928126
825 => 0.13343799228447
826 => 0.13633387573589
827 => 0.13613639589875
828 => 0.13700800767599
829 => 0.13956708681191
830 => 0.13980105693667
831 => 0.1397715820787
901 => 0.13919166271221
902 => 0.14171140845994
903 => 0.1438134246934
904 => 0.13905742813435
905 => 0.14086844936347
906 => 0.14168147514068
907 => 0.14287523819551
908 => 0.14488931656692
909 => 0.14707713988618
910 => 0.14738652209178
911 => 0.1471670006116
912 => 0.14572407232071
913 => 0.1481180147028
914 => 0.14952033000537
915 => 0.15035537667663
916 => 0.15247291609645
917 => 0.1416864961111
918 => 0.13405133192561
919 => 0.13285899078493
920 => 0.13528366338099
921 => 0.13592303020817
922 => 0.13566530224183
923 => 0.1270712307923
924 => 0.13281374477734
925 => 0.13899220698094
926 => 0.13922954687676
927 => 0.14232261424144
928 => 0.14332984376449
929 => 0.14582016841067
930 => 0.14566439792601
1001 => 0.14627075234763
1002 => 0.14613136196669
1003 => 0.150744163974
1004 => 0.1558327695958
1005 => 0.15565656736389
1006 => 0.15492502010011
1007 => 0.15601149253417
1008 => 0.16126347886397
1009 => 0.16077996012409
1010 => 0.16124965739386
1011 => 0.16744204526568
1012 => 0.17549303035595
1013 => 0.17175253947584
1014 => 0.17986832838844
1015 => 0.18497678730943
1016 => 0.19381133878879
1017 => 0.19270520943249
1018 => 0.19614443549247
1019 => 0.19072500702855
1020 => 0.1782809038282
1021 => 0.17631157686263
1022 => 0.180254219319
1023 => 0.18994682108057
1024 => 0.17994896479649
1025 => 0.18197151810152
1026 => 0.18138902261361
1027 => 0.1813579839045
1028 => 0.18254260518747
1029 => 0.18082425023084
1030 => 0.17382336301137
1031 => 0.17703182836756
1101 => 0.17579288581037
1102 => 0.17716758494686
1103 => 0.18458626921743
1104 => 0.18130629206207
1105 => 0.1778511025726
1106 => 0.18218467696032
1107 => 0.18770280633361
1108 => 0.18735749171446
1109 => 0.186687437023
1110 => 0.19046450023585
1111 => 0.19670310208779
1112 => 0.19838937109964
1113 => 0.19963414040993
1114 => 0.19980577306727
1115 => 0.20157369610697
1116 => 0.19206712834853
1117 => 0.20715429552715
1118 => 0.20975943252431
1119 => 0.20926977474071
1120 => 0.21216527487214
1121 => 0.21131334528172
1122 => 0.21007903296887
1123 => 0.21466901656772
1124 => 0.20940697076422
1125 => 0.20193815921929
1126 => 0.1978406214894
1127 => 0.20323658971106
1128 => 0.20653171921069
1129 => 0.20870959020034
1130 => 0.20936861264591
1201 => 0.19280509614189
1202 => 0.18387827940097
1203 => 0.18960026658574
1204 => 0.19658148586162
1205 => 0.19202834732296
1206 => 0.19220682173345
1207 => 0.18571524272109
1208 => 0.19715584656123
1209 => 0.19548904681234
1210 => 0.20413640685807
1211 => 0.20207264498376
1212 => 0.20912423141247
1213 => 0.20726731238139
1214 => 0.21497527946044
1215 => 0.21805019621315
1216 => 0.22321346001353
1217 => 0.22701157788336
1218 => 0.22924190534294
1219 => 0.22910800484801
1220 => 0.23794567338759
1221 => 0.23273440901442
1222 => 0.22618783276101
1223 => 0.22606942585077
1224 => 0.22945999045811
1225 => 0.23656568371913
1226 => 0.23840808659808
1227 => 0.23943773846219
1228 => 0.23786079078987
1229 => 0.23220433680748
1230 => 0.22976190865675
1231 => 0.23184292820512
]
'min_raw' => 0.085810440345754
'max_raw' => 0.23943773846219
'avg_raw' => 0.16262408940397
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.08581'
'max' => '$0.239437'
'avg' => '$0.162624'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.03397106843399
'max_diff' => 0.12370999250082
'year' => 2036
]
11 => [
'items' => [
101 => 0.22929802012151
102 => 0.23369124544892
103 => 0.23972408216574
104 => 0.23847832524014
105 => 0.24264270386811
106 => 0.24695239764265
107 => 0.25311545330071
108 => 0.25472670426701
109 => 0.25739004084393
110 => 0.26013148904206
111 => 0.2610119683192
112 => 0.26269307645594
113 => 0.26268421618624
114 => 0.26775034870793
115 => 0.27333844976441
116 => 0.27544782854839
117 => 0.28029822875034
118 => 0.2719920883828
119 => 0.27829239126564
120 => 0.28397542217278
121 => 0.27719987844143
122 => 0.28653838697588
123 => 0.28690098010075
124 => 0.29237570579601
125 => 0.28682602247333
126 => 0.28353063823154
127 => 0.29304428906116
128 => 0.29764764502041
129 => 0.29626107674213
130 => 0.28570922368109
131 => 0.27956759260929
201 => 0.26349375946225
202 => 0.28253390916284
203 => 0.29180781067322
204 => 0.28568520651659
205 => 0.28877309192258
206 => 0.30561959344746
207 => 0.31203365049793
208 => 0.31069957146908
209 => 0.31092500886414
210 => 0.31438591762521
211 => 0.32973349302905
212 => 0.32053687009306
213 => 0.32756734373673
214 => 0.33129628160708
215 => 0.33475992691703
216 => 0.32625430873214
217 => 0.31518862444596
218 => 0.3116836577267
219 => 0.28507643419655
220 => 0.28369141266249
221 => 0.28291395810497
222 => 0.27801221709297
223 => 0.2741607913574
224 => 0.2710979946182
225 => 0.26306030134602
226 => 0.26577278687642
227 => 0.25296238139753
228 => 0.26115802485003
301 => 0.24071230838766
302 => 0.25774010860527
303 => 0.2484726511059
304 => 0.25469549956926
305 => 0.25467378863719
306 => 0.24321555166025
307 => 0.23660667969926
308 => 0.24081811013395
309 => 0.2453330978637
310 => 0.24606563943261
311 => 0.25191943887747
312 => 0.25355310847554
313 => 0.24860301332466
314 => 0.24028861635893
315 => 0.24221986114286
316 => 0.23656754308535
317 => 0.22666207310284
318 => 0.23377635457719
319 => 0.23620548306541
320 => 0.23727832459021
321 => 0.22753743251332
322 => 0.22447663273771
323 => 0.22284708861977
324 => 0.23903118951268
325 => 0.23991779109314
326 => 0.2353818120547
327 => 0.25588486742765
328 => 0.25124439453801
329 => 0.25642893969919
330 => 0.24204462092107
331 => 0.24259412126945
401 => 0.23578435424095
402 => 0.23959736874811
403 => 0.23690245299365
404 => 0.23928931485688
405 => 0.2407199900163
406 => 0.24752863962904
407 => 0.25781785244696
408 => 0.24651165442535
409 => 0.24158538203959
410 => 0.24464161372131
411 => 0.25278076143522
412 => 0.26511198685709
413 => 0.2578116532183
414 => 0.26105141731949
415 => 0.26175916164853
416 => 0.25637616589633
417 => 0.2653104655887
418 => 0.27009842937597
419 => 0.27500988949219
420 => 0.27927437269513
421 => 0.27304814431645
422 => 0.27971110117642
423 => 0.2743419341175
424 => 0.26952523621137
425 => 0.26953254115384
426 => 0.2665109561966
427 => 0.26065625459773
428 => 0.25957655779566
429 => 0.2651932769107
430 => 0.26969735373568
501 => 0.27006833107606
502 => 0.27256201943419
503 => 0.2740377585175
504 => 0.28850200770395
505 => 0.29431964838129
506 => 0.30143334927923
507 => 0.30420453668519
508 => 0.31254481725147
509 => 0.30580936332973
510 => 0.30435210550577
511 => 0.28412131293696
512 => 0.28743410408675
513 => 0.29273820235437
514 => 0.28420877556377
515 => 0.28961873365899
516 => 0.29068677398557
517 => 0.28391894890526
518 => 0.28753393670111
519 => 0.27793360088451
520 => 0.25802711353307
521 => 0.2653326271997
522 => 0.27071194426764
523 => 0.26303499554667
524 => 0.27679562899006
525 => 0.26875695100957
526 => 0.26620907601434
527 => 0.25626890727495
528 => 0.26096028428776
529 => 0.26730543887163
530 => 0.2633848710422
531 => 0.2715206379645
601 => 0.28304305365627
602 => 0.29125461324995
603 => 0.29188499483221
604 => 0.28660551214524
605 => 0.29506591684431
606 => 0.29512754165611
607 => 0.28558417059379
608 => 0.27973890895583
609 => 0.27841085321315
610 => 0.28172859683903
611 => 0.28575695009011
612 => 0.29210854040173
613 => 0.29594667340225
614 => 0.30595448867914
615 => 0.30866231654651
616 => 0.31163739841065
617 => 0.3156130252624
618 => 0.32038678462773
619 => 0.30994207090666
620 => 0.31035705885418
621 => 0.30063108605402
622 => 0.29023748927147
623 => 0.2981249336493
624 => 0.30843671795056
625 => 0.30607118323834
626 => 0.30580501225973
627 => 0.30625263801608
628 => 0.30446910209421
629 => 0.29640223522051
630 => 0.2923511051778
701 => 0.2975780964864
702 => 0.3003560097403
703 => 0.30466431093761
704 => 0.30413322187783
705 => 0.31523094308432
706 => 0.3195431819675
707 => 0.31843992673008
708 => 0.31864295224508
709 => 0.32645005476369
710 => 0.33513315841748
711 => 0.34326603082569
712 => 0.35153913795432
713 => 0.34156558440589
714 => 0.33650162899726
715 => 0.34172633836497
716 => 0.33895403403135
717 => 0.35488451705118
718 => 0.3559875091316
719 => 0.37191684019618
720 => 0.38703567220594
721 => 0.37753980470262
722 => 0.38649398005498
723 => 0.39617865074318
724 => 0.41486195178192
725 => 0.40857007327853
726 => 0.40375059295124
727 => 0.39919620732951
728 => 0.40867316081997
729 => 0.42086511008743
730 => 0.4234911391866
731 => 0.42774630954758
801 => 0.42327251821049
802 => 0.42866070710407
803 => 0.44768338158858
804 => 0.44254328702507
805 => 0.43524352643346
806 => 0.4502601009819
807 => 0.45569454093553
808 => 0.49383628656839
809 => 0.54199181598679
810 => 0.52205511060132
811 => 0.50967975421509
812 => 0.51258825651323
813 => 0.53017302568929
814 => 0.53582069543596
815 => 0.520468382196
816 => 0.52589107877295
817 => 0.55577067005975
818 => 0.57180011213306
819 => 0.55002997675622
820 => 0.48996703666761
821 => 0.43458626286059
822 => 0.44927573790296
823 => 0.44761040730064
824 => 0.47971230058338
825 => 0.44242069746968
826 => 0.44304859242646
827 => 0.4758143188658
828 => 0.46707298479854
829 => 0.45291314311507
830 => 0.4346896453751
831 => 0.40100182433325
901 => 0.37116358178209
902 => 0.42968324676178
903 => 0.42715977239675
904 => 0.42350540755824
905 => 0.43163780106277
906 => 0.4711263955006
907 => 0.47021605558671
908 => 0.46442493751399
909 => 0.46881744953157
910 => 0.45214311452091
911 => 0.4564404703207
912 => 0.43457749026307
913 => 0.44446047032782
914 => 0.45288276245433
915 => 0.45457366229289
916 => 0.45838334596865
917 => 0.42583001607394
918 => 0.44044550548111
919 => 0.44903073622167
920 => 0.41024235140247
921 => 0.44826401456796
922 => 0.42526333502509
923 => 0.41745655892963
924 => 0.42796735447763
925 => 0.42387128723049
926 => 0.42034972914054
927 => 0.4183846392183
928 => 0.42610260743458
929 => 0.42574255499232
930 => 0.41311446099741
1001 => 0.39664162716802
1002 => 0.4021704509035
1003 => 0.4001617774074
1004 => 0.3928820855335
1005 => 0.39778771890316
1006 => 0.3761857922274
1007 => 0.33902080015219
1008 => 0.36357313231157
1009 => 0.36262789423123
1010 => 0.36215126232799
1011 => 0.38060166136914
1012 => 0.37882808122446
1013 => 0.37560901589493
1014 => 0.3928229648743
1015 => 0.38653964193654
1016 => 0.40590336269363
1017 => 0.41865756155119
1018 => 0.41542268416581
1019 => 0.42741806983773
1020 => 0.40229782383571
1021 => 0.41064176190824
1022 => 0.41236143598079
1023 => 0.39261054741594
1024 => 0.37911826087037
1025 => 0.37821847918111
1026 => 0.35482471366269
1027 => 0.36732147437475
1028 => 0.37831810665027
1029 => 0.37305157316343
1030 => 0.37138434599471
1031 => 0.37990184802224
1101 => 0.38056373087726
1102 => 0.36547273163981
1103 => 0.36861062825107
1104 => 0.38169617875192
1105 => 0.36828090595251
1106 => 0.34221722227562
1107 => 0.33575306836513
1108 => 0.33489063107548
1109 => 0.31735933299172
1110 => 0.33618503403898
1111 => 0.32796711103443
1112 => 0.35392743133998
1113 => 0.33909903560944
1114 => 0.33845981310663
1115 => 0.33749353454009
1116 => 0.3224036220706
1117 => 0.32570735388745
1118 => 0.33668946161923
1119 => 0.34060800138023
1120 => 0.34019926557951
1121 => 0.33663564330008
1122 => 0.3382670513309
1123 => 0.33301171764338
1124 => 0.33115594993801
1125 => 0.32529863659072
1126 => 0.31669000409431
1127 => 0.31788708724275
1128 => 0.30083113369615
1129 => 0.291538144976
1130 => 0.28896596817788
1201 => 0.28552634586477
1202 => 0.28935448267063
1203 => 0.30078281632272
1204 => 0.28699782128207
1205 => 0.26336441418983
1206 => 0.26478482222544
1207 => 0.26797605735853
1208 => 0.26202921180016
1209 => 0.25640102156008
1210 => 0.26129427634432
1211 => 0.25128049020564
1212 => 0.26918617557196
1213 => 0.2687018769629
1214 => 0.27537600918731
1215 => 0.27954948103421
1216 => 0.26993097960466
1217 => 0.26751195250632
1218 => 0.26888994028018
1219 => 0.24611487188388
1220 => 0.27351480020787
1221 => 0.27375175592582
1222 => 0.27172279720872
1223 => 0.28631241316337
1224 => 0.31710105344301
1225 => 0.30551712849962
1226 => 0.30103148263556
1227 => 0.29250426656899
1228 => 0.3038662756817
1229 => 0.3029938506568
1230 => 0.29904841383682
1231 => 0.29666220133758
]
'min_raw' => 0.22284708861977
'max_raw' => 0.57180011213306
'avg_raw' => 0.39732360037641
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.222847'
'max' => '$0.57180011'
'avg' => '$0.397323'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.13703664827401
'max_diff' => 0.33236237367087
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0069949154701101
]
1 => [
'year' => 2028
'avg' => 0.012005305585179
]
2 => [
'year' => 2029
'avg' => 0.032796331112899
]
3 => [
'year' => 2030
'avg' => 0.02530232061184
]
4 => [
'year' => 2031
'avg' => 0.024850014522899
]
5 => [
'year' => 2032
'avg' => 0.043569896046031
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0069949154701101
'min' => '$0.006994'
'max_raw' => 0.043569896046031
'max' => '$0.043569'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.043569896046031
]
1 => [
'year' => 2033
'avg' => 0.11206625286997
]
2 => [
'year' => 2034
'avg' => 0.071032976721086
]
3 => [
'year' => 2035
'avg' => 0.083783558936565
]
4 => [
'year' => 2036
'avg' => 0.16262408940397
]
5 => [
'year' => 2037
'avg' => 0.39732360037641
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.043569896046031
'min' => '$0.043569'
'max_raw' => 0.39732360037641
'max' => '$0.397323'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.39732360037641
]
]
]
]
'prediction_2025_max_price' => '$0.01196'
'last_price' => 0.01159676
'sma_50day_nextmonth' => '$0.01198'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuer'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.010955'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.010633'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.011663'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.01416'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.016111'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.011101'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.011111'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.011855'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.013454'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.017269'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.01404'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.00702'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.017345'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0113037'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.011763'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.013485'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.017345'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.007285'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.003642'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.001821'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '33.29'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 30.28
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.010892'
'vwma_10_action' => 'BUY'
'hma_9' => '0.010458'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 21.62
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -64.86
'cci_20_action' => 'NEUTRAL'
'adx_14' => 40.18
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.004235'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -78.38
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 28.69
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 11
'buy_signals' => 16
'sell_pct' => 40.74
'buy_pct' => 59.26
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767680835
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de CryptoDM pour 2026
La prévision du prix de CryptoDM pour 2026 suggère que le prix moyen pourrait varier entre $0.0040066 à la baisse et $0.01196 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, CryptoDM pourrait potentiellement gagner 3.13% d'ici 2026 si CDM atteint l'objectif de prix prévu.
Prévision du prix de CryptoDM de 2027 à 2032
La prévision du prix de CDM pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.006994 à la baisse et $0.043569 à la hausse. Compte tenu de la volatilité des prix sur le marché, si CryptoDM atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de CryptoDM | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.003857 | $0.006994 | $0.010132 |
| 2028 | $0.00696 | $0.0120053 | $0.017049 |
| 2029 | $0.015291 | $0.032796 | $0.0503013 |
| 2030 | $0.0130045 | $0.0253023 | $0.037600062 |
| 2031 | $0.015375 | $0.02485 | $0.034324 |
| 2032 | $0.023469 | $0.043569 | $0.06367 |
Prévision du prix de CryptoDM de 2032 à 2037
La prévision du prix de CryptoDM pour 2032-2037 est actuellement estimée entre $0.043569 à la baisse et $0.397323 à la hausse. Par rapport au prix actuel, CryptoDM pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de CryptoDM | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.023469 | $0.043569 | $0.06367 |
| 2033 | $0.054537 | $0.112066 | $0.169594 |
| 2034 | $0.043845 | $0.071032 | $0.09822 |
| 2035 | $0.051839 | $0.083783 | $0.115727 |
| 2036 | $0.08581 | $0.162624 | $0.239437 |
| 2037 | $0.222847 | $0.397323 | $0.57180011 |
CryptoDM Histogramme des prix potentiels
Prévision du prix de CryptoDM basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour CryptoDM est Haussier, avec 16 indicateurs techniques montrant des signaux haussiers et 11 indiquant des signaux baissiers. La prévision du prix de CDM a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de CryptoDM et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de CryptoDM devrait diminuer au cours du prochain mois, atteignant — d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour CryptoDM devrait atteindre $0.01198 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 33.29, ce qui suggère que le marché de CDM est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de CDM 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 | $0.010955 | BUY |
| SMA 5 | $0.010633 | BUY |
| SMA 10 | $0.011663 | SELL |
| SMA 21 | $0.01416 | SELL |
| SMA 50 | $0.016111 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.011101 | BUY |
| EMA 5 | $0.011111 | BUY |
| EMA 10 | $0.011855 | SELL |
| EMA 21 | $0.013454 | SELL |
| EMA 50 | $0.017269 | SELL |
| EMA 100 | $0.01404 | SELL |
| EMA 200 | $0.00702 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.017345 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.017345 | SELL |
| EMA 50 | $0.007285 | BUY |
| EMA 100 | $0.003642 | BUY |
| EMA 200 | $0.001821 | BUY |
Oscillateurs de CryptoDM
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) | 33.29 | NEUTRAL |
| Stoch RSI (14) | 30.28 | NEUTRAL |
| Stochastique Rapide (14) | 21.62 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -64.86 | NEUTRAL |
| Indice Directionnel Moyen (14) | 40.18 | SELL |
| Oscillateur Impressionnant (5, 34) | -0.004235 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -78.38 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 28.69 | BUY |
| VWMA (10) | 0.010892 | BUY |
| Moyenne Mobile de Hull (9) | 0.010458 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | — | — |
Prévision du cours de CryptoDM basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de CryptoDM
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 CryptoDM par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.016295 | $0.022897 | $0.032175 | $0.045211 | $0.063529 | $0.089269 |
| Action Amazon.com | $0.024197 | $0.050489 | $0.105348 | $0.219816 | $0.458659 | $0.95702 |
| Action Apple | $0.016449 | $0.023331 | $0.033094 | $0.046941 | $0.066583 | $0.094443 |
| Action Netflix | $0.018297 | $0.028871 | $0.045554 | $0.071877 | $0.113411 | $0.178945 |
| Action Google | $0.015017 | $0.019447 | $0.025184 | $0.032614 | $0.042235 | $0.054694 |
| Action Tesla | $0.026288 | $0.059595 | $0.135097 | $0.306256 | $0.694259 | $1.57 |
| Action Kodak | $0.008696 | $0.006521 | $0.00489 | $0.003667 | $0.00275 | $0.002062 |
| Action Nokia | $0.007682 | $0.005089 | $0.003371 | $0.002233 | $0.001479 | $0.00098 |
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 CryptoDM
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans CryptoDM maintenant ?", "Devrais-je acheter CDM aujourd'hui ?", " CryptoDM sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de CryptoDM avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme CryptoDM 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 CryptoDM afin de prendre une décision responsable concernant cet investissement.
Le cours de CryptoDM est de $0.01159 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 CryptoDM basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si CryptoDM présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.011898 | $0.0122074 | $0.012524 | $0.01285 |
| Si CryptoDM présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.012199 | $0.012833 | $0.013501 | $0.0142029 |
| Si CryptoDM présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0131039 | $0.014807 | $0.016731 | $0.0189059 |
| Si CryptoDM présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.014611 | $0.018409 | $0.023194 | $0.029223 |
| Si CryptoDM présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.017625 | $0.026788 | $0.040714 | $0.06188 |
| Si CryptoDM présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.026668 | $0.061328 | $0.141035 | $0.324333 |
| Si CryptoDM présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.04174 | $0.150237 | $0.540752 | $1.94 |
Boîte à questions
Est-ce que CDM est un bon investissement ?
La décision d'acquérir CryptoDM dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de CryptoDM a connu une hausse de 0.1484% au cours des 24 heures précédentes, et CryptoDM a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans CryptoDM dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que CryptoDM peut monter ?
Il semble que la valeur moyenne de CryptoDM pourrait potentiellement s'envoler jusqu'à $0.01196 pour la fin de cette année. En regardant les perspectives de CryptoDM sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.037600062. 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 CryptoDM la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de CryptoDM, le prix de CryptoDM va augmenter de 0.86% durant la prochaine semaine et atteindre $0.011696 d'ici 13 janvier 2026.
Quel sera le prix de CryptoDM le mois prochain ?
Basé sur notre nouveau pronostic expérimental de CryptoDM, le prix de CryptoDM va diminuer de -11.62% durant le prochain mois et atteindre $0.010249 d'ici 5 février 2026.
Jusqu'où le prix de CryptoDM peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de CryptoDM en 2026, CDM devrait fluctuer dans la fourchette de $0.0040066 et $0.01196. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de CryptoDM ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera CryptoDM dans 5 ans ?
L'avenir de CryptoDM semble suivre une tendance haussière, avec un prix maximum de $0.037600062 prévue après une période de cinq ans. Selon la prévision de CryptoDM pour 2030, la valeur de CryptoDM pourrait potentiellement atteindre son point le plus élevé d'environ $0.037600062, tandis que son point le plus bas devrait être autour de $0.0130045.
Combien vaudra CryptoDM en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de CryptoDM, il est attendu que la valeur de CDM en 2026 augmente de 3.13% jusqu'à $0.01196 si le meilleur scénario se produit. Le prix sera entre $0.01196 et $0.0040066 durant 2026.
Combien vaudra CryptoDM en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de CryptoDM, le valeur de CDM pourrait diminuer de -12.62% jusqu'à $0.010132 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.010132 et $0.003857 tout au long de l'année.
Combien vaudra CryptoDM en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de CryptoDM suggère que la valeur de CDM en 2028 pourrait augmenter de 47.02%, atteignant $0.017049 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.017049 et $0.00696 durant l'année.
Combien vaudra CryptoDM en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de CryptoDM pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.0503013 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.0503013 et $0.015291.
Combien vaudra CryptoDM en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de CryptoDM, il est prévu que la valeur de CDM en 2030 augmente de 224.23%, atteignant $0.037600062 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.037600062 et $0.0130045 au cours de 2030.
Combien vaudra CryptoDM en 2031 ?
Notre simulation expérimentale indique que le prix de CryptoDM pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.034324 dans des conditions idéales. Il est probable que le prix fluctue entre $0.034324 et $0.015375 durant l'année.
Combien vaudra CryptoDM en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de CryptoDM, CDM pourrait connaître une 449.04% hausse en valeur, atteignant $0.06367 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.06367 et $0.023469 tout au long de l'année.
Combien vaudra CryptoDM en 2033 ?
Selon notre prédiction expérimentale de prix de CryptoDM, la valeur de CDM est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.169594. Tout au long de l'année, le prix de CDM pourrait osciller entre $0.169594 et $0.054537.
Combien vaudra CryptoDM en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de CryptoDM suggèrent que CDM pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.09822 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.09822 et $0.043845.
Combien vaudra CryptoDM en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de CryptoDM, CDM pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.115727 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.115727 et $0.051839.
Combien vaudra CryptoDM en 2036 ?
Notre récente simulation de prédiction de prix de CryptoDM suggère que la valeur de CDM pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.239437 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.239437 et $0.08581.
Combien vaudra CryptoDM en 2037 ?
Selon la simulation expérimentale, la valeur de CryptoDM pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.57180011 sous des conditions favorables. Il est prévu que le prix chute entre $0.57180011 et $0.222847 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de CryptoDM ?
Les traders de CryptoDM 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 CryptoDM
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de CryptoDM. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de CDM 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 CDM 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 CDM.
Comment lire les graphiques de CryptoDM 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 CryptoDM 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 CDM 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 CryptoDM ?
L'action du prix de CryptoDM 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 CDM. La capitalisation boursière de CryptoDM peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de CDM, de grands détenteurs de CryptoDM, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de CryptoDM.
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


