Prédiction du prix de Dexlab [Old] jusqu'à $0.000331 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000111 | $0.000331 |
| 2027 | $0.0001068 | $0.00028 |
| 2028 | $0.000192 | $0.000472 |
| 2029 | $0.000423 | $0.001393 |
| 2030 | $0.00036 | $0.001041 |
| 2031 | $0.000426 | $0.000951 |
| 2032 | $0.00065 | $0.001764 |
| 2033 | $0.001511 | $0.004699 |
| 2034 | $0.001214 | $0.002721 |
| 2035 | $0.001436 | $0.0032066 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Dexlab [Old] aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,962.59, soit un rendement de 39.63% sur les 90 prochains jours.
Prévision du prix à long terme de Dexlab pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Dexlab [Old]'
'name_with_ticker' => 'Dexlab [Old] <small>DXL</small>'
'name_lang' => 'Dexlab'
'name_lang_with_ticker' => 'Dexlab <small>DXL</small>'
'name_with_lang' => 'Dexlab/Dexlab [Old]'
'name_with_lang_with_ticker' => 'Dexlab/Dexlab [Old] <small>DXL</small>'
'image' => '/uploads/coins/dexlab.png?1717500179'
'price_for_sd' => 0.0003213
'ticker' => 'DXL'
'marketcap' => '$0'
'low24h' => '$0.0003162'
'high24h' => '$0.0003234'
'volume24h' => '$20.19'
'current_supply' => '0'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0003213'
'change_24h_pct' => '0.2958%'
'ath_price' => '$1'
'ath_days' => 1573
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 sept. 2021'
'ath_pct' => '-99.97%'
'fdv' => '$321.66K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.015843'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000324'
'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' => '$0.000283'
'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' => '$0.000111'
'current_year_max_price_prediction' => '$0.000331'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00036'
'grand_prediction_max_price' => '$0.001041'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00032741903448042
107 => 0.00032864149830206
108 => 0.00033139577171277
109 => 0.00030786080697821
110 => 0.00031842731519376
111 => 0.00032463414882247
112 => 0.00029659144868143
113 => 0.00032407983480484
114 => 0.00030745111560275
115 => 0.00030180707855058
116 => 0.00030940603089599
117 => 0.00030644471177676
118 => 0.00030389874349254
119 => 0.00030247804944466
120 => 0.00030805788138136
121 => 0.00030779757555217
122 => 0.00029866788750502
123 => 0.0002867585816212
124 => 0.00029075573558545
125 => 0.00028930353207672
126 => 0.0002840405592231
127 => 0.00028758716747268
128 => 0.00027196969963892
129 => 0.00024510065795627
130 => 0.00026285116991283
131 => 0.00026216779451135
201 => 0.00026182320564531
202 => 0.00027516222479255
203 => 0.00027387998588507
204 => 0.00027155270971228
205 => 0.00028399781697112
206 => 0.00027945518541133
207 => 0.00029345450549999
208 => 0.00030267536312964
209 => 0.00030033665537127
210 => 0.00030900891654022
211 => 0.00029084782193967
212 => 0.00029688020906933
213 => 0.00029812347569622
214 => 0.00028384424627935
215 => 0.00027408977602805
216 => 0.00027343926407139
217 => 0.00025652635690445
218 => 0.00026556109539681
219 => 0.00027351129138721
220 => 0.00026970376446794
221 => 0.00026849841519193
222 => 0.0002746562832347
223 => 0.0002751348023202
224 => 0.0002642245164597
225 => 0.00026649311037392
226 => 0.00027595352411856
227 => 0.00026625473222047
228 => 0.00024741156385115
301 => 0.00024273819756837
302 => 0.00024211468435902
303 => 0.00022944014435078
304 => 0.00024305049424996
305 => 0.00023710921178427
306 => 0.0002558776519059
307 => 0.00024515721956558
308 => 0.00024469508315405
309 => 0.00024399649618734
310 => 0.00023308699602359
311 => 0.00023547548322455
312 => 0.0002434151784574
313 => 0.00024624815116355
314 => 0.00024595264890044
315 => 0.00024337626961928
316 => 0.000244555722861
317 => 0.00024075629302066
318 => 0.00023941463526575
319 => 0.0002351799943392
320 => 0.00022895624202658
321 => 0.00022982169295814
322 => 0.00021749081109347
323 => 0.00021077229220417
324 => 0.00020891269472426
325 => 0.00020642596325621
326 => 0.00020919357766052
327 => 0.00021745587925444
328 => 0.00020748979058711
329 => 0.00019040363060679
330 => 0.00019143053793501
331 => 0.00019373769380999
401 => 0.00018943832410032
402 => 0.00018536933148888
403 => 0.00018890699043673
404 => 0.0001816673592102
405 => 0.00019461256865597
406 => 0.00019426243701899
407 => 0.00019908761057399
408 => 0.00020210489062046
409 => 0.00019515103696936
410 => 0.00019340216158133
411 => 0.00019439840048431
412 => 0.00017793279056766
413 => 0.00019774201896058
414 => 0.00019791332999032
415 => 0.00019644646094776
416 => 0.00020699426352568
417 => 0.00022925341690722
418 => 0.00022087862803271
419 => 0.00021763565665117
420 => 0.00021147076568426
421 => 0.00021968511686266
422 => 0.000219054382856
423 => 0.00021620196447911
424 => 0.00021447681294468
425 => 0.0002176554575429
426 => 0.00021408294370246
427 => 0.0002134412220506
428 => 0.00020955308704038
429 => 0.00020816519974061
430 => 0.00020713766323724
501 => 0.00020600644651068
502 => 0.00020850162872782
503 => 0.00020284721755522
504 => 0.00019602855198982
505 => 0.00019546165372704
506 => 0.00019702690967278
507 => 0.00019633440043639
508 => 0.00019545833825924
509 => 0.00019378569698174
510 => 0.00019328946004503
511 => 0.0001949019893494
512 => 0.00019308153778106
513 => 0.00019576771323527
514 => 0.00019503722214459
515 => 0.00019095675829341
516 => 0.00018587098955362
517 => 0.00018582571554407
518 => 0.00018472999501142
519 => 0.0001833344301704
520 => 0.00018294621595782
521 => 0.00018860905866747
522 => 0.00020033097360182
523 => 0.00019802968121856
524 => 0.0001996926008114
525 => 0.00020787251935615
526 => 0.00021047266948279
527 => 0.00020862714451083
528 => 0.00020610087610219
529 => 0.00020621201909114
530 => 0.00021484504299693
531 => 0.00021538347410845
601 => 0.0002167439158228
602 => 0.00021849246788653
603 => 0.00020892493048824
604 => 0.00020576138894008
605 => 0.00020426232744795
606 => 0.00019964579826202
607 => 0.00020462432919775
608 => 0.00020172355242345
609 => 0.00020211496631495
610 => 0.00020186005750463
611 => 0.00020199925495192
612 => 0.0001946089502061
613 => 0.0001973015888325
614 => 0.00019282455487027
615 => 0.00018683030896549
616 => 0.00018681021415136
617 => 0.00018827729734451
618 => 0.00018740461885426
619 => 0.00018505626347559
620 => 0.0001853898362732
621 => 0.0001824673875643
622 => 0.0001857446744591
623 => 0.00018583865532055
624 => 0.00018457672135103
625 => 0.00018962583399091
626 => 0.00019169445955916
627 => 0.00019086382758717
628 => 0.00019163618020571
629 => 0.0001981253103068
630 => 0.00019918332165387
701 => 0.00019965322040593
702 => 0.00019902361832782
703 => 0.00019175478959169
704 => 0.00019207719305559
705 => 0.00018971161035559
706 => 0.00018771294225306
707 => 0.00018779287849553
708 => 0.0001888204537089
709 => 0.00019330793493216
710 => 0.00020275157461505
711 => 0.00020310995383781
712 => 0.00020354431991045
713 => 0.00020177753479813
714 => 0.0002012446555024
715 => 0.00020194766084128
716 => 0.00020549419538319
717 => 0.00021461684509972
718 => 0.00021139229140861
719 => 0.00020877067906457
720 => 0.0002110705398719
721 => 0.00021071649432752
722 => 0.00020772799363407
723 => 0.00020764411637312
724 => 0.00020190822806093
725 => 0.00019978780075177
726 => 0.000198015812981
727 => 0.00019608084859423
728 => 0.00019493373684516
729 => 0.0001966962218447
730 => 0.0001970993230172
731 => 0.00019324561876275
801 => 0.0001927203731128
802 => 0.00019586739119497
803 => 0.00019448250586966
804 => 0.00019590689477024
805 => 0.00019623736521336
806 => 0.00019618415186063
807 => 0.00019473817252795
808 => 0.00019565979663488
809 => 0.00019347988087263
810 => 0.00019110954989394
811 => 0.00018959742640637
812 => 0.0001882778981094
813 => 0.00018901004909999
814 => 0.00018640006450401
815 => 0.00018556507790314
816 => 0.00019534757112465
817 => 0.00020257400404691
818 => 0.00020246892885024
819 => 0.00020182931061365
820 => 0.0002008789676559
821 => 0.00020542467187651
822 => 0.00020384103942027
823 => 0.00020499326434911
824 => 0.00020528655395222
825 => 0.00020617425324768
826 => 0.00020649152944547
827 => 0.00020553250041325
828 => 0.00020231388184561
829 => 0.0001942933903921
830 => 0.00019055982996959
831 => 0.00018932769284279
901 => 0.00018937247868719
902 => 0.00018813708516589
903 => 0.00018850096392437
904 => 0.00018801054298349
905 => 0.00018708180436703
906 => 0.00018895270210754
907 => 0.00018916830564352
908 => 0.00018873161575532
909 => 0.0001888344720324
910 => 0.00018521886627079
911 => 0.00018549375292416
912 => 0.00018396314910728
913 => 0.00018367617934332
914 => 0.00017980694617916
915 => 0.00017295203877454
916 => 0.00017675032289866
917 => 0.00017216252979629
918 => 0.00017042506303201
919 => 0.00017864996046258
920 => 0.0001778244088837
921 => 0.00017641142343929
922 => 0.00017432132347504
923 => 0.00017354608506712
924 => 0.00016883598191122
925 => 0.00016855768388935
926 => 0.00017089213819689
927 => 0.00016981486785763
928 => 0.00016830197230712
929 => 0.00016282241798295
930 => 0.00015666158470449
1001 => 0.00015684754153554
1002 => 0.00015880718797505
1003 => 0.00016450512429222
1004 => 0.0001622788419978
1005 => 0.00016066364864955
1006 => 0.00016036117148796
1007 => 0.00016414730644413
1008 => 0.0001695054806269
1009 => 0.00017201941607107
1010 => 0.00016952818239525
1011 => 0.00016666638728602
1012 => 0.00016684057149404
1013 => 0.00016799934099408
1014 => 0.00016812111128441
1015 => 0.0001662583768656
1016 => 0.00016678272569346
1017 => 0.00016598619187647
1018 => 0.00016109786531187
1019 => 0.00016100945098537
1020 => 0.0001598097768115
1021 => 0.0001597734511543
1022 => 0.0001577325061118
1023 => 0.00015744696379197
1024 => 0.00015339454353359
1025 => 0.00015606185881952
1026 => 0.00015427276376605
1027 => 0.00015157617551563
1028 => 0.00015111128268485
1029 => 0.00015109730744498
1030 => 0.00015386610063207
1031 => 0.00015602950385905
1101 => 0.00015430388584049
1102 => 0.00015391099606736
1103 => 0.0001581060309609
1104 => 0.0001575721745321
1105 => 0.00015710985830777
1106 => 0.0001690257148978
1107 => 0.00015959338460091
1108 => 0.00015548035021287
1109 => 0.00015038968911363
1110 => 0.00015204723403688
1111 => 0.00015239650310662
1112 => 0.00014015438082357
1113 => 0.000135187753338
1114 => 0.00013348339394836
1115 => 0.00013250251102352
1116 => 0.00013294951168952
1117 => 0.00012847896442521
1118 => 0.00013148324612285
1119 => 0.00012761213007791
1120 => 0.00012696312487528
1121 => 0.00013388515990289
1122 => 0.00013484832063904
1123 => 0.00013073917770804
1124 => 0.00013337791267955
1125 => 0.00013242107069772
1126 => 0.00012767848925173
1127 => 0.00012749735752456
1128 => 0.00012511769686475
1129 => 0.00012139398872526
1130 => 0.00011969215418509
1201 => 0.00011880582398056
1202 => 0.00011917154109718
1203 => 0.00011898662333189
1204 => 0.00011777990983017
1205 => 0.00011905579073728
1206 => 0.00011579644225
1207 => 0.00011449854342001
1208 => 0.00011391231262953
1209 => 0.00011101945324596
1210 => 0.00011562327898562
1211 => 0.0001165302906538
1212 => 0.00011743908941515
1213 => 0.0001253495621695
1214 => 0.00012495437730546
1215 => 0.00012852665601357
1216 => 0.00012838784383197
1217 => 0.00012736897207734
1218 => 0.00012307051974081
1219 => 0.00012478380622961
1220 => 0.00011951057672093
1221 => 0.00012346163881358
1222 => 0.0001216585390748
1223 => 0.00012285200897814
1224 => 0.00012070604248108
1225 => 0.00012189370894534
1226 => 0.00011674537676824
1227 => 0.00011193793662025
1228 => 0.00011387259087372
1229 => 0.00011597578130181
1230 => 0.00012053603403284
1231 => 0.0001178199851275
]
'min_raw' => 0.00011101945324596
'max_raw' => 0.00033139577171277
'avg_raw' => 0.00022120761247936
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000111'
'max' => '$0.000331'
'avg' => '$0.000221'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00021031054675404
'max_diff' => 1.0065771712766E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00011879677901904
102 => 0.00011552468299571
103 => 0.00010877341427156
104 => 0.00010881162571935
105 => 0.00010777309011052
106 => 0.00010687564371581
107 => 0.00011813195601674
108 => 0.00011673205564615
109 => 0.00011450149762006
110 => 0.00011748718817684
111 => 0.00011827665214933
112 => 0.00011829912707877
113 => 0.00012047740983717
114 => 0.00012163995973581
115 => 0.00012184486419422
116 => 0.00012527243917948
117 => 0.00012642131710373
118 => 0.00013115338267843
119 => 0.00012154132549919
120 => 0.00012134337150698
121 => 0.00011752920296586
122 => 0.00011511019697746
123 => 0.00011769483437543
124 => 0.00011998447027185
125 => 0.00011760034833549
126 => 0.00011791166432882
127 => 0.00011471117541919
128 => 0.00011585519960738
129 => 0.00011684058735495
130 => 0.00011629651415916
131 => 0.00011548201025161
201 => 0.000119796746239
202 => 0.00011955329192501
203 => 0.00012357127327182
204 => 0.00012670357706026
205 => 0.00013231722541543
206 => 0.0001264590907107
207 => 0.00012624559699809
208 => 0.00012833253228438
209 => 0.00012642099760481
210 => 0.00012762902153837
211 => 0.00013212259408375
212 => 0.00013221753619076
213 => 0.00013062713357243
214 => 0.00013053035742856
215 => 0.00013083581164851
216 => 0.00013262486655544
217 => 0.00013199971579886
218 => 0.00013272315608126
219 => 0.00013362782923211
220 => 0.00013736994095751
221 => 0.00013827215142564
222 => 0.00013608024773057
223 => 0.00013627815209253
224 => 0.00013545831994148
225 => 0.00013466637235602
226 => 0.00013644655487347
227 => 0.00013969987341368
228 => 0.00013967963468789
301 => 0.00014043434135374
302 => 0.00014090451735424
303 => 0.00013888617777023
304 => 0.00013757231291744
305 => 0.00013807613230539
306 => 0.00013888175047849
307 => 0.00013781488118971
308 => 0.00013122966971746
309 => 0.0001332272022132
310 => 0.00013289471513156
311 => 0.00013242121309549
312 => 0.00013442974746643
313 => 0.0001342360194265
314 => 0.00012843311250139
315 => 0.00012880459577525
316 => 0.00012845570362966
317 => 0.00012958304552867
318 => 0.00012636011744264
319 => 0.00012735146841515
320 => 0.00012797323445177
321 => 0.00012833945942397
322 => 0.00012966251514638
323 => 0.000129507269828
324 => 0.00012965286487941
325 => 0.00013161460724198
326 => 0.00014153642692314
327 => 0.00014207644967713
328 => 0.00013941718013246
329 => 0.00014047950586378
330 => 0.00013844007276475
331 => 0.00013980915786714
401 => 0.00014074585112321
402 => 0.00013651311441479
403 => 0.00013626247921715
404 => 0.00013421462865225
405 => 0.00013531502754964
406 => 0.00013356421378241
407 => 0.00013399380224002
408 => 0.00013279263546169
409 => 0.00013495449651277
410 => 0.00013737179308713
411 => 0.00013798249766375
412 => 0.00013637599684752
413 => 0.00013521278438301
414 => 0.00013317056648133
415 => 0.00013656682036561
416 => 0.00013755998850034
417 => 0.0001365616036762
418 => 0.00013633025609731
419 => 0.00013589185285335
420 => 0.00013642326541799
421 => 0.00013755457949338
422 => 0.00013702107266752
423 => 0.00013737346332518
424 => 0.00013603051352183
425 => 0.00013888684592461
426 => 0.00014342338919406
427 => 0.00014343797492247
428 => 0.00014290446522081
429 => 0.00014268616454551
430 => 0.0001432335778755
501 => 0.00014353052715094
502 => 0.00014530076148168
503 => 0.00014720029344781
504 => 0.00015606458030301
505 => 0.00015357552402509
506 => 0.0001614404466618
507 => 0.00016766057933506
508 => 0.00016952572515033
509 => 0.00016780987876217
510 => 0.00016194006095648
511 => 0.00016165205969149
512 => 0.00017042404566635
513 => 0.00016794555784604
514 => 0.0001676507496063
515 => 0.00016451448802182
516 => 0.0001663684070518
517 => 0.00016596292776459
518 => 0.00016532285887301
519 => 0.00016886000723709
520 => 0.00017548123321125
521 => 0.00017444925304971
522 => 0.00017367892773131
523 => 0.00017030358642439
524 => 0.00017233629580093
525 => 0.00017161248692592
526 => 0.0001747224291934
527 => 0.0001728801682878
528 => 0.00016792678086314
529 => 0.0001687156241371
530 => 0.00016859639206317
531 => 0.00017105017969569
601 => 0.00017031361355516
602 => 0.00016845256570277
603 => 0.00017545860258069
604 => 0.00017500366951546
605 => 0.00017564866058978
606 => 0.0001759326056077
607 => 0.00018019705679507
608 => 0.00018194406599932
609 => 0.00018234066767439
610 => 0.00018400019129988
611 => 0.00018229937721479
612 => 0.00018910384621504
613 => 0.00019362842104843
614 => 0.00019888394754991
615 => 0.00020656368432092
616 => 0.00020945133638835
617 => 0.00020892970788874
618 => 0.00021475239666089
619 => 0.00022521563895335
620 => 0.00021104462831159
621 => 0.00022596673692727
622 => 0.00022124256962358
623 => 0.00021004165393066
624 => 0.00020932044701015
625 => 0.0002169058371627
626 => 0.00023372950245431
627 => 0.0002295153651112
628 => 0.00023373639527333
629 => 0.00022881233937598
630 => 0.00022856781849748
701 => 0.0002334972448691
702 => 0.00024501511827543
703 => 0.00023954340836111
704 => 0.00023169837048062
705 => 0.00023749102436926
706 => 0.00023247289148611
707 => 0.0002211656336134
708 => 0.00022951214263979
709 => 0.00022393106974874
710 => 0.0002255599235245
711 => 0.00023729050861956
712 => 0.00023587905358564
713 => 0.00023770560709675
714 => 0.00023448178795888
715 => 0.00023147023253449
716 => 0.00022584894069383
717 => 0.00022418475330615
718 => 0.00022464467482891
719 => 0.00022418452539188
720 => 0.00022103946426937
721 => 0.00022036028861941
722 => 0.00021922829944744
723 => 0.00021957915022559
724 => 0.00021745067940717
725 => 0.00022146754360604
726 => 0.00022221310899784
727 => 0.0002251362477831
728 => 0.00022543973774892
729 => 0.0002335806376576
730 => 0.00022909676679017
731 => 0.00023210493448683
801 => 0.00023183585565407
802 => 0.00021028441173787
803 => 0.00021325401055952
804 => 0.00021787377441457
805 => 0.00021579257705981
806 => 0.00021285025092536
807 => 0.00021047416481425
808 => 0.00020687415138864
809 => 0.00021194110115306
810 => 0.00021860360128323
811 => 0.00022560870974702
812 => 0.00023402488857339
813 => 0.00023214649543447
814 => 0.00022545137513804
815 => 0.00022575171334375
816 => 0.00022760828595271
817 => 0.00022520385573669
818 => 0.00022449474232593
819 => 0.00022751086465925
820 => 0.00022753163503613
821 => 0.0002247650474875
822 => 0.00022169049170737
823 => 0.00022167760920639
824 => 0.00022113052170201
825 => 0.00022890966502765
826 => 0.00023318740729666
827 => 0.00023367784355387
828 => 0.00023315439702896
829 => 0.00023335585082155
830 => 0.00023086672684883
831 => 0.00023655612612367
901 => 0.00024177728152154
902 => 0.0002403779003412
903 => 0.0002382800290181
904 => 0.00023660897346209
905 => 0.00023998425275911
906 => 0.00023983395688519
907 => 0.00024173167928398
908 => 0.00024164558763419
909 => 0.00024100745496843
910 => 0.00024037792313092
911 => 0.00024287394570759
912 => 0.0002421551312904
913 => 0.00024143520035589
914 => 0.00023999126865081
915 => 0.00024018752295069
916 => 0.00023809001385466
917 => 0.00023711961017135
918 => 0.00022252706709838
919 => 0.00021862746276418
920 => 0.00021985435767149
921 => 0.00022025828333128
922 => 0.00021856117052756
923 => 0.00022099439433559
924 => 0.00022061517898253
925 => 0.00022209048408772
926 => 0.0002211687775083
927 => 0.00022120660466783
928 => 0.00022391714718935
929 => 0.00022470402921482
930 => 0.00022430381466575
1001 => 0.00022458411121736
1002 => 0.0002310434269436
1003 => 0.00023012511880462
1004 => 0.00022963728590834
1005 => 0.00022977241895452
1006 => 0.00023142291261186
1007 => 0.00023188496072231
1008 => 0.00022992723041081
1009 => 0.00023085050734322
1010 => 0.00023478170334011
1011 => 0.0002361573994526
1012 => 0.00024054796107207
1013 => 0.00023868277246011
1014 => 0.00024210640688083
1015 => 0.00025262949188716
1016 => 0.0002610360603323
1017 => 0.00025330503257401
1018 => 0.00026874262495349
1019 => 0.00028076300501201
1020 => 0.00028030164280438
1021 => 0.00027820561150477
1022 => 0.00026452072838648
1023 => 0.00025192769491091
1024 => 0.00026246230214167
1025 => 0.00026248915702196
1026 => 0.00026158422491816
1027 => 0.00025596376934084
1028 => 0.00026138864524711
1029 => 0.0002618192521963
1030 => 0.00026157822681238
1031 => 0.00025726903669911
1101 => 0.00025068969986759
1102 => 0.00025197528653576
1103 => 0.00025408110372349
1104 => 0.00025009435246764
1105 => 0.00024882034387562
1106 => 0.00025118896823824
1107 => 0.00025882116945707
1108 => 0.00025737834602698
1109 => 0.00025734066807631
1110 => 0.00026351367856259
1111 => 0.00025909513527346
1112 => 0.00025199150190067
1113 => 0.00025019774078863
1114 => 0.00024383109726315
1115 => 0.0002482285606234
1116 => 0.00024838681750108
1117 => 0.00024597837175966
1118 => 0.00025218693399888
1119 => 0.00025212972100485
1120 => 0.00025802382682846
1121 => 0.00026929114343813
1122 => 0.00026595884348568
1123 => 0.00026208374119417
1124 => 0.00026250507225819
1125 => 0.00026712603409679
1126 => 0.00026433209508287
1127 => 0.00026533681503231
1128 => 0.00026712451333282
1129 => 0.00026820307610356
1130 => 0.00026234988367362
1201 => 0.00026098522452764
1202 => 0.00025819361084524
1203 => 0.00025746533094344
1204 => 0.00025973904203882
1205 => 0.00025913999949659
1206 => 0.00024837351662332
1207 => 0.00024724835925891
1208 => 0.00024728286622893
1209 => 0.00024445360453782
1210 => 0.00024013830135827
1211 => 0.00025147866046076
1212 => 0.0002505678709166
1213 => 0.00024956242974937
1214 => 0.00024968559055539
1215 => 0.00025460805608134
1216 => 0.00025175277748582
1217 => 0.00025934400360298
1218 => 0.00025778347572643
1219 => 0.00025618292619827
1220 => 0.00025596168149955
1221 => 0.00025534560648367
1222 => 0.00025323285602282
1223 => 0.00025068158288472
1224 => 0.00024899701137146
1225 => 0.00022968658105795
1226 => 0.00023327048460053
1227 => 0.00023739343894318
1228 => 0.00023881666626056
1229 => 0.00023638213744985
1230 => 0.0002533289860589
1231 => 0.00025642533860366
]
'min_raw' => 0.00010687564371581
'max_raw' => 0.00028076300501201
'avg_raw' => 0.00019381932436391
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0001068'
'max' => '$0.00028'
'avg' => '$0.000193'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -4.1438095301487E-6
'max_diff' => -5.0632766700753E-5
'year' => 2027
]
2 => [
'items' => [
101 => 0.00024704628477548
102 => 0.00024529184674847
103 => 0.00025344400672386
104 => 0.00024852725769768
105 => 0.00025074126948311
106 => 0.0002459557870027
107 => 0.00025567951794742
108 => 0.00025560543940932
109 => 0.0002518226884514
110 => 0.00025501984365788
111 => 0.00025446425926263
112 => 0.00025019354274764
113 => 0.00025581490727848
114 => 0.00025581769540515
115 => 0.00025217687985226
116 => 0.00024792520436348
117 => 0.00024716510520618
118 => 0.00024659247259611
119 => 0.00025060043696405
120 => 0.00025419396528377
121 => 0.00026088063057555
122 => 0.00026256181710116
123 => 0.00026912360003351
124 => 0.00026521637778471
125 => 0.0002669483988006
126 => 0.00026882875262269
127 => 0.00026973026339272
128 => 0.00026826129997069
129 => 0.00027845444980224
130 => 0.00027931506395806
131 => 0.00027960362044022
201 => 0.00027616654766814
202 => 0.00027921947274665
203 => 0.00027779111020466
204 => 0.00028150731272836
205 => 0.00028209006073494
206 => 0.00028159649390523
207 => 0.00028178146732057
208 => 0.00027308341213419
209 => 0.00027263237208688
210 => 0.00026648240903747
211 => 0.00026898856443834
212 => 0.00026430342703957
213 => 0.00026578913237098
214 => 0.00026644401712475
215 => 0.00026610194249376
216 => 0.0002691302587045
217 => 0.00026655557128124
218 => 0.00025976054785348
219 => 0.00025296367312612
220 => 0.00025287834390053
221 => 0.00025108884675962
222 => 0.00024979536808949
223 => 0.00025004453796998
224 => 0.00025092264512856
225 => 0.00024974433090513
226 => 0.00024999578398674
227 => 0.0002541715805647
228 => 0.00025500900678799
229 => 0.0002521631052777
301 => 0.00024073640005226
302 => 0.00023793225792822
303 => 0.00023994781967843
304 => 0.00023898451098063
305 => 0.0001928791523377
306 => 0.0002037109224604
307 => 0.00019727505246565
308 => 0.00020024099745937
309 => 0.00019367164075519
310 => 0.00019680688210391
311 => 0.00019622791750748
312 => 0.00021364508332941
313 => 0.00021337313824163
314 => 0.00021350330396414
315 => 0.00020729015488389
316 => 0.00021718787007411
317 => 0.00022206384048713
318 => 0.00022116142813343
319 => 0.00022138854588115
320 => 0.0002174859104983
321 => 0.00021354109000538
322 => 0.00020916567697522
323 => 0.00021729465356787
324 => 0.00021639085013702
325 => 0.00021846385002917
326 => 0.00022373607242075
327 => 0.00022451242719513
328 => 0.00022555585588492
329 => 0.00022518186097594
330 => 0.00023409193701578
331 => 0.00023301286801678
401 => 0.00023561311383503
402 => 0.00023026421090577
403 => 0.00022421141951878
404 => 0.00022536185728079
405 => 0.00022525106087307
406 => 0.00022384049543663
407 => 0.00022256710003125
408 => 0.00022044725545823
409 => 0.00022715475736524
410 => 0.00022688244503715
411 => 0.00023129086510044
412 => 0.00023051163403314
413 => 0.00022530773825557
414 => 0.00022549359641132
415 => 0.00022674358182911
416 => 0.00023106979563218
417 => 0.00023235411044003
418 => 0.00023175916464994
419 => 0.00023316735720555
420 => 0.00023428033518486
421 => 0.00023330713010404
422 => 0.00024708566174063
423 => 0.00024136385476924
424 => 0.00024415262367502
425 => 0.00024481772862667
426 => 0.00024311407627867
427 => 0.00024348353746973
428 => 0.00024404317050205
429 => 0.00024744115268686
430 => 0.00025635844115389
501 => 0.0002603078475139
502 => 0.00027218983140828
503 => 0.0002599799042941
504 => 0.00025925541774884
505 => 0.00026139572184976
506 => 0.00026837170423148
507 => 0.00027402508273117
508 => 0.00027590063453074
509 => 0.00027614851966304
510 => 0.00027966717952337
511 => 0.00028168400973619
512 => 0.00027923992166638
513 => 0.00027716881293391
514 => 0.00026975035852968
515 => 0.00027060906482675
516 => 0.0002765246996755
517 => 0.00028488088232852
518 => 0.00029205135635744
519 => 0.00028954050626876
520 => 0.00030869652006145
521 => 0.0003105957605837
522 => 0.00031033334695332
523 => 0.00031466009950788
524 => 0.00030607237681491
525 => 0.00030240095898438
526 => 0.00027761661014995
527 => 0.00028458000123198
528 => 0.00029470169911531
529 => 0.00029336205444603
530 => 0.00028601140688939
531 => 0.00029204578023212
601 => 0.00029005062769272
602 => 0.00028847696810593
603 => 0.00029568620774191
604 => 0.00028775935262291
605 => 0.00029462262267177
606 => 0.00028582040784267
607 => 0.00028955197562047
608 => 0.00028743375727416
609 => 0.0002888045041433
610 => 0.00028079114595528
611 => 0.00028511495952026
612 => 0.0002806112610956
613 => 0.00028060912575615
614 => 0.00028050970636381
615 => 0.00028580828758797
616 => 0.00028598107413146
617 => 0.00028206541460109
618 => 0.00028150110688867
619 => 0.00028358764826715
620 => 0.000281144854779
621 => 0.00028228782247735
622 => 0.00028117947410623
623 => 0.0002809299615425
624 => 0.00027894180298366
625 => 0.00027808524961095
626 => 0.00027842112625905
627 => 0.0002772746061028
628 => 0.00027658378623722
629 => 0.00028037228490486
630 => 0.00027834824289434
701 => 0.0002800620714379
702 => 0.00027810894751011
703 => 0.0002713385690408
704 => 0.00026744485278765
705 => 0.00025465623547354
706 => 0.00025828307147959
707 => 0.00026068766750383
708 => 0.00025989294853217
709 => 0.00026160031239873
710 => 0.0002617051306735
711 => 0.00026115004927596
712 => 0.00026050733612795
713 => 0.00026019449891177
714 => 0.00026252613121849
715 => 0.00026387972225168
716 => 0.00026092900088421
717 => 0.00026023768815279
718 => 0.0002632210303691
719 => 0.00026504086739762
720 => 0.00027847752153816
721 => 0.00027748209079961
722 => 0.00027998042660996
723 => 0.0002796991523378
724 => 0.00028231780628315
725 => 0.00028659819875807
726 => 0.00027789496404
727 => 0.00027940554465184
728 => 0.00027903518517022
729 => 0.00028307867287711
730 => 0.00028309129620437
731 => 0.0002806670233369
801 => 0.00028198126098769
802 => 0.00028124768958524
803 => 0.00028257335225759
804 => 0.00027746879621521
805 => 0.00028368559447205
806 => 0.00028721011848205
807 => 0.00028725905650135
808 => 0.00028892965290974
809 => 0.00029062707561508
810 => 0.00029388513068362
811 => 0.00029053621022753
812 => 0.00028451182833786
813 => 0.00028494676925166
814 => 0.00028141467635398
815 => 0.00028147405147371
816 => 0.00028115710243126
817 => 0.00028210829036648
818 => 0.00027767752847705
819 => 0.00027871741943642
820 => 0.00027726156600371
821 => 0.0002794023799108
822 => 0.00027709921803599
823 => 0.00027903500657166
824 => 0.00027987042873125
825 => 0.0002829531544855
826 => 0.0002766438969356
827 => 0.00026377889369217
828 => 0.00026648327334703
829 => 0.00026248328341306
830 => 0.00026285349771048
831 => 0.00026360138951045
901 => 0.00026117722749179
902 => 0.00026163968121083
903 => 0.00026162315910975
904 => 0.00026148078056859
905 => 0.00026085016240196
906 => 0.00025993564129634
907 => 0.00026357881190638
908 => 0.00026419785758486
909 => 0.00026557391944459
910 => 0.00026966814614748
911 => 0.00026925903635135
912 => 0.00026992631140265
913 => 0.00026846965371226
914 => 0.00026292106788295
915 => 0.00026322238278853
916 => 0.00025946498108766
917 => 0.00026547783423531
918 => 0.00026405391124416
919 => 0.0002631358988286
920 => 0.00026288541063569
921 => 0.00026698978613467
922 => 0.00026821787961217
923 => 0.00026745261417128
924 => 0.00026588303242565
925 => 0.00026889709338244
926 => 0.00026970352894145
927 => 0.00026988406012291
928 => 0.00027522439824946
929 => 0.00027018252570043
930 => 0.00027139615453489
1001 => 0.00028086454025568
1002 => 0.00027227802095484
1003 => 0.00027682649173072
1004 => 0.00027660386775534
1005 => 0.00027893071149243
1006 => 0.00027641299865342
1007 => 0.00027644420872151
1008 => 0.000278510288326
1009 => 0.00027560885214092
1010 => 0.00027489041573851
1011 => 0.00027389790099411
1012 => 0.00027606502062807
1013 => 0.00027736411083824
1014 => 0.00028783382385559
1015 => 0.00029459773594172
1016 => 0.00029430409667951
1017 => 0.00029698740986643
1018 => 0.00029577855269939
1019 => 0.00029187483402662
1020 => 0.00029853800579326
1021 => 0.00029642949944735
1022 => 0.00029660332214867
1023 => 0.00029659685245905
1024 => 0.00029799882485026
1025 => 0.0002970053989222
1026 => 0.00029504725444493
1027 => 0.00029634716213172
1028 => 0.00030020742323599
1029 => 0.0003121897921509
1030 => 0.00031889528454096
1031 => 0.00031178611308936
1101 => 0.00031668992436108
1102 => 0.00031374938500466
1103 => 0.00031321500153013
1104 => 0.00031629495739758
1105 => 0.00031938030432005
1106 => 0.00031918378105941
1107 => 0.00031694397762801
1108 => 0.00031567876950252
1109 => 0.00032525934930454
1110 => 0.00033231815730175
1111 => 0.00033183679391919
1112 => 0.00033396137534205
1113 => 0.00034019921211041
1114 => 0.00034076952172939
1115 => 0.00034069767582581
1116 => 0.00033928410392951
1117 => 0.00034542606431342
1118 => 0.00035054979572319
1119 => 0.00033895690287753
1120 => 0.00034337132471105
1121 => 0.0003453531008959
1122 => 0.00034826293630176
1123 => 0.00035317231637649
1124 => 0.0003585052052864
1125 => 0.00035925933425042
1126 => 0.00035872424366205
1127 => 0.00035520706007022
1128 => 0.00036104237075004
1129 => 0.0003644605588914
1130 => 0.00036649601170574
1201 => 0.00037165758137585
1202 => 0.00034536533967094
1203 => 0.00032675438418301
1204 => 0.00032384801473811
1205 => 0.00032975823129164
1206 => 0.00033131670826371
1207 => 0.00033068848815043
1208 => 0.00030974016571472
1209 => 0.00032373772615584
1210 => 0.00033879792424218
1211 => 0.00033937644778526
1212 => 0.00034691589784118
1213 => 0.00034937105183188
1214 => 0.0003554412973452
1215 => 0.00035506160183559
1216 => 0.00035653961001938
1217 => 0.00035619984153346
1218 => 0.00036744369310589
1219 => 0.00037984733111839
1220 => 0.00037941783257517
1221 => 0.00037763466285769
1222 => 0.00038028297396376
1223 => 0.0003930848576473
1224 => 0.00039190626534372
1225 => 0.00039305116737439
1226 => 0.00040814530971982
1227 => 0.00042776984188559
1228 => 0.00041865227642377
1229 => 0.00043843476996713
1230 => 0.00045088680102775
1231 => 0.00047242130118304
]
'min_raw' => 0.0001928791523377
'max_raw' => 0.00047242130118304
'avg_raw' => 0.00033265022676037
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000192'
'max' => '$0.000472'
'avg' => '$0.000332'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 8.6003508621885E-5
'max_diff' => 0.00019165829617103
'year' => 2028
]
3 => [
'items' => [
101 => 0.00046972507570395
102 => 0.00047810829858694
103 => 0.00046489826937714
104 => 0.00043456537212403
105 => 0.00042976507502406
106 => 0.00043937539138109
107 => 0.00046300141638387
108 => 0.00043863132377586
109 => 0.00044356136177079
110 => 0.00044214151049659
111 => 0.00044206585265617
112 => 0.00044495340470242
113 => 0.00044076485985474
114 => 0.00042369997464045
115 => 0.00043152071097016
116 => 0.00042850074909066
117 => 0.00043185162194904
118 => 0.00044993490076065
119 => 0.00044193985214651
120 => 0.00043351771789653
121 => 0.00044408094326721
122 => 0.00045753155908215
123 => 0.00045668984371753
124 => 0.00045505656410045
125 => 0.00046426327578623
126 => 0.00047947006617773
127 => 0.00048358040051472
128 => 0.0004866145652902
129 => 0.0004870329253501
130 => 0.00049134229397645
131 => 0.00046816973277186
201 => 0.00050494518251712
202 => 0.00051129528678683
203 => 0.00051010173036898
204 => 0.00051715960401152
205 => 0.00051508299854491
206 => 0.00051207432303321
207 => 0.00052326255400942
208 => 0.00051043615003888
209 => 0.00049223068440206
210 => 0.00048224280589041
211 => 0.00049539565001372
212 => 0.00050342763294882
213 => 0.00050873626273887
214 => 0.00051034265090577
215 => 0.00046996855273435
216 => 0.00044820915307009
217 => 0.00046215667878286
218 => 0.00047917362275923
219 => 0.00046807520278886
220 => 0.00046851023983961
221 => 0.00045268680957533
222 => 0.00048057364522827
223 => 0.00047651076783884
224 => 0.00049758898292229
225 => 0.00049255849772938
226 => 0.00050974696387835
227 => 0.00050522066469309
228 => 0.00052400907954909
301 => 0.00053150428691118
302 => 0.00054408990660799
303 => 0.00055334793968966
304 => 0.00055878443379317
305 => 0.00055845804707897
306 => 0.00058000014516767
307 => 0.00056729752254835
308 => 0.00055134003476019
309 => 0.00055105141415133
310 => 0.00055931602319617
311 => 0.00057663637646938
312 => 0.00058112729207224
313 => 0.00058363710123226
314 => 0.0005797932411366
315 => 0.00056600545468849
316 => 0.00056005195840585
317 => 0.00056512450972805
318 => 0.00055892121535031
319 => 0.00056962984178328
320 => 0.00058433507311493
321 => 0.00058129850099573
322 => 0.00059144930632188
323 => 0.00060195432193858
324 => 0.00061697696608023
325 => 0.00062090444154576
326 => 0.00062739640914177
327 => 0.00063407877629832
328 => 0.00063622497253416
329 => 0.00064032272707396
330 => 0.00064030112988482
331 => 0.0006526499890012
401 => 0.0006662711630189
402 => 0.00067141284087968
403 => 0.00068323584560677
404 => 0.00066298936433913
405 => 0.00067834655295545
406 => 0.00069219912150273
407 => 0.00067568351820629
408 => 0.00069844642970839
409 => 0.00069933026198015
410 => 0.00071267507994972
411 => 0.00069914755037978
412 => 0.00069111494650256
413 => 0.00071430477291837
414 => 0.00072552559944829
415 => 0.00072214579517936
416 => 0.0006964253178113
417 => 0.00068145489677992
418 => 0.00064227441736224
419 => 0.00068868538770324
420 => 0.00071129081752977
421 => 0.00069636677520912
422 => 0.00070389359407596
423 => 0.0007449574772342
424 => 0.00076059194525132
425 => 0.00075734008519694
426 => 0.00075788959601596
427 => 0.00076632567117233
428 => 0.00080373587424712
429 => 0.00078131881340299
430 => 0.00079845581646708
501 => 0.00080754522110022
502 => 0.0008159879666815
503 => 0.00079525525189102
504 => 0.00076828229457267
505 => 0.00075973882674223
506 => 0.00069488287332106
507 => 0.00069150683929036
508 => 0.00068961176908463
509 => 0.00067766361950048
510 => 0.00066827564680095
511 => 0.0006608099823572
512 => 0.00064121784942069
513 => 0.00064782961915367
514 => 0.00061660384844881
515 => 0.00063658098997241
516 => 0.00058674390595485
517 => 0.00062824971044162
518 => 0.00060565998809683
519 => 0.00062082837910272
520 => 0.00062077545801545
521 => 0.00059284564103086
522 => 0.00057673630547455
523 => 0.00058700180107575
524 => 0.00059800722723629
525 => 0.00059979282060414
526 => 0.00061406164289229
527 => 0.0006180437644856
528 => 0.00060597775015038
529 => 0.00058571114316209
530 => 0.00059041861373338
531 => 0.00057664090873367
601 => 0.00055249601067346
602 => 0.00056983729798978
603 => 0.00057575837592216
604 => 0.00057837346125346
605 => 0.00055462972707152
606 => 0.00054716893029
607 => 0.00054319686468567
608 => 0.00058264612524025
609 => 0.0005848072447851
610 => 0.00057375065164213
611 => 0.00062372750107751
612 => 0.00061241620084954
613 => 0.00062505369454002
614 => 0.00058999146012041
615 => 0.0005913308846928
616 => 0.00057473186102132
617 => 0.00058402620513018
618 => 0.00057745726228473
619 => 0.00058327531397469
620 => 0.00058676263016892
621 => 0.00060335893010395
622 => 0.00062843921352788
623 => 0.00060087999633148
624 => 0.00058887205074375
625 => 0.00059632171265113
626 => 0.00061616114401544
627 => 0.00064621889809418
628 => 0.00062842410271089
629 => 0.00063632113072677
630 => 0.00063804628003392
701 => 0.00062492505671742
702 => 0.00064670269631378
703 => 0.0006583735102947
704 => 0.00067034535050445
705 => 0.00068074016391523
706 => 0.00066556353425827
707 => 0.00068180470347562
708 => 0.00066871718803874
709 => 0.00065697633372937
710 => 0.00065699413975895
711 => 0.00064962893034417
712 => 0.00063535790902693
713 => 0.00063272611373929
714 => 0.00064641704518473
715 => 0.00065739587566795
716 => 0.0006583001447316
717 => 0.00066437858939978
718 => 0.00066797575034146
719 => 0.00070323281767302
720 => 0.00071741350181554
721 => 0.00073475337395839
722 => 0.00074150823137968
723 => 0.00076183793046734
724 => 0.00074542004735662
725 => 0.00074186793507229
726 => 0.00069255473487952
727 => 0.00070062976864851
728 => 0.00071355867683752
729 => 0.00069276792781354
730 => 0.0007059548726985
731 => 0.00070855825495647
801 => 0.00069206146611738
802 => 0.00070087311382051
803 => 0.00067747198999247
804 => 0.00062894929407944
805 => 0.00064675671594528
806 => 0.00065986897235193
807 => 0.00064115616573008
808 => 0.00067469814731411
809 => 0.00065510361411977
810 => 0.00064889308780063
811 => 0.00062466361041716
812 => 0.00063609899106405
813 => 0.00065156550712783
814 => 0.0006420089983759
815 => 0.00066184018895318
816 => 0.00068992644359595
817 => 0.00070994238121977
818 => 0.00071147895637164
819 => 0.00069861004944319
820 => 0.00071923255492429
821 => 0.00071938276736262
822 => 0.00069612049693453
823 => 0.00068187248582219
824 => 0.0006786353077194
825 => 0.00068672241330633
826 => 0.00069654165245092
827 => 0.00071202385580573
828 => 0.00072137942704087
829 => 0.00074577379501055
830 => 0.0007523742115418
831 => 0.0007596260681884
901 => 0.00076931678505801
902 => 0.00078095297530879
903 => 0.00075549365348877
904 => 0.00075650519980679
905 => 0.00073279783183629
906 => 0.00070746310917933
907 => 0.0007266890056582
908 => 0.00075182430779049
909 => 0.0007460582417093
910 => 0.00074540944148513
911 => 0.00074650054350001
912 => 0.00074215311797691
913 => 0.00072248987345903
914 => 0.00071261511516057
915 => 0.0007253560726851
916 => 0.00073212732457461
917 => 0.00074262894574001
918 => 0.00074133439926905
919 => 0.00076838544759936
920 => 0.00077889666699928
921 => 0.00077620744727634
922 => 0.00077670232842505
923 => 0.00079573238906732
924 => 0.000816897730332
925 => 0.00083672186543913
926 => 0.00085688782713653
927 => 0.00083257697321944
928 => 0.00082023342088536
929 => 0.00083296881610641
930 => 0.00082621123613845
1001 => 0.00086504229506274
1002 => 0.0008677308733321
1003 => 0.00090655912432885
1004 => 0.00094341175810689
1005 => 0.00092026527911442
1006 => 0.00094209136626401
1007 => 0.00096569805902328
1008 => 0.0010112391994038
1009 => 0.00099590254548027
1010 => 0.00098415490893086
1011 => 0.00097305344915584
1012 => 0.00099615382464056
1013 => 0.0010258720886641
1014 => 0.0010322731180968
1015 => 0.0010426452311592
1016 => 0.0010317402225158
1017 => 0.0010448741042795
1018 => 0.0010912424782256
1019 => 0.0010787133342804
1020 => 0.0010609199357178
1021 => 0.0010975233136823
1022 => 0.0011107699338756
1023 => 0.0012037416517012
1024 => 0.0013211222859261
1025 => 0.0012725259325942
1026 => 0.0012423606078866
1027 => 0.0012494501747239
1028 => 0.0012923136087576
1029 => 0.0013060799833518
1030 => 0.0012686582316508
1031 => 0.0012818762269901
1101 => 0.0013547086808741
1102 => 0.001393780955638
1103 => 0.001340715558402
1104 => 0.0011943102320322
1105 => 0.0010593178348591
1106 => 0.0010951238973763
1107 => 0.0010910646010783
1108 => 0.001169313986743
1109 => 0.001078414518341
1110 => 0.0010799450322642
1111 => 0.0011598125323569
1112 => 0.0011385052526077
1113 => 0.0011039901882443
1114 => 0.0010595698330256
1115 => 0.00097745469801814
1116 => 0.0009047230329921
1117 => 0.0010473665772103
1118 => 0.0010412155282031
1119 => 0.0010323078977064
1120 => 0.0010521308654706
1121 => 0.0011483855700859
1122 => 0.0011461665875984
1123 => 0.001132050553148
1124 => 0.0011427574408656
1125 => 0.0011021132190604
1126 => 0.0011125881604713
1127 => 0.0010592964513737
1128 => 0.0010833865295442
1129 => 0.0011039161344177
1130 => 0.0011080377565421
1201 => 0.0011173239816435
1202 => 0.0010379742048822
1203 => 0.001073599925061
1204 => 0.0010945266979874
1205 => 0.00099997877658311
1206 => 0.001092657789576
1207 => 0.0010365929018061
1208 => 0.0010175636368306
1209 => 0.0010431840352051
1210 => 0.0010331997410419
1211 => 0.0010246158312178
1212 => 0.0010198258620457
1213 => 0.0010386386549917
1214 => 0.0010377610157146
1215 => 0.0010069796350492
1216 => 0.00096682657878071
1217 => 0.00098030326244355
1218 => 0.00097540705692426
1219 => 0.00095766257649925
1220 => 0.00096962021382897
1221 => 0.00091696483065066
1222 => 0.00082637398068105
1223 => 0.00088622107104375
1224 => 0.0008839170231659
1225 => 0.00088275521774563
1226 => 0.00092772865210112
1227 => 0.0009234054941015
1228 => 0.00091555891999972
1229 => 0.00095751846801251
1230 => 0.00094220266855228
1231 => 0.00098940235363253
]
'min_raw' => 0.00042369997464045
'max_raw' => 0.001393780955638
'avg_raw' => 0.00090874046513921
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000423'
'max' => '$0.001393'
'avg' => '$0.0009087'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00023082082230275
'max_diff' => 0.00092135965445492
'year' => 2029
]
4 => [
'items' => [
101 => 0.0010204911189106
102 => 0.0010126060024199
103 => 0.001041845136429
104 => 0.00098061373801607
105 => 0.0010009523523915
106 => 0.0010051441126262
107 => 0.00095700069370325
108 => 0.00092411281621564
109 => 0.00092191956973647
110 => 0.00086489652240164
111 => 0.00089535777401395
112 => 0.00092216241486054
113 => 0.00090932507201918
114 => 0.00090526115278031
115 => 0.00092602283481514
116 => 0.00092763619532102
117 => 0.00089085140481051
118 => 0.00089850012758046
119 => 0.00093039657302553
120 => 0.0008976964189931
121 => 0.00083416536124792
122 => 0.00081840878054153
123 => 0.00081630656222389
124 => 0.00077357346567797
125 => 0.00081946171060735
126 => 0.00079943026196717
127 => 0.0008627093682079
128 => 0.00082656468209585
129 => 0.00082500655691902
130 => 0.00082265122218699
131 => 0.00078586908070793
201 => 0.0007939220320648
202 => 0.00082069126887419
203 => 0.00083024283414481
204 => 0.00082924652763342
205 => 0.00082056008500991
206 => 0.00082453669396117
207 => 0.00081172665098677
208 => 0.00080720315819452
209 => 0.00079292577065747
210 => 0.00077194195520697
211 => 0.00077485988344658
212 => 0.00073328545432517
213 => 0.00071063349881787
214 => 0.00070436373608142
215 => 0.00069597954731882
216 => 0.00070531075251163
217 => 0.00073316767919102
218 => 0.000699566315439
219 => 0.00064195913414777
220 => 0.00064542142390123
221 => 0.00065320016101421
222 => 0.00063870453586567
223 => 0.00062498564318818
224 => 0.00063691310732231
225 => 0.00061250418518717
226 => 0.00065614986263924
227 => 0.00065496936937976
228 => 0.0006712377789033
301 => 0.00068141074923974
302 => 0.0006579653461525
303 => 0.00065206889067917
304 => 0.00065542777969574
305 => 0.0005999128262696
306 => 0.0006667010228325
307 => 0.00066727860992981
308 => 0.0006623329585393
309 => 0.00069789561135481
310 => 0.00077294390106511
311 => 0.00074470771566564
312 => 0.00073377381123574
313 => 0.00071298845092186
314 => 0.00074068370942752
315 => 0.00073855714568763
316 => 0.00072894001798045
317 => 0.00072312354913589
318 => 0.00073384057132467
319 => 0.00072179559148667
320 => 0.00071963198213385
321 => 0.00070652286348598
322 => 0.00070184350455558
323 => 0.00069837909349416
324 => 0.00069456511732154
325 => 0.0007029777983747
326 => 0.00068391355632789
327 => 0.00066092394931012
328 => 0.00065901261223759
329 => 0.00066428998194132
330 => 0.00066195513870139
331 => 0.00065900143390643
401 => 0.00065336200705923
402 => 0.00065168890958096
403 => 0.00065712566471385
404 => 0.00065098788515133
405 => 0.00066004451323798
406 => 0.0006575816115245
407 => 0.00064382404276133
408 => 0.0006266770183781
409 => 0.00062652437389399
410 => 0.00062283007561738
411 => 0.00061812483132065
412 => 0.00061681593999871
413 => 0.00063590860956134
414 => 0.00067542986416047
415 => 0.00066767089621919
416 => 0.00067327754572779
417 => 0.00070085671220509
418 => 0.00070962329989376
419 => 0.00070340098360035
420 => 0.00069488349328219
421 => 0.00069525821962919
422 => 0.00072436506246603
423 => 0.00072618042055059
424 => 0.00073076724477354
425 => 0.0007366626101364
426 => 0.00070440498981393
427 => 0.00069373888861288
428 => 0.00068868469813106
429 => 0.00067311974766492
430 => 0.00068990521230465
501 => 0.00068012504088434
502 => 0.00068144472014717
503 => 0.00068058527729601
504 => 0.00068105459120802
505 => 0.00065613766278289
506 => 0.0006652160819058
507 => 0.00065012144932561
508 => 0.00062991143075276
509 => 0.00062984367968396
510 => 0.00063479005309815
511 => 0.00063184775663978
512 => 0.00062393011252366
513 => 0.00062505477650013
514 => 0.00061520153663922
515 => 0.00062625113821791
516 => 0.00062656800125381
517 => 0.00062231330277015
518 => 0.00063933673855331
519 => 0.00064631125408347
520 => 0.00064351072039705
521 => 0.00064611476117438
522 => 0.00066799331636679
523 => 0.00067156047549144
524 => 0.00067314477194131
525 => 0.00067102202457755
526 => 0.00064651466100027
527 => 0.00064760166678828
528 => 0.00063962593955554
529 => 0.00063288729050531
530 => 0.00063315680112776
531 => 0.00063662134270264
601 => 0.00065175119895281
602 => 0.00068359108947754
603 => 0.0006847993900483
604 => 0.00068626388558867
605 => 0.0006803070462295
606 => 0.00067851040647949
607 => 0.00068088063806181
608 => 0.00069283802688099
609 => 0.00072359567732332
610 => 0.0007127238694226
611 => 0.00070388492036954
612 => 0.00071163906165263
613 => 0.00071044537238106
614 => 0.00070036943364265
615 => 0.00070008663560122
616 => 0.00068074768768973
617 => 0.00067359851897339
618 => 0.00066762413848801
619 => 0.00066110027096313
620 => 0.00065723270361236
621 => 0.00066317504484107
622 => 0.00066453412858779
623 => 0.00065154109563687
624 => 0.00064977019325657
625 => 0.00066038058443838
626 => 0.00065571134687452
627 => 0.00066051377350047
628 => 0.00066162797767215
629 => 0.00066144856513821
630 => 0.00065657334486302
701 => 0.00065968066488526
702 => 0.00065233092669597
703 => 0.0006443391903101
704 => 0.00063924096039868
705 => 0.0006347920786189
706 => 0.00063726057680085
707 => 0.00062846083151217
708 => 0.00062564561589044
709 => 0.00065862797477864
710 => 0.00068299239790947
711 => 0.00068263812954777
712 => 0.00068048161200639
713 => 0.00067727746437351
714 => 0.00069260362352424
715 => 0.00068726429613235
716 => 0.00069114910292569
717 => 0.00069213794929942
718 => 0.00069513088945123
719 => 0.0006962006083036
720 => 0.00069296717496421
721 => 0.00068211537774662
722 => 0.00065507373083829
723 => 0.00064248577120493
724 => 0.00063833153485687
725 => 0.0006384825334581
726 => 0.00063431731794863
727 => 0.00063554416058804
728 => 0.00063389067214576
729 => 0.0006307593650579
730 => 0.00063706722741197
731 => 0.00063779414978647
801 => 0.00063632181933969
802 => 0.00063666860645904
803 => 0.00062447833920025
804 => 0.00062540513874407
805 => 0.00062024460111211
806 => 0.00061927706251732
807 => 0.00060623167276313
808 => 0.00058311987385409
809 => 0.0005959260539663
810 => 0.00058045798921217
811 => 0.00057459999871036
812 => 0.00060233081464152
813 => 0.00059954740985514
814 => 0.00059478343077783
815 => 0.00058773651282225
816 => 0.00058512274240452
817 => 0.00056924230076552
818 => 0.00056830399955463
819 => 0.0005761747752389
820 => 0.00057254268307746
821 => 0.00056744185010193
822 => 0.00054896715012771
823 => 0.00052819547059373
824 => 0.00052882243703274
825 => 0.00053542952182166
826 => 0.00055464051193223
827 => 0.00054713444574253
828 => 0.00054168870859971
829 => 0.00054066888573112
830 => 0.00055343410407534
831 => 0.00057149956242833
901 => 0.00057997547129571
902 => 0.00057157610302532
903 => 0.0005619273610104
904 => 0.00056251463522888
905 => 0.00056642150750096
906 => 0.00056683206453656
907 => 0.00056055172539155
908 => 0.00056231960407357
909 => 0.00055963403469736
910 => 0.00054315270039276
911 => 0.00054285460531806
912 => 0.00053880982008229
913 => 0.00053868734559285
914 => 0.00053180615688785
915 => 0.00053084343102061
916 => 0.00051718041318852
917 => 0.00052617345290103
918 => 0.00052014139401766
919 => 0.00051104965846157
920 => 0.00050948223982482
921 => 0.00050943512132788
922 => 0.00051877030086911
923 => 0.00052606436589288
924 => 0.00052024632426448
925 => 0.00051892166896369
926 => 0.00053306552199525
927 => 0.0005312655877729
928 => 0.00052970685634468
929 => 0.0005698819987765
930 => 0.00053808023863625
1001 => 0.0005242128560341
1002 => 0.0005070493367194
1003 => 0.00051263786515424
1004 => 0.00051381545020803
1005 => 0.00047254028021306
1006 => 0.0004557949488866
1007 => 0.00045004858220986
1008 => 0.00044674146694569
1009 => 0.00044824856089971
1010 => 0.00043317579867443
1011 => 0.0004433049441703
1012 => 0.00043025320615208
1013 => 0.0004280650397993
1014 => 0.00045140316417595
1015 => 0.00045465052784362
1016 => 0.00044079626556054
1017 => 0.0004496929447476
1018 => 0.00044646688520129
1019 => 0.00043047694073965
1020 => 0.00042986624247528
1021 => 0.00042184305041815
1022 => 0.00040928830844487
1023 => 0.00040355045447438
1024 => 0.00040056213030821
1025 => 0.00040179517110045
1026 => 0.00040117170794422
1027 => 0.00039710318912312
1028 => 0.00040140491068061
1029 => 0.0003904157896953
1030 => 0.00038603983317358
1031 => 0.00038406331513414
1101 => 0.00037430983774947
1102 => 0.00038983195765956
1103 => 0.00039289001082436
1104 => 0.00039595408929858
1105 => 0.00042262480048142
1106 => 0.00042129240712137
1107 => 0.00043333659419432
1108 => 0.0004328685792325
1109 => 0.0004294333819764
1110 => 0.00041494084981544
1111 => 0.00042071731483026
1112 => 0.00040293825337664
1113 => 0.00041625953507635
1114 => 0.00041018025841863
1115 => 0.00041420412552318
1116 => 0.00040696884965173
1117 => 0.00041097315005621
1118 => 0.00039361518867603
1119 => 0.00037740656857232
1120 => 0.00038392939046117
1121 => 0.00039102044382952
1122 => 0.00040639565429888
1123 => 0.00039723830578606
1124 => 0.00040053163458895
1125 => 0.00038949953439584
1126 => 0.00036673716053382
1127 => 0.00036686599309789
1128 => 0.00036336449778449
1129 => 0.00036033869460703
1130 => 0.00039829013742021
1201 => 0.00039357027558286
1202 => 0.0003860497934653
1203 => 0.00039611625763174
1204 => 0.00039877799053362
1205 => 0.00039885376632738
1206 => 0.00040619799873017
1207 => 0.00041011761688006
1208 => 0.00041080846656758
1209 => 0.00042236477493601
1210 => 0.00042623829706972
1211 => 0.00044219278653708
1212 => 0.00040978506466489
1213 => 0.00040911764895943
1214 => 0.0003962579134263
1215 => 0.00038810206584682
1216 => 0.0003968163512877
1217 => 0.00040453601856974
1218 => 0.00039649778500724
1219 => 0.00039754740861413
1220 => 0.0003867567368043
1221 => 0.00039061389422802
1222 => 0.00039393619781654
1223 => 0.00039210181705094
1224 => 0.0003893556602598
1225 => 0.00040390309388653
1226 => 0.00040308227066946
1227 => 0.00041662917530673
1228 => 0.00042718995621993
1229 => 0.00044611676358178
1230 => 0.00042636565342291
1231 => 0.00042564584446516
]
'min_raw' => 0.00036033869460703
'max_raw' => 0.001041845136429
'avg_raw' => 0.000701091915518
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00036'
'max' => '$0.001041'
'avg' => '$0.000701'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -6.3361280033424E-5
'max_diff' => -0.000351935819209
'year' => 2030
]
5 => [
'items' => [
101 => 0.00043268209248808
102 => 0.0004262372198568
103 => 0.00043031015689033
104 => 0.00044546055045831
105 => 0.00044578065440073
106 => 0.00044041850093466
107 => 0.00044009221340894
108 => 0.00044112207363763
109 => 0.00044715399716416
110 => 0.0004450462577417
111 => 0.00044748538716281
112 => 0.00045053555585317
113 => 0.00046315234680125
114 => 0.00046619421238489
115 => 0.00045880405604313
116 => 0.00045947130441672
117 => 0.00045670718308057
118 => 0.0004540370765042
119 => 0.00046003908615014
120 => 0.0004710078767479
121 => 0.00047093964047088
122 => 0.00047348418668674
123 => 0.00047506941789906
124 => 0.0004682644450756
125 => 0.00046383465799332
126 => 0.00046553332023534
127 => 0.00046824951815239
128 => 0.00046465249385885
129 => 0.00044244999361536
130 => 0.00044918481388803
131 => 0.00044806381047877
201 => 0.00044646736530532
202 => 0.00045323927916831
203 => 0.00045258611155603
204 => 0.000433021205712
205 => 0.00043427368750595
206 => 0.00043309737327824
207 => 0.00043689828519923
208 => 0.00042603195813954
209 => 0.00042937436715727
210 => 0.00043147069476005
211 => 0.00043270544782284
212 => 0.00043716622256373
213 => 0.00043664280213395
214 => 0.00043713368601489
215 => 0.00044374783735476
216 => 0.00047719994512913
217 => 0.00047902066954738
218 => 0.00047005475661327
219 => 0.00047363646198564
220 => 0.00046676037090356
221 => 0.00047137633691276
222 => 0.00047453446362344
223 => 0.00046026349629075
224 => 0.00045941846222312
225 => 0.00045251399106719
226 => 0.00045622406277715
227 => 0.00045032107192301
228 => 0.00045176945940076
301 => 0.00044771964174481
302 => 0.00045500850721487
303 => 0.00046315859138557
304 => 0.00046521762450367
305 => 0.00045980119483945
306 => 0.00045587934280244
307 => 0.00044899386256384
308 => 0.00046044456965357
309 => 0.00046379310536059
310 => 0.00046042698122102
311 => 0.00045964697670662
312 => 0.00045816886956126
313 => 0.00045996056412497
314 => 0.00046377486851599
315 => 0.00046197611300433
316 => 0.00046316422270978
317 => 0.00045863637368602
318 => 0.00046826669780476
319 => 0.00048356197016904
320 => 0.00048361114697072
321 => 0.0004818123817631
322 => 0.00048107636579507
323 => 0.0004829220080563
324 => 0.0004839231932708
325 => 0.0004898916619107
326 => 0.00049629606655559
327 => 0.00052618262857264
328 => 0.00051779060155126
329 => 0.00054430773733232
330 => 0.00056527934891599
331 => 0.00057156781825251
401 => 0.00056578272235826
402 => 0.00054599222180878
403 => 0.00054502120543626
404 => 0.00057459656859099
405 => 0.00056624017386233
406 => 0.00056524620729918
407 => 0.00055467208240032
408 => 0.00056092269984639
409 => 0.00055955559811991
410 => 0.00055739756116375
411 => 0.00056932330382908
412 => 0.00059164722948018
413 => 0.00058816783631501
414 => 0.00058557063072161
415 => 0.00057419043184652
416 => 0.00058104385342877
417 => 0.00057860348127197
418 => 0.00058908886875599
419 => 0.00058287755749023
420 => 0.00056617686595352
421 => 0.00056883650612694
422 => 0.00056843450686518
423 => 0.00057670762318621
424 => 0.00057422423901801
425 => 0.00056794958624945
426 => 0.00059157092872923
427 => 0.0005900370901374
428 => 0.00059221172257629
429 => 0.00059316906302864
430 => 0.00060754695794134
501 => 0.00061343712144575
502 => 0.00061477429168308
503 => 0.00062036949145067
504 => 0.00061463507801575
505 => 0.00063757682032294
506 => 0.00065283174026944
507 => 0.00067055111479831
508 => 0.00069644388350386
509 => 0.00070617980405865
510 => 0.00070442109715327
511 => 0.00072405269887574
512 => 0.00075933025078502
513 => 0.00071155169901795
514 => 0.00076186263004406
515 => 0.00074593477014882
516 => 0.00070817010086718
517 => 0.00070573850138165
518 => 0.000731313173876
519 => 0.00078803533599747
520 => 0.00077382707772348
521 => 0.00078805857561803
522 => 0.00077145677737352
523 => 0.00077063235815973
524 => 0.00078725226333321
525 => 0.00082608557767489
526 => 0.00080763732567618
527 => 0.00078118723273905
528 => 0.0008007175697548
529 => 0.00078379858438439
530 => 0.00074567537501903
531 => 0.00077381621293615
601 => 0.00075499923602589
602 => 0.00076049103025382
603 => 0.0008000415169051
604 => 0.00079528269771361
605 => 0.00080144105040219
606 => 0.00079057171909899
607 => 0.00078041804972559
608 => 0.00076146547181874
609 => 0.00075585454785132
610 => 0.00075740520537602
611 => 0.00075585377942246
612 => 0.00074524998626676
613 => 0.00074296009814438
614 => 0.00073914351761812
615 => 0.00074032643551228
616 => 0.00073315014754289
617 => 0.00074669328563788
618 => 0.00074920701141004
619 => 0.00075906257791158
620 => 0.00076008581552036
621 => 0.00078753342794195
622 => 0.00077241574425852
623 => 0.00078255799167137
624 => 0.00078165077360023
625 => 0.00070898857576301
626 => 0.00071900078552098
627 => 0.00073457664189988
628 => 0.00072755973971376
629 => 0.00071763948172483
630 => 0.00070962834150818
701 => 0.00069749064489882
702 => 0.00071457421979268
703 => 0.00073703730414245
704 => 0.0007606555164092
705 => 0.00078903125092113
706 => 0.00078269811730803
707 => 0.00076012505179025
708 => 0.00076113766301974
709 => 0.00076739722719263
710 => 0.00075929052284736
711 => 0.00075689969747427
712 => 0.00076706876449999
713 => 0.00076713879327578
714 => 0.0007578110501986
715 => 0.00074744497072727
716 => 0.00074740153647579
717 => 0.00074555699275831
718 => 0.00077178491760318
719 => 0.00078620762432555
720 => 0.00078786116440792
721 => 0.00078609632790329
722 => 0.00078677554343007
723 => 0.00077838328817097
724 => 0.00079756549504728
725 => 0.00081516898500061
726 => 0.00081045087364941
727 => 0.0008033777540149
728 => 0.00079774367353842
729 => 0.0008091236633428
730 => 0.00080861693031058
731 => 0.00081501523387282
801 => 0.00081472496986484
802 => 0.00081257346102923
803 => 0.00081045095048656
804 => 0.00081886646487052
805 => 0.00081644293187697
806 => 0.00081401563446728
807 => 0.0008091473179115
808 => 0.00080980900298561
809 => 0.00080273710462493
810 => 0.00079946532085523
811 => 0.00075026554306588
812 => 0.00073711775479145
813 => 0.0007412543166305
814 => 0.00074261618019369
815 => 0.00073689424588731
816 => 0.00074509802983834
817 => 0.00074381947879953
818 => 0.0007487935729642
819 => 0.00074568597488018
820 => 0.00074581351178952
821 => 0.00075495229514486
822 => 0.00075760532283208
823 => 0.0007562559715378
824 => 0.00075720101093126
825 => 0.00077897904487729
826 => 0.00077588290487248
827 => 0.00077423814220329
828 => 0.00077469375270317
829 => 0.00078025850730269
830 => 0.00078181633476622
831 => 0.00077521571033665
901 => 0.00077832860297539
902 => 0.00079158290474625
903 => 0.00079622116023754
904 => 0.0008110242452768
905 => 0.00080473563164827
906 => 0.00081627865412826
907 => 0.00085175796992542
908 => 0.0008801013023661
909 => 0.0008540356025159
910 => 0.00090608452304158
911 => 0.00094661207364504
912 => 0.00094505655875071
913 => 0.00093798964288386
914 => 0.00089185010400251
915 => 0.00084939181242212
916 => 0.0008849099762034
917 => 0.00088500051930726
918 => 0.00088194947753895
919 => 0.00086299971915234
920 => 0.00088129006702307
921 => 0.00088274188841627
922 => 0.00088192925450655
923 => 0.00086740051918159
924 => 0.00084521782569951
925 => 0.00084955227090804
926 => 0.00085665218057991
927 => 0.00084321057037475
928 => 0.00083891516145832
929 => 0.00084690114386895
930 => 0.0008726336431415
1001 => 0.00086776906321225
1002 => 0.00086764202937098
1003 => 0.00088845476521128
1004 => 0.00087355733801914
1005 => 0.00084960694214294
1006 => 0.00084355915131729
1007 => 0.00082209356816628
1008 => 0.00083691992290646
1009 => 0.00083745349701871
1010 => 0.00082933325404919
1011 => 0.0008502658551067
1012 => 0.00085007295750284
1013 => 0.00086994534680045
1014 => 0.00090793389140891
1015 => 0.00089669880946544
1016 => 0.00088363363153862
1017 => 0.00088505417863736
1018 => 0.00090063407410147
1019 => 0.00089121411364945
1020 => 0.00089460159710629
1021 => 0.00090062894673954
1022 => 0.00090426539642396
1023 => 0.00088453094948955
1024 => 0.00087992990590143
1025 => 0.00087051778546699
1026 => 0.00086806233893119
1027 => 0.00087572831463471
1028 => 0.00087370860087975
1029 => 0.00083740865218068
1030 => 0.00083361510557062
1031 => 0.00083373144822921
1101 => 0.00082419239490491
1102 => 0.00080964304895022
1103 => 0.00084787786142283
1104 => 0.00084480707088542
1105 => 0.00084141715579243
1106 => 0.00084183240104874
1107 => 0.00085842883724507
1108 => 0.00084880206611108
1109 => 0.00087439641496755
1110 => 0.00086913498627921
1111 => 0.0008637386217982
1112 => 0.00086299267984964
1113 => 0.00086091553992064
1114 => 0.00085379225423435
1115 => 0.00084519045872506
1116 => 0.00083951080825505
1117 => 0.00077440434424186
1118 => 0.00078648772525583
1119 => 0.00080038855367757
1120 => 0.00080518706394468
1121 => 0.00079697888008598
1122 => 0.00085411636336256
1123 => 0.00086455593214768
1124 => 0.00083293379734133
1125 => 0.00082701858704232
1126 => 0.00085450416356499
1127 => 0.00083792700094674
1128 => 0.00084539169625871
1129 => 0.00082925710796428
1130 => 0.00086204134573361
1201 => 0.00086179158477042
1202 => 0.00084903777581256
1203 => 0.00085981720780943
1204 => 0.00085794401623118
1205 => 0.000843544997329
1206 => 0.00086249782031587
1207 => 0.00086250722067961
1208 => 0.00085023195684939
1209 => 0.00083589713609647
1210 => 0.00083333440871921
1211 => 0.00083140373789442
1212 => 0.00084491686958808
1213 => 0.00085703270121016
1214 => 0.00087957726008946
1215 => 0.00088524549783722
1216 => 0.0009073690071227
1217 => 0.00089419553451732
1218 => 0.00090003516429825
1219 => 0.00090637490849153
1220 => 0.00090941441499415
1221 => 0.00090446170225703
1222 => 0.00093882861857709
1223 => 0.00094173023928961
1224 => 0.0009427031276156
1225 => 0.00093111479679575
1226 => 0.00094140794684638
1227 => 0.00093659212281099
1228 => 0.00094912155907662
1229 => 0.00095108633466694
1230 => 0.00094942223964086
1231 => 0.0009500458904251
]
'min_raw' => 0.00042603195813954
'max_raw' => 0.00095108633466694
'avg_raw' => 0.00068855914640324
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000426'
'max' => '$0.000951'
'avg' => '$0.000688'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 6.5693263532512E-5
'max_diff' => -9.0758801762021E-5
'year' => 2031
]
6 => [
'items' => [
101 => 0.00092071979008541
102 => 0.00091919907707529
103 => 0.00089846404727748
104 => 0.00090691372518569
105 => 0.0008911174573399
106 => 0.00089612661659339
107 => 0.00089833460626331
108 => 0.00089718127776205
109 => 0.00090739145729683
110 => 0.0008987107188904
111 => 0.00087580082299029
112 => 0.00085288468530437
113 => 0.0008525969918628
114 => 0.00084656357731353
115 => 0.0008422025236694
116 => 0.00084304261731795
117 => 0.00084600321691057
118 => 0.000842030448239
119 => 0.00084287823985956
120 => 0.00085695722956695
121 => 0.00085978067054601
122 => 0.00085018551490957
123 => 0.00081165958045492
124 => 0.00080220521950476
125 => 0.00080900082666761
126 => 0.00080575296413692
127 => 0.00065030552849894
128 => 0.00068682559771768
129 => 0.00066512661269227
130 => 0.00067512650331427
131 => 0.00065297745852826
201 => 0.00066354814363105
202 => 0.00066159612407218
203 => 0.0007203193146685
204 => 0.00071940243281845
205 => 0.00071984129563976
206 => 0.00069889322972749
207 => 0.0007322640675277
208 => 0.00074870374220461
209 => 0.00074566119594968
210 => 0.00074642693929296
211 => 0.00073326893162638
212 => 0.00071996869391595
213 => 0.00070521668340318
214 => 0.0007326240955323
215 => 0.00072957685916367
216 => 0.00073656612303227
217 => 0.00075434178892029
218 => 0.00075695932324549
219 => 0.00076047731592297
220 => 0.00075921636597587
221 => 0.00078925730942583
222 => 0.00078561915295751
223 => 0.0007943860632771
224 => 0.00077635186360261
225 => 0.00075594445484898
226 => 0.00075982323608459
227 => 0.00075944967826041
228 => 0.00075469385840892
229 => 0.00075040051689406
301 => 0.00074325331291329
302 => 0.0007658681238956
303 => 0.00076495000386922
304 => 0.00077981329989865
305 => 0.00077718606795109
306 => 0.00075964077001259
307 => 0.0007602674037609
308 => 0.00076448181686819
309 => 0.00077906794875185
310 => 0.0007833981057945
311 => 0.00078139220452542
312 => 0.00078614002404352
313 => 0.00078989250700642
314 => 0.00078661127812942
315 => 0.00083306655952854
316 => 0.0008137750878407
317 => 0.00082317761691216
318 => 0.00082542006469278
319 => 0.00081967608185631
320 => 0.00082092174605694
321 => 0.00082280858789771
322 => 0.00083426512207336
323 => 0.00086433038272515
324 => 0.00087764608200667
325 => 0.00091770702028017
326 => 0.00087654039854483
327 => 0.00087409774157547
328 => 0.00088131392628296
329 => 0.00090483393793049
330 => 0.00092389469824845
331 => 0.00093021825208756
401 => 0.00093105401411789
402 => 0.00094291742150198
403 => 0.00094971730537508
404 => 0.00094147689180696
405 => 0.00093449400411524
406 => 0.00090948216715142
407 => 0.00091237735538495
408 => 0.00093232233129396
409 => 0.00096049578451867
410 => 0.00098467153833367
411 => 0.00097620603195774
412 => 0.00104079186989
413 => 0.0010471952919114
414 => 0.0010463105460355
415 => 0.0010608984943574
416 => 0.0010319443877224
417 => 0.0010195659461766
418 => 0.00093600378369333
419 => 0.0009594813428948
420 => 0.00099360735398286
421 => 0.00098909064844938
422 => 0.00096430742700634
423 => 0.00098465273803784
424 => 0.00097792594195413
425 => 0.00097262023878788
426 => 0.00099692669355364
427 => 0.00097020074808456
428 => 0.00099334074223252
429 => 0.00096366346038517
430 => 0.00097624470167779
501 => 0.00096910298063393
502 => 0.00097372454940572
503 => 0.00094670695280001
504 => 0.00096128499211336
505 => 0.00094610045843643
506 => 0.00094609325899038
507 => 0.00094575805956786
508 => 0.00096362259610025
509 => 0.00096420515799521
510 => 0.00095100323850596
511 => 0.00094910063565481
512 => 0.00095613555559001
513 => 0.00094789950679435
514 => 0.00095175310218877
515 => 0.00094801622827312
516 => 0.00094717497924411
517 => 0.00094047176385417
518 => 0.00093758383435544
519 => 0.00093871626592467
520 => 0.0009348506931704
521 => 0.00093252154576208
522 => 0.00094529473352455
523 => 0.00093847053457199
524 => 0.00094424882716228
525 => 0.00093766373347698
526 => 0.00091483692977498
527 => 0.00090170899357689
528 => 0.00085859127742963
529 => 0.00087081940824163
530 => 0.0008789266716209
531 => 0.00087624722112242
601 => 0.00088200371760286
602 => 0.00088235711973443
603 => 0.00088048562404811
604 => 0.00087831867179678
605 => 0.00087726391928082
606 => 0.00088512518039231
607 => 0.00088968890706542
608 => 0.00087974034396221
609 => 0.00087740953482231
610 => 0.00088746808139489
611 => 0.00089360378899352
612 => 0.00093890640654557
613 => 0.00093555024231179
614 => 0.00094397355592462
615 => 0.0009430252200781
616 => 0.00095185419468343
617 => 0.00096628583676008
618 => 0.00093694227326766
619 => 0.00094203530126586
620 => 0.00094078660841589
621 => 0.00095441950952698
622 => 0.00095446206995617
623 => 0.00094628846472616
624 => 0.00095071950872295
625 => 0.00094824622152327
626 => 0.0009527157857779
627 => 0.00093550541869229
628 => 0.00095646578805824
629 => 0.00096834896683236
630 => 0.00096851396478117
701 => 0.00097414649720937
702 => 0.00097986947637069
703 => 0.00099085423650442
704 => 0.00097956311737255
705 => 0.00095925149322261
706 => 0.00096071792688009
707 => 0.00094880922907271
708 => 0.00094900941643434
709 => 0.00094794080060902
710 => 0.00095114779714244
711 => 0.00093620917408632
712 => 0.00093971523905869
713 => 0.00093480672756588
714 => 0.00094202463112049
715 => 0.00093425936005793
716 => 0.00094078600625839
717 => 0.00094360269039677
718 => 0.00095399631550623
719 => 0.00093272421317846
720 => 0.00088934895653741
721 => 0.00089846696135751
722 => 0.00088498071602476
723 => 0.00088622891937606
724 => 0.00088875048879578
725 => 0.00088057725730029
726 => 0.0008821364523015
727 => 0.00088208074688417
728 => 0.00088160070769212
729 => 0.00087947453451497
730 => 0.00087639116275755
731 => 0.00088867436682733
801 => 0.00089076152255272
802 => 0.00089540101118639
803 => 0.00090920498236497
804 => 0.00090782564012417
805 => 0.00091007540454727
806 => 0.00090516418144353
807 => 0.00088645673693011
808 => 0.00088747264117142
809 => 0.00087480429900354
810 => 0.00089507705319484
811 => 0.00089027619741506
812 => 0.00088718105446242
813 => 0.00088633651603149
814 => 0.00090017470458463
815 => 0.00090431530748676
816 => 0.00090173516162368
817 => 0.00089644320718362
818 => 0.00090660532413442
819 => 0.00090932427792516
820 => 0.00090993295140775
821 => 0.00092793827425192
822 => 0.00091093924894056
823 => 0.00091503108328878
824 => 0.00094695440680802
825 => 0.00091800435749359
826 => 0.00093333984427858
827 => 0.00093258925200248
828 => 0.0009404343681171
829 => 0.0009319457234993
830 => 0.00093205095042289
831 => 0.00093901688205847
901 => 0.00092923448738868
902 => 0.00092681222889831
903 => 0.00092346589614242
904 => 0.00093077249129178
905 => 0.00093515246463496
906 => 0.00097045183304498
907 => 0.00099325683488462
908 => 0.00099226680961085
909 => 0.0010013137873635
910 => 0.00099723804102509
911 => 0.00098407638097092
912 => 0.0010065417297899
913 => 0.00099943275343349
914 => 0.0010000188088069
915 => 0.00099999699579664
916 => 0.0010047238435962
917 => 0.001001374438721
918 => 0.00099477241790256
919 => 0.00099915514742523
920 => 0.0010121702872531
921 => 0.001052569680632
922 => 0.0010751777163876
923 => 0.001051208648492
924 => 0.0010677421905678
925 => 0.0010578279568257
926 => 0.0010560262456319
927 => 0.0010664105318747
928 => 0.0010768129944358
929 => 0.0010761504025417
930 => 0.0010685987488947
1001 => 0.0010643330113656
1002 => 0.0010966346050628
1003 => 0.0011204338690557
1004 => 0.0011188109188036
1005 => 0.0011259740934044
1006 => 0.0011470053955807
1007 => 0.0011489282342789
1008 => 0.0011486860007988
1009 => 0.001143920044458
1010 => 0.0011646280927104
1011 => 0.0011819031108859
1012 => 0.0011428168632668
1013 => 0.0011577003946836
1014 => 0.001164382091454
1015 => 0.0011741928046831
1016 => 0.0011907451223671
1017 => 0.0012087253296572
1018 => 0.001211267928111
1019 => 0.0012094638328335
1020 => 0.0011976054027917
1021 => 0.0012172795601571
1022 => 0.001228804220126
1023 => 0.0012356668914003
1024 => 0.0012530694839124
1025 => 0.0011644233553386
1026 => 0.0011016752195356
1027 => 0.0010918761920359
1028 => 0.0011118028997843
1029 => 0.001117057413705
1030 => 0.0011149393257321
1031 => 0.001044310594075
1101 => 0.0010915043463807
1102 => 0.0011422808556982
1103 => 0.0011442313882149
1104 => 0.001169651170466
1105 => 0.0011779288935591
1106 => 0.0011983951501182
1107 => 0.0011971149801981
1108 => 0.001202098187981
1109 => 0.0012009526348088
1110 => 0.0012388620654059
1111 => 0.0012806817969594
1112 => 0.0012792337126343
1113 => 0.0012732216314349
1114 => 0.0012821505972282
1115 => 0.0013253130418662
1116 => 0.001321339335628
1117 => 0.0013251994527589
1118 => 0.0013760904075159
1119 => 0.0014422558878539
1120 => 0.0014115153793313
1121 => 0.0014782134374823
1122 => 0.0015201963295762
1123 => 0.0015928014003406
1124 => 0.0015837108878934
1125 => 0.0016119755091413
1126 => 0.0015674369733657
1127 => 0.0014651674925016
1128 => 0.001448982955683
1129 => 0.0014813848082515
1130 => 0.0015610416010648
1201 => 0.0014788761323714
1202 => 0.0014954980996755
1203 => 0.0014907109719737
1204 => 0.0014904558862825
1205 => 0.0015001914696089
1206 => 0.0014860694982201
1207 => 0.0014285340462879
1208 => 0.0014549022048498
1209 => 0.0014447201925261
1210 => 0.0014560178943186
1211 => 0.0015169869313661
1212 => 0.0014900310667671
1213 => 0.0014616352531286
1214 => 0.0014972499049668
1215 => 0.0015425995952788
1216 => 0.0015397616931603
1217 => 0.0015342549768994
1218 => 0.0015652960481401
1219 => 0.0016165668036492
1220 => 0.0016304250828408
1221 => 0.0016406549812199
1222 => 0.0016420655113708
1223 => 0.0016565948485651
1224 => 0.0015784669406073
1225 => 0.0017024579370033
1226 => 0.0017238677568988
1227 => 0.0017198435981045
1228 => 0.0017436397118554
1229 => 0.0017366382915407
1230 => 0.001726494331994
1231 => 0.0017642162338676
]
'min_raw' => 0.00065030552849894
'max_raw' => 0.0017642162338676
'avg_raw' => 0.0012072608811833
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.00065'
'max' => '$0.001764'
'avg' => '$0.0012072'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0002242735703594
'max_diff' => 0.0008131298992007
'year' => 2032
]
7 => [
'items' => [
101 => 0.00172097111737
102 => 0.0016595901189105
103 => 0.001625915289177
104 => 0.001670261021441
105 => 0.0016973414126819
106 => 0.0017152398286557
107 => 0.0017206558785149
108 => 0.0015845317877004
109 => 0.0015111684525396
110 => 0.0015581935092653
111 => 0.0016155673239668
112 => 0.0015781482261697
113 => 0.0015796149839596
114 => 0.001526265184067
115 => 0.0016202875974675
116 => 0.001606589322688
117 => 0.0016776559964759
118 => 0.0016606953644307
119 => 0.0017186474781124
120 => 0.0017033867443932
121 => 0.0017667331968454
122 => 0.0017920038117653
123 => 0.0018344371072731
124 => 0.0018656512121831
125 => 0.001883980731617
126 => 0.0018828802960225
127 => 0.0019555109837498
128 => 0.00191268320472
129 => 0.001858881420526
130 => 0.0018579083159923
131 => 0.0018857730224036
201 => 0.0019441698027327
202 => 0.0019593112382334
203 => 0.0019677732350457
204 => 0.0019548133923635
205 => 0.0019083269077211
206 => 0.0018882542793444
207 => 0.0019053567402814
208 => 0.0018844419001867
209 => 0.0019205467818579
210 => 0.001970126495979
211 => 0.0019598884810724
212 => 0.0019941126299361
213 => 0.0020295310235246
214 => 0.0020801809170957
215 => 0.0020934226748353
216 => 0.0021153107968399
217 => 0.0021378408642562
218 => 0.002145076914708
219 => 0.002158892780235
220 => 0.002158819963804
221 => 0.0022004550044847
222 => 0.0022463797436853
223 => 0.0022637152695734
224 => 0.0023035773554666
225 => 0.0022353149303086
226 => 0.0022870927639332
227 => 0.0023337976659458
228 => 0.0022781141563493
301 => 0.0023548609017343
302 => 0.0023578408039458
303 => 0.0024028337894356
304 => 0.0023572247790286
305 => 0.0023301422942381
306 => 0.0024083284130609
307 => 0.0024461602131197
308 => 0.0024347649670566
309 => 0.0023480465818638
310 => 0.0022975727621551
311 => 0.0021654730403046
312 => 0.0023219508671198
313 => 0.0023981666520406
314 => 0.0023478492013932
315 => 0.0023732263967085
316 => 0.0025116761457652
317 => 0.0025643888462487
318 => 0.0025534249730377
319 => 0.0025552776871296
320 => 0.0025837205035073
321 => 0.0027098516150709
322 => 0.0026342709293257
323 => 0.0026920495316237
324 => 0.0027226950939462
325 => 0.0027511604001272
326 => 0.0026812586046992
327 => 0.0025903173959086
328 => 0.0025615124976324
329 => 0.0023428461225749
330 => 0.0023314635881332
331 => 0.002325074226625
401 => 0.0022847902061089
402 => 0.0022531380007051
403 => 0.002227966991797
404 => 0.0021619107477225
405 => 0.0021842027909962
406 => 0.0020789229249511
407 => 0.0021462772523574
408 => 0.0019782480440781
409 => 0.002118187761748
410 => 0.0020420249356985
411 => 0.0020931662249981
412 => 0.0020929877978575
413 => 0.0019988204698964
414 => 0.0019445067203504
415 => 0.0019791175554839
416 => 0.0020162231181585
417 => 0.0020222433708643
418 => 0.0020703517014262
419 => 0.0020837777024009
420 => 0.0020430962926475
421 => 0.0019747660122171
422 => 0.0019906375779133
423 => 0.0019441850835782
424 => 0.0018627788740252
425 => 0.0019212462349422
426 => 0.0019412095625877
427 => 0.0019500265053616
428 => 0.0018699728478326
429 => 0.0018448182505875
430 => 0.0018314261540818
501 => 0.0019644320903009
502 => 0.0019717184557309
503 => 0.0019344403800027
504 => 0.0021029408171463
505 => 0.002064803978698
506 => 0.002107412170997
507 => 0.0019891973996843
508 => 0.0019937133631457
509 => 0.0019377485959305
510 => 0.0019690851260039
511 => 0.0019469374765715
512 => 0.0019665534440476
513 => 0.0019783111740731
514 => 0.0020342667580207
515 => 0.002118826684634
516 => 0.0020259088597332
517 => 0.0019854232328162
518 => 0.0020105402880557
519 => 0.0020774303160454
520 => 0.0021787721324872
521 => 0.0021187757374595
522 => 0.002145401118768
523 => 0.0021512175801031
524 => 0.0021069784595969
525 => 0.0021804032919623
526 => 0.0022197522561292
527 => 0.0022601161512435
528 => 0.0022951629904007
529 => 0.0022439939239138
530 => 0.0022987521598523
531 => 0.0022546266878157
601 => 0.0022150415777914
602 => 0.0022151016120633
603 => 0.0021902692942989
604 => 0.0021421535495569
605 => 0.0021332802679986
606 => 0.0021794401992372
607 => 0.0022164560927288
608 => 0.002219504899011
609 => 0.0022399987995932
610 => 0.0022521268788538
611 => 0.002370998542932
612 => 0.0024188097095823
613 => 0.0024772722991431
614 => 0.0025000467725481
615 => 0.0025685897723964
616 => 0.0025132357332286
617 => 0.0025012595386614
618 => 0.0023349966412738
619 => 0.0023622221814068
620 => 0.0024058128980336
621 => 0.0023357154361355
622 => 0.0023801761414982
623 => 0.0023889536265433
624 => 0.0023333335512033
625 => 0.002363042636644
626 => 0.0022841441138435
627 => 0.0021205464568262
628 => 0.0021805854229214
629 => 0.002224794310865
630 => 0.002161702776853
701 => 0.0022747919095899
702 => 0.0022087275728785
703 => 0.0021877883497885
704 => 0.002106096975142
705 => 0.0021446521593858
706 => 0.0021967985981325
707 => 0.0021645781616612
708 => 0.002231440405262
709 => 0.0023261351737098
710 => 0.0023936203048766
711 => 0.0023988009752814
712 => 0.0023554125570938
713 => 0.0024249427741407
714 => 0.002425449225864
715 => 0.0023470188569958
716 => 0.0022989806927662
717 => 0.0022880663207801
718 => 0.0023153325618901
719 => 0.0023484388122235
720 => 0.0024006381417671
721 => 0.0024321811033715
722 => 0.0025144284181417
723 => 0.0025366821833032
724 => 0.0025611323242956
725 => 0.0025938052528058
726 => 0.0026330374806491
727 => 0.0025471995996198
728 => 0.002550610098655
729 => 0.0024706790523468
730 => 0.0023852612660951
731 => 0.0024500827183828
801 => 0.0025348281444126
802 => 0.002515387450046
803 => 0.0025131999747924
804 => 0.0025168787014139
805 => 0.0025022210527352
806 => 0.0024359250509992
807 => 0.0024026316139624
808 => 0.0024455886418016
809 => 0.0024684183903008
810 => 0.0025038253392597
811 => 0.0024994606854505
812 => 0.00259066518354
813 => 0.0026261044936167
814 => 0.0026170376015655
815 => 0.0026187061279099
816 => 0.0026828673060017
817 => 0.0027542277317925
818 => 0.0028210661873832
819 => 0.0028890571351884
820 => 0.0028070913938773
821 => 0.0027654742453837
822 => 0.0028084125195283
823 => 0.0027856288668672
824 => 0.0029165504931284
825 => 0.0029256152224741
826 => 0.0030565273816116
827 => 0.0031807786093629
828 => 0.0031027386394043
829 => 0.0031763268160778
830 => 0.0032559184288824
831 => 0.0034094635632562
901 => 0.003357754963782
902 => 0.0033181469869619
903 => 0.0032807176402513
904 => 0.0033586021690147
905 => 0.0034587993710331
906 => 0.003480380888671
907 => 0.0035153511920187
908 => 0.0034785841940139
909 => 0.0035228659933587
910 => 0.0036792002034545
911 => 0.0036369573198864
912 => 0.0035769656343372
913 => 0.0037003764787107
914 => 0.003745038383542
915 => 0.0040584990212689
916 => 0.0044542560248123
917 => 0.0042904100266647
918 => 0.0041887055283372
919 => 0.0042126084979072
920 => 0.0043571255583812
921 => 0.0044035398514632
922 => 0.0042773698029
923 => 0.0043219351970373
924 => 0.0045674949003067
925 => 0.0046992298026122
926 => 0.0045203161109235
927 => 0.0040267003313742
928 => 0.0035715640394368
929 => 0.0036922866791129
930 => 0.0036786004782333
1001 => 0.0039424237451994
1002 => 0.0036359498410839
1003 => 0.0036411100756331
1004 => 0.0039103889283664
1005 => 0.0038385499470654
1006 => 0.0037221799977993
1007 => 0.0035724136688491
1008 => 0.0032955567580759
1009 => 0.0030503368714779
1010 => 0.0035312695398637
1011 => 0.0035105308486836
1012 => 0.0034804981505529
1013 => 0.0035473326703653
1014 => 0.0038718621272647
1015 => 0.0038643806728838
1016 => 0.0038167874771843
1017 => 0.0038528864966552
1018 => 0.0037158516651499
1019 => 0.0037511686614539
1020 => 0.0035714919435228
1021 => 0.0036527133239902
1022 => 0.0037219303201526
1023 => 0.0037358266569074
1024 => 0.0037671358131803
1025 => 0.0034996025008051
1026 => 0.0036197171036962
1027 => 0.0036902731796784
1028 => 0.0033714982615386
1029 => 0.0036839720244863
1030 => 0.0034949453410445
1031 => 0.0034307868455988
1101 => 0.0035171678074774
1102 => 0.0034835050626251
1103 => 0.0034545638113438
1104 => 0.003438414095855
1105 => 0.0035018427407397
1106 => 0.0034988837186422
1107 => 0.0033951021446413
1108 => 0.0032597233120353
1109 => 0.0033051608919166
1110 => 0.0032886529931661
1111 => 0.0032288262385332
1112 => 0.0032691422476459
1113 => 0.0030916109469788
1114 => 0.002786177571455
1115 => 0.0029879562150033
1116 => 0.0029801879567196
1117 => 0.0029762708486305
1118 => 0.003127901922505
1119 => 0.003113326093476
1120 => 0.0030868708210615
1121 => 0.0032283403667088
1122 => 0.0031767020795136
1123 => 0.0033358391131385
1124 => 0.0034406570558218
1125 => 0.0034140718350521
1126 => 0.0035126536167748
1127 => 0.003306207681986
1128 => 0.0033747807403496
1129 => 0.0033889135526402
1130 => 0.0032265946544752
1201 => 0.0031157108793675
1202 => 0.0031083161957354
1203 => 0.002916059010424
1204 => 0.0030187612469716
1205 => 0.0031091349650261
1206 => 0.0030658529673618
1207 => 0.0030521511799142
1208 => 0.0031221506404289
1209 => 0.0031275901980158
1210 => 0.0030035677085775
1211 => 0.0030293559114132
1212 => 0.0031368970041699
1213 => 0.0030266461517977
1214 => 0.0028124467550131
1215 => 0.0027593223430721
1216 => 0.002752234567242
1217 => 0.0026081569487079
1218 => 0.0027628723703023
1219 => 0.0026953349426608
1220 => 0.0029086848673576
1221 => 0.0027868205345894
1222 => 0.0027815672067709
1223 => 0.0027736260312776
1224 => 0.0026496124732338
1225 => 0.0026767635609727
1226 => 0.0027670179118439
1227 => 0.0027992216810228
1228 => 0.0027958625640598
1229 => 0.0027665756162866
1230 => 0.0027799830310037
1231 => 0.0027367930767469
]
'min_raw' => 0.0015111684525396
'max_raw' => 0.0046992298026122
'avg_raw' => 0.0031051991275759
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.001511'
'max' => '$0.004699'
'avg' => '$0.0031051'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00086086292404064
'max_diff' => 0.0029350135687445
'year' => 2033
]
8 => [
'items' => [
101 => 0.0027215418049776
102 => 0.0026734045960811
103 => 0.0026026561972465
104 => 0.0026124941960296
105 => 0.0024723231056128
106 => 0.0023959504561109
107 => 0.0023748115133041
108 => 0.0023465436355257
109 => 0.0023780044453172
110 => 0.0024719260185252
111 => 0.002358636674663
112 => 0.0021644100409347
113 => 0.0021760833925678
114 => 0.0022023099478383
115 => 0.0021534369355978
116 => 0.0021071827311131
117 => 0.0021473970091903
118 => 0.0020651006240351
119 => 0.0022122550728087
120 => 0.0022082749573649
121 => 0.0022631250358976
122 => 0.0022974239156411
123 => 0.0022183761022267
124 => 0.0021984957909209
125 => 0.0022098205197504
126 => 0.002022647978344
127 => 0.0022478290460587
128 => 0.0022497764212832
129 => 0.0022331018123257
130 => 0.0023530037791983
131 => 0.0026060343276609
201 => 0.002510834057199
202 => 0.0024739696350328
203 => 0.0024038903415471
204 => 0.0024972668392201
205 => 0.0024900969810991
206 => 0.0024576721635879
207 => 0.0024380615327856
208 => 0.0024741947213337
209 => 0.0024335842308562
210 => 0.0024262894708648
211 => 0.0023820911620941
212 => 0.0023663143767578
213 => 0.0023546338729868
214 => 0.0023417747860375
215 => 0.0023701387275628
216 => 0.0023058623044791
217 => 0.0022283512393356
218 => 0.0022219070329503
219 => 0.0022397000533606
220 => 0.0022318279663636
221 => 0.0022218693444264
222 => 0.0022028556230788
223 => 0.0021972146581189
224 => 0.0022155450576316
225 => 0.0021948511053104
226 => 0.0022253861592182
227 => 0.0022170823141369
228 => 0.0021706977105291
301 => 0.002112885320654
302 => 0.0021123706691185
303 => 0.0020999150845512
304 => 0.0020840510248951
305 => 0.0020796380064193
306 => 0.0021440102748574
307 => 0.0022772589440242
308 => 0.0022510990418964
309 => 0.0022700022521584
310 => 0.0023629873374525
311 => 0.0023925444999085
312 => 0.002371565526097
313 => 0.0023428482128171
314 => 0.0023441116288586
315 => 0.0024422473816579
316 => 0.0024483679881842
317 => 0.0024638327862937
318 => 0.0024837094222159
319 => 0.0023749506031435
320 => 0.0023389890982608
321 => 0.002321948542179
322 => 0.0022694702249723
323 => 0.0023260635909289
324 => 0.0022930890601555
325 => 0.0022975384509272
326 => 0.0022946407793502
327 => 0.0022962231039709
328 => 0.0022122139401412
329 => 0.0022428224640491
330 => 0.0021919298564314
331 => 0.0021237903677946
401 => 0.0021235619403359
402 => 0.0021402389836466
403 => 0.0021303188257126
404 => 0.0021036239357829
405 => 0.0021074158189011
406 => 0.0020741949327788
407 => 0.0021114494359599
408 => 0.0021125177618081
409 => 0.0020981727488169
410 => 0.0021555684510981
411 => 0.0021790835171532
412 => 0.0021696413223024
413 => 0.0021784210275915
414 => 0.0022521861039347
415 => 0.0022642130299745
416 => 0.0022695545960673
417 => 0.0022623976051249
418 => 0.0021797693177746
419 => 0.0021834342336812
420 => 0.0021565435124685
421 => 0.0021338236867182
422 => 0.0021347323605984
423 => 0.0021464133044047
424 => 0.002197424671085
425 => 0.0023047750849793
426 => 0.0023088489547145
427 => 0.0023137866036766
428 => 0.0022937027038839
429 => 0.0022876452075294
430 => 0.0022956366087935
501 => 0.0023359517800356
502 => 0.0024396533459325
503 => 0.0024029982865498
504 => 0.0023731971527017
505 => 0.0023993407814145
506 => 0.0023953161746947
507 => 0.0023613444437585
508 => 0.0023603909704175
509 => 0.0022951883573317
510 => 0.0022710844358655
511 => 0.0022509413949412
512 => 0.0022289457200992
513 => 0.0022159059467511
514 => 0.0022359409650847
515 => 0.002240523210825
516 => 0.0021967162930864
517 => 0.0021907455720707
518 => 0.0022265192467341
519 => 0.0022107765862917
520 => 0.0022269683029559
521 => 0.0022307249201119
522 => 0.0022301200182275
523 => 0.0022136828726927
524 => 0.0022241594190939
525 => 0.0021993792636464
526 => 0.0021724345664562
527 => 0.0021552455283628
528 => 0.0021402458128312
529 => 0.0021485685267967
530 => 0.0021188995711773
531 => 0.0021094078751566
601 => 0.0022206102009029
602 => 0.0023027565545582
603 => 0.0023015621140425
604 => 0.0022942912645885
605 => 0.0022834882571378
606 => 0.0023351614727528
607 => 0.0023171595576711
608 => 0.0023302574550034
609 => 0.0023335914195914
610 => 0.0023436823262737
611 => 0.0023472889580698
612 => 0.002336387211815
613 => 0.0022997996198476
614 => 0.0022086268193086
615 => 0.0021661856345415
616 => 0.0021521793366545
617 => 0.0021526884389809
618 => 0.0021386451240847
619 => 0.0021427815096989
620 => 0.0021372066579729
621 => 0.0021266492375053
622 => 0.0021479166358329
623 => 0.0021503675053706
624 => 0.0021454034404745
625 => 0.0021465726574593
626 => 0.002105472320299
627 => 0.002108597089668
628 => 0.0020911979767446
629 => 0.0020879358528209
630 => 0.0020439524104646
701 => 0.0019660293668286
702 => 0.0020092062971758
703 => 0.0019570546369115
704 => 0.0019373040129428
705 => 0.0020308003949584
706 => 0.00202141595139
707 => 0.0020053538633205
708 => 0.0019815946874331
709 => 0.0019727821779821
710 => 0.0019192401602592
711 => 0.0019160766122166
712 => 0.0019426134819562
713 => 0.0019303676296493
714 => 0.0019131698151435
715 => 0.001850881074318
716 => 0.0017808479065369
717 => 0.0017829617676594
718 => 0.0018052380153172
719 => 0.0018700092097434
720 => 0.0018447019835281
721 => 0.0018263413005418
722 => 0.0018229028965386
723 => 0.0018659417214252
724 => 0.0019268506755524
725 => 0.0019554277940678
726 => 0.001927108737519
727 => 0.001894577330162
728 => 0.0018965573661918
729 => 0.0019097296588263
730 => 0.001911113880536
731 => 0.0018899392786293
801 => 0.0018958998050351
802 => 0.0018868452203827
803 => 0.0018312772510847
804 => 0.0018302722027281
805 => 0.0018166349269078
806 => 0.0018162219956157
807 => 0.0017930215874676
808 => 0.0017897756899908
809 => 0.0017437098714485
810 => 0.0017740305327132
811 => 0.001753693025043
812 => 0.0017230396038509
813 => 0.0017177549424834
814 => 0.0017175960791813
815 => 0.001749070288766
816 => 0.001773662738249
817 => 0.0017540468046961
818 => 0.0017495806368651
819 => 0.0017972676248532
820 => 0.0017911990209552
821 => 0.0017859436491178
822 => 0.0019213969467655
823 => 0.0018141750921247
824 => 0.0017674202434918
825 => 0.0017095522398036
826 => 0.0017283943536003
827 => 0.0017323646638255
828 => 0.0015932025464471
829 => 0.0015367444927583
830 => 0.0015173702163091
831 => 0.0015062200463006
901 => 0.0015113013187885
902 => 0.0014604824485993
903 => 0.001494633569833
904 => 0.0014506287238613
905 => 0.00144325116823
906 => 0.0015219372839817
907 => 0.0015328859973109
908 => 0.0014861753847499
909 => 0.0015161711597753
910 => 0.0015052942747786
911 => 0.0014513830606439
912 => 0.001449324048808
913 => 0.0014222732966261
914 => 0.001379944107519
915 => 0.0013605985322533
916 => 0.001350523188689
917 => 0.0013546804718082
918 => 0.0013525784222482
919 => 0.0013388611269879
920 => 0.0013533646815556
921 => 0.0013163140929177
922 => 0.0013015602499852
923 => 0.0012948962814191
924 => 0.0012620117514507
925 => 0.0013143456624473
926 => 0.0013246561021989
927 => 0.0013349868567019
928 => 0.0014249090215444
929 => 0.0014204167643063
930 => 0.001461024581921
1001 => 0.0014594466368015
1002 => 0.0014478646294147
1003 => 0.0013990020453978
1004 => 0.0014184778004951
1005 => 0.0013585344535098
1006 => 0.0014034480848226
1007 => 0.0013829513791295
1008 => 0.0013965181280099
1009 => 0.0013721238902585
1010 => 0.0013856246686436
1011 => 0.0013271010899561
1012 => 0.0012724525956268
1013 => 0.0012944447450339
1014 => 0.0013183527265468
1015 => 0.0013701913221072
1016 => 0.0013393166822505
1017 => 0.0013504203702424
1018 => 0.0013132248742047
1019 => 0.0012364799415107
1020 => 0.0012369143094952
1021 => 0.0012251087735795
1022 => 0.0012149070669119
1023 => 0.0013428630060416
1024 => 0.0013269496623268
1025 => 0.0013015938318041
1026 => 0.0013355336185594
1027 => 0.0013445078368743
1028 => 0.0013447633202534
1029 => 0.0013695249125574
1030 => 0.0013827401788088
1031 => 0.0013850694267638
1101 => 0.0014240323272637
1102 => 0.0014370921775781
1103 => 0.0014908838527242
1104 => 0.0013816189557973
1105 => 0.0013793687171488
1106 => 0.0013360112209608
1107 => 0.0013085132114235
1108 => 0.0013378940331994
1109 => 0.0013639214304107
1110 => 0.0013368199647433
1111 => 0.0013403588440163
1112 => 0.0013039773406288
1113 => 0.001316982016181
1114 => 0.0013281833946855
1115 => 0.0013219986518619
1116 => 0.00131273979251
1117 => 0.0013617874806519
1118 => 0.0013590200178675
1119 => 0.0014046943526668
1120 => 0.0014403007628458
1121 => 0.0015041138152937
1122 => 0.0014375215684146
1123 => 0.0014350946822582
1124 => 0.0014588178837226
1125 => 0.0014370885456796
1126 => 0.0014508207372515
1127 => 0.0015019013469327
1128 => 0.0015029805997235
1129 => 0.001484901724939
1130 => 0.0014838016237654
1201 => 0.0014872738694289
1202 => 0.0015076109207341
1203 => 0.0015005045301136
1204 => 0.0015087282252514
1205 => 0.001519012081947
1206 => 0.0015615504735046
1207 => 0.0015718063356961
1208 => 0.0015468899076257
1209 => 0.001549139582103
1210 => 0.0015398201540334
1211 => 0.0015308177032903
1212 => 0.0015510538978585
1213 => 0.0015880359411754
1214 => 0.0015878058778033
1215 => 0.0015963849930246
1216 => 0.0016017297107342
1217 => 0.0015787862697519
1218 => 0.0015638509333262
1219 => 0.0015695780916719
1220 => 0.0015787359425881
1221 => 0.0015666083240462
1222 => 0.0014917510443463
1223 => 0.0015144579611057
1224 => 0.0015106784198454
1225 => 0.0015052958934829
1226 => 0.0015281278738719
1227 => 0.0015259256736644
1228 => 0.0014599612276331
1229 => 0.0014641840574469
1230 => 0.0014602180319006
1231 => 0.0014730330718134
]
'min_raw' => 0.0012149070669119
'max_raw' => 0.0027215418049776
'avg_raw' => 0.0019682244359447
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.001214'
'max' => '$0.002721'
'avg' => '$0.001968'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00029626138562772
'max_diff' => -0.0019776879976346
'year' => 2034
]
9 => [
'items' => [
101 => 0.0014363964914689
102 => 0.0014476656568317
103 => 0.0014547335717054
104 => 0.0014588966278643
105 => 0.0014739364413446
106 => 0.0014721716928215
107 => 0.0014738267420986
108 => 0.0014961268151262
109 => 0.0016089129320391
110 => 0.0016150516315341
111 => 0.0015848224300967
112 => 0.0015968983998263
113 => 0.0015737151786698
114 => 0.0015892782303463
115 => 0.0015999260750447
116 => 0.0015518105123154
117 => 0.001548961420958
118 => 0.001525682514401
119 => 0.0015381912802001
120 => 0.0015182889344016
121 => 0.0015231722739061
122 => 0.0015095180309298
123 => 0.0015340929497544
124 => 0.0015615715275567
125 => 0.0015685137014714
126 => 0.0015502518306955
127 => 0.0015370290327377
128 => 0.0015138141553844
129 => 0.0015524210138003
130 => 0.0015637108357238
131 => 0.0015523617131719
201 => 0.0015497318734935
202 => 0.0015447483320547
203 => 0.0015507891553684
204 => 0.001563649348929
205 => 0.0015575847191363
206 => 0.0015615905139594
207 => 0.0015463245548515
208 => 0.0015787938649856
209 => 0.0016303629436436
210 => 0.0016305287466638
211 => 0.0016244640841805
212 => 0.0016219825549574
213 => 0.0016282052666997
214 => 0.0016315808325509
215 => 0.0016517039412755
216 => 0.001673296838677
217 => 0.0017740614691306
218 => 0.0017457671641154
219 => 0.0018351715387686
220 => 0.0019058787914141
221 => 0.001927080804829
222 => 0.0019075759501191
223 => 0.0018408508957879
224 => 0.0018375770462937
225 => 0.0019372924480558
226 => 0.0019091182798033
227 => 0.0019057670521391
228 => 0.0018701156517808
301 => 0.0018911900449044
302 => 0.0018865807659856
303 => 0.0018793047937186
304 => 0.0019195132677435
305 => 0.0019947799416829
306 => 0.001983048924703
307 => 0.0019742922647138
308 => 0.0019359231296663
309 => 0.0019590299190215
310 => 0.0019508020339135
311 => 0.0019861542498822
312 => 0.0019652123802898
313 => 0.0019089048327687
314 => 0.0019178719953036
315 => 0.0019165166267259
316 => 0.0019444100160127
317 => 0.0019360371129053
318 => 0.0019148816830138
319 => 0.0019945226883739
320 => 0.0019893512444724
321 => 0.0019966831695681
322 => 0.0019999109097425
323 => 0.0020483869862733
324 => 0.0020682460837665
325 => 0.0020727544465799
326 => 0.0020916190532407
327 => 0.0020722850779809
328 => 0.0021496347639109
329 => 0.002201067791575
330 => 0.0022608098999263
331 => 0.0023481091773924
401 => 0.0023809345132832
402 => 0.0023750049101627
403 => 0.0024411942260047
404 => 0.0025601349552668
405 => 0.0023990462321922
406 => 0.0025686730487438
407 => 0.0025149711570593
408 => 0.0023876449379312
409 => 0.0023794466304969
410 => 0.0024656734243782
411 => 0.0026569161541856
412 => 0.002609012019426
413 => 0.0026569945081889
414 => 0.002601020386307
415 => 0.0025982407993686
416 => 0.0026542759700257
417 => 0.0027852052005841
418 => 0.0027230056309546
419 => 0.0026338272959306
420 => 0.0026996751907438
421 => 0.0026426316503216
422 => 0.0025140965882688
423 => 0.0026089753880369
424 => 0.0025455326366246
425 => 0.0025640486042889
426 => 0.0026973958313605
427 => 0.0026813511402062
428 => 0.0027021144562582
429 => 0.0026654677468971
430 => 0.0026312339416981
501 => 0.0025673340020584
502 => 0.00254841638016
503 => 0.002553644530268
504 => 0.0025484137893485
505 => 0.0025126623603908
506 => 0.0025049418427114
507 => 0.0024920739750019
508 => 0.0024960622652708
509 => 0.0024718669093496
510 => 0.0025175285449885
511 => 0.0025260037469321
512 => 0.0025592324774857
513 => 0.0025626823945239
514 => 0.0026552239361344
515 => 0.0026042536101127
516 => 0.0026384489053743
517 => 0.0026353901563075
518 => 0.0023904044831866
519 => 0.0024241613474158
520 => 0.0024766764346688
521 => 0.0024530184590438
522 => 0.0024195716166238
523 => 0.0023925614980635
524 => 0.0023516384065181
525 => 0.0024092368720099
526 => 0.0024849727292176
527 => 0.0025646031808458
528 => 0.0026602739508833
529 => 0.0026389213487415
530 => 0.0025628146823472
531 => 0.0025662287718057
601 => 0.0025873333294434
602 => 0.0025600010097513
603 => 0.0025519401750838
604 => 0.0025862258945426
605 => 0.0025864620014494
606 => 0.0025550128644225
607 => 0.0025200629037484
608 => 0.002519916462137
609 => 0.0025136974542116
610 => 0.0026021267340013
611 => 0.002650753896677
612 => 0.0026563289225112
613 => 0.0026503786530189
614 => 0.0026526686755888
615 => 0.0026243736010542
616 => 0.0026890477507965
617 => 0.0027483991462106
618 => 0.002732491704382
619 => 0.0027086441877049
620 => 0.0026896484920195
621 => 0.0027280169221704
622 => 0.0027263084363733
623 => 0.0027478807635487
624 => 0.0027469021181802
625 => 0.0027396481559274
626 => 0.0027324919634439
627 => 0.0027608654577418
628 => 0.0027526943470484
629 => 0.0027445105443631
630 => 0.0027280966752003
701 => 0.002730327592625
702 => 0.0027064841935578
703 => 0.0026954531461497
704 => 0.0025295726603141
705 => 0.0024852439741976
706 => 0.0024991906812434
707 => 0.002503782299329
708 => 0.0024844903983224
709 => 0.0025121500286832
710 => 0.0025078393045902
711 => 0.0025246098103466
712 => 0.0025141323264407
713 => 0.0025145623260349
714 => 0.0025453743721669
715 => 0.0025543192402429
716 => 0.0025497698081455
717 => 0.0025529560744411
718 => 0.0026263822363839
719 => 0.0026159433841921
720 => 0.0026103979520193
721 => 0.0026119340746293
722 => 0.0026306960332804
723 => 0.0026359483573377
724 => 0.0026136938912325
725 => 0.0026241892260993
726 => 0.0026688770299055
727 => 0.0026845152321271
728 => 0.0027344248668553
729 => 0.0027132223669497
730 => 0.0027521404731491
731 => 0.002871761463446
801 => 0.002967322987638
802 => 0.002879440660744
803 => 0.0030549272302359
804 => 0.0031915686966387
805 => 0.0031863241695699
806 => 0.0031624975693285
807 => 0.0030069348926303
808 => 0.0028637837982237
809 => 0.0029835357672114
810 => 0.0029838410396075
811 => 0.0029735542392687
812 => 0.0029096638058384
813 => 0.0029713309906759
814 => 0.002976225907866
815 => 0.0029734860559031
816 => 0.0029245014103911
817 => 0.00284971091057
818 => 0.0028643247952119
819 => 0.0028882626363705
820 => 0.0028429433091005
821 => 0.0028284610380429
822 => 0.0028553863353038
823 => 0.002942145253187
824 => 0.0029257439823213
825 => 0.0029253156788563
826 => 0.0029954872708407
827 => 0.0029452595549572
828 => 0.0028645091230974
829 => 0.0028441185740854
830 => 0.0027717458618126
831 => 0.0028217339519622
901 => 0.0028235329343346
902 => 0.0027961549682256
903 => 0.0028667306941585
904 => 0.0028660803264194
905 => 0.0029330814743822
906 => 0.0030611625048051
907 => 0.0030232826416244
908 => 0.0029792324820625
909 => 0.0029840219557853
910 => 0.0030365506610961
911 => 0.0030047906067515
912 => 0.0030162117437328
913 => 0.0030365333738374
914 => 0.0030487939178372
915 => 0.0029822578521828
916 => 0.0029667451124908
917 => 0.0029350114913129
918 => 0.0029267327818836
919 => 0.0029525791541894
920 => 0.0029457695482526
921 => 0.0028233817368322
922 => 0.0028105915295794
923 => 0.0028109837869756
924 => 0.0027788222026973
925 => 0.0027297680670082
926 => 0.002858679406729
927 => 0.0028483260220363
928 => 0.002836896686624
929 => 0.0028382967149971
930 => 0.0028942527583592
1001 => 0.0028617954273613
1002 => 0.0029480885614713
1003 => 0.0029303492873073
1004 => 0.0029121550676974
1005 => 0.0029096400723379
1006 => 0.002902636850046
1007 => 0.0028786201950227
1008 => 0.0028496186409049
1009 => 0.0028304693028048
1010 => 0.0026109583137962
1011 => 0.0026516982765195
1012 => 0.0026985658900682
1013 => 0.0027147444024551
1014 => 0.0026870699374984
1015 => 0.0028797129515771
1016 => 0.0029149106866035
1017 => 0.002808294451317
1018 => 0.002788350906807
1019 => 0.0028810204470349
1020 => 0.0028251293858869
1021 => 0.0028502971272996
1022 => 0.002795898236384
1023 => 0.0029064325829456
1024 => 0.0029055904964205
1025 => 0.0028625901390766
1026 => 0.0028989337466499
1027 => 0.0028926181504618
1028 => 0.0028440708529257
1029 => 0.0029079716188698
1030 => 0.0029080033128524
1031 => 0.0028666164038173
1101 => 0.0028182855548236
1102 => 0.0028096451405472
1103 => 0.0028031357490663
1104 => 0.0028486962160283
1105 => 0.0028895455882424
1106 => 0.0029655561425148
1107 => 0.0029846670018251
1108 => 0.0030592579579952
1109 => 0.0030148426753637
1110 => 0.00303453139488
1111 => 0.0030559062850545
1112 => 0.0030661541934396
1113 => 0.0030494557766591
1114 => 0.0031653262344536
1115 => 0.0031751092512706
1116 => 0.0031783894121866
1117 => 0.003139318545756
1118 => 0.0031740226197965
1119 => 0.0031577857328311
1120 => 0.003200029601978
1121 => 0.003206653980057
1122 => 0.0032010433674931
1123 => 0.0032031460496541
1124 => 0.0031042710548759
1125 => 0.0030991438647895
1126 => 0.0030292342641526
1127 => 0.0030577229431578
1128 => 0.0030044647232555
1129 => 0.003021353453407
1130 => 0.003028797844736
1201 => 0.0030249093171712
1202 => 0.0030593336503247
1203 => 0.0030300659347176
1204 => 0.0029528236211726
1205 => 0.0028755602630109
1206 => 0.0028745902844865
1207 => 0.0028542482060941
1208 => 0.0028395446092538
1209 => 0.0028423770436434
1210 => 0.0028523589118724
1211 => 0.0028389644449263
1212 => 0.002841822833566
1213 => 0.0028892911303281
1214 => 0.0028988105587154
1215 => 0.0028664598215747
1216 => 0.002736566943766
1217 => 0.0027046909057402
1218 => 0.0027276027697438
1219 => 0.0027166523744631
1220 => 0.0021925504922163
1221 => 0.0023156804553371
1222 => 0.0022425208123491
1223 => 0.0022762361417513
1224 => 0.0022015590908583
1225 => 0.002237198893704
1226 => 0.0022306175234757
1227 => 0.0024286068604934
1228 => 0.0024255155293213
1229 => 0.0024269951859638
1230 => 0.0023563673191933
1231 => 0.0024688794287142
]
'min_raw' => 0.0014363964914689
'max_raw' => 0.003206653980057
'avg_raw' => 0.0023215252357629
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.001436'
'max' => '$0.0032066'
'avg' => '$0.002321'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00022148942455706
'max_diff' => 0.00048511217507935
'year' => 2035
]
10 => [
'items' => [
101 => 0.0025243069396688
102 => 0.0025140487825466
103 => 0.0025166305396909
104 => 0.0024722673981803
105 => 0.0024274247181466
106 => 0.0023776872847503
107 => 0.0024700932882681
108 => 0.0024598193181
109 => 0.0024833841092078
110 => 0.0025433160078066
111 => 0.0025521412075344
112 => 0.002564002365465
113 => 0.0025597509846816
114 => 0.0026610361229148
115 => 0.0026487698243739
116 => 0.0026783280746025
117 => 0.0026175245112924
118 => 0.0025487195078798
119 => 0.0025617970896235
120 => 0.0025605376133383
121 => 0.0025445030346682
122 => 0.0025300277339993
123 => 0.0025059304367763
124 => 0.0025821778509189
125 => 0.0025790823451488
126 => 0.0026291949854342
127 => 0.0026203370894956
128 => 0.0025611818925224
129 => 0.002563294631955
130 => 0.0025775038199871
131 => 0.0026266819820041
201 => 0.0026412814087953
202 => 0.002634518372619
203 => 0.0026505259776064
204 => 0.0026631777359059
205 => 0.002652114843659
206 => 0.0028087420683003
207 => 0.0027436995246172
208 => 0.0027754008078452
209 => 0.0027829613771003
210 => 0.0027635951379351
211 => 0.002767794981757
212 => 0.0027741566007582
213 => 0.0028127831056011
214 => 0.0029141502309781
215 => 0.0029590450407782
216 => 0.0030941132911327
217 => 0.0029553171517902
218 => 0.0029470815632771
219 => 0.0029714114338364
220 => 0.0030507107952208
221 => 0.0031149754794126
222 => 0.0031362957826776
223 => 0.0031391136127139
224 => 0.003179111918986
225 => 0.0032020382022169
226 => 0.0031742550725447
227 => 0.0031507117791624
228 => 0.0030663826245682
229 => 0.0030761439538331
301 => 0.0031433898326241
302 => 0.0032383785971789
303 => 0.0033198888390634
304 => 0.0032913467932742
305 => 0.0035091024551018
306 => 0.0035306920395199
307 => 0.0035277090570282
308 => 0.0035768933432935
309 => 0.0034792725512625
310 => 0.0034375377713555
311 => 0.0031558021064194
312 => 0.003234958336418
313 => 0.0033500165654033
314 => 0.0033347881773509
315 => 0.0032512298159465
316 => 0.0033198254525534
317 => 0.0032971455899073
318 => 0.0032792570412499
319 => 0.0033612079505151
320 => 0.0032710995594202
321 => 0.0033491176652728
322 => 0.0032490586375229
323 => 0.0032914771709351
324 => 0.0032673983598167
325 => 0.0032829803015984
326 => 0.0031918885883339
327 => 0.0032410394656851
328 => 0.003189843750243
329 => 0.003189819476808
330 => 0.0031886893285521
331 => 0.0032489208607332
401 => 0.0032508850088352
402 => 0.0032063738155486
403 => 0.0031999590572005
404 => 0.0032236777809245
405 => 0.0031959093673873
406 => 0.003208902033309
407 => 0.0031963029020022
408 => 0.0031934665721668
409 => 0.003170866213476
410 => 0.0031611293575423
411 => 0.0031649474296418
412 => 0.0031519143812151
413 => 0.0031440614981121
414 => 0.0031871271924487
415 => 0.0031641189292298
416 => 0.0031836008461255
417 => 0.0031613987430089
418 => 0.0030844365806111
419 => 0.003040174827156
420 => 0.0028948004367827
421 => 0.0029360284335562
422 => 0.0029633626380705
423 => 0.0029543286836416
424 => 0.0029737371134311
425 => 0.0029749286333915
426 => 0.0029686187550214
427 => 0.0029613127242143
428 => 0.0029577565524662
429 => 0.0029842613431593
430 => 0.0029996482662669
501 => 0.002966105991178
502 => 0.0029582475054309
503 => 0.0029921605974656
504 => 0.0030128475640159
505 => 0.0031655885020204
506 => 0.0031542729599863
507 => 0.0031826727499289
508 => 0.0031794753694116
509 => 0.0032092428737128
510 => 0.0032579001625594
511 => 0.0031589662895425
512 => 0.0031761377890223
513 => 0.0031719277338976
514 => 0.0032178920118124
515 => 0.0032180355072709
516 => 0.003190477626575
517 => 0.0032054172007758
518 => 0.0031970783403027
519 => 0.0032121477882422
520 => 0.0031541218340236
521 => 0.0032247911827472
522 => 0.0032648561496412
523 => 0.0032654124517454
524 => 0.0032844029280779
525 => 0.003303698351886
526 => 0.0033407342376083
527 => 0.0033026654411344
528 => 0.0032341833822006
529 => 0.0032391275656599
530 => 0.0031989765595636
531 => 0.0031996515052299
601 => 0.0031960485923665
602 => 0.0032068612050843
603 => 0.0031564945944692
604 => 0.0031683155373092
605 => 0.0031517661481099
606 => 0.0031761018138822
607 => 0.0031499206603408
608 => 0.0031719257036816
609 => 0.0031814223509087
610 => 0.003216465183625
611 => 0.0031447448054562
612 => 0.0029985020993272
613 => 0.0030292440891769
614 => 0.0029837742714579
615 => 0.0029879826762036
616 => 0.0029964843235526
617 => 0.0029689277029287
618 => 0.0029741846377348
619 => 0.0029739968230311
620 => 0.0029723783373798
621 => 0.0029652097960684
622 => 0.0029548139929141
623 => 0.0029962276730213
624 => 0.00300326466427
625 => 0.0030189070241171
626 => 0.0030654480767082
627 => 0.0030607975280408
628 => 0.0030683827658668
629 => 0.0030518242342819
630 => 0.0029887507789928
701 => 0.0029921759710706
702 => 0.0029494637709761
703 => 0.0030178147771306
704 => 0.003001628356684
705 => 0.0029911928661232
706 => 0.0029883454458396
707 => 0.003035001864698
708 => 0.0030489621964702
709 => 0.0030402630545527
710 => 0.0030224208606856
711 => 0.0030566831474816
712 => 0.0030658502900184
713 => 0.0030679024751612
714 => 0.0031286086782218
715 => 0.0030712952775504
716 => 0.0030850911827382
717 => 0.0031927228967986
718 => 0.0030951157843071
719 => 0.0031468204486922
720 => 0.0031442897744287
721 => 0.0031707401311376
722 => 0.0031421200731505
723 => 0.00314247485307
724 => 0.0031659609779253
725 => 0.0031329789513111
726 => 0.0031248121376941
727 => 0.0031135297431741
728 => 0.0031381644388504
729 => 0.0031529318247769
730 => 0.0032719461098944
731 => 0.0033488347657912
801 => 0.0033454968264593
802 => 0.0033759993435921
803 => 0.0033622576802527
804 => 0.0033178822244623
805 => 0.0033936257164862
806 => 0.0033696573063675
807 => 0.0033716332329761
808 => 0.003371559688889
809 => 0.0033874965862632
810 => 0.0033762038338784
811 => 0.0033539446597508
812 => 0.0033687213383289
813 => 0.0034126027909465
814 => 0.0035488121663191
815 => 0.0036250367373119
816 => 0.003544223351435
817 => 0.0035999673428785
818 => 0.0035665408116274
819 => 0.003560466216546
820 => 0.0035954775626211
821 => 0.0036305501914228
822 => 0.0036283162165913
823 => 0.0036028552890807
824 => 0.003588473057177
825 => 0.0036973801355525
826 => 0.0037776210157158
827 => 0.0037721491256304
828 => 0.0037963002689136
829 => 0.0038672087725598
830 => 0.0038736917574789
831 => 0.0038728750503888
901 => 0.0038568062958373
902 => 0.0039266249263098
903 => 0.0039848688561919
904 => 0.0038530868434296
905 => 0.0039032677087362
906 => 0.0039257955158989
907 => 0.0039588730205129
908 => 0.0040146803152301
909 => 0.0040753018394469
910 => 0.0040838743876524
911 => 0.0040777917544664
912 => 0.0040378102296514
913 => 0.0041041430248146
914 => 0.0041429992205258
915 => 0.0041661371958635
916 => 0.0042248112515281
917 => 0.0039259346399665
918 => 0.0037143749191718
919 => 0.0036813368138103
920 => 0.0037485211002223
921 => 0.0037662370607644
922 => 0.0037590957792838
923 => 0.003520966079361
924 => 0.0036800831102223
925 => 0.0038512796564891
926 => 0.0038578560130511
927 => 0.0039435605836632
928 => 0.0039714695050035
929 => 0.0040404729179011
930 => 0.0040361567356368
1001 => 0.0040529579685933
1002 => 0.0040490956560934
1003 => 0.0041769099481033
1004 => 0.0043179080927964
1005 => 0.0043130257753923
1006 => 0.0042927556238783
1007 => 0.004322860255451
1008 => 0.0044683854510536
1009 => 0.0044549878230363
1010 => 0.0044680024774479
1011 => 0.0046395848845041
1012 => 0.0048626664209899
1013 => 0.0047590226502722
1014 => 0.004983899810038
1015 => 0.0051254480618846
1016 => 0.0053702411270908
1017 => 0.0053395918296957
1018 => 0.005434887973606
1019 => 0.0052847231906571
1020 => 0.0049399144956967
1021 => 0.0048853471998446
1022 => 0.0049945923080046
1023 => 0.0052631607464342
1024 => 0.0049861341321245
1025 => 0.0050421762553991
1026 => 0.0050260361201259
1027 => 0.0050251760809083
1028 => 0.00505800027981
1029 => 0.005010387067308
1030 => 0.0048164022741216
1031 => 0.0049053043616794
1101 => 0.0048709749962444
1102 => 0.0049090659866182
1103 => 0.0051146273517463
1104 => 0.0050237437722523
1105 => 0.0049280053040378
1106 => 0.0050480825892456
1107 => 0.005200982236347
1108 => 0.0051914140512185
1109 => 0.005172847772878
1110 => 0.0052775049117845
1111 => 0.0054503678435934
1112 => 0.0054970919994418
1113 => 0.0055315828160558
1114 => 0.0055363385169397
1115 => 0.005585325191696
1116 => 0.0053219114952999
1117 => 0.0057399557964241
1118 => 0.0058121404989875
1119 => 0.0057985727666549
1120 => 0.0058788030255575
1121 => 0.0058551972481431
1122 => 0.0058209961803027
1123 => 0.0059481782061288
1124 => 0.0058023742765795
1125 => 0.0055954239547886
1126 => 0.0054818869152408
1127 => 0.005631401647689
1128 => 0.00572270507745
1129 => 0.0057830508365333
1130 => 0.00580131142677
1201 => 0.0053423595507085
1202 => 0.0050950099441493
1203 => 0.0052535582060847
1204 => 0.0054469980280625
1205 => 0.0053208369273218
1206 => 0.0053257822036162
1207 => 0.005145909628514
1208 => 0.0054629127597293
1209 => 0.0054167280699273
1210 => 0.0056563343223197
1211 => 0.005599150367226
1212 => 0.0057945399645909
1213 => 0.0057430873353862
1214 => 0.005956664322537
1215 => 0.0060418659650776
1216 => 0.0061849327834799
1217 => 0.0062901733174834
1218 => 0.0063519725719809
1219 => 0.0063482623765441
1220 => 0.0065931418111294
1221 => 0.0064487449639902
1222 => 0.0062673484922595
1223 => 0.0062640676023845
1224 => 0.0063580154055017
1225 => 0.0065549042275142
1226 => 0.0066059546344462
1227 => 0.0066344848474966
1228 => 0.0065907898330661
1229 => 0.0064340574045118
1230 => 0.0063663811365135
1231 => 0.0064240432776183
]
'min_raw' => 0.0023776872847503
'max_raw' => 0.0066344848474966
'avg_raw' => 0.0045060860661235
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.002377'
'max' => '$0.006634'
'avg' => '$0.004506'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0009412907932814
'max_diff' => 0.0034278308674396
'year' => 2036
]
11 => [
'items' => [
101 => 0.0063535274340114
102 => 0.0064752575633281
103 => 0.0066424190310326
104 => 0.0066079008489797
105 => 0.0067232899563274
106 => 0.0068427055431442
107 => 0.0070134751955818
108 => 0.0070581207063109
109 => 0.0071319180378294
110 => 0.0072078797331225
111 => 0.0072322765824256
112 => 0.0072788577376429
113 => 0.0072786122319618
114 => 0.0074189876784824
115 => 0.0075738261430604
116 => 0.0076322740789199
117 => 0.0077666718845908
118 => 0.0075365203522402
119 => 0.0077110929333184
120 => 0.007868561771286
121 => 0.0076808209309828
122 => 0.0079395779413352
123 => 0.0079496248896912
124 => 0.0081013218815801
125 => 0.0079475479186735
126 => 0.0078562374303634
127 => 0.0081198473887552
128 => 0.0082473999439852
129 => 0.0082089800762928
130 => 0.0079166029861309
131 => 0.0077464269790134
201 => 0.0073010435438867
202 => 0.0078286194619269
203 => 0.0080855863020038
204 => 0.0079159375040938
205 => 0.0080014984898783
206 => 0.0084682914850761
207 => 0.0086460160350391
208 => 0.0086090505710352
209 => 0.0086152971259485
210 => 0.0087111940671798
211 => 0.0091364539160096
212 => 0.0088816283571447
213 => 0.0090764329487654
214 => 0.0091797566017408
215 => 0.0092757293689141
216 => 0.009040050585241
217 => 0.0087334359504913
218 => 0.0086363182248593
219 => 0.007899069274554
220 => 0.0078606922649807
221 => 0.0078391500865648
222 => 0.0077033296988542
223 => 0.0075966120784489
224 => 0.0075117462645314
225 => 0.0072890330257346
226 => 0.0073641922060128
227 => 0.0070092337872361
228 => 0.0072363236046155
301 => 0.0066698013974772
302 => 0.0071416179258802
303 => 0.0068848296403356
304 => 0.00705725606778
305 => 0.0070566544882182
306 => 0.0067391627674444
307 => 0.0065560401687853
308 => 0.0066727330158891
309 => 0.006797837011074
310 => 0.0068181347133924
311 => 0.0069803353086981
312 => 0.0070256020083578
313 => 0.0068884417950888
314 => 0.0066580614839502
315 => 0.0067115735758122
316 => 0.0065549557479517
317 => 0.0062804890288438
318 => 0.0064776158182363
319 => 0.0065449235711879
320 => 0.0065746505093295
321 => 0.0063047440138026
322 => 0.0062199335329529
323 => 0.0061747811445774
324 => 0.0066232199447183
325 => 0.0066477864344833
326 => 0.0065221007994936
327 => 0.007090211787648
328 => 0.0069616307741904
329 => 0.0071052872693357
330 => 0.0067067179143629
331 => 0.0067219438004677
401 => 0.0065332546804664
402 => 0.0066389079794556
403 => 0.0065642356330948
404 => 0.0066303722369835
405 => 0.0066700142446629
406 => 0.0068586724026364
407 => 0.0071437720989985
408 => 0.0068304931650303
409 => 0.0066939930472634
410 => 0.0067786769526202
411 => 0.0070042013520999
412 => 0.0073458823616932
413 => 0.0071436003270428
414 => 0.007233369659049
415 => 0.0072529802645327
416 => 0.0071038249810694
417 => 0.0073513819297474
418 => 0.007484049709693
419 => 0.0076201394001882
420 => 0.0077383022652987
421 => 0.007565782185128
422 => 0.0077504034006927
423 => 0.0076016312909792
424 => 0.0074681673287882
425 => 0.0074683697385273
426 => 0.0073846458454475
427 => 0.007222420252716
428 => 0.0071925033644292
429 => 0.0073481347953837
430 => 0.0074729364646579
501 => 0.007483215727899
502 => 0.0075523123445505
503 => 0.0075932030105331
504 => 0.0079939871253273
505 => 0.0081551858117576
506 => 0.0083522965141897
507 => 0.0084290822413374
508 => 0.0086601797508454
509 => 0.0084735497430957
510 => 0.0084331711669612
511 => 0.007872604200314
512 => 0.007964397009699
513 => 0.0081113661542129
514 => 0.007875027667375
515 => 0.0080249300396527
516 => 0.0080545239433068
517 => 0.0078669969760283
518 => 0.0079671632318136
519 => 0.0077011513536727
520 => 0.0071495704310154
521 => 0.0073519959969921
522 => 0.0075010493492597
523 => 0.007288331837428
524 => 0.0076696197440816
525 => 0.0074468792203946
526 => 0.0073762811678165
527 => 0.0071008529946864
528 => 0.0072308444902012
529 => 0.0074066598491839
530 => 0.0072980263980619
531 => 0.0075234571205348
601 => 0.0078427271437342
602 => 0.0080702579751246
603 => 0.0080877249670972
604 => 0.0079414378858949
605 => 0.0081758638671132
606 => 0.0081775714044577
607 => 0.0079131379399852
608 => 0.0077511739153675
609 => 0.0077143753481991
610 => 0.0078063053837698
611 => 0.0079179254181733
612 => 0.0080939191021706
613 => 0.0082002683994791
614 => 0.0084775709635508
615 => 0.008552601086501
616 => 0.0086350364439114
617 => 0.0087451955035344
618 => 0.0088774696988149
619 => 0.0085880612899152
620 => 0.0085995600255256
621 => 0.0083300669222903
622 => 0.0080420748922631
623 => 0.0082606249443404
624 => 0.0085463500649364
625 => 0.0084808044065735
626 => 0.0084734291810314
627 => 0.0084858322646763
628 => 0.0084364129787917
629 => 0.0082128913802999
630 => 0.0081006402328566
701 => 0.0082454728513804
702 => 0.0083224449423675
703 => 0.0084418219428169
704 => 0.0084271062077687
705 => 0.0087346085407722
706 => 0.0088540946489895
707 => 0.0088235249894087
708 => 0.0088291505424715
709 => 0.0090454744339985
710 => 0.009286071091778
711 => 0.0095114216113138
712 => 0.0097406578388156
713 => 0.0094643046193199
714 => 0.0093239894975571
715 => 0.0094687588866904
716 => 0.0093919422110395
717 => 0.0098333536146352
718 => 0.0098639159825034
719 => 0.01030529546703
720 => 0.010724217156338
721 => 0.010461099949046
722 => 0.010709207624463
723 => 0.010977556303942
724 => 0.011495244444663
725 => 0.011320905291356
726 => 0.011187364232167
727 => 0.011061168576498
728 => 0.011323761702948
729 => 0.011661583565099
730 => 0.011734347158588
731 => 0.011852251977874
801 => 0.01172828947711
802 => 0.011877588655258
803 => 0.012404680359502
804 => 0.012262255528248
805 => 0.012059989371933
806 => 0.012476077650009
807 => 0.012626658380342
808 => 0.013683512805561
809 => 0.015017835173879
810 => 0.014465416951762
811 => 0.01412251313487
812 => 0.014203103665627
813 => 0.014690353024874
814 => 0.014846842054543
815 => 0.0144214509269
816 => 0.014571706264691
817 => 0.015399627948694
818 => 0.015843781369255
819 => 0.015240561366371
820 => 0.013576301302468
821 => 0.012041777517599
822 => 0.012448802325853
823 => 0.012402658344047
824 => 0.013292156908176
825 => 0.012258858743126
826 => 0.012276256834184
827 => 0.013184149286624
828 => 0.01294193914553
829 => 0.012549589736889
830 => 0.012044642102482
831 => 0.011111199698278
901 => 0.010284423729907
902 => 0.011905921799016
903 => 0.011835999853774
904 => 0.01173474251521
905 => 0.011960079764995
906 => 0.013054253486854
907 => 0.01302902924107
908 => 0.012868565458919
909 => 0.012990275823418
910 => 0.012528253321531
911 => 0.012647327040324
912 => 0.012041534441192
913 => 0.012315377996133
914 => 0.012548747931271
915 => 0.012595600400851
916 => 0.012701161407161
917 => 0.011799154165908
918 => 0.012204128935689
919 => 0.012442013671932
920 => 0.011367241779269
921 => 0.012420768887269
922 => 0.011783452226623
923 => 0.011567137379825
924 => 0.011858376823725
925 => 0.011744880529197
926 => 0.011647303079889
927 => 0.011592853186581
928 => 0.011806707291257
929 => 0.011796730741662
930 => 0.01144682391912
1001 => 0.010990384733141
1002 => 0.011143580706061
1003 => 0.011087923172879
1004 => 0.010886213092664
1005 => 0.011022141332161
1006 => 0.010423582157122
1007 => 0.0093937922068667
1008 => 0.010074102991325
1009 => 0.010047911766159
1010 => 0.010034704962753
1011 => 0.010545939714864
1012 => 0.010496796289641
1013 => 0.010407600491647
1014 => 0.010884574941885
1015 => 0.010710472851337
1016 => 0.011247014470796
1017 => 0.011600415482708
1018 => 0.011510781554762
1019 => 0.0118431569146
1020 => 0.011147110031865
1021 => 0.011378308885756
1022 => 0.011425958649115
1023 => 0.010878689151208
1024 => 0.010504836761774
1025 => 0.010479905069628
1026 => 0.009831696546383
1027 => 0.010177964307344
1028 => 0.010482665607457
1029 => 0.010336737330479
1030 => 0.010290540797471
1031 => 0.010526548865803
1101 => 0.010544888713985
1102 => 0.01012673823187
1103 => 0.010213684958205
1104 => 0.010576267260714
1105 => 0.010204548814472
1106 => 0.0094823605932885
1107 => 0.0093032479294016
1108 => 0.0092793509983377
1109 => 0.0087935832482719
1110 => 0.009315217094063
1111 => 0.0090875099414572
1112 => 0.0098068341081883
1113 => 0.0093959600019644
1114 => 0.0093782480404488
1115 => 0.009351473812838
1116 => 0.0089333534435433
1117 => 0.0090248952314832
1118 => 0.0093291940768032
1119 => 0.0094377713329852
1120 => 0.0094264458356182
1121 => 0.0093277028464515
1122 => 0.0093729068812461
1123 => 0.0092272889350429
1124 => 0.0091758682074631
1125 => 0.0090135702468358
1126 => 0.0087750370806696
1127 => 0.0088082065804339
1128 => 0.0083356099626607
1129 => 0.0080781142426969
1130 => 0.00800684282115
1201 => 0.0079115356976197
1202 => 0.0080176080143553
1203 => 0.0083342711558212
1204 => 0.0079523082233802
1205 => 0.0072974595672946
1206 => 0.0073368170873332
1207 => 0.0074252417495072
1208 => 0.0072604629765335
1209 => 0.0071045136967481
1210 => 0.0072400989429565
1211 => 0.0069626309346557
1212 => 0.0074587724326913
1213 => 0.0074453531955899
1214 => 0.0076302840648731
1215 => 0.0077459251325994
1216 => 0.0074794099107306
1217 => 0.0074123820531644
1218 => 0.0074505641670804
1219 => 0.0068194988757589
1220 => 0.0075787125671993
1221 => 0.0075852782787299
1222 => 0.0075290586704458
1223 => 0.0079333165230448
1224 => 0.0087864266832151
1225 => 0.0084654523246823
1226 => 0.0083411613515571
1227 => 0.0081048841207899
1228 => 0.0084197095020334
1229 => 0.008395535824795
1230 => 0.0082862132887277
1231 => 0.0082200946778071
]
'min_raw' => 0.0061747811445774
'max_raw' => 0.015843781369255
'avg_raw' => 0.011009281256916
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.006174'
'max' => '$0.015843'
'avg' => '$0.0110092'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0037970938598271
'max_diff' => 0.009209296521758
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00019381932436391
]
1 => [
'year' => 2028
'avg' => 0.00033265022676037
]
2 => [
'year' => 2029
'avg' => 0.00090874046513921
]
3 => [
'year' => 2030
'avg' => 0.000701091915518
]
4 => [
'year' => 2031
'avg' => 0.00068855914640324
]
5 => [
'year' => 2032
'avg' => 0.0012072608811833
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00019381932436391
'min' => '$0.000193'
'max_raw' => 0.0012072608811833
'max' => '$0.0012072'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0012072608811833
]
1 => [
'year' => 2033
'avg' => 0.0031051991275759
]
2 => [
'year' => 2034
'avg' => 0.0019682244359447
]
3 => [
'year' => 2035
'avg' => 0.0023215252357629
]
4 => [
'year' => 2036
'avg' => 0.0045060860661235
]
5 => [
'year' => 2037
'avg' => 0.011009281256916
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0012072608811833
'min' => '$0.0012072'
'max_raw' => 0.011009281256916
'max' => '$0.0110092'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.011009281256916
]
]
]
]
'prediction_2025_max_price' => '$0.000331'
'last_price' => 0.00032133
'sma_50day_nextmonth' => '$0.000295'
'sma_200day_nextmonth' => '$0.000364'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.000319'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.00031'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0003012'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000298'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000437'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.000379'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.000364'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.000317'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000312'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0003078'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.000326'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.00038'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.00039'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.000473'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.000355'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0004017'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.003339'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.021137'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.000324'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.000346'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.000377'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.000396'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.001171'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0124099'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.054679'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.00'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 159.84
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000311'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000323'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 201.02
'cci_20_action' => 'SELL'
'adx_14' => 22.79
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000045'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 82.94
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000153'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 15
'sell_pct' => 57.14
'buy_pct' => 42.86
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767687829
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Dexlab pour 2026
La prévision du prix de Dexlab pour 2026 suggère que le prix moyen pourrait varier entre $0.000111 à la baisse et $0.000331 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Dexlab pourrait potentiellement gagner 3.13% d'ici 2026 si DXL atteint l'objectif de prix prévu.
Prévision du prix de Dexlab de 2027 à 2032
La prévision du prix de DXL pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000193 à la baisse et $0.0012072 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Dexlab atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Dexlab | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.0001068 | $0.000193 | $0.00028 |
| 2028 | $0.000192 | $0.000332 | $0.000472 |
| 2029 | $0.000423 | $0.0009087 | $0.001393 |
| 2030 | $0.00036 | $0.000701 | $0.001041 |
| 2031 | $0.000426 | $0.000688 | $0.000951 |
| 2032 | $0.00065 | $0.0012072 | $0.001764 |
Prévision du prix de Dexlab de 2032 à 2037
La prévision du prix de Dexlab pour 2032-2037 est actuellement estimée entre $0.0012072 à la baisse et $0.0110092 à la hausse. Par rapport au prix actuel, Dexlab pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Dexlab | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.00065 | $0.0012072 | $0.001764 |
| 2033 | $0.001511 | $0.0031051 | $0.004699 |
| 2034 | $0.001214 | $0.001968 | $0.002721 |
| 2035 | $0.001436 | $0.002321 | $0.0032066 |
| 2036 | $0.002377 | $0.004506 | $0.006634 |
| 2037 | $0.006174 | $0.0110092 | $0.015843 |
Dexlab Histogramme des prix potentiels
Prévision du prix de Dexlab basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Dexlab est Baissier, avec 15 indicateurs techniques montrant des signaux haussiers et 20 indiquant des signaux baissiers. La prévision du prix de DXL a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Dexlab et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Dexlab devrait augmenter au cours du prochain mois, atteignant $0.000364 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Dexlab devrait atteindre $0.000295 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 44.00, ce qui suggère que le marché de DXL est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de DXL 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 | $0.000319 | BUY |
| SMA 5 | $0.00031 | BUY |
| SMA 10 | $0.0003012 | BUY |
| SMA 21 | $0.000298 | BUY |
| SMA 50 | $0.000437 | SELL |
| SMA 100 | $0.000379 | SELL |
| SMA 200 | $0.000364 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.000317 | BUY |
| EMA 5 | $0.000312 | BUY |
| EMA 10 | $0.0003078 | BUY |
| EMA 21 | $0.000326 | SELL |
| EMA 50 | $0.00038 | SELL |
| EMA 100 | $0.00039 | SELL |
| EMA 200 | $0.000473 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.000355 | SELL |
| SMA 50 | $0.0004017 | SELL |
| SMA 100 | $0.003339 | SELL |
| SMA 200 | $0.021137 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.000396 | SELL |
| EMA 50 | $0.001171 | SELL |
| EMA 100 | $0.0124099 | SELL |
| EMA 200 | $0.054679 | SELL |
Oscillateurs de Dexlab
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) | 44.00 | NEUTRAL |
| Stoch RSI (14) | 159.84 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 201.02 | SELL |
| Indice Directionnel Moyen (14) | 22.79 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.000045 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 82.94 | SELL |
| VWMA (10) | 0.000311 | BUY |
| Moyenne Mobile de Hull (9) | 0.000323 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000153 | SELL |
Prévision du cours de Dexlab basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Dexlab
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 Dexlab par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.000451 | $0.000634 | $0.000891 | $0.001252 | $0.00176 | $0.002473 |
| Action Amazon.com | $0.00067 | $0.001398 | $0.002919 | $0.00609 | $0.0127088 | $0.026517 |
| Action Apple | $0.000455 | $0.000646 | $0.000916 | $0.00130069 | $0.001844 | $0.002616 |
| Action Netflix | $0.000507 | $0.000799 | $0.001262 | $0.001991 | $0.003142 | $0.004958 |
| Action Google | $0.000416 | $0.000538 | $0.000697 | $0.0009037 | $0.00117 | $0.001515 |
| Action Tesla | $0.000728 | $0.001651 | $0.003743 | $0.008485 | $0.019236 | $0.0436087 |
| Action Kodak | $0.00024 | $0.00018 | $0.000135 | $0.0001016 | $0.000076 | $0.000057 |
| Action Nokia | $0.000212 | $0.000141 | $0.000093 | $0.000061 | $0.00004 | $0.000027 |
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 Dexlab
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Dexlab maintenant ?", "Devrais-je acheter DXL aujourd'hui ?", " Dexlab sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Dexlab/Dexlab [Old] avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Dexlab 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 Dexlab afin de prendre une décision responsable concernant cet investissement.
Le cours de Dexlab est de $0.0003213 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 Dexlab basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Dexlab présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000329 | $0.000338 | $0.000347 | $0.000356 |
| Si Dexlab présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000338 | $0.000355 | $0.000374 | $0.000393 |
| Si Dexlab présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000363 | $0.00041 | $0.000463 | $0.000523 |
| Si Dexlab présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0004048 | $0.00051 | $0.000642 | $0.0008097 |
| Si Dexlab présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000488 | $0.000742 | $0.001128 | $0.001714 |
| Si Dexlab présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000738 | $0.001699 | $0.0039078 | $0.008986 |
| Si Dexlab présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001156 | $0.004162 | $0.014983 | $0.05393 |
Boîte à questions
Est-ce que DXL est un bon investissement ?
La décision d'acquérir Dexlab dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Dexlab a connu une hausse de 0.2958% au cours des 24 heures précédentes, et Dexlab a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Dexlab dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Dexlab peut monter ?
Il semble que la valeur moyenne de Dexlab pourrait potentiellement s'envoler jusqu'à $0.000331 pour la fin de cette année. En regardant les perspectives de Dexlab sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.001041. 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 Dexlab la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Dexlab, le prix de Dexlab va augmenter de 0.86% durant la prochaine semaine et atteindre $0.000324 d'ici 13 janvier 2026.
Quel sera le prix de Dexlab le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Dexlab, le prix de Dexlab va diminuer de -11.62% durant le prochain mois et atteindre $0.000283 d'ici 5 février 2026.
Jusqu'où le prix de Dexlab peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Dexlab en 2026, DXL devrait fluctuer dans la fourchette de $0.000111 et $0.000331. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Dexlab ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Dexlab dans 5 ans ?
L'avenir de Dexlab semble suivre une tendance haussière, avec un prix maximum de $0.001041 prévue après une période de cinq ans. Selon la prévision de Dexlab pour 2030, la valeur de Dexlab pourrait potentiellement atteindre son point le plus élevé d'environ $0.001041, tandis que son point le plus bas devrait être autour de $0.00036.
Combien vaudra Dexlab en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Dexlab, il est attendu que la valeur de DXL en 2026 augmente de 3.13% jusqu'à $0.000331 si le meilleur scénario se produit. Le prix sera entre $0.000331 et $0.000111 durant 2026.
Combien vaudra Dexlab en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Dexlab, le valeur de DXL pourrait diminuer de -12.62% jusqu'à $0.00028 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.00028 et $0.0001068 tout au long de l'année.
Combien vaudra Dexlab en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Dexlab suggère que la valeur de DXL en 2028 pourrait augmenter de 47.02%, atteignant $0.000472 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.000472 et $0.000192 durant l'année.
Combien vaudra Dexlab en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Dexlab pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.001393 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.001393 et $0.000423.
Combien vaudra Dexlab en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Dexlab, il est prévu que la valeur de DXL en 2030 augmente de 224.23%, atteignant $0.001041 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.001041 et $0.00036 au cours de 2030.
Combien vaudra Dexlab en 2031 ?
Notre simulation expérimentale indique que le prix de Dexlab pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.000951 dans des conditions idéales. Il est probable que le prix fluctue entre $0.000951 et $0.000426 durant l'année.
Combien vaudra Dexlab en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Dexlab, DXL pourrait connaître une 449.04% hausse en valeur, atteignant $0.001764 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.001764 et $0.00065 tout au long de l'année.
Combien vaudra Dexlab en 2033 ?
Selon notre prédiction expérimentale de prix de Dexlab, la valeur de DXL est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.004699. Tout au long de l'année, le prix de DXL pourrait osciller entre $0.004699 et $0.001511.
Combien vaudra Dexlab en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Dexlab suggèrent que DXL pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.002721 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.002721 et $0.001214.
Combien vaudra Dexlab en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Dexlab, DXL pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.0032066 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.0032066 et $0.001436.
Combien vaudra Dexlab en 2036 ?
Notre récente simulation de prédiction de prix de Dexlab suggère que la valeur de DXL pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.006634 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.006634 et $0.002377.
Combien vaudra Dexlab en 2037 ?
Selon la simulation expérimentale, la valeur de Dexlab pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.015843 sous des conditions favorables. Il est prévu que le prix chute entre $0.015843 et $0.006174 au cours de l'année.
Prévisions liées
Prévision du cours de Vector Finance
Prévision du cours de Kava Swap
Prévision du cours de Arix
Prévision du cours de SuperStar
Prévision du cours de Xi Token
Prévision du cours de Kryptokrona
Prévision du cours de Petcoin
Prévision du cours de Amepay
Prévision du cours de FlatQube
Prévision du cours de VNX EURO
Prévision du cours de BMX
Prévision du cours de Unique Network
Prévision du cours de Gym Network
Prévision du cours de Base Protocol
Prévision du cours de BLOX
Prévision du cours de Idena
Prévision du cours de Minu
Prévision du cours de Shibwifhatcoin
Prévision du cours de IMO
Prévision du cours de Solordi
Prévision du cours de Navigator Exchange
Prévision du cours de Deri Protocol
Prévision du cours de Magicaltux
Prévision du cours de WoofWork.io
Prévision du cours de Sora
Comment lire et prédire les mouvements de prix de Dexlab ?
Les traders de Dexlab 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 Dexlab
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Dexlab. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de DXL 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 DXL 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 DXL.
Comment lire les graphiques de Dexlab 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 Dexlab 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 DXL 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 Dexlab ?
L'action du prix de Dexlab 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 DXL. La capitalisation boursière de Dexlab peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de DXL, de grands détenteurs de Dexlab, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Dexlab.
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


