Prédiction du prix de BLOCKv jusqu'à $0.009258 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.0031015 | $0.009258 |
| 2027 | $0.002985 | $0.007843 |
| 2028 | $0.005388 | $0.013198 |
| 2029 | $0.011836 | $0.038938 |
| 2030 | $0.010066 | $0.0291061 |
| 2031 | $0.0119021 | $0.02657 |
| 2032 | $0.018167 | $0.049287 |
| 2033 | $0.042217 | $0.131283 |
| 2034 | $0.033941 | $0.076032 |
| 2035 | $0.040128 | $0.089584 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur BLOCKv aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.58, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de BLOCKv pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'BLOCKv'
'name_with_ticker' => 'BLOCKv <small>VEE</small>'
'name_lang' => 'BLOCKv'
'name_lang_with_ticker' => 'BLOCKv <small>VEE</small>'
'name_with_lang' => 'BLOCKv'
'name_with_lang_with_ticker' => 'BLOCKv <small>VEE</small>'
'image' => '/uploads/coins/blockv.png?1717084164'
'price_for_sd' => 0.008977
'ticker' => 'VEE'
'marketcap' => '$32.7M'
'low24h' => '$0.008979'
'high24h' => '$0.01003'
'volume24h' => '$360.73K'
'current_supply' => '3.65B'
'max_supply' => '3.65B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.03 USD 0.3x'
'price' => '$0.008977'
'change_24h_pct' => '-6.6082%'
'ath_price' => '$0.3568'
'ath_days' => 2921
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 janv. 2018'
'ath_pct' => '-97.48%'
'fdv' => '$32.7M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.442629'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0090538'
'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' => '$0.007934'
'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' => '$0.0031015'
'current_year_max_price_prediction' => '$0.009258'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.010066'
'grand_prediction_max_price' => '$0.0291061'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.009147150186077
107 => 0.0091813023244563
108 => 0.0092582488360762
109 => 0.0086007493190044
110 => 0.008895947298998
111 => 0.0090693484559341
112 => 0.0082859157205088
113 => 0.009053862509683
114 => 0.0085893037152166
115 => 0.0084316254829357
116 => 0.0086439184501744
117 => 0.0085611876743798
118 => 0.0084900606114658
119 => 0.0084503704882417
120 => 0.008606255013462
121 => 0.0085989828140381
122 => 0.0083439254748952
123 => 0.0080112135734503
124 => 0.0081228826084711
125 => 0.0080823122011453
126 => 0.0079352798113098
127 => 0.0080343618893004
128 => 0.0075980545621216
129 => 0.0068474104829919
130 => 0.0073433089545149
131 => 0.0073242174027951
201 => 0.0073145905766849
202 => 0.0076872445724075
203 => 0.0076514224893092
204 => 0.007586405057715
205 => 0.0079340857151912
206 => 0.0078071775982477
207 => 0.0081982785113549
208 => 0.0084558828675484
209 => 0.0083905460701898
210 => 0.0086328242122997
211 => 0.0081254552374982
212 => 0.0082939828588171
213 => 0.0083287161680018
214 => 0.0079297953898471
215 => 0.0076572834251233
216 => 0.00763910998394
217 => 0.0071666117915709
218 => 0.0074190165120624
219 => 0.0076411222208778
220 => 0.0075347508224545
221 => 0.0075010768154688
222 => 0.0076731100141576
223 => 0.0076864784670604
224 => 0.0073816763241508
225 => 0.0074450543414902
226 => 0.0077093512095145
227 => 0.007438394738532
228 => 0.0069119705759012
301 => 0.0067814101051853
302 => 0.0067639909316849
303 => 0.0064099005802219
304 => 0.0067901347801377
305 => 0.0066241523622314
306 => 0.0071484888316227
307 => 0.0068489906523793
308 => 0.0068360798844715
309 => 0.0068165633651811
310 => 0.0065117831723886
311 => 0.0065785106648185
312 => 0.0068003230125393
313 => 0.006879468157101
314 => 0.0068712126701062
315 => 0.0067992360110261
316 => 0.0068321865569728
317 => 0.0067260413677473
318 => 0.0066885592922107
319 => 0.00657025555156
320 => 0.006396381735046
321 => 0.0064205599556623
322 => 0.0060760704285892
323 => 0.0058883742507967
324 => 0.0058364224225796
325 => 0.0057669502666714
326 => 0.0058442694874478
327 => 0.0060750945330418
328 => 0.0057966705557902
329 => 0.0053193321759636
330 => 0.0053480210259362
331 => 0.0054124763540286
401 => 0.0052923642765431
402 => 0.0051786882754455
403 => 0.0052775203355743
404 => 0.0050752657714011
405 => 0.0054369178518264
406 => 0.0054271361765691
407 => 0.005561937707737
408 => 0.0056462318715822
409 => 0.0054519611144787
410 => 0.0054031025444311
411 => 0.0054309346064284
412 => 0.0049709326182975
413 => 0.0055243457314596
414 => 0.0055291316710432
415 => 0.0054881515507002
416 => 0.0057828269487461
417 => 0.0064046839501844
418 => 0.0061707163321034
419 => 0.0060801169986737
420 => 0.0059078875995962
421 => 0.0061373730478972
422 => 0.0061197521459983
423 => 0.0060400637450832
424 => 0.0059918679515667
425 => 0.0060806701788845
426 => 0.0059808643728713
427 => 0.0059629365076312
428 => 0.005854313149986
429 => 0.0058155395533545
430 => 0.0057868331260299
501 => 0.0057552301701809
502 => 0.005824938415818
503 => 0.0056669703603208
504 => 0.0054764763711907
505 => 0.005460638857168
506 => 0.005504367625833
507 => 0.0054850209009227
508 => 0.0054605462324924
509 => 0.0054138174251795
510 => 0.0053999539862528
511 => 0.0054450034371802
512 => 0.0053941452336293
513 => 0.0054691892833584
514 => 0.0054487814542088
515 => 0.0053347849795234
516 => 0.0051927031651648
517 => 0.0051914383389903
518 => 0.0051608270451476
519 => 0.0051218389600002
520 => 0.0051109933666387
521 => 0.0052691969751353
522 => 0.0055966737100878
523 => 0.0055323821911625
524 => 0.0055788394024459
525 => 0.0058073629015682
526 => 0.0058800036499979
527 => 0.0058284449673529
528 => 0.0057578682625475
529 => 0.0057609732793761
530 => 0.0060021552447177
531 => 0.0060171974680562
601 => 0.0060552043136275
602 => 0.0061040538509199
603 => 0.0058367642547852
604 => 0.0057483839634351
605 => 0.0057065044782416
606 => 0.0055775318732459
607 => 0.0057166177704583
608 => 0.0056355783744046
609 => 0.0056465133576322
610 => 0.00563939193546
611 => 0.0056432807135145
612 => 0.0054368167626994
613 => 0.0055120413749506
614 => 0.0053869658670295
615 => 0.0052195038023077
616 => 0.005218942410747
617 => 0.0052599285138443
618 => 0.0052355483759357
619 => 0.0051699420516941
620 => 0.0051792611203995
621 => 0.0050976162725554
622 => 0.0051891742831555
623 => 0.0051917998392892
624 => 0.0051565450180096
625 => 0.0052976027659098
626 => 0.0053553942403166
627 => 0.005332188761719
628 => 0.0053537660820772
629 => 0.0055350537940327
630 => 0.0055646116012188
701 => 0.0055777392266918
702 => 0.0055601499476351
703 => 0.0053570796886572
704 => 0.0053660867181643
705 => 0.0052999991118992
706 => 0.0052441620487456
707 => 0.0052463952384449
708 => 0.005275102747216
709 => 0.0054004701216924
710 => 0.0056642983704675
711 => 0.0056743104596526
712 => 0.0056864454038181
713 => 0.0056370864873625
714 => 0.0056221993658583
715 => 0.0056418393218144
716 => 0.0057409193406241
717 => 0.0059957800489651
718 => 0.005905695253063
719 => 0.0058324549117412
720 => 0.0058967064365347
721 => 0.0058868154179128
722 => 0.005803325266775
723 => 0.0058009819763052
724 => 0.0056407376828558
725 => 0.0055814990161536
726 => 0.0055319947523199
727 => 0.005477937388555
728 => 0.0054458903712959
729 => 0.0054951291549147
730 => 0.0055063906473045
731 => 0.0053987291863753
801 => 0.0053840553270735
802 => 0.0054719740001023
803 => 0.0054332842700408
804 => 0.0054730776168681
805 => 0.0054823100146731
806 => 0.0054808233859863
807 => 0.005440426864315
808 => 0.0054661744025867
809 => 0.0054052737988635
810 => 0.0053390535392894
811 => 0.0052968091393492
812 => 0.0052599452974947
813 => 0.0052803994994946
814 => 0.0052074840041547
815 => 0.0051841568696965
816 => 0.0054574517159582
817 => 0.0056593375573064
818 => 0.0056564020572176
819 => 0.0056385329553766
820 => 0.0056119830946557
821 => 0.0057389770529435
822 => 0.0056947348972003
823 => 0.0057269247620593
824 => 0.0057351184336702
825 => 0.0057599182098606
826 => 0.0057687819982359
827 => 0.005741989473469
828 => 0.0056520704879198
829 => 0.0054280009251719
830 => 0.0053236959388485
831 => 0.0052892735560248
901 => 0.005290524744263
902 => 0.0052560113871025
903 => 0.0052661771175664
904 => 0.0052524761609077
905 => 0.0052265298636136
906 => 0.0052787973887515
907 => 0.0052848207341179
908 => 0.0052726208692003
909 => 0.00527549437903
910 => 0.0051744847081428
911 => 0.0051821642540389
912 => 0.00513940356662
913 => 0.0051313864532167
914 => 0.0050232911590208
915 => 0.0048317846766893
916 => 0.004937897857885
917 => 0.0048097280567718
918 => 0.0047611882110008
919 => 0.0049909682913858
920 => 0.0049679047444225
921 => 0.0049284299775042
922 => 0.0048700385699698
923 => 0.0048483806289202
924 => 0.0047167938351736
925 => 0.0047090189854108
926 => 0.0047742369535339
927 => 0.0047441411052584
928 => 0.0047018751360904
929 => 0.0045487920801968
930 => 0.0043766760413144
1001 => 0.0043818711426454
1002 => 0.0044366180522812
1003 => 0.0045958020756737
1004 => 0.0045336061238227
1005 => 0.0044884822471384
1006 => 0.0044800319014542
1007 => 0.0045858056696891
1008 => 0.004735497712031
1009 => 0.0048057298691271
1010 => 0.0047361319344272
1011 => 0.0046561815744628
1012 => 0.0046610477824195
1013 => 0.0046934204838561
1014 => 0.0046968223970517
1015 => 0.0046447829317447
1016 => 0.0046594317364057
1017 => 0.0046371788626109
1018 => 0.0045006130172075
1019 => 0.0044981429741191
1020 => 0.0044646275132354
1021 => 0.0044636126783997
1022 => 0.004406594518613
1023 => 0.0043986172839109
1024 => 0.0042854042668994
1025 => 0.0043599214175369
1026 => 0.0043099392252153
1027 => 0.0042346042717792
1028 => 0.0042216164974114
1029 => 0.0042212260692307
1030 => 0.0042985782218222
1031 => 0.0043590175125973
1101 => 0.0043108086868499
1102 => 0.0042998324717161
1103 => 0.0044170297332251
1104 => 0.0044021153134213
1105 => 0.004389199522059
1106 => 0.004722094431476
1107 => 0.0044585821345587
1108 => 0.0043436757323467
1109 => 0.0042014572394754
1110 => 0.0042477642978822
1111 => 0.0042575218754807
1112 => 0.0039155120369354
1113 => 0.0037767586880322
1114 => 0.0037291437674982
1115 => 0.0037017407075548
1116 => 0.003714228626077
1117 => 0.0035893343379195
1118 => 0.0036732653651222
1119 => 0.0035651174686292
1120 => 0.0035469861218384
1121 => 0.0037403679577215
1122 => 0.0037672759104643
1123 => 0.0036524782244177
1124 => 0.0037261969229168
1125 => 0.0036994654980745
1126 => 0.0035669713539113
1127 => 0.0035619110521652
1128 => 0.0034954301480184
1129 => 0.0033914004062685
1130 => 0.0033438560227981
1201 => 0.0033190944950875
1202 => 0.0033293115840135
1203 => 0.0033241455112044
1204 => 0.0032904333916591
1205 => 0.0033260778504348
1206 => 0.0032350209875702
1207 => 0.0031987614110825
1208 => 0.0031823838015988
1209 => 0.0031015655947691
1210 => 0.0032301833018549
1211 => 0.003255522610434
1212 => 0.0032809118452787
1213 => 0.0035019078006351
1214 => 0.0034908674672336
1215 => 0.0035906667043228
1216 => 0.0035867886894886
1217 => 0.0035583243304303
1218 => 0.003438237881723
1219 => 0.0034861021998426
1220 => 0.0033387832684371
1221 => 0.0034491646285597
1222 => 0.0033987911854356
1223 => 0.0034321333167683
1224 => 0.0033721811582933
1225 => 0.0034053611581573
1226 => 0.0032615315005245
1227 => 0.0031272253899649
1228 => 0.0031812740894939
1229 => 0.0032400312071004
1230 => 0.0033674316091064
1231 => 0.0032915529807021
]
'min_raw' => 0.0031015655947691
'max_raw' => 0.0092582488360762
'avg_raw' => 0.0061799072154226
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0031015'
'max' => '$0.009258'
'avg' => '$0.006179'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0058754744052309
'max_diff' => 0.00028120883607622
'year' => 2026
]
1 => [
'items' => [
101 => 0.0033188418047649
102 => 0.0032274288122485
103 => 0.0030388176978568
104 => 0.0030398852162812
105 => 0.0030108715054485
106 => 0.0029857994232179
107 => 0.0033002685539491
108 => 0.0032611593465214
109 => 0.0031988439429719
110 => 0.0032822555869386
111 => 0.0033043109495242
112 => 0.0033049388346909
113 => 0.0033657938169629
114 => 0.0033982721319103
115 => 0.0034039965756889
116 => 0.0034997532051528
117 => 0.0035318495642886
118 => 0.0036640499251223
119 => 0.0033955165738004
120 => 0.0033899863061432
121 => 0.0032834293598252
122 => 0.0032158492598716
123 => 0.0032880566270863
124 => 0.0033520224971499
125 => 0.0032854169577122
126 => 0.0032941142350431
127 => 0.0032047017402205
128 => 0.0032366624998707
129 => 0.0032641914116607
130 => 0.0032489915646449
131 => 0.0032262366579813
201 => 0.0033467780252619
202 => 0.0033399766089145
203 => 0.0034522275013602
204 => 0.0035397350991599
205 => 0.0036965643582712
206 => 0.0035329048506944
207 => 0.0035269404477506
208 => 0.0035852434432459
209 => 0.0035318406384037
210 => 0.0035655893676618
211 => 0.0036911269162344
212 => 0.0036937793268163
213 => 0.0036493480321321
214 => 0.0036466443838126
215 => 0.0036551778999819
216 => 0.0037051589707244
217 => 0.0036876940488438
218 => 0.0037079048986017
219 => 0.0037331788757036
220 => 0.0038377227609411
221 => 0.0038629279377402
222 => 0.0038016924255042
223 => 0.0038072213066342
224 => 0.0037843175441055
225 => 0.0037621927964861
226 => 0.0038119259980746
227 => 0.003902814401486
228 => 0.0039022489894455
301 => 0.0039233333324189
302 => 0.0039364687034192
303 => 0.0038800820754068
304 => 0.0038433764539645
305 => 0.0038574517248648
306 => 0.003879958389554
307 => 0.0038501531168434
308 => 0.0036661811665279
309 => 0.0037219865040799
310 => 0.0037126977671697
311 => 0.0036994694762605
312 => 0.0037555821746989
313 => 0.0037501699680467
314 => 0.0035880533664752
315 => 0.0035984315453218
316 => 0.0035886844979044
317 => 0.0036201792021681
318 => 0.0035301398210167
319 => 0.0035578353282344
320 => 0.0035752056907321
321 => 0.0035854369676886
322 => 0.0036223993557079
323 => 0.0036180622460921
324 => 0.0036221297548846
325 => 0.0036769352186086
326 => 0.0039541224471606
327 => 0.0039692091364315
328 => 0.0038949167607641
329 => 0.0039245950994909
330 => 0.0038676191790746
331 => 0.0039058674961555
401 => 0.0039320360233004
402 => 0.0038137854810511
403 => 0.0038067834513788
404 => 0.0037495723710714
405 => 0.0037803143650274
406 => 0.0037314016422159
407 => 0.0037434031134994
408 => 0.0037098459535212
409 => 0.0037702421603181
410 => 0.0038377745041387
411 => 0.0038548358411208
412 => 0.0038099548088882
413 => 0.0037774579837476
414 => 0.0037204042639204
415 => 0.0038152858715181
416 => 0.0038430321450443
417 => 0.0038151401321552
418 => 0.0038086769433163
419 => 0.0037964292121453
420 => 0.003811275357383
421 => 0.0038428810328798
422 => 0.0038279763799807
423 => 0.0038378211658068
424 => 0.0038003029941369
425 => 0.0038801007417269
426 => 0.0040068387692735
427 => 0.0040072462527559
428 => 0.0039923415195151
429 => 0.0039862428237999
430 => 0.0040015359845998
501 => 0.0040098318969754
502 => 0.0040592871747161
503 => 0.004112354658117
504 => 0.0043599974479922
505 => 0.0042904603435539
506 => 0.0045101837590666
507 => 0.0046839564532225
508 => 0.0047360632860409
509 => 0.004688127451664
510 => 0.0045241415517032
511 => 0.0045160956211151
512 => 0.0047611597887176
513 => 0.0046919179367199
514 => 0.0046836818387506
515 => 0.0045960636714635
516 => 0.0046478568600513
517 => 0.0046365289299469
518 => 0.0046186472380958
519 => 0.0047174650339765
520 => 0.0049024431263396
521 => 0.0048736125559313
522 => 0.0048520918725331
523 => 0.0047577945024591
524 => 0.0048145825813237
525 => 0.004794361434144
526 => 0.0048812443150851
527 => 0.0048297768211071
528 => 0.0046913933615898
529 => 0.0047134313836358
530 => 0.0047101003809379
531 => 0.0047786521804233
601 => 0.0047580746317781
602 => 0.004706082284307
603 => 0.0049018108913296
604 => 0.0048891013642893
605 => 0.0049071205678301
606 => 0.0049150531784911
607 => 0.0050341897324609
608 => 0.0050829961666777
609 => 0.0050940760817219
610 => 0.0051404384194028
611 => 0.0050929225445252
612 => 0.0052830199222801
613 => 0.0054094235859976
614 => 0.0055562479460786
615 => 0.0057707977988244
616 => 0.0058514705281539
617 => 0.0058368977216741
618 => 0.0059995669714024
619 => 0.0062918799972297
620 => 0.0058959825417431
621 => 0.0063128635236846
622 => 0.0061808838179243
623 => 0.0058679623097801
624 => 0.0058478138537579
625 => 0.0060597279321665
626 => 0.0065297329621027
627 => 0.0064120020328567
628 => 0.006529925527727
629 => 0.0063923615070855
630 => 0.0063855302939801
701 => 0.0065232443502931
702 => 0.006845020749271
703 => 0.0066921568437246
704 => 0.0064729889513563
705 => 0.006634819112451
706 => 0.0064946268502364
707 => 0.0061787344461236
708 => 0.0064119120062338
709 => 0.0062559928123027
710 => 0.006301498322212
711 => 0.0066292172766256
712 => 0.0065897852649938
713 => 0.0066408139393513
714 => 0.0065507496647632
715 => 0.0064666154304653
716 => 0.006309572634258
717 => 0.0062630800044173
718 => 0.0062759288946757
719 => 0.0062630736371454
720 => 0.0061752096359653
721 => 0.006156235413276
722 => 0.0061246108775141
723 => 0.0061344126435164
724 => 0.0060749492641999
725 => 0.0061871689467313
726 => 0.0062079979086856
727 => 0.006289662035287
728 => 0.0062981406758211
729 => 0.0065255741059901
730 => 0.0064003075945166
731 => 0.0064843471854033
801 => 0.0064768298933831
802 => 0.0058747442677226
803 => 0.0059577063546922
804 => 0.0060867693270797
805 => 0.0060286266329599
806 => 0.0059464264667695
807 => 0.0058800454252767
808 => 0.0057794713596051
809 => 0.005921027425684
810 => 0.0061071585997684
811 => 0.0063028612695591
812 => 0.0065379852043658
813 => 0.0064855082792612
814 => 0.0062984657911467
815 => 0.0063068563805289
816 => 0.0063587237025144
817 => 0.0062915508079
818 => 0.0062717402099076
819 => 0.0063560020305627
820 => 0.006356582295412
821 => 0.0062792917620427
822 => 0.006193397478221
823 => 0.0061930375780355
824 => 0.0061777535198698
825 => 0.0063950805070795
826 => 0.006514588375808
827 => 0.0065282897603612
828 => 0.0065136661634607
829 => 0.0065192942055179
830 => 0.0064497552098809
831 => 0.0066087007327584
901 => 0.0067545648626338
902 => 0.0067154701598946
903 => 0.006656861642849
904 => 0.0066101771360536
905 => 0.0067044727737486
906 => 0.0067002739374371
907 => 0.0067532908667084
908 => 0.0067508857125561
909 => 0.0067330581133097
910 => 0.0067154707965743
911 => 0.0067852025194499
912 => 0.006765120903119
913 => 0.0067450080944911
914 => 0.0067046687776711
915 => 0.006710151560792
916 => 0.0066515531633333
917 => 0.0066244428633886
918 => 0.0062167689989259
919 => 0.0061078252212137
920 => 0.006142101151437
921 => 0.0061533856776407
922 => 0.0061059732059651
923 => 0.0061739505110832
924 => 0.0061633563200863
925 => 0.0062045721198608
926 => 0.0061788222775437
927 => 0.0061798790600543
928 => 0.0062556038558636
929 => 0.0062775870862433
930 => 0.0062664062378458
1001 => 0.0062742369208064
1002 => 0.0064546917045086
1003 => 0.0064290368048853
1004 => 0.0064154081507815
1005 => 0.0064191833811082
1006 => 0.0064652934473383
1007 => 0.0064782017483665
1008 => 0.0064235083698599
1009 => 0.0064493020833423
1010 => 0.0065591284416404
1011 => 0.0065975614514112
1012 => 0.0067202211697084
1013 => 0.0066681131412731
1014 => 0.0067637596826487
1015 => 0.0070577445425285
1016 => 0.0072925999908054
1017 => 0.007076617214758
1018 => 0.0075078993368576
1019 => 0.0078437143326582
1020 => 0.0078308251937902
1021 => 0.0077722680817316
1022 => 0.0073899516371163
1023 => 0.0070381383447642
1024 => 0.0073324451025982
1025 => 0.0073331953510486
1026 => 0.0073079141395429
1027 => 0.0071508947061386
1028 => 0.0073024502036198
1029 => 0.0073144801286411
1030 => 0.0073077465696445
1031 => 0.0071873601382049
1101 => 0.0070035523085282
1102 => 0.0070394679184733
1103 => 0.0070982984202219
1104 => 0.0069869200070835
1105 => 0.0069513278554297
1106 => 0.007017500437038
1107 => 0.0072307222825845
1108 => 0.007190413927794
1109 => 0.0071893613137516
1110 => 0.0073618175489481
1111 => 0.0072383761029323
1112 => 0.0070399209293324
1113 => 0.0069898083806963
1114 => 0.0068119425928957
1115 => 0.0069347951260658
1116 => 0.0069392163700244
1117 => 0.0068719312931296
1118 => 0.0070453807424932
1119 => 0.0070437823752821
1120 => 0.0072084468129092
1121 => 0.0075232233725139
1122 => 0.007430128454625
1123 => 0.0073218691938185
1124 => 0.0073336399771719
1125 => 0.0074627364177894
1126 => 0.007384681762807
1127 => 0.007412750760955
1128 => 0.007462693931999
1129 => 0.0074928258871089
1130 => 0.007329304452536
1201 => 0.0072911797840027
1202 => 0.0072131900921239
1203 => 0.0071928440372593
1204 => 0.0072563650139863
1205 => 0.0072396294808479
1206 => 0.0069388447815896
1207 => 0.0069074111069668
1208 => 0.0069083751328905
1209 => 0.0068293336634618
1210 => 0.0067087764504568
1211 => 0.0070255936081369
1212 => 0.0070001487565219
1213 => 0.0069720596096141
1214 => 0.0069755003698358
1215 => 0.007113019960055
1216 => 0.0070332516528221
1217 => 0.0072453287713692
1218 => 0.0072017320914177
1219 => 0.0071570173211307
1220 => 0.0071508363778318
1221 => 0.0071336250061562
1222 => 0.0070746008086114
1223 => 0.0070033255432717
1224 => 0.0069562634393366
1225 => 0.0064167853160939
1226 => 0.0065169093177678
1227 => 0.0066320928551038
1228 => 0.0066718537506232
1229 => 0.0066038399874671
1230 => 0.0070772864065296
1231 => 0.0071637896295355
]
'min_raw' => 0.0029857994232179
'max_raw' => 0.0078437143326582
'avg_raw' => 0.0054147568779381
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002985'
'max' => '$0.007843'
'avg' => '$0.005414'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00011576617155113
'max_diff' => -0.0014145345034181
'year' => 2027
]
2 => [
'items' => [
101 => 0.006901765724585
102 => 0.0068527517503342
103 => 0.0070804997545215
104 => 0.0069431398669354
105 => 0.0070049930159048
106 => 0.0068713003396966
107 => 0.0071429535362234
108 => 0.0071408839940095
109 => 0.0070352047649948
110 => 0.0071245241256979
111 => 0.0071090026887342
112 => 0.0069896910994531
113 => 0.0071467359264159
114 => 0.0071468138186907
115 => 0.0070450998584287
116 => 0.0069263202208917
117 => 0.0069050852271499
118 => 0.0068890875118854
119 => 0.0070010585586275
120 => 0.0071014514490121
121 => 0.0072882577285096
122 => 0.007335225265583
123 => 0.0075185426895864
124 => 0.0074093860891557
125 => 0.007457773796312
126 => 0.0075103054972893
127 => 0.0075354911265271
128 => 0.0074944524952194
129 => 0.0077792199111588
130 => 0.0078032630061123
131 => 0.0078113244478782
201 => 0.0077153024774492
202 => 0.0078005924614122
203 => 0.0077606881024233
204 => 0.0078645081587621
205 => 0.0078807884692371
206 => 0.0078669996254537
207 => 0.0078721672529656
208 => 0.0076291684998759
209 => 0.0076165677326077
210 => 0.0074447553767955
211 => 0.0075147701817618
212 => 0.0073838808597743
213 => 0.007425387212086
214 => 0.0074436828166979
215 => 0.007434126231115
216 => 0.0075187287137852
217 => 0.0074467993203702
218 => 0.0072569658248609
219 => 0.0070670806093427
220 => 0.007064696755139
221 => 0.0070147033296455
222 => 0.0069785672397663
223 => 0.0069855283326737
224 => 0.007010060132029
225 => 0.0069771414069914
226 => 0.0069841662859999
227 => 0.0071008260840648
228 => 0.0071242213745871
229 => 0.0070447150362623
301 => 0.0067254856151781
302 => 0.0066471459145176
303 => 0.0067034549378086
304 => 0.0066765428514411
305 => 0.0053884911639175
306 => 0.0056910998019605
307 => 0.0055113000248537
308 => 0.0055941600343345
309 => 0.0054106310208351
310 => 0.0054982206856567
311 => 0.0054820460728266
312 => 0.005968631807959
313 => 0.0059610344409817
314 => 0.00596467089851
315 => 0.0057910933059437
316 => 0.0060676071240471
317 => 0.0062038277739601
318 => 0.0061786169570564
319 => 0.0061849619765254
320 => 0.0060759335199938
321 => 0.0059657265322937
322 => 0.0058434900222003
323 => 0.0060705903490645
324 => 0.006045340669449
325 => 0.0061032543499389
326 => 0.0062505451453769
327 => 0.0062722342745084
328 => 0.0063013846840107
329 => 0.0062909363372716
330 => 0.0065398583458381
331 => 0.0065097122481604
401 => 0.0065823556699394
402 => 0.0064329226398703
403 => 0.0062638249820336
404 => 0.0062959649185694
405 => 0.006292869584228
406 => 0.006253462425402
407 => 0.006217887404427
408 => 0.0061586650177037
409 => 0.0063460534125604
410 => 0.0063384457859406
411 => 0.0064616044180164
412 => 0.0064398349334979
413 => 0.0062944529879867
414 => 0.0062996453326121
415 => 0.0063345663455737
416 => 0.0064554283701551
417 => 0.0064913084479649
418 => 0.0064746873663495
419 => 0.0065140282336802
420 => 0.0065451216511621
421 => 0.0065179330881933
422 => 0.0069028658042265
423 => 0.0067430149031142
424 => 0.0068209251200809
425 => 0.0068395062477538
426 => 0.0067919110799387
427 => 0.0068022327675826
428 => 0.0068178673118716
429 => 0.0069127972032368
430 => 0.0071619207063646
501 => 0.0072722558100589
502 => 0.0076042044133612
503 => 0.0072630940156359
504 => 0.00724285393629
505 => 0.0073026479036322
506 => 0.0074975368740989
507 => 0.007655476079672
508 => 0.0077078736258919
509 => 0.0077147988266141
510 => 0.0078131001066457
511 => 0.0078694445671495
512 => 0.0078011637456695
513 => 0.0077433028987653
514 => 0.0075360525271069
515 => 0.0075600423219504
516 => 0.0077253082188871
517 => 0.0079587560324229
518 => 0.008159078542542
519 => 0.0080889325814426
520 => 0.0086240967492996
521 => 0.008677156090593
522 => 0.0086698250052402
523 => 0.0087907020809953
524 => 0.0085507857018098
525 => 0.0084482168015471
526 => 0.0077558130706145
527 => 0.0079503502762254
528 => 0.0082331215293503
529 => 0.0081956956936614
530 => 0.0079903396511448
531 => 0.008158922761569
601 => 0.0081031839131815
602 => 0.0080592203708513
603 => 0.0082606258810179
604 => 0.0080391722493074
605 => 0.0082309123599708
606 => 0.0079850036847475
607 => 0.0080892530022843
608 => 0.0080300760476783
609 => 0.0080683707897631
610 => 0.0078445005100253
611 => 0.007965295478828
612 => 0.0078394750421861
613 => 0.0078394153869168
614 => 0.0078366378938043
615 => 0.0079846650795403
616 => 0.0079894922407528
617 => 0.0078800999268372
618 => 0.0078643347853729
619 => 0.0079226267762117
620 => 0.0078543821216361
621 => 0.0078863133659853
622 => 0.0078553492864985
623 => 0.0078483786200028
624 => 0.0077928351634034
625 => 0.0077689055151012
626 => 0.0077782889467916
627 => 0.0077462584569418
628 => 0.0077269589282139
629 => 0.0078327987317783
630 => 0.0077762527942993
701 => 0.0078241322558767
702 => 0.0077695675665395
703 => 0.0075804225805932
704 => 0.0074716432990036
705 => 0.0071143659543005
706 => 0.0072156893660571
707 => 0.0072828668928784
708 => 0.0072606647206647
709 => 0.0073083635776798
710 => 0.0073112919001065
711 => 0.0072957845154586
712 => 0.0072778289506553
713 => 0.0072690891747141
714 => 0.0073342283042158
715 => 0.0073720437613738
716 => 0.0072896090564143
717 => 0.0072702957584264
718 => 0.0073536417964852
719 => 0.0074044828315537
720 => 0.0077798644693895
721 => 0.0077520549851919
722 => 0.0078218513331922
723 => 0.0078139933355196
724 => 0.0078871510276541
725 => 0.0080067329355465
726 => 0.0077635894811739
727 => 0.0078057907775849
728 => 0.0077954439942752
729 => 0.0079084074613785
730 => 0.0079087601209924
731 => 0.0078410328795203
801 => 0.0078777489158714
802 => 0.007857255031632
803 => 0.0078942902503671
804 => 0.0077516835725758
805 => 0.007925363112686
806 => 0.0080238282202662
807 => 0.0080251954083805
808 => 0.008071867087906
809 => 0.0081192882173454
810 => 0.0082103089457944
811 => 0.0081167496986306
812 => 0.007948445720792
813 => 0.0079605967243734
814 => 0.0078619201637467
815 => 0.0078635789345582
816 => 0.0078547242859661
817 => 0.0078812977529378
818 => 0.0077575149542203
819 => 0.0077865665296658
820 => 0.0077458941539164
821 => 0.0078057023637832
822 => 0.0077413586166178
823 => 0.007795439004743
824 => 0.0078187783074646
825 => 0.0079049008369666
826 => 0.0077286382489862
827 => 0.0073692269001661
828 => 0.0074447795231295
829 => 0.0073330312592362
830 => 0.0073433739865152
831 => 0.0073642679416515
901 => 0.0072965437969779
902 => 0.0073094634295486
903 => 0.0073090018493591
904 => 0.0073050242006519
905 => 0.0072874065349917
906 => 0.0072618574342356
907 => 0.0073636371880497
908 => 0.0073809315515314
909 => 0.0074193747792328
910 => 0.0075337557485819
911 => 0.0075223263924549
912 => 0.0075409681464974
913 => 0.0075002733020916
914 => 0.0073452617036315
915 => 0.0073536795792112
916 => 0.0072487085358453
917 => 0.0074166904336469
918 => 0.0073769101029948
919 => 0.007351263465037
920 => 0.0073442655422558
921 => 0.007458930039904
922 => 0.0074932394547462
923 => 0.0074718601298357
924 => 0.0074280105107099
925 => 0.0075122147424077
926 => 0.0075347442425187
927 => 0.0075397877667376
928 => 0.0076889815207462
929 => 0.0075481260402508
930 => 0.0075820313543891
1001 => 0.0078465509365974
1002 => 0.0076066681767417
1003 => 0.0077337394246612
1004 => 0.0077275199483223
1005 => 0.0077925252989014
1006 => 0.0077221876122109
1007 => 0.0077230595321363
1008 => 0.0077807798796067
1009 => 0.0076997220615041
1010 => 0.0076796510058233
1011 => 0.0076519229861518
1012 => 0.0077124661026952
1013 => 0.0077487589629333
1014 => 0.0080412527622837
1015 => 0.0082302170960019
1016 => 0.0082220136559172
1017 => 0.0082969777420948
1018 => 0.0082632057346795
1019 => 0.0081541470141299
1020 => 0.0083402969518139
1021 => 0.0082813913226865
1022 => 0.0082862474311814
1023 => 0.0082860666865807
1024 => 0.0083252337803309
1025 => 0.0082974803047975
1026 => 0.0082427753556851
1027 => 0.008279091053879
1028 => 0.008386935694415
1029 => 0.0087216887677165
1030 => 0.0089090210224243
1031 => 0.0087104111307617
1101 => 0.0088474095745382
1102 => 0.008765259325809
1103 => 0.0087503301818568
1104 => 0.0088363753286538
1105 => 0.0089225710860898
1106 => 0.0089170807889757
1107 => 0.0088545070952782
1108 => 0.0088191608034573
1109 => 0.0090868147670022
1110 => 0.0092840176479758
1111 => 0.0092705697335583
1112 => 0.0093299244543012
1113 => 0.0095041917501746
1114 => 0.0095201245677204
1115 => 0.0095181173989212
1116 => 0.0094786262482164
1117 => 0.0096502150324717
1118 => 0.0097933574151149
1119 => 0.0094694851878372
1120 => 0.0095928114921858
1121 => 0.0096481766435332
1122 => 0.0097294691118115
1123 => 0.0098666231319965
1124 => 0.010015608776225
1125 => 0.010036676979863
1126 => 0.010021728081175
1127 => 0.0099234680438577
1128 => 0.01008648991354
1129 => 0.010181984301467
1130 => 0.010238849024128
1201 => 0.010383048499406
1202 => 0.0096485185598594
1203 => 0.0091285817601414
1204 => 0.009047386120887
1205 => 0.0092125006461716
1206 => 0.0092560400297255
1207 => 0.0092384893588086
1208 => 0.0086532532201402
1209 => 0.0090443049737343
1210 => 0.0094650437800362
1211 => 0.009481206071099
1212 => 0.0096918367147672
1213 => 0.0097604266863874
1214 => 0.00993001196253
1215 => 0.0099194043573342
1216 => 0.0099606956733837
1217 => 0.0099512035148899
1218 => 0.010265324528551
1219 => 0.010611846654041
1220 => 0.010599847694708
1221 => 0.010550031039305
1222 => 0.010624017267581
1223 => 0.010981665236654
1224 => 0.010948738742854
1225 => 0.010980724026909
1226 => 0.011402411138603
1227 => 0.011950664368097
1228 => 0.011695945699273
1229 => 0.012248611917299
1230 => 0.012596486005969
1231 => 0.013198098271472
]
'min_raw' => 0.0053884911639175
'max_raw' => 0.013198098271472
'avg_raw' => 0.009293294717695
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.005388'
'max' => '$0.013198'
'avg' => '$0.009293'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0024026917406996
'max_diff' => 0.0053543839388142
'year' => 2028
]
3 => [
'items' => [
101 => 0.013122773452829
102 => 0.013356976692954
103 => 0.012987926306692
104 => 0.012140512022445
105 => 0.012006405468192
106 => 0.012274890185926
107 => 0.012934933666121
108 => 0.01225410306784
109 => 0.012391834211156
110 => 0.012352167632615
111 => 0.012350053969217
112 => 0.012430723904241
113 => 0.012313707956028
114 => 0.011836963932239
115 => 0.012055452908871
116 => 0.011971083822291
117 => 0.012064697613984
118 => 0.012569892638485
119 => 0.012346533875808
120 => 0.01211124356352
121 => 0.012406349830229
122 => 0.012782121517265
123 => 0.012758606400417
124 => 0.012712977245176
125 => 0.012970186404208
126 => 0.013395020579716
127 => 0.013509851550234
128 => 0.013594617425054
129 => 0.013606305207061
130 => 0.013726696625644
131 => 0.013079321625377
201 => 0.014106722376571
202 => 0.014284126104929
203 => 0.014250781556629
204 => 0.014447958334409
205 => 0.014389943924494
206 => 0.014305890146709
207 => 0.014618457280194
208 => 0.014260124284521
209 => 0.013751515710032
210 => 0.013472482986931
211 => 0.013839935785638
212 => 0.014064326387474
213 => 0.014212634301364
214 => 0.014257512186497
215 => 0.013129575503807
216 => 0.012521680190074
217 => 0.012911334116643
218 => 0.013386738799535
219 => 0.013076680728359
220 => 0.013088834417732
221 => 0.012646773090063
222 => 0.013425851418044
223 => 0.013312346258737
224 => 0.013901211226007
225 => 0.013760673875631
226 => 0.014240870396833
227 => 0.014114418559663
228 => 0.01463931306593
301 => 0.014848707695432
302 => 0.015200313868037
303 => 0.015458956799899
304 => 0.01561083687654
305 => 0.015601718566426
306 => 0.016203543096431
307 => 0.015848668197235
308 => 0.015402861686253
309 => 0.015394798452971
310 => 0.015625687962135
311 => 0.016109569031901
312 => 0.016235032353108
313 => 0.016305149233642
314 => 0.016197762790318
315 => 0.015812571521354
316 => 0.01564624788438
317 => 0.015787960441942
318 => 0.015614658161542
319 => 0.015913826517543
320 => 0.016324648569245
321 => 0.016239815440135
322 => 0.016523399871857
323 => 0.016816879924736
324 => 0.017236569581368
325 => 0.017346291998674
326 => 0.017527658982112
327 => 0.01771434518402
328 => 0.017774303760738
329 => 0.017888783287748
330 => 0.017888179924132
331 => 0.018233171684136
401 => 0.018613708278926
402 => 0.018757352034017
403 => 0.019087652928285
404 => 0.018522024221974
405 => 0.018951060093185
406 => 0.019338061188482
407 => 0.018876662528487
408 => 0.01951259308919
409 => 0.019537284831813
410 => 0.019910100830025
411 => 0.019532180392934
412 => 0.019307772443754
413 => 0.01995562978458
414 => 0.020269107544491
415 => 0.020174685492039
416 => 0.019456129010689
417 => 0.019037898318206
418 => 0.017943307925303
419 => 0.019239897528483
420 => 0.019871428502155
421 => 0.019454493498034
422 => 0.019664771262452
423 => 0.020811978562321
424 => 0.021248760825939
425 => 0.021157913168445
426 => 0.021173264927082
427 => 0.021408944708371
428 => 0.022454078649835
429 => 0.021827810166095
430 => 0.022306568956081
501 => 0.022560500891997
502 => 0.022796367025856
503 => 0.022217154347356
504 => 0.02146360716295
505 => 0.02122492713789
506 => 0.019413037528765
507 => 0.019318720805972
508 => 0.01926577797138
509 => 0.018931980888185
510 => 0.01866970781551
511 => 0.018461138530545
512 => 0.017913790442733
513 => 0.018098504354798
514 => 0.017226145743251
515 => 0.017784249868428
516 => 0.016391944460564
517 => 0.017551497776812
518 => 0.016920405625198
519 => 0.017344167031837
520 => 0.01734268856821
521 => 0.01656240946491
522 => 0.016112360762136
523 => 0.016399149311702
524 => 0.016706609402139
525 => 0.016756493767392
526 => 0.017155123800174
527 => 0.017266372873799
528 => 0.016929282986991
529 => 0.01636309202568
530 => 0.016494605272552
531 => 0.016109695650386
601 => 0.015435156342875
602 => 0.015919622249856
603 => 0.016085040210961
604 => 0.016158098206239
605 => 0.015494766268665
606 => 0.015286332972242
607 => 0.015175364834151
608 => 0.016277464202305
609 => 0.016337839693541
610 => 0.016028950144143
611 => 0.017425160197532
612 => 0.017109154861589
613 => 0.017462210245024
614 => 0.016482671823855
615 => 0.016520091510667
616 => 0.016056362324286
617 => 0.016316019682264
618 => 0.016132502230792
619 => 0.016295041933723
620 => 0.016392467561484
621 => 0.016856120654468
622 => 0.017556791950357
623 => 0.016786866343845
624 => 0.016451398731549
625 => 0.016659520951476
626 => 0.017213777849166
627 => 0.018053505421054
628 => 0.017556369797404
629 => 0.01777699014527
630 => 0.017825185876562
701 => 0.017458616472643
702 => 0.018067021357846
703 => 0.018393070478498
704 => 0.018727529409929
705 => 0.019017930728764
706 => 0.018593939157806
707 => 0.019047670915535
708 => 0.018682043213243
709 => 0.01835403736639
710 => 0.018354534815864
711 => 0.018148771956732
712 => 0.017750080489376
713 => 0.017676555665771
714 => 0.018059041083326
715 => 0.018365758166702
716 => 0.018391020854764
717 => 0.018560835191814
718 => 0.018661329567253
719 => 0.019646311062034
720 => 0.02004247876743
721 => 0.020526905138516
722 => 0.020715616510829
723 => 0.021283570084718
724 => 0.020824901446869
725 => 0.020725665601909
726 => 0.019347996007851
727 => 0.0195735893267
728 => 0.019934785996694
729 => 0.019353952007902
730 => 0.019722357484235
731 => 0.019795088529158
801 => 0.019334215491222
802 => 0.019580387693932
803 => 0.018926627308505
804 => 0.017571042140239
805 => 0.018068530511653
806 => 0.018434849405789
807 => 0.017912067177063
808 => 0.018849134087588
809 => 0.018301718943447
810 => 0.018128214623315
811 => 0.017451312411724
812 => 0.017770784199239
813 => 0.018202874366249
814 => 0.017935892878911
815 => 0.01848991955261
816 => 0.019274569076086
817 => 0.019833757053201
818 => 0.019876684562619
819 => 0.019517164156019
820 => 0.020093297902025
821 => 0.020097494407385
822 => 0.019447613188315
823 => 0.019049564560188
824 => 0.018959127074376
825 => 0.019185057645248
826 => 0.01945937906737
827 => 0.019891907492367
828 => 0.020153275360916
829 => 0.020834784143284
830 => 0.021019180879405
831 => 0.021221776986805
901 => 0.021492507864616
902 => 0.021817589697401
903 => 0.021106329154187
904 => 0.021134588861524
905 => 0.020472272891755
906 => 0.019764493292339
907 => 0.020301609782323
908 => 0.021003818143365
909 => 0.020842730769471
910 => 0.020824605149191
911 => 0.020855087414874
912 => 0.020733632795579
913 => 0.020184298053828
914 => 0.019908425585538
915 => 0.020264371452205
916 => 0.02045354083901
917 => 0.020746926060641
918 => 0.020710760139465
919 => 0.021466488963114
920 => 0.02176014233193
921 => 0.021685013234051
922 => 0.021698838796143
923 => 0.022230484193673
924 => 0.022821783216941
925 => 0.023375612781009
926 => 0.023938992001113
927 => 0.023259816362213
928 => 0.022914972858509
929 => 0.023270763330345
930 => 0.023081975897875
1001 => 0.024166804482837
1002 => 0.024241915660341
1003 => 0.025326665799848
1004 => 0.026356222851884
1005 => 0.025709576513931
1006 => 0.02631933488503
1007 => 0.026978838277703
1008 => 0.028251127322739
1009 => 0.027822665132039
1010 => 0.027494469808822
1011 => 0.02718432681421
1012 => 0.027829685152184
1013 => 0.028659928344137
1014 => 0.028838754775713
1015 => 0.029128521911821
1016 => 0.028823867199243
1017 => 0.029190790243928
1018 => 0.030486189825819
1019 => 0.030136161423984
1020 => 0.029639064823504
1021 => 0.030661658381909
1022 => 0.031031731015464
1023 => 0.033629094566296
1024 => 0.036908373340958
1025 => 0.035550730395342
1026 => 0.034707997608135
1027 => 0.034906059803017
1028 => 0.036103541400932
1029 => 0.036488134484016
1030 => 0.035442677907008
1031 => 0.035811950844114
1101 => 0.037846681033685
1102 => 0.038938248498429
1103 => 0.037455753264237
1104 => 0.033365607709714
1105 => 0.029594306713482
1106 => 0.03059462556158
1107 => 0.030481220447714
1108 => 0.032667284198647
1109 => 0.030127813362362
1110 => 0.030170571538409
1111 => 0.032401840772629
1112 => 0.031806576394578
1113 => 0.030842324337837
1114 => 0.029601346820602
1115 => 0.027307285103466
1116 => 0.025275370665955
1117 => 0.029260422799862
1118 => 0.029088580105501
1119 => 0.028839726418405
1120 => 0.029393523370255
1121 => 0.032082604170429
1122 => 0.032020612154279
1123 => 0.031626250576143
1124 => 0.031925370357416
1125 => 0.030789887193957
1126 => 0.031082527059651
1127 => 0.029593709320136
1128 => 0.030266717116918
1129 => 0.03084025548599
1130 => 0.030955401804962
1201 => 0.031214832341123
1202 => 0.028998026814165
1203 => 0.029993307413778
1204 => 0.03057794152087
1205 => 0.027936543355857
1206 => 0.030525729571891
1207 => 0.028959437161888
1208 => 0.02842781399301
1209 => 0.029143574553877
1210 => 0.028864641967207
1211 => 0.02862483210866
1212 => 0.028491014087134
1213 => 0.029016589647424
1214 => 0.028992070919338
1215 => 0.028132127292883
1216 => 0.027010365887958
1217 => 0.027386865836014
1218 => 0.027250079875179
1219 => 0.026754349907375
1220 => 0.027088412051011
1221 => 0.025617371435422
1222 => 0.02308652251434
1223 => 0.024758478833606
1224 => 0.024694110334053
1225 => 0.024661652817699
1226 => 0.025918081782149
1227 => 0.025797305127965
1228 => 0.025578094317973
1229 => 0.026750323928942
1230 => 0.026322444352225
1231 => 0.02764106838656
]
'min_raw' => 0.011836963932239
'max_raw' => 0.038938248498429
'avg_raw' => 0.025387606215334
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.011836'
'max' => '$0.038938'
'avg' => '$0.025387'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0064484727683214
'max_diff' => 0.025740150226957
'year' => 2029
]
4 => [
'items' => [
101 => 0.028509599458828
102 => 0.028289311884864
103 => 0.029106169556307
104 => 0.027395539634394
105 => 0.027963742275893
106 => 0.028080848052812
107 => 0.026735858797504
108 => 0.02581706568226
109 => 0.025755792656481
110 => 0.024162732012138
111 => 0.02501373214961
112 => 0.025762577053807
113 => 0.025403938457409
114 => 0.025290404191812
115 => 0.025870426132166
116 => 0.025915498804483
117 => 0.024887837099058
118 => 0.025101520509429
119 => 0.025992615852591
120 => 0.025079067193097
121 => 0.023304191375026
122 => 0.022863997632566
123 => 0.022805267672942
124 => 0.021611427331185
125 => 0.022893413483306
126 => 0.022333792172812
127 => 0.024101629187368
128 => 0.023091850165754
129 => 0.023048320610352
130 => 0.022982519302964
131 => 0.021954931603891
201 => 0.022179908003383
202 => 0.022927763820167
203 => 0.023194607200795
204 => 0.023166773250012
205 => 0.022924098918674
206 => 0.023035193984867
207 => 0.022677318068572
208 => 0.022550944633986
209 => 0.022152075312678
210 => 0.021565847600819
211 => 0.021647366159697
212 => 0.020485895667679
213 => 0.019853064899723
214 => 0.019677905683728
215 => 0.019443675459692
216 => 0.019704362610796
217 => 0.020482605367706
218 => 0.019543879489461
219 => 0.017934499815174
220 => 0.018031226275848
221 => 0.018248541914639
222 => 0.017843575659439
223 => 0.017460309085134
224 => 0.017793528276092
225 => 0.017111612892019
226 => 0.018330948130915
227 => 0.018297968529851
228 => 0.018752461303725
301 => 0.01903666496236
302 => 0.018381667541234
303 => 0.018216937461123
304 => 0.018310775201319
305 => 0.016759846382023
306 => 0.018625717331118
307 => 0.018641853460568
308 => 0.018503686123691
309 => 0.019497204801782
310 => 0.021593839098801
311 => 0.020805000939343
312 => 0.020499538961241
313 => 0.019918855517579
314 => 0.020692581728688
315 => 0.020633171627684
316 => 0.020364496620332
317 => 0.020202001137568
318 => 0.020501404046944
319 => 0.020164901803752
320 => 0.020104456754411
321 => 0.019738225520269
322 => 0.01960749763214
323 => 0.019510711908197
324 => 0.019404160336104
325 => 0.019639186553144
326 => 0.019106586225057
327 => 0.018464322440839
328 => 0.018410925156572
329 => 0.018558359753171
330 => 0.018493130919391
331 => 0.018410612866011
401 => 0.018253063429655
402 => 0.018206321877399
403 => 0.018358209246453
404 => 0.018186737262375
405 => 0.018439753515445
406 => 0.018370947094638
407 => 0.017986600021256
408 => 0.017507561264311
409 => 0.017503296814556
410 => 0.017400088700153
411 => 0.017268637649017
412 => 0.017232070973784
413 => 0.017765465485254
414 => 0.018869576160841
415 => 0.018652812816094
416 => 0.018809446547475
417 => 0.019579929479767
418 => 0.019824842834713
419 => 0.019651009136463
420 => 0.019413054848704
421 => 0.019423523629727
422 => 0.020236685464663
423 => 0.020287401370863
424 => 0.02041554410426
425 => 0.020580243729807
426 => 0.019679058194875
427 => 0.019381077872074
428 => 0.019239878263811
429 => 0.018805038121489
430 => 0.019273975934607
501 => 0.019000745952822
502 => 0.01903761401223
503 => 0.019013603640175
504 => 0.019026714926891
505 => 0.018330607301866
506 => 0.018584232334085
507 => 0.018162531526636
508 => 0.017597921483599
509 => 0.017596028712757
510 => 0.017734216220908
511 => 0.017652016883782
512 => 0.017430820581114
513 => 0.017462240471891
514 => 0.017186969167123
515 => 0.017495663392238
516 => 0.017504515638053
517 => 0.017385651546696
518 => 0.017861237592079
519 => 0.018056085582913
520 => 0.017977846691666
521 => 0.018050596133734
522 => 0.018661820311696
523 => 0.018761476522285
524 => 0.018805737228108
525 => 0.018746433745724
526 => 0.018061768189668
527 => 0.018092136018501
528 => 0.01786931703989
529 => 0.017681058483048
530 => 0.017688587838036
531 => 0.017785377208151
601 => 0.018208062064069
602 => 0.019097577424714
603 => 0.019131333882424
604 => 0.019172247693913
605 => 0.019005830660953
606 => 0.018955637691416
607 => 0.01902185517414
608 => 0.019355910375103
609 => 0.020215191047081
610 => 0.019911463868177
611 => 0.019664528943934
612 => 0.019881157445673
613 => 0.019847809185821
614 => 0.019566316312163
615 => 0.019558415744741
616 => 0.019018140921477
617 => 0.018818413620779
618 => 0.018651506538986
619 => 0.018469248362888
620 => 0.018361199606748
621 => 0.018527211603461
622 => 0.018565180511305
623 => 0.0182021923791
624 => 0.018152718437967
625 => 0.018449142382369
626 => 0.018318697256236
627 => 0.018452863303348
628 => 0.018483990977132
629 => 0.018478978704722
630 => 0.018342779011512
701 => 0.018429588634431
702 => 0.018224257997034
703 => 0.018000991768529
704 => 0.01785856182472
705 => 0.017734272808157
706 => 0.017803235578266
707 => 0.01755739589493
708 => 0.017478746832456
709 => 0.018400179487464
710 => 0.019080851696789
711 => 0.01907095445329
712 => 0.019010707528852
713 => 0.018921192819779
714 => 0.019349361816581
715 => 0.019200196299605
716 => 0.019308726676401
717 => 0.019336352212302
718 => 0.019419966389193
719 => 0.01944985127055
720 => 0.019359518402704
721 => 0.019056350264982
722 => 0.01830088409014
723 => 0.017949212546409
724 => 0.017833155079425
725 => 0.017837373547925
726 => 0.017721009354612
727 => 0.01775528382462
728 => 0.017709090092675
729 => 0.017621610339836
730 => 0.01779783395004
731 => 0.017818142079479
801 => 0.017777009383142
802 => 0.017786697622155
803 => 0.017446136464489
804 => 0.017472028589646
805 => 0.017327857946558
806 => 0.017300827688982
807 => 0.016936376857628
808 => 0.016290699381891
809 => 0.016648467380878
810 => 0.016216333947896
811 => 0.016052678468935
812 => 0.016827398052686
813 => 0.016749637693854
814 => 0.016616545761148
815 => 0.016419675053888
816 => 0.01634665379353
817 => 0.015902999731317
818 => 0.015876786282519
819 => 0.016096673215419
820 => 0.015995202961733
821 => 0.015852700295768
822 => 0.015336570084905
823 => 0.014756268843055
824 => 0.014773784489903
825 => 0.014958367518047
826 => 0.015495067566788
827 => 0.01528536957274
828 => 0.01513323127205
829 => 0.015104740341592
830 => 0.015461363986084
831 => 0.015966061158005
901 => 0.016202853779107
902 => 0.015968199483093
903 => 0.015698641262518
904 => 0.015715048022392
905 => 0.015824194845475
906 => 0.015835664633328
907 => 0.015660209942766
908 => 0.015709599410427
909 => 0.015634572292782
910 => 0.015174131010282
911 => 0.015165803087556
912 => 0.015052803371212
913 => 0.01504938178471
914 => 0.014857141078108
915 => 0.014830245274357
916 => 0.014448539683223
917 => 0.014699779459219
918 => 0.014531261008161
919 => 0.014277263952933
920 => 0.014233474764874
921 => 0.014232158409004
922 => 0.014492956592021
923 => 0.014696731880606
924 => 0.014534192458766
925 => 0.014497185383107
926 => 0.014892324132737
927 => 0.014842039125077
928 => 0.014798492632746
929 => 0.015920871061826
930 => 0.015032420954929
1001 => 0.014645005997362
1002 => 0.014165506419268
1003 => 0.014321633899742
1004 => 0.014354532253868
1005 => 0.013201422204848
1006 => 0.012733605601572
1007 => 0.012573068572624
1008 => 0.012480677242804
1009 => 0.01252278113198
1010 => 0.012101691319616
1011 => 0.012384670637708
1012 => 0.012020042454036
1013 => 0.011958911352441
1014 => 0.012610911713609
1015 => 0.012701633754935
1016 => 0.012314585341511
1017 => 0.012563133080375
1018 => 0.012473006215191
1019 => 0.012026292957699
1020 => 0.012009231797063
1021 => 0.011785086787184
1022 => 0.011434343249749
1023 => 0.011274044041436
1024 => 0.011190558821965
1025 => 0.011225006450613
1026 => 0.011207588675454
1027 => 0.011093925910702
1028 => 0.011214103692081
1029 => 0.010907099121546
1030 => 0.010784847427855
1031 => 0.010729629174032
1101 => 0.010457144947159
1102 => 0.0108907885264
1103 => 0.010976221774409
1104 => 0.011061823352307
1105 => 0.011806926645236
1106 => 0.011769703390361
1107 => 0.012106183485968
1108 => 0.0120931084882
1109 => 0.011997138914317
1110 => 0.011592259068332
1111 => 0.011753636958653
1112 => 0.01125694089594
1113 => 0.011629099358173
1114 => 0.011459261777719
1115 => 0.01157167710138
1116 => 0.011369544213356
1117 => 0.011481412899451
1118 => 0.010996481166876
1119 => 0.010543658738171
1120 => 0.010725887702193
1121 => 0.010923991426494
1122 => 0.011353530776669
1123 => 0.011097700683328
1124 => 0.0111897068589
1125 => 0.01088150157238
1126 => 0.010245586031801
1127 => 0.0102491852447
1128 => 0.010151363492955
1129 => 0.010066831217238
1130 => 0.011127085847032
1201 => 0.010995226423672
1202 => 0.010785125689882
1203 => 0.011066353871131
1204 => 0.011140715065944
1205 => 0.011142832024621
1206 => 0.01134800884611
1207 => 0.011457511752519
1208 => 0.011476812114387
1209 => 0.011799662276138
1210 => 0.011907877391861
1211 => 0.012353600138346
1212 => 0.011448221195965
1213 => 0.011429575512447
1214 => 0.011070311328368
1215 => 0.010842460303083
1216 => 0.011085912483004
1217 => 0.011301577879878
1218 => 0.011077012653414
1219 => 0.011106336131159
1220 => 0.010804875662284
1221 => 0.010912633594873
1222 => 0.011005449242981
1223 => 0.010954201897547
1224 => 0.010877482141034
1225 => 0.01128389577675
1226 => 0.011260964326675
1227 => 0.011639426047663
1228 => 0.01193446402323
1229 => 0.012463224819793
1230 => 0.011911435363656
1231 => 0.01189132596271
]
'min_raw' => 0.010066831217238
'max_raw' => 0.029106169556307
'avg_raw' => 0.019586500386773
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.010066'
'max' => '$0.0291061'
'avg' => '$0.019586'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0017701327150009
'max_diff' => -0.0098320789421216
'year' => 2030
]
5 => [
'items' => [
101 => 0.012087898582607
102 => 0.011907847297617
103 => 0.012021633494572
104 => 0.012444892104336
105 => 0.012453834891798
106 => 0.012304031679677
107 => 0.012294916140605
108 => 0.01232368748616
109 => 0.012492202155736
110 => 0.012433317952253
111 => 0.012501460243289
112 => 0.01258667322166
113 => 0.01293915022976
114 => 0.013024131243107
115 => 0.012817671438277
116 => 0.01283631244702
117 => 0.012759090812565
118 => 0.012684495681266
119 => 0.012852174642683
120 => 0.01315861124041
121 => 0.01315670491424
122 => 0.013227792248636
123 => 0.013272079069046
124 => 0.013081967615914
125 => 0.012958212050516
126 => 0.013005667809061
127 => 0.013081550600426
128 => 0.012981060042544
129 => 0.012360785767544
130 => 0.012548937359305
131 => 0.012517619734293
201 => 0.012473019627923
202 => 0.012662207508372
203 => 0.012643959875775
204 => 0.012097372434957
205 => 0.01213236318952
206 => 0.012099500338635
207 => 0.01220568693295
208 => 0.011902112873049
209 => 0.011995490209272
210 => 0.012054055599193
211 => 0.012088551063777
212 => 0.012213172335616
213 => 0.012198549467739
214 => 0.012212263357617
215 => 0.012397043804958
216 => 0.013331599898615
217 => 0.013382465724811
218 => 0.01313198379332
219 => 0.013232046384413
220 => 0.013039948090798
221 => 0.013168904962249
222 => 0.013257133978546
223 => 0.012858444019363
224 => 0.012834836187457
225 => 0.01264194503585
226 => 0.01274559381481
227 => 0.012580681154874
228 => 0.012621144953223
301 => 0.01250800464547
302 => 0.012711634673414
303 => 0.012939324685563
304 => 0.012996848174383
305 => 0.012845528640717
306 => 0.012735963325899
307 => 0.012543602726138
308 => 0.012863502690576
309 => 0.012957051188953
310 => 0.012863011320139
311 => 0.012841220227723
312 => 0.012799926146971
313 => 0.012849980962165
314 => 0.01295654170374
315 => 0.012906289625881
316 => 0.012939482008635
317 => 0.012812986873415
318 => 0.013082030550715
319 => 0.013509336659155
320 => 0.013510710518165
321 => 0.013460458169429
322 => 0.013439895991028
323 => 0.013491457950399
324 => 0.013519428198176
325 => 0.013686170119935
326 => 0.013865090845275
327 => 0.014700035801207
328 => 0.014465586598667
329 => 0.015206399434668
330 => 0.015792286205436
331 => 0.015967968030266
401 => 0.015806349017891
402 => 0.015253459107044
403 => 0.015226331690317
404 => 0.016052582641223
405 => 0.015819128902901
406 => 0.015791360323571
407 => 0.015495949555258
408 => 0.015670573906666
409 => 0.015632380999429
410 => 0.015572091626893
411 => 0.015905262724943
412 => 0.016528929278103
413 => 0.016431724997085
414 => 0.016359166510482
415 => 0.016041236343645
416 => 0.016232701316354
417 => 0.016164524306843
418 => 0.016457456005905
419 => 0.016283929756612
420 => 0.015817360261225
421 => 0.015891662991198
422 => 0.015880432283039
423 => 0.016111559461138
424 => 0.016042180819202
425 => 0.015866884989714
426 => 0.016526797653625
427 => 0.016483946595858
428 => 0.016544699598656
429 => 0.016571444949337
430 => 0.016973122158895
501 => 0.017137676459414
502 => 0.01717503316656
503 => 0.017331347024966
504 => 0.017171143935364
505 => 0.01781207051664
506 => 0.018238249294085
507 => 0.018733277875048
508 => 0.019456647682972
509 => 0.019728641422297
510 => 0.01967950818781
511 => 0.020227958920473
512 => 0.021213512695693
513 => 0.019878716783842
514 => 0.021284260120159
515 => 0.020839281327659
516 => 0.019784244615469
517 => 0.01971631268927
518 => 0.020430795799993
519 => 0.022015450573126
520 => 0.021618512525462
521 => 0.022016099821573
522 => 0.021552293121567
523 => 0.021529261209642
524 => 0.02199357376539
525 => 0.023078465360255
526 => 0.022563074030088
527 => 0.021824134179155
528 => 0.022369755865906
529 => 0.021897087865939
530 => 0.020832034570569
531 => 0.021618208994418
601 => 0.021092516546149
602 => 0.021245941549901
603 => 0.022350868885313
604 => 0.022217921105041
605 => 0.022389967843346
606 => 0.022086309853485
607 => 0.021802645408485
608 => 0.021273164656695
609 => 0.021116411509175
610 => 0.021159732439762
611 => 0.021116390041473
612 => 0.020820150427026
613 => 0.020756177510491
614 => 0.020649553180215
615 => 0.020682600518629
616 => 0.020482115583663
617 => 0.020860472078246
618 => 0.020930698377706
619 => 0.02120603468215
620 => 0.021234621010671
621 => 0.022001428699381
622 => 0.021579083910119
623 => 0.02186242925825
624 => 0.021837084183364
625 => 0.019807110460174
626 => 0.020086822928619
627 => 0.020521967750913
628 => 0.020325935598295
629 => 0.020048791998951
630 => 0.019824983682982
701 => 0.019485891198713
702 => 0.019963157358627
703 => 0.020590711607316
704 => 0.02125053682204
705 => 0.022043273584069
706 => 0.021866343967258
707 => 0.02123571715969
708 => 0.021264006617604
709 => 0.021438880914939
710 => 0.021212402810885
711 => 0.021145609996622
712 => 0.021429704607933
713 => 0.021431661011385
714 => 0.021171070581878
715 => 0.020881472007026
716 => 0.020880258578423
717 => 0.020828727309218
718 => 0.021561460419881
719 => 0.021964389543073
720 => 0.022010584717694
721 => 0.021961280239757
722 => 0.02198025557649
723 => 0.021745799997642
724 => 0.022281695925246
725 => 0.022773487023029
726 => 0.022641676503239
727 => 0.022444073796104
728 => 0.022286673722035
729 => 0.022604598048034
730 => 0.022590441378257
731 => 0.022769191656819
801 => 0.022761082511672
802 => 0.022700975516129
803 => 0.022641678649849
804 => 0.022876784022037
805 => 0.022809077450524
806 => 0.022741265712004
807 => 0.022605258888944
808 => 0.022623744475032
809 => 0.02242617588679
810 => 0.022334771617746
811 => 0.02096027072083
812 => 0.020592959168061
813 => 0.020708522859878
814 => 0.020746569427834
815 => 0.020586714969347
816 => 0.020815905199577
817 => 0.020780186144968
818 => 0.020919148091503
819 => 0.020832330700334
820 => 0.020835893716351
821 => 0.021091205152358
822 => 0.021165323148404
823 => 0.021127626137409
824 => 0.021154027831732
825 => 0.021762443733935
826 => 0.021675946448687
827 => 0.021629996489854
828 => 0.021642724942478
829 => 0.021798188250075
830 => 0.02184170948822
831 => 0.021657306944016
901 => 0.021744272249881
902 => 0.022114559484714
903 => 0.022244139060464
904 => 0.022657694864531
905 => 0.022482009008595
906 => 0.022804488000671
907 => 0.023795678481123
908 => 0.024587510022073
909 => 0.023859309013193
910 => 0.025313406799008
911 => 0.026445630503204
912 => 0.026402173871619
913 => 0.026204744479987
914 => 0.024915737894485
915 => 0.0237295748165
916 => 0.024721850598379
917 => 0.02472438011341
918 => 0.024639142743741
919 => 0.024109740761271
920 => 0.024620720702296
921 => 0.024661280434408
922 => 0.024638577770129
923 => 0.024232686511418
924 => 0.02361296558061
925 => 0.023734057567088
926 => 0.023932408711148
927 => 0.023556888615059
928 => 0.023436887190794
929 => 0.023659992669708
930 => 0.024378885008642
1001 => 0.024242982576227
1002 => 0.024239433614491
1003 => 0.024820881851966
1004 => 0.024404690398317
1005 => 0.023735584924828
1006 => 0.023566626968355
1007 => 0.022966940046592
1008 => 0.023381145939465
1009 => 0.023396052472153
1010 => 0.023169196137708
1011 => 0.023753993066091
1012 => 0.023748604059445
1013 => 0.024303781707408
1014 => 0.025365072855113
1015 => 0.025051196839771
1016 => 0.024686193183542
1017 => 0.024725879201428
1018 => 0.025161136864195
1019 => 0.02489797014532
1020 => 0.024992606732291
1021 => 0.025160993620386
1022 => 0.025262585610786
1023 => 0.024711261677421
1024 => 0.024582721695682
1025 => 0.024319774004446
1026 => 0.024251175859954
1027 => 0.024465341267882
1028 => 0.024408916249468
1029 => 0.023394799635801
1030 => 0.023288818807182
1031 => 0.02329206908789
1101 => 0.023025575255212
1102 => 0.022619108194529
1103 => 0.023687279361115
1104 => 0.023601490267393
1105 => 0.023506785747471
1106 => 0.023518386510785
1107 => 0.02398204341052
1108 => 0.023713098993439
1109 => 0.024428131805372
1110 => 0.024281142555093
1111 => 0.024130383585184
1112 => 0.024109544103313
1113 => 0.024051514762049
1114 => 0.023852510559089
1115 => 0.023612201025716
1116 => 0.023453527856527
1117 => 0.021634639698855
1118 => 0.021972214760933
1119 => 0.022360564098919
1120 => 0.02249462073418
1121 => 0.02226530758313
1122 => 0.023861565239972
1123 => 0.024153216895799
1124 => 0.023269785006333
1125 => 0.023104530970101
1126 => 0.023872399267076
1127 => 0.023409280815918
1128 => 0.023617823026117
1129 => 0.023167068834157
1130 => 0.024082966552468
1201 => 0.024075988946402
1202 => 0.023719684047491
1203 => 0.02402083050818
1204 => 0.023968498899785
1205 => 0.023566231546455
1206 => 0.024095719145079
1207 => 0.024095981764322
1208 => 0.023753046045857
1209 => 0.023352572204972
1210 => 0.023280976940991
1211 => 0.023227039527052
1212 => 0.023604557728712
1213 => 0.023943039367851
1214 => 0.024572869781575
1215 => 0.024731224111987
1216 => 0.025349291605828
1217 => 0.024981262506406
1218 => 0.025144405039405
1219 => 0.025321519336896
1220 => 0.025406434444276
1221 => 0.025268069833596
1222 => 0.026228183058262
1223 => 0.026309246031533
1224 => 0.026336425745279
1225 => 0.026012680967937
1226 => 0.026300242103625
1227 => 0.026165701771261
1228 => 0.026515738339692
1229 => 0.026570628543113
1230 => 0.026524138493591
1231 => 0.02654156151054
]
'min_raw' => 0.011902112873049
'max_raw' => 0.026570628543113
'avg_raw' => 0.019236370708081
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0119021'
'max' => '$0.02657'
'avg' => '$0.019236'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0018352816558115
'max_diff' => -0.0025355410131943
'year' => 2031
]
6 => [
'items' => [
101 => 0.025722274248867
102 => 0.025679789882264
103 => 0.025100512529088
104 => 0.025336572332309
105 => 0.024895269844828
106 => 0.025035211409528
107 => 0.025096896317835
108 => 0.025064675622323
109 => 0.025349918799402
110 => 0.025107403827554
111 => 0.024467366943693
112 => 0.023827155682211
113 => 0.023819118351328
114 => 0.023650562026847
115 => 0.023528726676878
116 => 0.023552196487623
117 => 0.023634907161905
118 => 0.023523919382129
119 => 0.023547604252167
120 => 0.02394093090627
121 => 0.024019809761673
122 => 0.023751748591055
123 => 0.022675444309984
124 => 0.022411316539704
125 => 0.0226011663431
126 => 0.02251043036497
127 => 0.018167674171587
128 => 0.019187940322209
129 => 0.018581732820474
130 => 0.01886110112754
131 => 0.01824232024494
201 => 0.018537634915201
202 => 0.018483101078769
203 => 0.020123658857099
204 => 0.020098043803904
205 => 0.02011030437435
206 => 0.019525075402212
207 => 0.020457361045526
208 => 0.02091663847733
209 => 0.020831638447976
210 => 0.020853031124111
211 => 0.020485434070791
212 => 0.020113863517354
213 => 0.019701734589293
214 => 0.020467419196954
215 => 0.020382288139255
216 => 0.02057754815643
217 => 0.021074149356764
218 => 0.021147275769918
219 => 0.021245558410771
220 => 0.02121033108026
221 => 0.022049589011322
222 => 0.021947949338268
223 => 0.022192871706598
224 => 0.021689047812639
225 => 0.021118923253221
226 => 0.02122728529319
227 => 0.021216849157349
228 => 0.021083985170047
229 => 0.020964041503061
301 => 0.020764369091449
302 => 0.021396162147748
303 => 0.021370512503452
304 => 0.021785750430156
305 => 0.021712353093205
306 => 0.021222187713671
307 => 0.021239694066093
308 => 0.021357432699401
309 => 0.021764927453594
310 => 0.021885899640997
311 => 0.021829860503884
312 => 0.021962500984781
313 => 0.022067334612694
314 => 0.0219756664744
315 => 0.02327349400165
316 => 0.022734545528116
317 => 0.022997225264137
318 => 0.023059872833379
319 => 0.022899402402102
320 => 0.022934202692631
321 => 0.02298691565027
322 => 0.023306978406801
323 => 0.024146915690844
324 => 0.0245189181963
325 => 0.025638106088246
326 => 0.024488028566747
327 => 0.024419787726115
328 => 0.024621387261691
329 => 0.025278469032333
330 => 0.025810972090886
331 => 0.025987634076246
401 => 0.026010982873983
402 => 0.026342412502786
403 => 0.026532381785219
404 => 0.026302168228384
405 => 0.026107086343331
406 => 0.025408327245526
407 => 0.025489210513755
408 => 0.026046416023774
409 => 0.026833501625916
410 => 0.027508902954853
411 => 0.027272400949572
412 => 0.029076744305471
413 => 0.029255637579127
414 => 0.029230920313019
415 => 0.029638465813296
416 => 0.028829570990445
417 => 0.028483752782077
418 => 0.026149265261153
419 => 0.026805161032024
420 => 0.027758544054394
421 => 0.02763236023638
422 => 0.026939988001534
423 => 0.027508377728426
424 => 0.027320450309526
425 => 0.027172224157123
426 => 0.027851276896333
427 => 0.027104630515623
428 => 0.027751095685591
429 => 0.026921997418281
430 => 0.027273481270811
501 => 0.027073962036754
502 => 0.027203075433346
503 => 0.026448281155086
504 => 0.02685554982604
505 => 0.026431337439399
506 => 0.026431136307494
507 => 0.026421771795547
508 => 0.026920855787184
509 => 0.026937130898233
510 => 0.02656830707434
511 => 0.026515153799206
512 => 0.026711689316135
513 => 0.026481597698544
514 => 0.026589256118236
515 => 0.026484858562403
516 => 0.026461356473636
517 => 0.026274087831791
518 => 0.026193407351826
519 => 0.0262250442469
520 => 0.026117051214074
521 => 0.026051981505518
522 => 0.026408827792734
523 => 0.026218179216613
524 => 0.026379608164158
525 => 0.026195639504473
526 => 0.025557923978674
527 => 0.025191167036067
528 => 0.023986581524093
529 => 0.024328200481005
530 => 0.024554694202869
531 => 0.024479838029144
601 => 0.024640658055798
602 => 0.024650531099309
603 => 0.024598246869277
604 => 0.024537708428925
605 => 0.024508241664148
606 => 0.024727862787132
607 => 0.024855360241131
608 => 0.024577425877953
609 => 0.024512309745375
610 => 0.024793316731725
611 => 0.024964730831066
612 => 0.026230356231338
613 => 0.02613659461377
614 => 0.026371917874078
615 => 0.026345424086297
616 => 0.026592080353036
617 => 0.026995259104437
618 => 0.026175483972286
619 => 0.026317768589536
620 => 0.026282883687218
621 => 0.026663747903414
622 => 0.026664936919925
623 => 0.026436589796736
624 => 0.026560380476726
625 => 0.026491283915175
626 => 0.026616150740857
627 => 0.026135342370203
628 => 0.026720915065603
629 => 0.027052897050424
630 => 0.027057506620606
701 => 0.027214863446639
702 => 0.027374747095381
703 => 0.027681629836211
704 => 0.0273661883023
705 => 0.026798739690409
706 => 0.02683970764734
707 => 0.026507012733809
708 => 0.026512605395412
709 => 0.026482751329472
710 => 0.026572345628667
711 => 0.026155003280552
712 => 0.026252952695483
713 => 0.026115822940989
714 => 0.026317470496231
715 => 0.026100531060326
716 => 0.026282866864662
717 => 0.026361556953286
718 => 0.026651925074385
719 => 0.026057643452748
720 => 0.024845862996902
721 => 0.025100593940139
722 => 0.024723826866408
723 => 0.024758698093535
724 => 0.024829143522047
725 => 0.024600806839931
726 => 0.024644366283163
727 => 0.024642810033327
728 => 0.024629399113001
729 => 0.024569999923201
730 => 0.024483859346221
731 => 0.02482701689224
801 => 0.024885326046173
802 => 0.025014940072389
803 => 0.025400583496373
804 => 0.025362048624219
805 => 0.025424900599499
806 => 0.025287695090361
807 => 0.024765062663589
808 => 0.024793444118823
809 => 0.024439526917271
810 => 0.025005889613831
811 => 0.024871767451663
812 => 0.024785298021197
813 => 0.024761704035961
814 => 0.025148303395402
815 => 0.025263979982949
816 => 0.025191898096357
817 => 0.025044056043991
818 => 0.025327956490112
819 => 0.025403916272696
820 => 0.025420920866727
821 => 0.025923938024742
822 => 0.025449033938037
823 => 0.025563348071847
824 => 0.02645519431143
825 => 0.025646412838497
826 => 0.026074842422689
827 => 0.026053873023983
828 => 0.026273043101989
829 => 0.026035894680491
830 => 0.026038834419395
831 => 0.026233442600797
901 => 0.025960150507789
902 => 0.025892479542244
903 => 0.025798992588013
904 => 0.026003117932425
905 => 0.026125481844604
906 => 0.027111645110379
907 => 0.027748751554578
908 => 0.027721093083587
909 => 0.02797383973396
910 => 0.027859975053073
911 => 0.027492275962503
912 => 0.028119893473979
913 => 0.027921289032716
914 => 0.027937661741549
915 => 0.027937052348509
916 => 0.028069106939647
917 => 0.0279755341592
918 => 0.02779109260389
919 => 0.027913533515832
920 => 0.028277139250871
921 => 0.02940578260922
922 => 0.030037386385088
923 => 0.029367759268848
924 => 0.029829659086966
925 => 0.029552683787829
926 => 0.029502349136674
927 => 0.029792456356581
928 => 0.030083071370772
929 => 0.030064560450731
930 => 0.029853588873674
1001 => 0.029734416383001
1002 => 0.030636830408095
1003 => 0.031301713689564
1004 => 0.031256373107201
1005 => 0.0314564916922
1006 => 0.032044046047191
1007 => 0.032097764653941
1008 => 0.032090997344199
1009 => 0.031957850172413
1010 => 0.032536373738476
1011 => 0.03301898827544
1012 => 0.031927030449136
1013 => 0.032342833694615
1014 => 0.032529501167854
1015 => 0.032803584400313
1016 => 0.033266008755155
1017 => 0.033768324256516
1018 => 0.033839357176017
1019 => 0.033788955920393
1020 => 0.03345766534428
1021 => 0.034007304959739
1022 => 0.03432927095584
1023 => 0.034520994338457
1024 => 0.035007172937045
1025 => 0.03253065396262
1026 => 0.030777650741542
1027 => 0.030503893974898
1028 => 0.031060589124823
1029 => 0.031207385196297
1030 => 0.031148211883953
1031 => 0.02917504738255
1101 => 0.030493505672154
1102 => 0.031912055932646
1103 => 0.031966548225379
1104 => 0.032676704146269
1105 => 0.032907960024385
1106 => 0.033479728622966
1107 => 0.033443964341448
1108 => 0.033583180896377
1109 => 0.033551177421294
1110 => 0.034610258350081
1111 => 0.035778581889573
1112 => 0.035738126560442
1113 => 0.035570166228663
1114 => 0.035819615962847
1115 => 0.037025451060762
1116 => 0.03691443708806
1117 => 0.037022277706392
1118 => 0.038444025244722
1119 => 0.040292499285781
1120 => 0.03943369750995
1121 => 0.041297050249949
1122 => 0.042469932027694
1123 => 0.044498309784065
1124 => 0.044244346898996
1125 => 0.045033979474627
1126 => 0.043789700331069
1127 => 0.040932583907156
1128 => 0.040480434296469
1129 => 0.041385649267316
1130 => 0.043611031943556
1201 => 0.041315564047376
1202 => 0.04177993421315
1203 => 0.041646195574167
1204 => 0.041639069210448
1205 => 0.041911053528577
1206 => 0.041516526089383
1207 => 0.039909150327974
1208 => 0.040645801167103
1209 => 0.040361344901236
1210 => 0.040676970335835
1211 => 0.042380270632531
1212 => 0.041627200969754
1213 => 0.04083390325443
1214 => 0.041828874636302
1215 => 0.043095815114686
1216 => 0.043016532256459
1217 => 0.042862690373836
1218 => 0.043729889011283
1219 => 0.045162247094984
1220 => 0.045549407729328
1221 => 0.045835201794449
1222 => 0.045874607967499
1223 => 0.046280516040714
1224 => 0.044097846029032
1225 => 0.047561799392513
1226 => 0.048159928448605
1227 => 0.048047504975969
1228 => 0.048712300248698
1229 => 0.048516700615233
1230 => 0.048233307434984
1231 => 0.049287149348269
]
'min_raw' => 0.018167674171587
'max_raw' => 0.049287149348269
'avg_raw' => 0.033727411759928
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.018167'
'max' => '$0.049287'
'avg' => '$0.033727'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0062655612985377
'max_diff' => 0.022716520805156
'year' => 2032
]
7 => [
'items' => [
101 => 0.048079004635345
102 => 0.04636419531654
103 => 0.045423417009162
104 => 0.046662309774739
105 => 0.047418858355279
106 => 0.047918888841488
107 => 0.048070197764488
108 => 0.044267280488775
109 => 0.042217718996626
110 => 0.043531464414823
111 => 0.045134324494888
112 => 0.044088942060357
113 => 0.04412991907262
114 => 0.042639478442649
115 => 0.045266195418946
116 => 0.044883504849667
117 => 0.046868904200056
118 => 0.04639507271126
119 => 0.048014088808744
120 => 0.047587747611139
121 => 0.049357466085983
122 => 0.050063454698814
123 => 0.05124891945811
124 => 0.052120952160758
125 => 0.05263302644308
126 => 0.052602283423912
127 => 0.054631376844868
128 => 0.053434891345655
129 => 0.051931823568663
130 => 0.051904637814695
131 => 0.052683097915034
201 => 0.054314536725246
202 => 0.054737545072265
203 => 0.054973949030389
204 => 0.054611888139242
205 => 0.053313188882734
206 => 0.052752417128329
207 => 0.053230210910204
208 => 0.052645910172258
209 => 0.053654577171784
210 => 0.055039692401777
211 => 0.054753671584123
212 => 0.055709796294904
213 => 0.05669928478331
214 => 0.058114297762439
215 => 0.058484234552963
216 => 0.059095726000261
217 => 0.059725151564008
218 => 0.059927306091589
219 => 0.060313281809607
220 => 0.06031124752705
221 => 0.061474411332459
222 => 0.06275741703001
223 => 0.063241721979185
224 => 0.064355354505083
225 => 0.062448297830821
226 => 0.063894822224937
227 => 0.065199623437283
228 => 0.063643985641284
301 => 0.065788069925949
302 => 0.065871319860123
303 => 0.067128295027278
304 => 0.065854109888062
305 => 0.065097502819739
306 => 0.067281799076291
307 => 0.068338711230149
308 => 0.068020360687971
309 => 0.065597697343088
310 => 0.064187603363447
311 => 0.060497115431912
312 => 0.06486865780403
313 => 0.066997908573849
314 => 0.065592183097983
315 => 0.066301149261842
316 => 0.070169038768806
317 => 0.071641680665758
318 => 0.071335381445736
319 => 0.071387140971805
320 => 0.07218175180906
321 => 0.075705493861626
322 => 0.073593985944027
323 => 0.075208154630339
324 => 0.076064303881241
325 => 0.076859543019195
326 => 0.074906687034291
327 => 0.072366050091083
328 => 0.071561323722486
329 => 0.065452411403229
330 => 0.065134415987351
331 => 0.064955915524171
401 => 0.063830495353212
402 => 0.062946223377368
403 => 0.062243017471263
404 => 0.060397595178584
405 => 0.061020371029424
406 => 0.05807915306446
407 => 0.059960840088079
408 => 0.055266585197806
409 => 0.059176100160963
410 => 0.05704832891035
411 => 0.058477070078912
412 => 0.058472085335571
413 => 0.055841319861447
414 => 0.054323949238648
415 => 0.055290876856444
416 => 0.056327500017531
417 => 0.056495688637798
418 => 0.057839697624781
419 => 0.058214781643671
420 => 0.057078259555435
421 => 0.055169307199184
422 => 0.055612713292973
423 => 0.054314963628309
424 => 0.052040707258206
425 => 0.053674117887921
426 => 0.054231836092901
427 => 0.054478156224726
428 => 0.052241686284838
429 => 0.051538938873601
430 => 0.05116480204848
501 => 0.054880607014331
502 => 0.055084167198316
503 => 0.05404272451654
504 => 0.058750144191813
505 => 0.057684710138894
506 => 0.058875061013685
507 => 0.055572478837525
508 => 0.055698641924171
509 => 0.054135146595749
510 => 0.05501059950687
511 => 0.054391857606454
512 => 0.054939871563045
513 => 0.05526834886908
514 => 0.056831587643303
515 => 0.059193949836699
516 => 0.056598091899853
517 => 0.055467039423398
518 => 0.05616873801851
519 => 0.058037453846052
520 => 0.060868653982582
521 => 0.059192526518544
522 => 0.059936363424594
523 => 0.060098858697565
524 => 0.058862944359195
525 => 0.060914223907127
526 => 0.06201352128143
527 => 0.063141172919925
528 => 0.064120281241548
529 => 0.062690764057919
530 => 0.064220552357641
531 => 0.062987813032052
601 => 0.06188191841875
602 => 0.061883595604385
603 => 0.061189851758918
604 => 0.059845635640976
605 => 0.059597741564852
606 => 0.060887317854419
607 => 0.061921435915322
608 => 0.062006610831909
609 => 0.06257915172533
610 => 0.062917975528416
611 => 0.066238909407284
612 => 0.067574616485571
613 => 0.069207893817258
614 => 0.069844147384417
615 => 0.071759042512038
616 => 0.070212609176306
617 => 0.069878028596599
618 => 0.065233119374414
619 => 0.065993722999334
620 => 0.067211522790165
621 => 0.065253200444421
622 => 0.066495305229127
623 => 0.066740523025004
624 => 0.065186657400474
625 => 0.066016644169106
626 => 0.063812445385547
627 => 0.059241995346801
628 => 0.060919312124553
629 => 0.062154381851701
630 => 0.060391785068062
701 => 0.06355117158082
702 => 0.061705523203042
703 => 0.061120541274033
704 => 0.058838318207851
705 => 0.059915439644267
706 => 0.061372261809913
707 => 0.060472115085299
708 => 0.062340054696584
709 => 0.064985555347462
710 => 0.066870896653564
711 => 0.067015629748671
712 => 0.065803481596904
713 => 0.067745956745937
714 => 0.067760105556749
715 => 0.065568985653396
716 => 0.0642269369128
717 => 0.063922020615241
718 => 0.064683761308903
719 => 0.065608655136099
720 => 0.067066954919146
721 => 0.06794817493608
722 => 0.070245929377259
723 => 0.07086763584726
724 => 0.071550702768166
725 => 0.072463490824534
726 => 0.073559526920258
727 => 0.071161462340184
728 => 0.071256741916502
729 => 0.069023697383001
730 => 0.066637369047976
731 => 0.068448294794234
801 => 0.070815839310109
802 => 0.070272721982263
803 => 0.070211610188
804 => 0.070314383274952
805 => 0.06990489054631
806 => 0.06805277011117
807 => 0.06712264682353
808 => 0.068322743164343
809 => 0.068960540959343
810 => 0.069949709717574
811 => 0.069827773789302
812 => 0.072375766281537
813 => 0.073365839116725
814 => 0.073112536117879
815 => 0.073159149965744
816 => 0.07495162954181
817 => 0.076945235481937
818 => 0.07881251052434
819 => 0.080711982898801
820 => 0.07842209481372
821 => 0.077259430864778
822 => 0.078459003281071
823 => 0.077822493271782
824 => 0.081480068586293
825 => 0.081733311165341
826 => 0.085390621995526
827 => 0.088861845477844
828 => 0.086681632202028
829 => 0.088737475122159
830 => 0.090961036855614
831 => 0.095250648199338
901 => 0.093806058009118
902 => 0.092699524563025
903 => 0.091653855803197
904 => 0.093829726497158
905 => 0.096628949384555
906 => 0.097231875183877
907 => 0.098208845314161
908 => 0.097181680680392
909 => 0.098418787343294
910 => 0.10278631747555
911 => 0.10160617228056
912 => 0.099930176385867
913 => 0.10337792196323
914 => 0.10462564768491
915 => 0.11338284023867
916 => 0.12443915757938
917 => 0.11986176960063
918 => 0.11702043717084
919 => 0.11768821768914
920 => 0.12172561050201
921 => 0.12302229293306
922 => 0.11949746309223
923 => 0.12074249258149
924 => 0.12760272747596
925 => 0.13128302339415
926 => 0.12628468720756
927 => 0.11249447590564
928 => 0.099779271293018
929 => 0.10315191612941
930 => 0.10276956287032
1001 => 0.11014002943269
1002 => 0.10157802620796
1003 => 0.10172218838378
1004 => 0.1092450683892
1005 => 0.10723809297857
1006 => 0.10398704984734
1007 => 0.099803007505696
1008 => 0.092068418260099
1009 => 0.085217676870296
1010 => 0.098653558367217
1011 => 0.098074178725504
1012 => 0.097235151145053
1013 => 0.099102316233081
1014 => 0.10816873989649
1015 => 0.1079597294859
1016 => 0.10663011189177
1017 => 0.10763861511821
1018 => 0.1038102543557
1019 => 0.10479691009435
1020 => 0.099777257139643
1021 => 0.1020463499144
1022 => 0.10398007456889
1023 => 0.10436829842257
1024 => 0.10524298658809
1025 => 0.097768871981536
1026 => 0.10112453001141
1027 => 0.10309566472132
1028 => 0.094190006391444
1029 => 0.10291962849001
1030 => 0.09763876427464
1031 => 0.095846359644025
1101 => 0.098259596347795
1102 => 0.097319155657386
1103 => 0.096510619976303
1104 => 0.096059443173852
1105 => 0.097831457869885
1106 => 0.097748791266299
1107 => 0.094849431290359
1108 => 0.091067334394776
1109 => 0.092336730256032
1110 => 0.091875546838988
1111 => 0.090204158641776
1112 => 0.091330472482516
1113 => 0.086370756342284
1114 => 0.077837822506628
1115 => 0.083474939969295
1116 => 0.083257917078986
1117 => 0.083148484296488
1118 => 0.087384622271198
1119 => 0.086977415349261
1120 => 0.086238330798564
1121 => 0.090190584774405
1122 => 0.088747958907905
1123 => 0.093193791903055
1124 => 0.09612210505211
1125 => 0.095379390116503
1126 => 0.098133482786955
1127 => 0.092365974572856
1128 => 0.094281709449313
1129 => 0.094676539752257
1130 => 0.090141814573835
1201 => 0.087044039437703
1202 => 0.086837453153345
1203 => 0.081466337967001
1204 => 0.084335544345419
1205 => 0.0868603272226
1206 => 0.085651152155496
1207 => 0.085268363452329
1208 => 0.087223947920071
1209 => 0.087375913581662
1210 => 0.08391108039277
1211 => 0.084631528929738
1212 => 0.087635919093498
1213 => 0.084555826006082
1214 => 0.078571708267583
1215 => 0.077087564331535
1216 => 0.076889552172267
1217 => 0.072864436108764
1218 => 0.077186741926052
1219 => 0.075299939606212
1220 => 0.081260325527226
1221 => 0.077855785055333
1222 => 0.077709022120159
1223 => 0.077487168418201
1224 => 0.074022584746893
1225 => 0.074781108385131
1226 => 0.077302556485045
1227 => 0.07820223757324
1228 => 0.078108393464872
1229 => 0.077290200013784
1230 => 0.077664764785864
1231 => 0.076458161147978
]
'min_raw' => 0.042217718996626
'max_raw' => 0.13128302339415
'avg_raw' => 0.086750371195387
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.042217'
'max' => '$0.131283'
'avg' => '$0.08675'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.024050044825039
'max_diff' => 0.08199587404588
'year' => 2033
]
8 => [
'items' => [
101 => 0.076032084290158
102 => 0.074687268525204
103 => 0.072710760865559
104 => 0.072985606378259
105 => 0.06906962752314
106 => 0.066935994406143
107 => 0.066345432880191
108 => 0.065555709326423
109 => 0.066434634256963
110 => 0.06905853404706
111 => 0.06589355420881
112 => 0.060467418273651
113 => 0.060793538289039
114 => 0.061526233137716
115 => 0.060160861134468
116 => 0.05886865112038
117 => 0.059992122887317
118 => 0.057692997560105
119 => 0.061804071449309
120 => 0.061692878421757
121 => 0.063225232540549
122 => 0.064183445018101
123 => 0.061975075482317
124 => 0.061419676516133
125 => 0.061736057008747
126 => 0.056506992212096
127 => 0.062797906387922
128 => 0.062852310474951
129 => 0.062386469652134
130 => 0.065736187240577
131 => 0.072805136155307
201 => 0.070145513225774
202 => 0.069115626839931
203 => 0.067157812067599
204 => 0.069766484008192
205 => 0.069566178704776
206 => 0.068660322159199
207 => 0.06811245729399
208 => 0.069121915106592
209 => 0.067987374299833
210 => 0.067783579595843
211 => 0.066548805420487
212 => 0.06610804721853
213 => 0.06578172739289
214 => 0.065422481328385
215 => 0.066214888628142
216 => 0.064419189437032
217 => 0.062253752247116
218 => 0.062073719575129
219 => 0.062570805611118
220 => 0.062350882043896
221 => 0.0620726666657
222 => 0.061541477741274
223 => 0.061383885334452
224 => 0.061895984203656
225 => 0.061317854437544
226 => 0.0621709163998
227 => 0.061938930748138
228 => 0.060643077755976
301 => 0.059027965141517
302 => 0.059013587251435
303 => 0.058665613887965
304 => 0.058222417491441
305 => 0.058099130392888
306 => 0.059897507228724
307 => 0.063620093458013
308 => 0.062889260707265
309 => 0.063417362268434
310 => 0.066015099268057
311 => 0.066840841743561
312 => 0.066254749293231
313 => 0.065452469798611
314 => 0.065487766024737
315 => 0.068229397924371
316 => 0.068400390142997
317 => 0.068832432315284
318 => 0.069387728601777
319 => 0.066349318651989
320 => 0.065344657189342
321 => 0.064868592851844
322 => 0.063402498952434
323 => 0.064983555529556
324 => 0.06406234156966
325 => 0.064186644806
326 => 0.064105692160264
327 => 0.064149897778829
328 => 0.061802922320373
329 => 0.062658036824036
330 => 0.061236243109511
331 => 0.059332620929596
401 => 0.059326239320553
402 => 0.059792148152227
403 => 0.059515007348133
404 => 0.058769228570256
405 => 0.058875162925677
406 => 0.057947066502824
407 => 0.05898785063514
408 => 0.05901769659995
409 => 0.058616938017113
410 => 0.060220409573479
411 => 0.06087735317843
412 => 0.060613565294127
413 => 0.060858845117263
414 => 0.062919630107571
415 => 0.063255627979344
416 => 0.063404856039212
417 => 0.063204910207918
418 => 0.06089651248385
419 => 0.060998899738977
420 => 0.060247649995863
421 => 0.059612923127679
422 => 0.059638308873702
423 => 0.059964640992666
424 => 0.061389752495306
425 => 0.064388815637702
426 => 0.064502627891669
427 => 0.064640571663615
428 => 0.064079485018125
429 => 0.06391025591697
430 => 0.064133512783131
501 => 0.065259803216166
502 => 0.068156927994802
503 => 0.067132890605574
504 => 0.06630033226804
505 => 0.067030710386173
506 => 0.06691827439978
507 => 0.065969201523039
508 => 0.065942564208375
509 => 0.064120989920957
510 => 0.063447595382138
511 => 0.062884856502794
512 => 0.06227036033722
513 => 0.06190606641217
514 => 0.062465787449675
515 => 0.062593802273377
516 => 0.061369962442623
517 => 0.061203157595935
518 => 0.062202571620146
519 => 0.061762766770001
520 => 0.062215116965011
521 => 0.062320066090441
522 => 0.062303166864063
523 => 0.061843960089247
524 => 0.062136644793772
525 => 0.06144435821406
526 => 0.060691600536706
527 => 0.060211388037014
528 => 0.059792338940089
529 => 0.06002485173434
530 => 0.059195986077994
531 => 0.05893081527276
601 => 0.062037489801493
602 => 0.064332423678248
603 => 0.064299054430786
604 => 0.064095927718737
605 => 0.063794122627382
606 => 0.065237724293906
607 => 0.064734802339015
608 => 0.065100720081733
609 => 0.065193861504775
610 => 0.065475772539918
611 => 0.06557653150391
612 => 0.065271967933127
613 => 0.064249815390274
614 => 0.06170270843683
615 => 0.060517023274218
616 => 0.060125727421408
617 => 0.060139950282481
618 => 0.059747620280439
619 => 0.059863179049038
620 => 0.059707433656642
621 => 0.059412489562301
622 => 0.060006639767645
623 => 0.060075110043918
624 => 0.059936428286425
625 => 0.059969092860668
626 => 0.058820867140375
627 => 0.058908164248074
628 => 0.058422082859228
629 => 0.058330948458618
630 => 0.057102177035564
701 => 0.054925230346357
702 => 0.056131470133505
703 => 0.054674502093611
704 => 0.054122726220234
705 => 0.056734747386044
706 => 0.056472572907187
707 => 0.056023844163889
708 => 0.055360080829287
709 => 0.055113884551809
710 => 0.05361807390612
711 => 0.053529693433333
712 => 0.054271057579621
713 => 0.053928943534892
714 => 0.053448485847371
715 => 0.051708316806386
716 => 0.049751790654149
717 => 0.049810845880401
718 => 0.050433180446964
719 => 0.052242702132497
720 => 0.051535690704916
721 => 0.051022745802185
722 => 0.050926686640971
723 => 0.052129068157045
724 => 0.053830689909005
725 => 0.054629052763385
726 => 0.053837899421335
727 => 0.05292906506071
728 => 0.052984381597108
729 => 0.053352377731522
730 => 0.053391048922063
731 => 0.052799491182978
801 => 0.052966011221461
802 => 0.052713052056094
803 => 0.05116064212516
804 => 0.051132563952255
805 => 0.050751577519212
806 => 0.050740041401433
807 => 0.050091888437307
808 => 0.050001207357156
809 => 0.048714260306812
810 => 0.049561332752583
811 => 0.048993161029259
812 => 0.04813679222405
813 => 0.047989153919247
814 => 0.047984715733526
815 => 0.048864015015915
816 => 0.049551057628515
817 => 0.049003044619642
818 => 0.048878272680307
819 => 0.050210510562389
820 => 0.050040971148276
821 => 0.049894151109066
822 => 0.053678328344668
823 => 0.050682856779657
824 => 0.049376660201773
825 => 0.047759993896639
826 => 0.04828638859753
827 => 0.048397307695354
828 => 0.044509516657511
829 => 0.042932240317651
830 => 0.042390978516216
831 => 0.042079474697172
901 => 0.042221430899129
902 => 0.040801697197193
903 => 0.041755781725122
904 => 0.040526412346348
905 => 0.040320304569283
906 => 0.042518569308173
907 => 0.042824445004513
908 => 0.041519484255796
909 => 0.042357480310427
910 => 0.042053611292001
911 => 0.040547486355843
912 => 0.040489963461587
913 => 0.039734242911474
914 => 0.038551686586882
915 => 0.038011226614321
916 => 0.037729750368122
917 => 0.037845892953166
918 => 0.037787167708146
919 => 0.037403945761104
920 => 0.037809133541567
921 => 0.036774046197634
922 => 0.036361866077014
923 => 0.036175693879036
924 => 0.035256994283891
925 => 0.036719053887332
926 => 0.037007098047751
927 => 0.037295709744148
928 => 0.039807877517708
929 => 0.039682376715053
930 => 0.040816842849681
1001 => 0.040772759581839
1002 => 0.04044919146311
1003 => 0.039084110794565
1004 => 0.039628207618824
1005 => 0.037953562165176
1006 => 0.039208320403871
1007 => 0.038635701143687
1008 => 0.039014717256
1009 => 0.038333212111557
1010 => 0.038710385197149
1011 => 0.03707540400392
1012 => 0.035548681570489
1013 => 0.036163079245508
1014 => 0.03683099978315
1015 => 0.038279221691747
1016 => 0.037416672670558
1017 => 0.037726877915167
1018 => 0.036687742273458
1019 => 0.03454370863019
1020 => 0.03455584362777
1021 => 0.034226030762065
1022 => 0.033941024292629
1023 => 0.037515746801593
1024 => 0.037071173549603
1025 => 0.036362804256866
1026 => 0.037310984704672
1027 => 0.037561698664718
1028 => 0.037568836138699
1029 => 0.038260604117338
1030 => 0.038629800811544
1031 => 0.038694873329088
1101 => 0.039783385190113
1102 => 0.04014824000811
1103 => 0.041651025367253
1104 => 0.038598477051474
1105 => 0.038535611827696
1106 => 0.037324327548048
1107 => 0.036556111908248
1108 => 0.037376927930142
1109 => 0.038104058872979
1110 => 0.037346921533311
1111 => 0.03744578768583
1112 => 0.036429392667719
1113 => 0.036792706060863
1114 => 0.037105640498638
1115 => 0.036932856495535
1116 => 0.036674190480049
1117 => 0.038044442427759
1118 => 0.037967127442808
1119 => 0.039243137558472
1120 => 0.04023787869199
1121 => 0.042020632634502
1122 => 0.040160235958426
1123 => 0.040092435709143
1124 => 0.040755194021389
1125 => 0.040148138543265
1126 => 0.040531776650596
1127 => 0.041958822604389
1128 => 0.041988973836683
1129 => 0.041483901848089
1130 => 0.041453168171682
1201 => 0.041550172771974
1202 => 0.042118331745766
1203 => 0.041919799542561
1204 => 0.04214954603433
1205 => 0.04243684754029
1206 => 0.043625248382256
1207 => 0.043911767801941
1208 => 0.043215674155392
1209 => 0.043278523617845
1210 => 0.043018165485838
1211 => 0.042766662792596
1212 => 0.043332004117984
1213 => 0.044365176501942
1214 => 0.044358749190163
1215 => 0.04459842510124
1216 => 0.044747741208258
1217 => 0.044106767170864
1218 => 0.04368951664179
1219 => 0.043849517044978
1220 => 0.044105361174031
1221 => 0.043766550242107
1222 => 0.041675252217777
1223 => 0.042309618445724
1224 => 0.04220402888647
1225 => 0.042053656513963
1226 => 0.042691516661572
1227 => 0.042629993494265
1228 => 0.04078713577603
1229 => 0.040905109548015
1230 => 0.040794310151846
1231 => 0.04115232566829
]
'min_raw' => 0.033941024292629
'max_raw' => 0.076032084290158
'avg_raw' => 0.054986554291393
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.033941'
'max' => '$0.076032'
'avg' => '$0.054986'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0082766947039971
'max_diff' => -0.055250939103991
'year' => 2034
]
9 => [
'items' => [
101 => 0.040128804530471
102 => 0.040443632738944
103 => 0.040641090039967
104 => 0.040757393907208
105 => 0.041177563225992
106 => 0.041128261206008
107 => 0.041174498543206
108 => 0.041797498722374
109 => 0.044948419840763
110 => 0.045119917525121
111 => 0.04427540020501
112 => 0.044612768217026
113 => 0.043965095408228
114 => 0.044399882503805
115 => 0.044697352792204
116 => 0.043353141759175
117 => 0.043273546305657
118 => 0.042623200320786
119 => 0.042972659415576
120 => 0.042416644868767
121 => 0.042553071389991
122 => 0.042171610943199
123 => 0.042858163799407
124 => 0.043625836572176
125 => 0.043819781030894
126 => 0.043309596658347
127 => 0.042940189549834
128 => 0.042291632357551
129 => 0.043370197422356
130 => 0.04368560271598
131 => 0.043368540732621
201 => 0.043295070543136
202 => 0.043155844666819
203 => 0.04332460797096
204 => 0.043683884951014
205 => 0.043514456562025
206 => 0.043626366997896
207 => 0.043199879817894
208 => 0.044106979359942
209 => 0.045547671738107
210 => 0.04555230379968
211 => 0.045382874497408
212 => 0.045313547677324
213 => 0.045487392423285
214 => 0.045581696066483
215 => 0.046143878097246
216 => 0.046747121814575
217 => 0.049562197027493
218 => 0.048771735172411
219 => 0.051269437370887
220 => 0.053244795523841
221 => 0.053837119061969
222 => 0.053292209277868
223 => 0.051428102341904
224 => 0.051336640362434
225 => 0.054122403130412
226 => 0.05333529755244
227 => 0.05324167384849
228 => 0.0522456758182
301 => 0.052834434010857
302 => 0.052705663957561
303 => 0.052502394128788
304 => 0.053625703747126
305 => 0.055728439074114
306 => 0.055400708054076
307 => 0.055156072050622
308 => 0.054084148295957
309 => 0.054729685819103
310 => 0.054499822271568
311 => 0.055487461946793
312 => 0.054902406082087
313 => 0.053329334453547
314 => 0.053579851295304
315 => 0.053541986178642
316 => 0.054321247596387
317 => 0.054087332661238
318 => 0.053496310533354
319 => 0.055721252153363
320 => 0.055576776820335
321 => 0.055781609810909
322 => 0.055871783628031
323 => 0.057226066384261
324 => 0.057780872697274
325 => 0.057906823443579
326 => 0.058433846530681
327 => 0.057893710629065
328 => 0.060054639345901
329 => 0.061491530848911
330 => 0.063160554271417
331 => 0.065599446082903
401 => 0.066516491965032
402 => 0.066350835834585
403 => 0.068199975771366
404 => 0.07152283913369
405 => 0.06702248152441
406 => 0.071761369014704
407 => 0.070261091948364
408 => 0.066703962012904
409 => 0.066474924780867
410 => 0.068883854472289
411 => 0.07422662867697
412 => 0.072888324335941
413 => 0.074228817663438
414 => 0.072665060992417
415 => 0.072587407293325
416 => 0.074152869492297
417 => 0.077810657249096
418 => 0.076072979395964
419 => 0.07358159209741
420 => 0.075421193708383
421 => 0.073827560545866
422 => 0.07023665900088
423 => 0.072887300959833
424 => 0.071114892167818
425 => 0.071632175279762
426 => 0.075357514934667
427 => 0.074909272211363
428 => 0.075489339801477
429 => 0.074465535687937
430 => 0.073509141206801
501 => 0.071723959884973
502 => 0.071195455703955
503 => 0.071341515246
504 => 0.0711953833241
505 => 0.0701965907812
506 => 0.069980901626657
507 => 0.06962141025286
508 => 0.069732831661614
509 => 0.069056882705964
510 => 0.070332538043456
511 => 0.070569310915131
512 => 0.071497626488931
513 => 0.071594007291372
514 => 0.07417935295066
515 => 0.072755388006493
516 => 0.073710706630259
517 => 0.073625253940742
518 => 0.066781055804767
519 => 0.067724125921033
520 => 0.069191247070237
521 => 0.068530310981156
522 => 0.067595901986422
523 => 0.066841316623334
524 => 0.06569804263794
525 => 0.06730717881775
526 => 0.069423021781644
527 => 0.071647668560609
528 => 0.074320435900905
529 => 0.073723905344992
530 => 0.07159770303432
531 => 0.071693082916785
601 => 0.072282683819583
602 => 0.071519097079569
603 => 0.071293900442955
604 => 0.072251745259842
605 => 0.072258341410674
606 => 0.071379742583747
607 => 0.070403340769506
608 => 0.070399249610253
609 => 0.070225508338331
610 => 0.072695969178724
611 => 0.074054472849176
612 => 0.074210223105655
613 => 0.074043989615962
614 => 0.074107966288574
615 => 0.073317482935323
616 => 0.075124293470297
617 => 0.076782401492231
618 => 0.076337993122042
619 => 0.075671761798756
620 => 0.07514107645971
621 => 0.076212980521585
622 => 0.076165250321044
623 => 0.076767919365162
624 => 0.076740578816135
625 => 0.076537923884128
626 => 0.076338000359488
627 => 0.077130674536355
628 => 0.076902397103375
629 => 0.07667376509249
630 => 0.07621520859285
701 => 0.076277534036968
702 => 0.075611417747912
703 => 0.075303241873188
704 => 0.070669016134647
705 => 0.069430599589614
706 => 0.069820230644975
707 => 0.069948507305165
708 => 0.069409546837693
709 => 0.070182277700464
710 => 0.070061848414025
711 => 0.070530368318781
712 => 0.070237657423059
713 => 0.070249670380321
714 => 0.071110470712095
715 => 0.071360364710516
716 => 0.071233266606027
717 => 0.071322281761743
718 => 0.073373598454262
719 => 0.073081966818001
720 => 0.072927043323671
721 => 0.072969958190366
722 => 0.073494113586031
723 => 0.073640848478993
724 => 0.073019122426633
725 => 0.073312332027082
726 => 0.074560781291952
727 => 0.074997667878548
728 => 0.076392000145504
729 => 0.075799663016222
730 => 0.076886923452771
731 => 0.080228791360324
801 => 0.082898506684548
802 => 0.08044332614174
803 => 0.085345918348481
804 => 0.089163289616511
805 => 0.08901677254908
806 => 0.08835112557111
807 => 0.084005149872523
808 => 0.080005918239836
809 => 0.083351445316924
810 => 0.083359973753457
811 => 0.083072590010534
812 => 0.081287674264972
813 => 0.083010478811618
814 => 0.083147228780224
815 => 0.083070685162556
816 => 0.08170219444539
817 => 0.079612762059638
818 => 0.08002103214642
819 => 0.080689786877052
820 => 0.079423694655114
821 => 0.079019101474971
822 => 0.079771317173858
823 => 0.082195112886035
824 => 0.08173690834674
825 => 0.081724942774469
826 => 0.083685336102536
827 => 0.082282117558999
828 => 0.080026181739676
829 => 0.079456528193159
830 => 0.077434641867633
831 => 0.078831165954386
901 => 0.078881424370084
902 => 0.0781165623999
903 => 0.080088246073162
904 => 0.080070076661004
905 => 0.08194189686238
906 => 0.085520114063847
907 => 0.084461859163999
908 => 0.08323122385328
909 => 0.083365028033371
910 => 0.084832529632112
911 => 0.08394524466571
912 => 0.084264318525999
913 => 0.084832046675609
914 => 0.085174571164167
915 => 0.08331574403062
916 => 0.082882362507811
917 => 0.081995816008388
918 => 0.081764532574863
919 => 0.082486606200243
920 => 0.082296365311193
921 => 0.078877200344855
922 => 0.078519878581818
923 => 0.078530837130153
924 => 0.077632334567274
925 => 0.076261902493559
926 => 0.079863316159033
927 => 0.079574072239944
928 => 0.07925476933897
929 => 0.079293882122422
930 => 0.080857133731371
1001 => 0.079950368852082
1002 => 0.082361151899512
1003 => 0.081865567379732
1004 => 0.081357272987031
1005 => 0.081287011218934
1006 => 0.081091361243384
1007 => 0.080420404679074
1008 => 0.079610184309431
1009 => 0.079075206641306
1010 => 0.072942698226997
1011 => 0.074080856117532
1012 => 0.075390203024237
1013 => 0.075842184329553
1014 => 0.075069039030656
1015 => 0.080450933167851
1016 => 0.081434257087939
1017 => 0.07845570479336
1018 => 0.077898539272534
1019 => 0.080487460846638
1020 => 0.078926024654662
1021 => 0.079629139276301
1022 => 0.078109390047454
1023 => 0.081197403150675
1024 => 0.081173877664665
1025 => 0.079972570821573
1026 => 0.08098790713916
1027 => 0.08081146746778
1028 => 0.079455195000617
1029 => 0.081240399407023
1030 => 0.081241284846137
1031 => 0.080085053128323
1101 => 0.078734827613587
1102 => 0.078493439182455
1103 => 0.07831158542557
1104 => 0.079584414399945
1105 => 0.080725628878337
1106 => 0.082849146091562
1107 => 0.083383048772491
1108 => 0.085466906480072
1109 => 0.084226070676398
1110 => 0.084776117116653
1111 => 0.085373270336369
1112 => 0.085659567549484
1113 => 0.085193061604269
1114 => 0.088430150374194
1115 => 0.088703459848213
1116 => 0.088795098150734
1117 => 0.08770357003079
1118 => 0.088673102476638
1119 => 0.088219490352765
1120 => 0.089399663082004
1121 => 0.08958472923515
1122 => 0.089427984787355
1123 => 0.089486727705434
1124 => 0.086724443501893
1125 => 0.086581204493729
1126 => 0.084628130453643
1127 => 0.085424022561372
1128 => 0.083936140414073
1129 => 0.084407963169866
1130 => 0.084615938144927
1201 => 0.084507303820431
1202 => 0.085469021106997
1203 => 0.084651364947555
1204 => 0.082493435907669
1205 => 0.080334918941459
1206 => 0.080307820519238
1207 => 0.079739521103024
1208 => 0.079328744714332
1209 => 0.079407874819869
1210 => 0.079686739632885
1211 => 0.079312536584451
1212 => 0.07939239177741
1213 => 0.080718520052908
1214 => 0.080984465621045
1215 => 0.080080678668874
1216 => 0.076451843640076
1217 => 0.075561318421765
1218 => 0.076201410288804
1219 => 0.075895487603555
1220 => 0.061253581896011
1221 => 0.064693480455541
1222 => 0.062649609539386
1223 => 0.06359151929153
1224 => 0.061505256343943
1225 => 0.062500930372941
1226 => 0.062317065735979
1227 => 0.067848320825705
1228 => 0.067761957885471
1229 => 0.067803295254736
1230 => 0.065830154915791
1231 => 0.068973421052329
]
'min_raw' => 0.040128804530471
'max_raw' => 0.08958472923515
'avg_raw' => 0.064856766882811
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.040128'
'max' => '$0.089584'
'avg' => '$0.064856'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0061877802378418
'max_diff' => 0.013552644944992
'year' => 2035
]
10 => [
'items' => [
101 => 0.070521906979382
102 => 0.070235323445903
103 => 0.07030745034708
104 => 0.069068071217005
105 => 0.067815295153864
106 => 0.066425773698986
107 => 0.069007332812107
108 => 0.068720307507411
109 => 0.069378640287937
110 => 0.071052965906453
111 => 0.071299516713924
112 => 0.071630883499436
113 => 0.071512112095124
114 => 0.074341728804815
115 => 0.07399904355086
116 => 0.074824816415617
117 => 0.073126138981273
118 => 0.071203924224371
119 => 0.071569274407723
120 => 0.071534088247105
121 => 0.07108612803765
122 => 0.070681729590208
123 => 0.070008520113774
124 => 0.072138654513469
125 => 0.072052174946924
126 => 0.073452178607795
127 => 0.073204714361826
128 => 0.071552087562472
129 => 0.071611111451919
130 => 0.072008075474363
131 => 0.0733819724885
201 => 0.073789838664338
202 => 0.073600898801033
203 => 0.074048105443041
204 => 0.0744015593388
205 => 0.074092493810476
206 => 0.078468209930024
207 => 0.076651107523324
208 => 0.077536750593032
209 => 0.077747971246646
210 => 0.077206933983907
211 => 0.077324265593103
212 => 0.077501991010086
213 => 0.078581104939799
214 => 0.081413012135498
215 => 0.082667244555029
216 => 0.086440664671925
217 => 0.082563098012345
218 => 0.082333019253732
219 => 0.083012726163155
220 => 0.085228123228858
221 => 0.087023494468945
222 => 0.087619122686734
223 => 0.087697844788465
224 => 0.088815282921651
225 => 0.089455777620606
226 => 0.088679596540742
227 => 0.088021864345103
228 => 0.085665949261051
229 => 0.085938652846974
301 => 0.087817310126848
302 => 0.090471024187032
303 => 0.092748186922559
304 => 0.091950803899711
305 => 0.098034273499354
306 => 0.098637424661414
307 => 0.098554088673029
308 => 0.099928156781129
309 => 0.097200911410655
310 => 0.096034961176887
311 => 0.088164073511378
312 => 0.09037547189605
313 => 0.093589869319045
314 => 0.09316443176674
315 => 0.090830050437071
316 => 0.092746416084991
317 => 0.092112805671494
318 => 0.091613050849849
319 => 0.093902524570044
320 => 0.091385154168293
321 => 0.093564756623599
322 => 0.090769393929569
323 => 0.091954446278193
324 => 0.091281753250581
325 => 0.091717068081603
326 => 0.089172226474395
327 => 0.090545361233106
328 => 0.089115099553985
329 => 0.089114421423723
330 => 0.089082848317884
331 => 0.09076554484062
401 => 0.090820417513815
402 => 0.0895769022411
403 => 0.089397692262943
404 => 0.090060325479943
405 => 0.08928455552675
406 => 0.089647533405211
407 => 0.089295549756917
408 => 0.089216310823777
409 => 0.088584921523117
410 => 0.088312901651982
411 => 0.088419567652543
412 => 0.088055461602537
413 => 0.087836074537118
414 => 0.08903920670868
415 => 0.088396421723628
416 => 0.088940690690886
417 => 0.088320427510475
418 => 0.086170325091368
419 => 0.084933778453218
420 => 0.080872434298123
421 => 0.082024226462426
422 => 0.082787865858975
423 => 0.082535483042971
424 => 0.083077698990931
425 => 0.083110986646441
426 => 0.082934706714521
427 => 0.082730597136217
428 => 0.082631247881466
429 => 0.083371715831062
430 => 0.083801582398809
501 => 0.082864507288595
502 => 0.082644963701346
503 => 0.083592398375107
504 => 0.084170332978785
505 => 0.088437477378947
506 => 0.088121353539088
507 => 0.088914762340963
508 => 0.088825436685722
509 => 0.089657055510022
510 => 0.091016400819413
511 => 0.088252471726494
512 => 0.088732194247548
513 => 0.088614577363796
514 => 0.089898687659792
515 => 0.089902696511971
516 => 0.089132808243455
517 => 0.089550177163828
518 => 0.089317213282393
519 => 0.089738210503103
520 => 0.088117131512475
521 => 0.090091430738396
522 => 0.091210731178462
523 => 0.091226272666158
524 => 0.091756812191431
525 => 0.092295871075886
526 => 0.093330547662463
527 => 0.092267014507458
528 => 0.09035382189447
529 => 0.090491948221553
530 => 0.089370244092568
531 => 0.089389100141629
601 => 0.089288445073968
602 => 0.089590518508978
603 => 0.088183419644397
604 => 0.088513662935445
605 => 0.088051320394076
606 => 0.088731189205157
607 => 0.087999762750774
608 => 0.088614520645374
609 => 0.088879829773136
610 => 0.089858826166276
611 => 0.08785516418751
612 => 0.083769561776815
613 => 0.084628404936684
614 => 0.083358108442564
615 => 0.083475679219454
616 => 0.083713190900024
617 => 0.082943337834312
618 => 0.083090201538391
619 => 0.083084954533417
620 => 0.083039738679215
621 => 0.082839470163688
622 => 0.082549041194254
623 => 0.083706020819155
624 => 0.083902614202653
625 => 0.084339616941402
626 => 0.08563984067013
627 => 0.085509917658243
628 => 0.085721827481085
629 => 0.085259229527645
630 => 0.083497137811751
701 => 0.083592827869603
702 => 0.08239957131486
703 => 0.084309102688491
704 => 0.083856900454632
705 => 0.083565362732714
706 => 0.083485813964211
707 => 0.084789260696071
708 => 0.085179272387267
709 => 0.084936243274025
710 => 0.084437783472472
711 => 0.085394973647865
712 => 0.085651077358188
713 => 0.085708409534189
714 => 0.087404367001973
715 => 0.0858031947169
716 => 0.086188612800201
717 => 0.089195534663671
718 => 0.086468671460357
719 => 0.087913151715458
720 => 0.087842451923684
721 => 0.088581399143647
722 => 0.087781836683394
723 => 0.087791748218355
724 => 0.088447883289062
725 => 0.087526459916838
726 => 0.087298302531869
727 => 0.086983104738629
728 => 0.087671327588889
729 => 0.088083886061977
730 => 0.091408804364258
731 => 0.093556853222227
801 => 0.093463600756227
802 => 0.094315753734168
803 => 0.093931851012778
804 => 0.092692127856992
805 => 0.094808184115786
806 => 0.09413857537595
807 => 0.094193777106887
808 => 0.094191722495705
809 => 0.094636953769484
810 => 0.094321466607164
811 => 0.093699609026139
812 => 0.094112427109302
813 => 0.095338349231129
814 => 0.099143649113167
815 => 0.10127314534067
816 => 0.099015450766396
817 => 0.100572778252
818 => 0.099638936693157
819 => 0.099469229902536
820 => 0.10044734664909
821 => 0.10142717545953
822 => 0.10136476460022
823 => 0.10065345919861
824 => 0.10025166082594
825 => 0.10329421271609
826 => 0.10553591312022
827 => 0.10538304418121
828 => 0.10605775796237
829 => 0.10803873849196
830 => 0.10821985452513
831 => 0.10819703806785
901 => 0.10774812308214
902 => 0.10969865567635
903 => 0.11132582428279
904 => 0.10764421223335
905 => 0.10904612190593
906 => 0.10967548432467
907 => 0.11059957507878
908 => 0.11215867107657
909 => 0.11385226285995
910 => 0.11409175530741
911 => 0.11392182395517
912 => 0.11280485464784
913 => 0.11465800298597
914 => 0.11574353382077
915 => 0.11638994259097
916 => 0.11802912768001
917 => 0.1096793710527
918 => 0.10376899830206
919 => 0.10284600825024
920 => 0.10472294481542
921 => 0.10521787801937
922 => 0.10501837106545
923 => 0.098365709187027
924 => 0.10281098336225
925 => 0.10759372460551
926 => 0.10777744917499
927 => 0.11017178944377
928 => 0.11095148478261
929 => 0.11287924253234
930 => 0.11275866076022
1001 => 0.11322803909495
1002 => 0.1131201371443
1003 => 0.11669090243837
1004 => 0.12062998682151
1005 => 0.12049358885485
1006 => 0.11992729886964
1007 => 0.12076833606446
1008 => 0.1248338932858
1009 => 0.12445960192609
1010 => 0.12482319409999
1011 => 0.12961671518871
1012 => 0.13584897447448
1013 => 0.13295346432764
1014 => 0.13923588818568
1015 => 0.14319034098734
1016 => 0.15002915820975
1017 => 0.14917290461162
1018 => 0.15183520597075
1019 => 0.14764003196545
1020 => 0.13800706446472
1021 => 0.13648261048421
1022 => 0.13953460595851
1023 => 0.14703763902272
1024 => 0.1392983087463
1025 => 0.14086396518149
1026 => 0.14041305602283
1027 => 0.14038902899
1028 => 0.14130604310791
1029 => 0.13997586630164
1030 => 0.13455648669866
1031 => 0.1370401564341
1101 => 0.13608109227363
1102 => 0.13714524546264
1103 => 0.14288804133358
1104 => 0.14034901438789
1105 => 0.13767435575439
1106 => 0.14102897123506
1107 => 0.14530054951289
1108 => 0.14503324182103
1109 => 0.14451455317287
1110 => 0.14743837392489
1111 => 0.15226766920814
1112 => 0.15357300831752
1113 => 0.15453658296158
1114 => 0.15466944362527
1115 => 0.15603799103371
1116 => 0.14867896670017
1117 => 0.16035792731065
1118 => 0.1623745611833
1119 => 0.16199551759615
1120 => 0.16423692127268
1121 => 0.16357744345212
1122 => 0.16262196355904
1123 => 0.16617506514657
1124 => 0.16210172089698
1125 => 0.15632012155446
1126 => 0.15314822180809
1127 => 0.15732523526397
1128 => 0.15987599162379
1129 => 0.16156187931906
1130 => 0.16207202791701
1201 => 0.14925022681073
1202 => 0.14233998714414
1203 => 0.14676937154437
1204 => 0.15217352621242
1205 => 0.14864894634813
1206 => 0.1487871032059
1207 => 0.14376197856271
1208 => 0.15261813823982
1209 => 0.15132787026689
1210 => 0.15802178279288
1211 => 0.15642422684655
1212 => 0.16188285265531
1213 => 0.16044541354139
1214 => 0.16641214293713
1215 => 0.16879243283584
1216 => 0.17278931003831
1217 => 0.17572942917867
1218 => 0.1774559233734
1219 => 0.17735227113787
1220 => 0.1841935012734
1221 => 0.18015946687685
1222 => 0.17509176892588
1223 => 0.17500011025833
1224 => 0.17762474283697
1225 => 0.18312525268903
1226 => 0.1845514548645
1227 => 0.18534850731451
1228 => 0.18412779374172
1229 => 0.17974913852612
1230 => 0.17785845740431
1231 => 0.1794693724984
]
'min_raw' => 0.066425773698986
'max_raw' => 0.18534850731451
'avg_raw' => 0.12588714050675
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.066425'
'max' => '$0.185348'
'avg' => '$0.125887'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.026296969168515
'max_diff' => 0.095763778079359
'year' => 2036
]
11 => [
'items' => [
101 => 0.17749936176584
102 => 0.18090015297762
103 => 0.1855701656812
104 => 0.18460582652514
105 => 0.18782946774204
106 => 0.19116559726458
107 => 0.19593641231677
108 => 0.19718368003418
109 => 0.19924536614171
110 => 0.20136751837498
111 => 0.20204909647869
112 => 0.20335044055995
113 => 0.20334358183428
114 => 0.20726526981372
115 => 0.21159101309961
116 => 0.21322388104885
117 => 0.21697857086125
118 => 0.21054879613754
119 => 0.21542585412541
120 => 0.21982508251114
121 => 0.21458014107077
122 => 0.2218090709317
123 => 0.22208975389709
124 => 0.22632773343236
125 => 0.22203172927473
126 => 0.21948077571926
127 => 0.22684528305092
128 => 0.2304087361689
129 => 0.22933539508942
130 => 0.2211672164772
131 => 0.21641298617522
201 => 0.20397024845241
202 => 0.21870920877135
203 => 0.22588812640133
204 => 0.22114862481483
205 => 0.22353895373472
206 => 0.23657981325487
207 => 0.24154492822702
208 => 0.24051221902159
209 => 0.24068672987746
210 => 0.24336581579322
211 => 0.25524635814327
212 => 0.2481272617783
213 => 0.25356954420186
214 => 0.25645611117571
215 => 0.25913731545115
216 => 0.25255312515399
217 => 0.24398719031836
218 => 0.24127399918243
219 => 0.22067737478742
220 => 0.21960523104106
221 => 0.21900340426694
222 => 0.21520897158623
223 => 0.21222758688177
224 => 0.20985667907307
225 => 0.20363470897003
226 => 0.20573444123196
227 => 0.1958179195138
228 => 0.20216215868913
301 => 0.18633515058416
302 => 0.19951635323606
303 => 0.19234242390838
304 => 0.19715952450971
305 => 0.19714271809951
306 => 0.18827290862932
307 => 0.18315698763512
308 => 0.18641705160725
309 => 0.18991209896957
310 => 0.19047915864536
311 => 0.19501057878068
312 => 0.1962752007379
313 => 0.19244333716797
314 => 0.18600717102007
315 => 0.18750214562291
316 => 0.18312669202251
317 => 0.1754588778872
318 => 0.18096603586637
319 => 0.1828464217331
320 => 0.18367690725507
321 => 0.17613649270739
322 => 0.17376713074615
323 => 0.17250570231885
324 => 0.18503379819044
325 => 0.18572011556286
326 => 0.18220881885005
327 => 0.19808021294678
328 => 0.19448802765113
329 => 0.19850137873313
330 => 0.18736649234728
331 => 0.18779186000234
401 => 0.18252042634281
402 => 0.18547207695482
403 => 0.18338594543839
404 => 0.18523361275415
405 => 0.186341096925
406 => 0.19161166559414
407 => 0.19957653466403
408 => 0.19082441839294
409 => 0.18701099600101
410 => 0.18937682180546
411 => 0.1956773276876
412 => 0.20522291661599
413 => 0.1995717358475
414 => 0.20207963390928
415 => 0.20262749806716
416 => 0.19846052658656
417 => 0.20537655879818
418 => 0.20908291664613
419 => 0.21288487287544
420 => 0.21618600494096
421 => 0.21136628795065
422 => 0.21652407600957
423 => 0.21236780930624
424 => 0.20863920840639
425 => 0.20864486315486
426 => 0.20630585734421
427 => 0.2017737388524
428 => 0.20093794666734
429 => 0.20528584316295
430 => 0.20877244440511
501 => 0.2090596175831
502 => 0.2109899791788
503 => 0.21213234728683
504 => 0.22332910771963
505 => 0.22783253739016
506 => 0.23333924594573
507 => 0.23548441926921
508 => 0.24194062188569
509 => 0.23672671392575
510 => 0.23559865214159
511 => 0.21993801640179
512 => 0.22250244462686
513 => 0.22660834164571
514 => 0.22000572113134
515 => 0.22419356413396
516 => 0.22502033305332
517 => 0.21978136661278
518 => 0.22257972495105
519 => 0.21514811486003
520 => 0.19973852345577
521 => 0.20539371407848
522 => 0.20955783789337
523 => 0.20361511977676
524 => 0.21426721198584
525 => 0.20804447962111
526 => 0.20607217220532
527 => 0.19837749779796
528 => 0.20200908792306
529 => 0.20692086556661
530 => 0.20388595803833
531 => 0.21018384685316
601 => 0.21910333700055
602 => 0.2254598968444
603 => 0.2259478745795
604 => 0.22186103245634
605 => 0.22841022304058
606 => 0.22845792674407
607 => 0.22107041301081
608 => 0.21654560198304
609 => 0.21551755539725
610 => 0.21808581732897
611 => 0.22120416144138
612 => 0.22612092097517
613 => 0.22909201578707
614 => 0.2368390553096
615 => 0.23893518207937
616 => 0.24123818989341
617 => 0.24431571855429
618 => 0.24801108077381
619 => 0.23992583861457
620 => 0.24024708035834
621 => 0.23271821480745
622 => 0.22467254221779
623 => 0.23077820480609
624 => 0.23876054643805
625 => 0.23692938844797
626 => 0.23672334576693
627 => 0.23706985240497
628 => 0.23568921908049
629 => 0.22944466572249
630 => 0.22630869011908
701 => 0.23035489872018
702 => 0.23250527851564
703 => 0.23584033004558
704 => 0.23542921455011
705 => 0.24401994913284
706 => 0.24735804882135
707 => 0.24650402007569
708 => 0.24666118191824
709 => 0.25270465195588
710 => 0.25942623357214
711 => 0.26572188174658
712 => 0.272126085474
713 => 0.26440556792027
714 => 0.26048556524181
715 => 0.26453000739481
716 => 0.26238396945878
717 => 0.27471573999541
718 => 0.2755695650315
719 => 0.28790044384076
720 => 0.29960391616448
721 => 0.29225317488744
722 => 0.29918459282703
723 => 0.30668148645549
724 => 0.32114421059196
725 => 0.31627367390757
726 => 0.31254291913836
727 => 0.30901737390834
728 => 0.31635347386747
729 => 0.32579124926784
730 => 0.32782405569518
731 => 0.33111797869931
801 => 0.32765482142221
802 => 0.33182581290822
803 => 0.34655124568034
804 => 0.34257230376032
805 => 0.33692156658707
806 => 0.34854588151506
807 => 0.35275267589912
808 => 0.38227816200179
809 => 0.4195553078434
810 => 0.40412232469004
811 => 0.39454257402749
812 => 0.39679404266791
813 => 0.41040639441825
814 => 0.41477824976601
815 => 0.40289403986189
816 => 0.40709174371014
817 => 0.43022150462312
818 => 0.44262987926136
819 => 0.42577763983558
820 => 0.37928297962936
821 => 0.33641277953067
822 => 0.34778388706711
823 => 0.34649475635903
824 => 0.37134479896359
825 => 0.34247740731146
826 => 0.34296346015232
827 => 0.3683273753213
828 => 0.36156071760181
829 => 0.35059959870427
830 => 0.33649280782892
831 => 0.31041510017561
901 => 0.2873173472764
902 => 0.33261735980656
903 => 0.33066394089353
904 => 0.32783510082701
905 => 0.3341303782826
906 => 0.36469845866128
907 => 0.36399376546933
908 => 0.35951086691977
909 => 0.36291110595916
910 => 0.35000352036075
911 => 0.35333009906972
912 => 0.33640598867194
913 => 0.34405639338502
914 => 0.35057608106601
915 => 0.35188500489359
916 => 0.35483407711244
917 => 0.32963457789041
918 => 0.34094841322268
919 => 0.34759423151737
920 => 0.317568182685
921 => 0.34700071307306
922 => 0.32919591067278
923 => 0.32315269331897
924 => 0.33128908935253
925 => 0.32811832790535
926 => 0.32539229340642
927 => 0.3238711193168
928 => 0.32984559058258
929 => 0.329566874357
930 => 0.31979147977127
1001 => 0.30703987603023
1002 => 0.31131973280285
1003 => 0.30976482071349
1004 => 0.30412961871399
1005 => 0.30792706446477
1006 => 0.29120503522165
1007 => 0.26243565304432
1008 => 0.28144158814067
1009 => 0.28070988031394
1010 => 0.2803409200474
1011 => 0.29462335498684
1012 => 0.29325042841925
1013 => 0.29075855325534
1014 => 0.30408385347245
1015 => 0.29921993964262
1016 => 0.31420937598392
1017 => 0.32408238821425
1018 => 0.32157827295415
1019 => 0.33086388867719
1020 => 0.31141833205879
1021 => 0.31787736594711
1022 => 0.31920856387965
1023 => 0.3039194213362
1024 => 0.29347505618498
1025 => 0.29277853610387
1026 => 0.27466944625383
1027 => 0.28434317588026
1028 => 0.29285565762538
1029 => 0.28877883946474
1030 => 0.28748824062655
1031 => 0.29408163019409
1101 => 0.29459399303205
1102 => 0.28291206602877
1103 => 0.28534110857127
1104 => 0.29547061976821
1105 => 0.28508587087876
1106 => 0.26491000012565
1107 => 0.25990610522564
1108 => 0.2592384934059
1109 => 0.24566753357317
1110 => 0.26024048940992
1111 => 0.25387900365624
1112 => 0.2739748609298
1113 => 0.26249621503139
1114 => 0.26200139354878
1115 => 0.2612533983033
1116 => 0.24957231256598
1117 => 0.25212972797073
1118 => 0.26063096628147
1119 => 0.26366430388405
1120 => 0.2633479019207
1121 => 0.26058930557592
1122 => 0.26185217685626
1123 => 0.25778402844875
1124 => 0.25634748057487
1125 => 0.25181334033129
1126 => 0.24514940676144
1127 => 0.24607606759661
1128 => 0.23287307148167
1129 => 0.2256793784622
1130 => 0.22368825904577
1201 => 0.2210256509475
1202 => 0.2239890077154
1203 => 0.23283566905254
1204 => 0.22216471855604
1205 => 0.20387012240994
1206 => 0.2049696588108
1207 => 0.20743999064823
1208 => 0.20283654361205
1209 => 0.19847976733033
1210 => 0.20226763083086
1211 => 0.19451596927035
1212 => 0.20837674191382
1213 => 0.20800184685818
1214 => 0.21316828575523
1215 => 0.21639896602356
1216 => 0.20895329395022
1217 => 0.20708072755902
1218 => 0.20814742647885
1219 => 0.19051726943529
1220 => 0.21172752579669
1221 => 0.21191095297448
1222 => 0.21034033811639
1223 => 0.22163414483564
1224 => 0.2454675996399
1225 => 0.23650049524404
1226 => 0.23302816138979
1227 => 0.22642725219462
1228 => 0.23522257177399
1229 => 0.23454722845865
1230 => 0.23149306987035
1231 => 0.22964590522659
]
'min_raw' => 0.17250570231885
'max_raw' => 0.44262987926136
'avg_raw' => 0.30756779079011
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.1725057'
'max' => '$0.442629'
'avg' => '$0.307567'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.10607992861987
'max_diff' => 0.25728137194685
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0054147568779381
]
1 => [
'year' => 2028
'avg' => 0.009293294717695
]
2 => [
'year' => 2029
'avg' => 0.025387606215334
]
3 => [
'year' => 2030
'avg' => 0.019586500386773
]
4 => [
'year' => 2031
'avg' => 0.019236370708081
]
5 => [
'year' => 2032
'avg' => 0.033727411759928
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0054147568779381
'min' => '$0.005414'
'max_raw' => 0.033727411759928
'max' => '$0.033727'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.033727411759928
]
1 => [
'year' => 2033
'avg' => 0.086750371195387
]
2 => [
'year' => 2034
'avg' => 0.054986554291393
]
3 => [
'year' => 2035
'avg' => 0.064856766882811
]
4 => [
'year' => 2036
'avg' => 0.12588714050675
]
5 => [
'year' => 2037
'avg' => 0.30756779079011
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.033727411759928
'min' => '$0.033727'
'max_raw' => 0.30756779079011
'max' => '$0.307567'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.30756779079011
]
]
]
]
'prediction_2025_max_price' => '$0.009258'
'last_price' => 0.00897704
'sma_50day_nextmonth' => '$0.008786'
'sma_200day_nextmonth' => '$0.013129'
'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' => '$0.009253'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.009092'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.009654'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.009554'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.009384'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.010876'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.014471'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.009141'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.00921'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.009385'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.009493'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.009823'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.011151'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.013455'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0123015'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.01905'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.014218'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.008484'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.009421'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.00959'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.010214'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.012199'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.014464'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.013519'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0116046'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '46.05'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 39.56
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.009138'
'vwma_10_action' => 'SELL'
'hma_9' => '0.009087'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 35.87
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -58.25
'cci_20_action' => 'NEUTRAL'
'adx_14' => 11.24
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000369'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -64.13
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 39.51
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0017051'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 2
'sell_pct' => 93.94
'buy_pct' => 6.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767677418
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de BLOCKv pour 2026
La prévision du prix de BLOCKv pour 2026 suggère que le prix moyen pourrait varier entre $0.0031015 à la baisse et $0.009258 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, BLOCKv pourrait potentiellement gagner 3.13% d'ici 2026 si VEE atteint l'objectif de prix prévu.
Prévision du prix de BLOCKv de 2027 à 2032
La prévision du prix de VEE pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.005414 à la baisse et $0.033727 à la hausse. Compte tenu de la volatilité des prix sur le marché, si BLOCKv atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de BLOCKv | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.002985 | $0.005414 | $0.007843 |
| 2028 | $0.005388 | $0.009293 | $0.013198 |
| 2029 | $0.011836 | $0.025387 | $0.038938 |
| 2030 | $0.010066 | $0.019586 | $0.0291061 |
| 2031 | $0.0119021 | $0.019236 | $0.02657 |
| 2032 | $0.018167 | $0.033727 | $0.049287 |
Prévision du prix de BLOCKv de 2032 à 2037
La prévision du prix de BLOCKv pour 2032-2037 est actuellement estimée entre $0.033727 à la baisse et $0.307567 à la hausse. Par rapport au prix actuel, BLOCKv pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de BLOCKv | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.018167 | $0.033727 | $0.049287 |
| 2033 | $0.042217 | $0.08675 | $0.131283 |
| 2034 | $0.033941 | $0.054986 | $0.076032 |
| 2035 | $0.040128 | $0.064856 | $0.089584 |
| 2036 | $0.066425 | $0.125887 | $0.185348 |
| 2037 | $0.1725057 | $0.307567 | $0.442629 |
BLOCKv Histogramme des prix potentiels
Prévision du prix de BLOCKv basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour BLOCKv est Baissier, avec 2 indicateurs techniques montrant des signaux haussiers et 31 indiquant des signaux baissiers. La prévision du prix de VEE a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de BLOCKv et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de BLOCKv devrait augmenter au cours du prochain mois, atteignant $0.013129 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour BLOCKv devrait atteindre $0.008786 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 46.05, ce qui suggère que le marché de VEE est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de VEE 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 | $0.009253 | SELL |
| SMA 5 | $0.009092 | SELL |
| SMA 10 | $0.009654 | SELL |
| SMA 21 | $0.009554 | SELL |
| SMA 50 | $0.009384 | SELL |
| SMA 100 | $0.010876 | SELL |
| SMA 200 | $0.014471 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.009141 | SELL |
| EMA 5 | $0.00921 | SELL |
| EMA 10 | $0.009385 | SELL |
| EMA 21 | $0.009493 | SELL |
| EMA 50 | $0.009823 | SELL |
| EMA 100 | $0.011151 | SELL |
| EMA 200 | $0.013455 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.0123015 | SELL |
| SMA 50 | $0.01905 | SELL |
| SMA 100 | $0.014218 | SELL |
| SMA 200 | $0.008484 | BUY |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.012199 | SELL |
| EMA 50 | $0.014464 | SELL |
| EMA 100 | $0.013519 | SELL |
| EMA 200 | $0.0116046 | SELL |
Oscillateurs de BLOCKv
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) | 46.05 | NEUTRAL |
| Stoch RSI (14) | 39.56 | NEUTRAL |
| Stochastique Rapide (14) | 35.87 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -58.25 | NEUTRAL |
| Indice Directionnel Moyen (14) | 11.24 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.000369 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Plage de Pourcentage de Williams (14) | -64.13 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 39.51 | NEUTRAL |
| VWMA (10) | 0.009138 | SELL |
| Moyenne Mobile de Hull (9) | 0.009087 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.0017051 | SELL |
Prévision du cours de BLOCKv basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de BLOCKv
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 BLOCKv par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.012614 | $0.017725 | $0.0249067 | $0.034998 | $0.049178 | $0.0691036 |
| Action Amazon.com | $0.018731 | $0.039083 | $0.08155 | $0.170159 | $0.355047 | $0.740828 |
| Action Apple | $0.012733 | $0.018061 | $0.025618 | $0.036337 | $0.051542 | $0.0731086 |
| Action Netflix | $0.014164 | $0.022349 | $0.035263 | $0.05564 | $0.087791 | $0.138521 |
| Action Google | $0.011625 | $0.015054 | $0.019495 | $0.025246 | $0.032694 | $0.042339 |
| Action Tesla | $0.02035 | $0.046132 | $0.104578 | $0.237072 | $0.537425 | $1.21 |
| Action Kodak | $0.006731 | $0.005048 | $0.003785 | $0.002838 | $0.002128 | $0.001596 |
| Action Nokia | $0.005946 | $0.003939 | $0.0026098 | $0.001728 | $0.001145 | $0.000758 |
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 BLOCKv
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans BLOCKv maintenant ?", "Devrais-je acheter VEE aujourd'hui ?", " BLOCKv sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de BLOCKv avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme BLOCKv 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 BLOCKv afin de prendre une décision responsable concernant cet investissement.
Le cours de BLOCKv est de $0.008977 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 à court terme de BLOCKv
basée sur l'historique des cours sur 4 heures
Prévision à long terme de BLOCKv
basée sur l'historique des cours sur 1 mois
Prévision du cours de BLOCKv basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si BLOCKv présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.00921 | $0.009449 | $0.009695 | $0.009947 |
| Si BLOCKv présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.009443 | $0.009934 | $0.010451 | $0.010994 |
| Si BLOCKv présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.010143 | $0.011462 | $0.012951 | $0.014635 |
| Si BLOCKv présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.01131 | $0.01425 | $0.017954 | $0.022621 |
| Si BLOCKv présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.013643 | $0.020736 | $0.031517 | $0.0479018 |
| Si BLOCKv présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.020644 | $0.047474 | $0.109175 | $0.251066 |
| Si BLOCKv présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.032311 | $0.116298 | $0.418595 | $1.50 |
Boîte à questions
Est-ce que VEE est un bon investissement ?
La décision d'acquérir BLOCKv dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de BLOCKv a connu une baisse de -6.6082% au cours des 24 heures précédentes, et BLOCKv a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans BLOCKv dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que BLOCKv peut monter ?
Il semble que la valeur moyenne de BLOCKv pourrait potentiellement s'envoler jusqu'à $0.009258 pour la fin de cette année. En regardant les perspectives de BLOCKv sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.0291061. 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 BLOCKv la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de BLOCKv, le prix de BLOCKv va augmenter de 0.86% durant la prochaine semaine et atteindre $0.0090538 d'ici 13 janvier 2026.
Quel sera le prix de BLOCKv le mois prochain ?
Basé sur notre nouveau pronostic expérimental de BLOCKv, le prix de BLOCKv va diminuer de -11.62% durant le prochain mois et atteindre $0.007934 d'ici 5 février 2026.
Jusqu'où le prix de BLOCKv peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de BLOCKv en 2026, VEE devrait fluctuer dans la fourchette de $0.0031015 et $0.009258. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de BLOCKv ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera BLOCKv dans 5 ans ?
L'avenir de BLOCKv semble suivre une tendance haussière, avec un prix maximum de $0.0291061 prévue après une période de cinq ans. Selon la prévision de BLOCKv pour 2030, la valeur de BLOCKv pourrait potentiellement atteindre son point le plus élevé d'environ $0.0291061, tandis que son point le plus bas devrait être autour de $0.010066.
Combien vaudra BLOCKv en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de BLOCKv, il est attendu que la valeur de VEE en 2026 augmente de 3.13% jusqu'à $0.009258 si le meilleur scénario se produit. Le prix sera entre $0.009258 et $0.0031015 durant 2026.
Combien vaudra BLOCKv en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de BLOCKv, le valeur de VEE pourrait diminuer de -12.62% jusqu'à $0.007843 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.007843 et $0.002985 tout au long de l'année.
Combien vaudra BLOCKv en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de BLOCKv suggère que la valeur de VEE en 2028 pourrait augmenter de 47.02%, atteignant $0.013198 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.013198 et $0.005388 durant l'année.
Combien vaudra BLOCKv en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de BLOCKv pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.038938 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.038938 et $0.011836.
Combien vaudra BLOCKv en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de BLOCKv, il est prévu que la valeur de VEE en 2030 augmente de 224.23%, atteignant $0.0291061 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.0291061 et $0.010066 au cours de 2030.
Combien vaudra BLOCKv en 2031 ?
Notre simulation expérimentale indique que le prix de BLOCKv pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.02657 dans des conditions idéales. Il est probable que le prix fluctue entre $0.02657 et $0.0119021 durant l'année.
Combien vaudra BLOCKv en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de BLOCKv, VEE pourrait connaître une 449.04% hausse en valeur, atteignant $0.049287 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.049287 et $0.018167 tout au long de l'année.
Combien vaudra BLOCKv en 2033 ?
Selon notre prédiction expérimentale de prix de BLOCKv, la valeur de VEE est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.131283. Tout au long de l'année, le prix de VEE pourrait osciller entre $0.131283 et $0.042217.
Combien vaudra BLOCKv en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de BLOCKv suggèrent que VEE pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.076032 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.076032 et $0.033941.
Combien vaudra BLOCKv en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de BLOCKv, VEE pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.089584 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.089584 et $0.040128.
Combien vaudra BLOCKv en 2036 ?
Notre récente simulation de prédiction de prix de BLOCKv suggère que la valeur de VEE pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.185348 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.185348 et $0.066425.
Combien vaudra BLOCKv en 2037 ?
Selon la simulation expérimentale, la valeur de BLOCKv pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.442629 sous des conditions favorables. Il est prévu que le prix chute entre $0.442629 et $0.1725057 au cours de l'année.
Prévisions liées
Prévision du cours de Peng
Prévision du cours de Kenshi
Prévision du cours de Magic Square
Prévision du cours de Indigo Protocol
Prévision du cours de Media Licensing Token
Prévision du cours de Petals
Prévision du cours de Pintu
Prévision du cours de Poolz Finance
Prévision du cours de DeFiPulse Index
Prévision du cours de Pepe 2.0
Prévision du cours de Andromeda
Prévision du cours de Xend Finance
Prévision du cours de Step Finance
Prévision du cours de YIELD app
Prévision du cours de Honeyland
Prévision du cours de Forward
Prévision du cours de Silly Dragon
Prévision du cours de Forgotten Playland
Prévision du cours de Zcoin
Prévision du cours de xExchange
Prévision du cours de Step App
Prévision du cours de GameSwift
Prévision du cours de GT Protocol
Prévision du cours de NAVI Protocol
Prévision du cours de Houdini Swap
Comment lire et prédire les mouvements de prix de BLOCKv ?
Les traders de BLOCKv 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 BLOCKv
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de BLOCKv. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de VEE 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 VEE 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 VEE.
Comment lire les graphiques de BLOCKv 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 BLOCKv 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 VEE 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 BLOCKv ?
L'action du prix de BLOCKv 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 VEE. La capitalisation boursière de BLOCKv peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de VEE, de grands détenteurs de BLOCKv, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de BLOCKv.
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


