Non-Playable Coin Geleceği Fiyat Tahmini - NPC
2026 yılına kadar Non-Playable Coin fiyat tahmini $0.014315 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.004795 | $0.014315 |
| 2027 | $0.004616 | $0.012128 |
| 2028 | $0.008331 | $0.0204074 |
| 2029 | $0.0183028 | $0.0602079 |
| 2030 | $0.015565 | $0.0450051 |
| 2031 | $0.0184035 | $0.041084 |
| 2032 | $0.028091 | $0.0762098 |
| 2033 | $0.065278 | $0.202995 |
| 2034 | $0.052481 | $0.117564 |
| 2035 | $0.062048 | $0.138519 |
Yatırım Kârı Hesaplayıcı
Bugün Non-Playable Coin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.91 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
Non-Playable Coin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Non-Playable Coin'
'name_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'name_lang' => 'Non-Playable Coin'
'name_lang_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'name_with_lang' => 'Non-Playable Coin'
'name_with_lang_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'image' => '/uploads/coins/non-playable-coin.png?1717146482'
'price_for_sd' => 0.01388
'ticker' => 'NPC'
'marketcap' => '$111.67M'
'low24h' => '$0.013'
'high24h' => '$0.01438'
'volume24h' => '$10.01M'
'current_supply' => '8.05B'
'max_supply' => '8.05B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01388'
'change_24h_pct' => '6.3077%'
'ath_price' => '$0.06616'
'ath_days' => 414
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 Kas 2024'
'ath_pct' => '-79.04%'
'fdv' => '$111.67M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-52.63%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.684413'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.013999'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.012268'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.004795'
'current_year_max_price_prediction' => '$0.014315'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.015565'
'grand_prediction_max_price' => '$0.0450051'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.014143711584762
107 => 0.014196519069653
108 => 0.014315497029527
109 => 0.013298843389059
110 => 0.013755291026246
111 => 0.014023411249734
112 => 0.012812034325719
113 => 0.01399946622282
114 => 0.013281145711029
115 => 0.013037336940514
116 => 0.013365593330649
117 => 0.013237671496174
118 => 0.013127691814714
119 => 0.013066321262769
120 => 0.013307356527348
121 => 0.013296111944156
122 => 0.012901731468376
123 => 0.012387278214726
124 => 0.012559945613003
125 => 0.012497213928443
126 => 0.012269866211051
127 => 0.012423071122505
128 => 0.011748434227691
129 => 0.010587756514737
130 => 0.011354535764434
131 => 0.011325015597416
201 => 0.011310130190573
202 => 0.011886343604498
203 => 0.011830953980255
204 => 0.011730421269876
205 => 0.012268019848986
206 => 0.012071789135889
207 => 0.012676525955882
208 => 0.013074844737455
209 => 0.012973818210185
210 => 0.013348438949496
211 => 0.01256392352112
212 => 0.012824508077131
213 => 0.01287821419297
214 => 0.012261385965969
215 => 0.011840016407796
216 => 0.01181191586223
217 => 0.01108131911666
218 => 0.011471598000973
219 => 0.01181502726833
220 => 0.011650551300454
221 => 0.011598483122604
222 => 0.011864488151029
223 => 0.011885159019917
224 => 0.011413861018678
225 => 0.011511858797202
226 => 0.011920525824424
227 => 0.011501561436648
228 => 0.010687582068644
301 => 0.010485703931234
302 => 0.010458769666351
303 => 0.0099112601465376
304 => 0.010499194393693
305 => 0.010242545339152
306 => 0.011053296627321
307 => 0.010590199839665
308 => 0.010570236662729
309 => 0.010540059392829
310 => 0.010068795331792
311 => 0.010171972210766
312 => 0.010514947870756
313 => 0.010637325450138
314 => 0.010624560465999
315 => 0.010513267102913
316 => 0.010564216634619
317 => 0.010400090440999
318 => 0.01034213406604
319 => 0.010159207804513
320 => 0.0098903567347386
321 => 0.0099277421249502
322 => 0.0093950778070176
323 => 0.0091048540159728
324 => 0.0090245238956997
325 => 0.0089171031016437
326 => 0.0090366573602242
327 => 0.0093935688359306
328 => 0.0089630578732351
329 => 0.0082249770245264
330 => 0.0082693369411624
331 => 0.0083690005032659
401 => 0.0081832781146264
402 => 0.0080075074602777
403 => 0.0081603257835099
404 => 0.0078475911979642
405 => 0.008406792983822
406 => 0.0083916681426594
407 => 0.0086001039876208
408 => 0.0087304431990092
409 => 0.0084300535145796
410 => 0.0083545063212856
411 => 0.0083975414360144
412 => 0.007686266851451
413 => 0.0085419776794753
414 => 0.0085493779022502
415 => 0.0084860127020458
416 => 0.008941652300861
417 => 0.0099031939719156
418 => 0.0095414233173407
419 => 0.0094013347853134
420 => 0.0091350263835254
421 => 0.0094898665170797
422 => 0.0094626203311911
423 => 0.0093394027457938
424 => 0.0092648803656832
425 => 0.0094021901360179
426 => 0.0092478661655988
427 => 0.0092201453399725
428 => 0.0090521872972324
429 => 0.0089922339175783
430 => 0.0089478468220952
501 => 0.0088989809913542
502 => 0.0090067668373625
503 => 0.0087625099298987
504 => 0.0084679600442973
505 => 0.0084434714083835
506 => 0.0085110866852045
507 => 0.0084811719585765
508 => 0.0084433281881814
509 => 0.0083710741243595
510 => 0.0083496378870874
511 => 0.008419295258838
512 => 0.0083406561474087
513 => 0.0084566924400167
514 => 0.0084251369890082
515 => 0.0082488708048054
516 => 0.0080291778771889
517 => 0.0080272221493116
518 => 0.0079798896684252
519 => 0.0079196046375303
520 => 0.00790283472107
521 => 0.0081474558505723
522 => 0.0086538142677477
523 => 0.0085544039943261
524 => 0.0086262381048478
525 => 0.008979590831782
526 => 0.0090919110379872
527 => 0.0090121888160726
528 => 0.0089030601216635
529 => 0.00890786123038
530 => 0.0092807870146783
531 => 0.0093040459384049
601 => 0.0093628137350489
602 => 0.0094383469615137
603 => 0.0090250524511545
604 => 0.008888395096109
605 => 0.0088236392598271
606 => 0.0086242163477413
607 => 0.0088392768611975
608 => 0.0087139703098159
609 => 0.0087308784446786
610 => 0.0087198669996681
611 => 0.0087258799932345
612 => 0.0084066366755263
613 => 0.0085229521615643
614 => 0.0083295551062665
615 => 0.008070618159061
616 => 0.0080697501116189
617 => 0.0081331245626118
618 => 0.0080954269593187
619 => 0.0079939836781511
620 => 0.0080083932174422
621 => 0.0078821504908226
622 => 0.0080237213701522
623 => 0.0080277811164064
624 => 0.0079732686164466
625 => 0.0081913780890704
626 => 0.0082807377179648
627 => 0.0082448564227203
628 => 0.0082782201906382
629 => 0.0085585349399973
630 => 0.0086042384751328
701 => 0.0086245369664339
702 => 0.0085973396771252
703 => 0.0082833438296755
704 => 0.0082972708807233
705 => 0.0081950834208778
706 => 0.0081087457855576
707 => 0.0081121988381892
708 => 0.0081565876058507
709 => 0.0083504359575955
710 => 0.0087583783858578
711 => 0.0087738595028083
712 => 0.0087926230681684
713 => 0.0087163022180366
714 => 0.0086932831193446
715 => 0.0087236512522528
716 => 0.0088768529797142
717 => 0.0092709294166083
718 => 0.0091316364843296
719 => 0.0090183891621635
720 => 0.009117737594962
721 => 0.0091024436824514
722 => 0.0089733476696126
723 => 0.0089697243744998
724 => 0.0087219478513701
725 => 0.0086303505123674
726 => 0.0085538049199548
727 => 0.0084702191313136
728 => 0.0084206666739861
729 => 0.0084968017696302
730 => 0.008514214766808
731 => 0.0083477440495683
801 => 0.0083250547059389
802 => 0.0084609982871569
803 => 0.0084011745855504
804 => 0.0084627047462091
805 => 0.0084769802712779
806 => 0.0084746815829486
807 => 0.008412218767763
808 => 0.0084520307034944
809 => 0.0083578636069805
810 => 0.0082554710329623
811 => 0.0081901509500215
812 => 0.0081331505142039
813 => 0.0081647776688803
814 => 0.0080520326373493
815 => 0.0080159632326534
816 => 0.0084385433154655
817 => 0.0087507077661403
818 => 0.0087461687713968
819 => 0.0087185388082304
820 => 0.0086774862874985
821 => 0.0088738497321223
822 => 0.0088054406344264
823 => 0.0088552139687715
824 => 0.0088678833713427
825 => 0.0089062298371455
826 => 0.0089199354026799
827 => 0.0088785076645076
828 => 0.0087394711152294
829 => 0.0083930052536265
830 => 0.0082317244597836
831 => 0.0081784991114713
901 => 0.0081804337517932
902 => 0.0081270677351026
903 => 0.0081427864187151
904 => 0.0081216014184173
905 => 0.0080814821530554
906 => 0.0081623004172973
907 => 0.008171613969377
908 => 0.0081527500207966
909 => 0.0081571931635722
910 => 0.0080010077262242
911 => 0.0080128821658088
912 => 0.0079467637772708
913 => 0.007934367376489
914 => 0.0077672258478515
915 => 0.0074711104023183
916 => 0.0076351871037655
917 => 0.0074370055210928
918 => 0.0073619511527937
919 => 0.0077172468589728
920 => 0.0076815850244413
921 => 0.0076205474655503
922 => 0.0075302601946085
923 => 0.0074967717675581
924 => 0.0072933066859474
925 => 0.0072812848834819
926 => 0.0073821276719474
927 => 0.0073355921948591
928 => 0.0072702387606636
929 => 0.0070335352467791
930 => 0.0067674021273328
1001 => 0.0067754350133558
1002 => 0.0068600870070689
1003 => 0.0071062240956666
1004 => 0.0070100540769366
1005 => 0.0069402816249242
1006 => 0.0069272153420145
1007 => 0.0070907672287458
1008 => 0.0073222274136502
1009 => 0.0074308233537776
1010 => 0.0073232080752191
1011 => 0.0071995854376291
1012 => 0.0072071097747671
1013 => 0.0072571658187835
1014 => 0.0072624260012552
1015 => 0.0071819603727967
1016 => 0.0072046109758776
1017 => 0.0071702026385831
1018 => 0.0069590387361193
1019 => 0.0069552194507317
1020 => 0.0069033964235891
1021 => 0.006901827242923
1022 => 0.0068136633458936
1023 => 0.006801328607251
1024 => 0.006626273838533
1025 => 0.0067414954174178
1026 => 0.0066642108317063
1027 => 0.0065477247314483
1028 => 0.0065276424838575
1029 => 0.0065270387872449
1030 => 0.0066466439663945
1031 => 0.0067400977612619
1101 => 0.0066655552301632
1102 => 0.0066485833407782
1103 => 0.0068297987173259
1104 => 0.0068067374088454
1105 => 0.0067867664644307
1106 => 0.0073015026927695
1107 => 0.0068940488026706
1108 => 0.0067163756499325
1109 => 0.0064964713842025
1110 => 0.0065680733219777
1111 => 0.0065831609023183
1112 => 0.0060543307839609
1113 => 0.0058397844708049
1114 => 0.005766160261137
1115 => 0.0057237884875796
1116 => 0.0057430978368609
1117 => 0.0055499809912479
1118 => 0.0056797587053577
1119 => 0.0055125358408174
1120 => 0.005484500383387
1121 => 0.0057835155801228
1122 => 0.0058251217979271
1123 => 0.0056476167467351
1124 => 0.0057616037250578
1125 => 0.0057202704621805
1126 => 0.0055154023968713
1127 => 0.0055075779436839
1128 => 0.0054047823499724
1129 => 0.0052439271509632
1130 => 0.0051704120086948
1201 => 0.0051321246843137
1202 => 0.0051479227805584
1203 => 0.0051399347796673
1204 => 0.0050878076705612
1205 => 0.0051429226445435
1206 => 0.0050021266610983
1207 => 0.0049460605660201
1208 => 0.0049207368115968
1209 => 0.0047957722723748
1210 => 0.0049946464262599
1211 => 0.0050338271399258
1212 => 0.0050730850517012
1213 => 0.0054147983711913
1214 => 0.0053977273394214
1215 => 0.0055520411526918
1216 => 0.005546044801673
1217 => 0.0055020320024102
1218 => 0.0053163492420748
1219 => 0.0053903590808676
1220 => 0.0051625683007461
1221 => 0.0053332446414805
1222 => 0.0052553550871837
1223 => 0.0053069101048229
1224 => 0.0052142095345791
1225 => 0.0052655138576648
1226 => 0.0050431183406446
1227 => 0.0048354485360406
1228 => 0.0049190209276728
1229 => 0.0050098736750392
1230 => 0.0052068655801792
1231 => 0.0050895388266258
]
'min_raw' => 0.0047957722723748
'max_raw' => 0.014315497029527
'avg_raw' => 0.009555634650951
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004795'
'max' => '$0.014315'
'avg' => '$0.009555'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0090849077276252
'max_diff' => 0.00043481702952716
'year' => 2026
]
1 => [
'items' => [
101 => 0.0051317339638193
102 => 0.0049903873176016
103 => 0.004698748812781
104 => 0.0047003994550464
105 => 0.00465553722477
106 => 0.0046167697078182
107 => 0.0051030152156424
108 => 0.0050425429003405
109 => 0.0049461881803279
110 => 0.0050751628020492
111 => 0.0051092657391347
112 => 0.0051102366018105
113 => 0.0052043331565015
114 => 0.0052545525046078
115 => 0.0052634038823747
116 => 0.0054114668442716
117 => 0.0054610955961017
118 => 0.0056655094011663
119 => 0.0052502917437841
120 => 0.0052417406093718
121 => 0.0050769777394707
122 => 0.0049724825225815
123 => 0.0050841326163707
124 => 0.0051830393577102
125 => 0.0050800510476256
126 => 0.0050934991467208
127 => 0.0049552457548863
128 => 0.0050046648370404
129 => 0.0050472312080608
130 => 0.005023728559919
131 => 0.0049885439581096
201 => 0.005174930132838
202 => 0.0051644134944065
203 => 0.0053379805853132
204 => 0.0054732885445767
205 => 0.0057157845967678
206 => 0.0054627273247013
207 => 0.0054535049118956
208 => 0.0055436554763925
209 => 0.00546108179452
210 => 0.0055132655111168
211 => 0.0057073769932669
212 => 0.0057114782630079
213 => 0.0056427767106591
214 => 0.0056385962149551
215 => 0.0056517910995963
216 => 0.0057290739510746
217 => 0.0057020689481059
218 => 0.0057333198212243
219 => 0.0057723995165891
220 => 0.0059340497060657
221 => 0.0059730230194844
222 => 0.0058783380732233
223 => 0.0058868870637282
224 => 0.0058514722946667
225 => 0.005817262071499
226 => 0.0058941616571781
227 => 0.0060346971614719
228 => 0.0060338228973935
301 => 0.0060664244027698
302 => 0.0060867348705337
303 => 0.0059995474747196
304 => 0.005942791686014
305 => 0.0059645554668684
306 => 0.0059993562264081
307 => 0.0059532700495826
308 => 0.0056688048170221
309 => 0.0057550933968716
310 => 0.0057407307578886
311 => 0.0057202766134204
312 => 0.0058070404477088
313 => 0.0057986718642299
314 => 0.0055480002988696
315 => 0.0055640474791821
316 => 0.0055489761810544
317 => 0.0055976746286026
318 => 0.0054584519185377
319 => 0.0055012758864744
320 => 0.0055281346777145
321 => 0.0055439547120939
322 => 0.0056011075241714
323 => 0.0055944013013294
324 => 0.0056006906559436
325 => 0.0056854331884715
326 => 0.0061140318378723
327 => 0.0061373595167095
328 => 0.0060224854944171
329 => 0.0060683754005331
330 => 0.0059802768158098
331 => 0.0060394179859437
401 => 0.0060798808725265
402 => 0.0058970368686245
403 => 0.0058862100333611
404 => 0.0057977478344403
405 => 0.0058452824093853
406 => 0.0057696514827909
407 => 0.0057882086667197
408 => 0.0057363211626686
409 => 0.0058297083392615
410 => 0.0059341297135924
411 => 0.0059605106764734
412 => 0.0058911137208521
413 => 0.0058408657515
414 => 0.0057526468700278
415 => 0.0058993568360021
416 => 0.0059422593009581
417 => 0.0058991314876178
418 => 0.0058891378309055
419 => 0.0058701998694938
420 => 0.0058931556089445
421 => 0.0059420256449202
422 => 0.0059189794384419
423 => 0.0059342018638427
424 => 0.0058761896755117
425 => 0.0059995763373755
426 => 0.0061955440510324
427 => 0.0061961741192757
428 => 0.0061731277885698
429 => 0.0061636977265851
430 => 0.0061873446604576
501 => 0.0062001721520355
502 => 0.0062766420000733
503 => 0.0063586971937111
504 => 0.0067416129789325
505 => 0.0066340917587046
506 => 0.0069738374231151
507 => 0.0072425321332106
508 => 0.0073231019281726
509 => 0.0072489815079094
510 => 0.0069954195540953
511 => 0.00698297859496
512 => 0.0073619072050538
513 => 0.0072548425166725
514 => 0.0072421075126665
515 => 0.0071066285861721
516 => 0.0071867134111218
517 => 0.0071691976851318
518 => 0.0071415482547579
519 => 0.0072943445220047
520 => 0.0075803654940737
521 => 0.0075357864432891
522 => 0.007502510249841
523 => 0.0073567036567058
524 => 0.0074445117928548
525 => 0.0074132449974262
526 => 0.0075475869929861
527 => 0.007468005770856
528 => 0.007254031396357
529 => 0.0072881075207647
530 => 0.0072829569831121
531 => 0.0073889546830312
601 => 0.0073571368045401
602 => 0.007276744031678
603 => 0.0075793879054857
604 => 0.0075597358957143
605 => 0.0075875979524952
606 => 0.0075998636915529
607 => 0.0077840776843564
608 => 0.0078595442630177
609 => 0.0078766764976022
610 => 0.0079483639105358
611 => 0.0078748928494627
612 => 0.0081688294777338
613 => 0.0083642801838563
614 => 0.008591306236819
615 => 0.0089230523190479
616 => 0.0090477919147887
617 => 0.009025258823319
618 => 0.0092767849166992
619 => 0.0097287717153924
620 => 0.009116618278132
621 => 0.0097612173339919
622 => 0.0095571447151607
623 => 0.0090732922070214
624 => 0.0090421378097435
625 => 0.0093698083458986
626 => 0.01009655005797
627 => 0.0099145095017325
628 => 0.010096847811106
629 => 0.0098841404877523
630 => 0.0098735777763097
701 => 0.010086517091182
702 => 0.0105840614071
703 => 0.010347696752777
704 => 0.010008810061815
705 => 0.01025903872076
706 => 0.010042267498812
707 => 0.0095538212653189
708 => 0.0099143702987499
709 => 0.0096732814279399
710 => 0.0097436439774315
711 => 0.010250376924611
712 => 0.010189405475757
713 => 0.010268308176378
714 => 0.010129046975026
715 => 0.0099989550534865
716 => 0.0097561288211808
717 => 0.0096842399449836
718 => 0.0097041074440737
719 => 0.0096842300996377
720 => 0.0095483710543509
721 => 0.0095190323064565
722 => 0.009470133107939
723 => 0.0094852890142636
724 => 0.0093933442150858
725 => 0.0095668630478993
726 => 0.0095990696723122
727 => 0.009725342208564
728 => 0.0097384522421708
729 => 0.010090119458255
730 => 0.0098964270651634
731 => 0.010026372645046
801 => 0.010014749089286
802 => 0.0090837787580419
803 => 0.0092120582556665
804 => 0.0094116208976466
805 => 0.0093217181979353
806 => 0.0091946168145355
807 => 0.0090919756326951
808 => 0.0089364637466072
809 => 0.0091553437399347
810 => 0.009443147655868
811 => 0.0097457514244276
812 => 0.010109310024968
813 => 0.010028167977616
814 => 0.0097389549492766
815 => 0.0097519288344577
816 => 0.0098321282876112
817 => 0.0097282627088887
818 => 0.0096976307220264
819 => 0.0098279199230025
820 => 0.0098288171531239
821 => 0.0097093072522291
822 => 0.0095764938674656
823 => 0.009575937374534
824 => 0.0095523045155404
825 => 0.0098883447208665
826 => 0.010073132856299
827 => 0.010094318518225
828 => 0.010071706892453
829 => 0.010080409209789
830 => 0.0099728850653099
831 => 0.010218653374295
901 => 0.010444194678587
902 => 0.01038374479105
903 => 0.010293121816173
904 => 0.010220936251691
905 => 0.010366740166148
906 => 0.010360247747354
907 => 0.010442224772052
908 => 0.01043850582069
909 => 0.010410940030595
910 => 0.010383745775511
911 => 0.010491567923021
912 => 0.010460516876109
913 => 0.010429417598344
914 => 0.010367043235726
915 => 0.010375520947534
916 => 0.010284913619992
917 => 0.010242994524362
918 => 0.0096126319040587
919 => 0.0094441784142207
920 => 0.0094971773113107
921 => 0.0095146259243485
922 => 0.009441314749692
923 => 0.0095464241420538
924 => 0.0095300429545926
925 => 0.00959377257233
926 => 0.009553957073986
927 => 0.0095555911159263
928 => 0.0096726800069966
929 => 0.009706671410206
930 => 0.0096893831081895
1001 => 0.0097014912423136
1002 => 0.0099805180826797
1003 => 0.0099408493887557
1004 => 0.009919776185735
1005 => 0.0099256136069886
1006 => 0.009996910947105
1007 => 0.010016870309647
1008 => 0.0099323010880365
1009 => 0.009972184421837
1010 => 0.010142002595211
1011 => 0.010201429345015
1012 => 0.010391091003933
1013 => 0.010310519360258
1014 => 0.010458412099283
1015 => 0.010912983958697
1016 => 0.011276127413977
1017 => 0.010942165684964
1018 => 0.011609032394546
1019 => 0.012128283784303
1020 => 0.012108354051106
1021 => 0.012017810560801
1022 => 0.011426656658574
1023 => 0.010882668024137
1024 => 0.011337737615821
1025 => 0.011338897681796
1026 => 0.011299806800289
1027 => 0.01105701669254
1028 => 0.011291358230818
1029 => 0.011309959411123
1030 => 0.011299547696605
1031 => 0.011113401090246
1101 => 0.010829189627978
1102 => 0.010884723867399
1103 => 0.010975690084438
1104 => 0.010803472058042
1105 => 0.01074843796355
1106 => 0.010850756815875
1107 => 0.011180449477047
1108 => 0.011118122989232
1109 => 0.011116495392754
1110 => 0.01138315453817
1111 => 0.011192284138697
1112 => 0.010885424332003
1113 => 0.010807938183829
1114 => 0.010532914558736
1115 => 0.010722874356188
1116 => 0.01072971067112
1117 => 0.010625671631397
1118 => 0.010893866526685
1119 => 0.01089139506351
1120 => 0.011146006201043
1121 => 0.011632727068431
1122 => 0.011488779757865
1123 => 0.0113213846971
1124 => 0.011339585181567
1125 => 0.011539199573543
1126 => 0.011418508155401
1127 => 0.011461909630855
1128 => 0.011539133880212
1129 => 0.011585725187219
1130 => 0.011332881409488
1201 => 0.011273931429983
1202 => 0.011153340460546
1203 => 0.011121880527557
1204 => 0.01122009935595
1205 => 0.011194222164791
1206 => 0.010729136105321
1207 => 0.010680532024392
1208 => 0.010682022642164
1209 => 0.01055980536967
1210 => 0.01037339469361
1211 => 0.010863270820292
1212 => 0.010823926911507
1213 => 0.010780494281186
1214 => 0.010785814530577
1215 => 0.010998453153727
1216 => 0.010875112013792
1217 => 0.011203034649525
1218 => 0.011135623613875
1219 => 0.011066483739526
1220 => 0.011056926502839
1221 => 0.011030313549951
1222 => 0.010939047832256
1223 => 0.01082883899392
1224 => 0.010756069572725
1225 => 0.009921905617152
1226 => 0.010076721595198
1227 => 0.010254823266019
1228 => 0.010316303249089
1229 => 0.010211137483762
1230 => 0.010943200417664
1231 => 0.011076955370022
]
'min_raw' => 0.0046167697078182
'max_raw' => 0.012128283784303
'avg_raw' => 0.0083725267460607
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004616'
'max' => '$0.012128'
'avg' => '$0.008372'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00017900256455651
'max_diff' => -0.0021872132452239
'year' => 2027
]
2 => [
'items' => [
101 => 0.01067180289471
102 => 0.010596015408846
103 => 0.01094816903262
104 => 0.010735777348455
105 => 0.01083141731083
106 => 0.010624696024438
107 => 0.011044737718801
108 => 0.011041537704852
109 => 0.010878131998673
110 => 0.011016241382582
111 => 0.010992241478423
112 => 0.010807756838597
113 => 0.011050586210943
114 => 0.011050706651282
115 => 0.010893432211831
116 => 0.010709770098354
117 => 0.01067693565037
118 => 0.010652199304501
119 => 0.010825333686111
120 => 0.010980565431286
121 => 0.011269413223843
122 => 0.011342036421746
123 => 0.011625489597962
124 => 0.01145670703261
125 => 0.01153152615773
126 => 0.01161275290186
127 => 0.01165169599001
128 => 0.011588240317671
129 => 0.012028559774316
130 => 0.012065736227496
131 => 0.012078201170673
201 => 0.011929727927321
202 => 0.012061606918012
203 => 0.011999905105641
204 => 0.012160436080174
205 => 0.012185609386743
206 => 0.012164288491646
207 => 0.012172278896484
208 => 0.011796543917913
209 => 0.011777060077114
210 => 0.011511396525311
211 => 0.011619656386356
212 => 0.011417269765162
213 => 0.011481448647556
214 => 0.011509738087397
215 => 0.011494961289435
216 => 0.011625777236468
217 => 0.011514556957558
218 => 0.011221028355207
219 => 0.010927419781185
220 => 0.010923733764707
221 => 0.010846431809789
222 => 0.010790556654942
223 => 0.010801320192043
224 => 0.010839252300697
225 => 0.01078835197183
226 => 0.010799214137706
227 => 0.01097959846548
228 => 0.011015773255973
229 => 0.010892837183475
301 => 0.010399231112804
302 => 0.010278098944945
303 => 0.010365166345047
304 => 0.010323553735657
305 => 0.0083319135850088
306 => 0.0087998198959876
307 => 0.0085218058546009
308 => 0.0086499275156829
309 => 0.0083661471708141
310 => 0.0085015820255877
311 => 0.0084765721532
312 => 0.0092289516548997
313 => 0.0092172042838448
314 => 0.0092228271287117
315 => 0.008954434092969
316 => 0.0093819914865722
317 => 0.0095926216331277
318 => 0.0095536395987401
319 => 0.0095634505369605
320 => 0.0093948661131406
321 => 0.0092244593944416
322 => 0.0090354521179983
323 => 0.0093866042756245
324 => 0.0093475621500637
325 => 0.0094371107391868
326 => 0.0096648580142819
327 => 0.0096983946656675
328 => 0.0097434682652248
329 => 0.0097273125883408
330 => 0.01011220635576
331 => 0.010065593180914
401 => 0.010177917520766
402 => 0.0099468578316232
403 => 0.0096853918609714
404 => 0.0097350879940257
405 => 0.0097303018567815
406 => 0.0096693688363903
407 => 0.0096143612300806
408 => 0.0095227890638718
409 => 0.0098125369478869
410 => 0.0098007737129377
411 => 0.0099912068135012
412 => 0.0099575459132081
413 => 0.0097327501828316
414 => 0.0097407788063195
415 => 0.0097947751576999
416 => 0.0099816571463471
417 => 0.010037136444474
418 => 0.010011436223114
419 => 0.010072266740783
420 => 0.010120344701689
421 => 0.010078304592452
422 => 0.010673503884511
423 => 0.010426335641298
424 => 0.010546803723254
425 => 0.010575534650962
426 => 0.010501940983786
427 => 0.010517900815005
428 => 0.010542075610507
429 => 0.010688860234891
430 => 0.011074065561747
501 => 0.01124467037883
502 => 0.011757943388517
503 => 0.011230504023705
504 => 0.011199207954558
505 => 0.011291663922962
506 => 0.011593009515115
507 => 0.011837221813602
508 => 0.011918241121956
509 => 0.011928949161038
510 => 0.012080946769572
511 => 0.012168068964195
512 => 0.012062490261962
513 => 0.011973023366369
514 => 0.011652564051398
515 => 0.011689658089688
516 => 0.011945199229116
517 => 0.012306166139856
518 => 0.012615913301477
519 => 0.012507450641256
520 => 0.013334944176039
521 => 0.013416986780005
522 => 0.013405651144892
523 => 0.013592556406302
524 => 0.013221587524997
525 => 0.013062991141055
526 => 0.011992367124689
527 => 0.012293168803102
528 => 0.012730401708138
529 => 0.012672532293617
530 => 0.012355002070711
531 => 0.012615672426329
601 => 0.012529486654846
602 => 0.012461508361026
603 => 0.012772930103255
604 => 0.012430509105175
605 => 0.012726985796744
606 => 0.012346751373148
607 => 0.012507946089551
608 => 0.01241644417241
609 => 0.012475657126854
610 => 0.012129499405093
611 => 0.012316277709251
612 => 0.01212172881357
613 => 0.012121636572063
614 => 0.012117341894407
615 => 0.012346227807415
616 => 0.012353691768821
617 => 0.012184544733281
618 => 0.012160168002886
619 => 0.012250301551517
620 => 0.012144778772084
621 => 0.012194152216428
622 => 0.012146274243416
623 => 0.012135495903226
624 => 0.012049612254813
625 => 0.012012611217657
626 => 0.012027120277725
627 => 0.011977593375779
628 => 0.01194775162589
629 => 0.012111405619249
630 => 0.01202397189238
701 => 0.01209800514663
702 => 0.012013634909671
703 => 0.011721170910009
704 => 0.011552971771053
705 => 0.011000534387119
706 => 0.011157204943906
707 => 0.011261077685143
708 => 0.011226747744784
709 => 0.011300501740599
710 => 0.011305029636937
711 => 0.011281051461065
712 => 0.011253287805199
713 => 0.01123977399295
714 => 0.011340494877795
715 => 0.011398966741557
716 => 0.011271502704365
717 => 0.011241639663862
718 => 0.011370512842946
719 => 0.011449125407739
720 => 0.01202955641759
721 => 0.011986556213613
722 => 0.012094478287232
723 => 0.012082327917942
724 => 0.012195447444429
725 => 0.012380350062357
726 => 0.012004391340524
727 => 0.01206964477496
728 => 0.012053646139758
729 => 0.012228315043824
730 => 0.012228860341076
731 => 0.01212413760773
801 => 0.01218090950041
802 => 0.012149220987371
803 => 0.012206486413391
804 => 0.011985981919673
805 => 0.012254532591032
806 => 0.01240678351667
807 => 0.01240889752092
808 => 0.012481063251334
809 => 0.012554387812992
810 => 0.012695127923871
811 => 0.012550462647686
812 => 0.012290223898711
813 => 0.012309012295821
814 => 0.012156434412514
815 => 0.012158999274298
816 => 0.012145307841084
817 => 0.012186396862802
818 => 0.011994998649304
819 => 0.012039919427451
820 => 0.01197703007499
821 => 0.01206950806579
822 => 0.011970017034848
823 => 0.012053638424732
824 => 0.012089726644513
825 => 0.012222892952428
826 => 0.011950348262895
827 => 0.011394611191283
828 => 0.011511433861397
829 => 0.011338643956076
830 => 0.011354636319671
831 => 0.011386943439299
901 => 0.011282225494354
902 => 0.011302202378208
903 => 0.011301488663341
904 => 0.011295338254202
905 => 0.011268097072323
906 => 0.011228591969095
907 => 0.011385968141327
908 => 0.011412709419665
909 => 0.011472151968867
910 => 0.011649012675027
911 => 0.011631340119819
912 => 0.011660164790591
913 => 0.01159724069614
914 => 0.011357555187942
915 => 0.011370571264199
916 => 0.011208260584707
917 => 0.011468001319869
918 => 0.011406491285372
919 => 0.011366835365986
920 => 0.011356014880972
921 => 0.011533313990613
922 => 0.011586364663041
923 => 0.011553307044082
924 => 0.011485504903153
925 => 0.011615705057641
926 => 0.011650541126278
927 => 0.011658339637341
928 => 0.01188902934769
929 => 0.011671232629507
930 => 0.011723658464287
1001 => 0.012132669861626
1002 => 0.011761752963954
1003 => 0.011958235917085
1004 => 0.011948619098977
1005 => 0.012049133129178
1006 => 0.011940374014716
1007 => 0.011941722214286
1008 => 0.012030971863694
1009 => 0.011905636827359
1010 => 0.011874602109772
1011 => 0.011831727869701
1012 => 0.011925342204375
1013 => 0.011981459764199
1014 => 0.012433726082581
1015 => 0.012725910750106
1016 => 0.012713226243106
1017 => 0.01282913889268
1018 => 0.012776919182409
1019 => 0.012608287963081
1020 => 0.012896120892087
1021 => 0.012805038509908
1022 => 0.01281254723083
1023 => 0.012812267755862
1024 => 0.012872829577451
1025 => 0.012829915976446
1026 => 0.012745328863874
1027 => 0.012801481736715
1028 => 0.012968235694032
1029 => 0.013485845094181
1030 => 0.013775506171917
1031 => 0.013468407133592
1101 => 0.013680239938009
1102 => 0.013553215739105
1103 => 0.013530131663521
1104 => 0.013663178319016
1105 => 0.013796457855069
1106 => 0.013787968524805
1107 => 0.013691214425611
1108 => 0.01363656049002
1109 => 0.014050418400724
1110 => 0.014355341859444
1111 => 0.014334548123792
1112 => 0.014426324910475
1113 => 0.014695784394724
1114 => 0.014720420392988
1115 => 0.014717316823458
1116 => 0.014656253931262
1117 => 0.01492157178724
1118 => 0.015142904610522
1119 => 0.014642119635995
1120 => 0.014832811998538
1121 => 0.014918419943808
1122 => 0.015044117806197
1123 => 0.015256191169455
1124 => 0.015486559091634
1125 => 0.015519135641686
1126 => 0.015496021020493
1127 => 0.015344087183193
1128 => 0.015596158512503
1129 => 0.015743815985413
1130 => 0.015831742631449
1201 => 0.016054709976199
1202 => 0.014918948629333
1203 => 0.01411500029702
1204 => 0.013989452155774
1205 => 0.014244759237934
1206 => 0.014312081679463
1207 => 0.014284944087698
1208 => 0.013380027147895
1209 => 0.013984687955363
1210 => 0.014635252142875
1211 => 0.014660242962823
1212 => 0.014985928997747
1213 => 0.01509198572104
1214 => 0.015354205667798
1215 => 0.015337803738734
1216 => 0.015401650122939
1217 => 0.015386972944875
1218 => 0.01587268017932
1219 => 0.016408487387136
1220 => 0.016389934087292
1221 => 0.016312905461785
1222 => 0.016427306105995
1223 => 0.01698031656505
1224 => 0.016929404223793
1225 => 0.016978861226622
1226 => 0.017630891724152
1227 => 0.018478624121198
1228 => 0.018084767311829
1229 => 0.018939323258916
1230 => 0.019477220929542
1231 => 0.020407459331234
]
'min_raw' => 0.0083319135850088
'max_raw' => 0.020407459331234
'avg_raw' => 0.014369686458121
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.008331'
'max' => '$0.0204074'
'avg' => '$0.014369'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0037151438771905
'max_diff' => 0.0082791755469308
'year' => 2028
]
3 => [
'items' => [
101 => 0.020290988901821
102 => 0.020653123885195
103 => 0.020082482525061
104 => 0.018772174616546
105 => 0.018564813374366
106 => 0.018979955832433
107 => 0.020000543056581
108 => 0.018947813908783
109 => 0.019160779644305
110 => 0.019099445498148
111 => 0.019096177262152
112 => 0.01922091253722
113 => 0.01903997751498
114 => 0.018302815684786
115 => 0.018640652607442
116 => 0.018510197547343
117 => 0.018654947162592
118 => 0.019436101136807
119 => 0.019090734344422
120 => 0.018726918483963
121 => 0.019183224310181
122 => 0.019764258430649
123 => 0.019727898359609
124 => 0.01965734462446
125 => 0.02005505233542
126 => 0.020711948956499
127 => 0.020889505473552
128 => 0.021020574064458
129 => 0.021038646208722
130 => 0.021224800526415
131 => 0.020223801843251
201 => 0.021812412460902
202 => 0.022086721630088
203 => 0.022035162875231
204 => 0.022340045972087
205 => 0.022250341630854
206 => 0.022120374114588
207 => 0.022603678673599
208 => 0.02204960899736
209 => 0.021263176847372
210 => 0.020831724616024
211 => 0.021399895718521
212 => 0.021746857984378
213 => 0.021976177971164
214 => 0.022045570060607
215 => 0.020301506521547
216 => 0.019361553004192
217 => 0.019964052432227
218 => 0.02069914331672
219 => 0.020219718376272
220 => 0.020238510926266
221 => 0.019554976951844
222 => 0.02075962090638
223 => 0.020584114414855
224 => 0.021494642403354
225 => 0.021277337591455
226 => 0.022019837819584
227 => 0.021824312625625
228 => 0.022635926774081
301 => 0.022959701631476
302 => 0.023503370008575
303 => 0.023903294679898
304 => 0.024138138096238
305 => 0.024124038978396
306 => 0.025054605592463
307 => 0.024505882971669
308 => 0.02381655803596
309 => 0.023804090322665
310 => 0.024161101474679
311 => 0.024909298908073
312 => 0.025103295616722
313 => 0.025211713311339
314 => 0.025045667837986
315 => 0.024450068760419
316 => 0.024192892098481
317 => 0.024412014065577
318 => 0.024144046729184
319 => 0.024606633530154
320 => 0.025241864011094
321 => 0.025110691428754
322 => 0.025549181705026
323 => 0.026002973010445
324 => 0.026651914958238
325 => 0.026821572413641
326 => 0.027102009735929
327 => 0.027390671859423
328 => 0.027483382353828
329 => 0.027660395454022
330 => 0.027659462507608
331 => 0.0281929033994
401 => 0.028781305222336
402 => 0.029003413288961
403 => 0.029514138541054
404 => 0.028639539444792
405 => 0.029302932905977
406 => 0.029901330413782
407 => 0.029187896235943
408 => 0.030171199041249
409 => 0.030209378460967
410 => 0.030785842370014
411 => 0.030201485761073
412 => 0.029854496672017
413 => 0.030856241170611
414 => 0.031340953778825
415 => 0.031194954396509
416 => 0.030083891888205
417 => 0.02943720585266
418 => 0.027744703761217
419 => 0.02974954559918
420 => 0.030726045576414
421 => 0.030081362989169
422 => 0.030406503387229
423 => 0.032180363971914
424 => 0.032855735233595
425 => 0.032715262732367
426 => 0.0327390002727
427 => 0.033103418346648
428 => 0.03471944877523
429 => 0.033751085883131
430 => 0.034491363030275
501 => 0.034884003359852
502 => 0.035248709580047
503 => 0.034353106369833
504 => 0.03318793975237
505 => 0.032818882574252
506 => 0.030017262011173
507 => 0.029871425494043
508 => 0.02978956303768
509 => 0.029273431829981
510 => 0.028867894080966
511 => 0.028545395406299
512 => 0.027699062577714
513 => 0.027984675063
514 => 0.026635797177625
515 => 0.027498761447391
516 => 0.025345919772537
517 => 0.027138870291391
518 => 0.026163048839436
519 => 0.02681828669979
520 => 0.026816000636623
521 => 0.025609499992357
522 => 0.024913615599771
523 => 0.025357060218953
524 => 0.025832468051393
525 => 0.025909601372743
526 => 0.026525980036916
527 => 0.026697998073071
528 => 0.026176775392766
529 => 0.025301306913974
530 => 0.025504658274287
531 => 0.024909494690945
601 => 0.023866493403775
602 => 0.024615595137276
603 => 0.024871371404771
604 => 0.02498433677575
605 => 0.023958664799325
606 => 0.02363637639591
607 => 0.023464792754194
608 => 0.025168905541654
609 => 0.025262260686969
610 => 0.024784642564454
611 => 0.026943521767829
612 => 0.02645490091435
613 => 0.027000810122702
614 => 0.025486206269767
615 => 0.025544066176633
616 => 0.02482702844005
617 => 0.025228521660058
618 => 0.024944759192887
619 => 0.025196084975515
620 => 0.025346728613367
621 => 0.026063648691113
622 => 0.027147056367075
623 => 0.025956564738675
624 => 0.025437850488027
625 => 0.02575965789177
626 => 0.026616673415219
627 => 0.027915095803062
628 => 0.027146403616273
629 => 0.02748753615553
630 => 0.027562058439428
701 => 0.026995253279421
702 => 0.027935994717794
703 => 0.028440145697188
704 => 0.0289573002827
705 => 0.029406331118958
706 => 0.028750737368774
707 => 0.029452316657144
708 => 0.028886967596133
709 => 0.028379791043695
710 => 0.028380560221172
711 => 0.028062400961161
712 => 0.027445927304242
713 => 0.027332240103503
714 => 0.027923655278856
715 => 0.028397914242264
716 => 0.028436976482037
717 => 0.028699550612485
718 => 0.028854939278155
719 => 0.030377959442373
720 => 0.030990530751504
721 => 0.031739571352929
722 => 0.032031364880799
723 => 0.032909558785919
724 => 0.032200345884113
725 => 0.032046903211649
726 => 0.029916692052866
727 => 0.03026551401078
728 => 0.030824011621713
729 => 0.029925901472763
730 => 0.030495545645811
731 => 0.030608005472285
801 => 0.029895384033567
802 => 0.030276025934541
803 => 0.029265153898014
804 => 0.027169090615077
805 => 0.027938328235419
806 => 0.028504746046575
807 => 0.027696397991243
808 => 0.029145330593035
809 => 0.028298894079109
810 => 0.028030614340312
811 => 0.026983959430633
812 => 0.027477940258559
813 => 0.028146056401454
814 => 0.027733238301983
815 => 0.028589897843334
816 => 0.029803156216641
817 => 0.030667796384245
818 => 0.030734172720034
819 => 0.030178267018657
820 => 0.031069109452857
821 => 0.031075598267435
822 => 0.03007072436246
823 => 0.029455244690824
824 => 0.029315406414448
825 => 0.029664749845744
826 => 0.030088917263693
827 => 0.030757711059675
828 => 0.031161849143677
829 => 0.032215626928475
830 => 0.032500748982865
831 => 0.032814011677034
901 => 0.03323262724308
902 => 0.033735282560947
903 => 0.032635501341638
904 => 0.03267919769973
905 => 0.031655096655816
906 => 0.030560697819449
907 => 0.031391210117511
908 => 0.032476994468805
909 => 0.032227914338933
910 => 0.032199887736077
911 => 0.03224702070815
912 => 0.032059222424423
913 => 0.031209817747254
914 => 0.030783252035935
915 => 0.031333630632056
916 => 0.031626132361361
917 => 0.032079777034682
918 => 0.032023855753418
919 => 0.033192395714012
920 => 0.033646455007884
921 => 0.033530287210219
922 => 0.033551664880724
923 => 0.034373717543581
924 => 0.035288009172703
925 => 0.036144363934783
926 => 0.037015484780062
927 => 0.035965314600652
928 => 0.03543210294904
929 => 0.035982241267083
930 => 0.035690330131772
1001 => 0.037367738101738
1002 => 0.037483878190158
1003 => 0.039161164864435
1004 => 0.040753109645906
1005 => 0.039753237651318
1006 => 0.040696071906991
1007 => 0.041715824024907
1008 => 0.043683091309184
1009 => 0.043020584897137
1010 => 0.042513115368308
1011 => 0.04203355911564
1012 => 0.043031439550032
1013 => 0.044315196787348
1014 => 0.044591705800592
1015 => 0.04503975603662
1016 => 0.044568685998413
1017 => 0.045136037972771
1018 => 0.047139039749344
1019 => 0.046597810988328
1020 => 0.045829179140821
1021 => 0.04741035667309
1022 => 0.047982578675346
1023 => 0.051998732362169
1024 => 0.057069292290818
1025 => 0.054970047185266
1026 => 0.053666978006033
1027 => 0.053973230172367
1028 => 0.055824827009024
1029 => 0.056419501146212
1030 => 0.054802971844867
1031 => 0.055373957322556
1101 => 0.058520143442677
1102 => 0.060207971354386
1103 => 0.057915674344754
1104 => 0.051591317808997
1105 => 0.045759972252736
1106 => 0.047306707683169
1107 => 0.047131355886146
1108 => 0.050511540377504
1109 => 0.046584902861374
1110 => 0.046651017366722
1111 => 0.050101100493684
1112 => 0.04918067746481
1113 => 0.047689710036908
1114 => 0.045770857964963
1115 => 0.042223682437639
1116 => 0.03908185015278
1117 => 0.04524370678415
1118 => 0.044977996321596
1119 => 0.044593208195734
1120 => 0.045449512531417
1121 => 0.049607483319266
1122 => 0.049511628634568
1123 => 0.048901850036009
1124 => 0.049364361728674
1125 => 0.047608629500972
1126 => 0.048061121673331
1127 => 0.045759048537806
1128 => 0.04679968173813
1129 => 0.047686511090435
1130 => 0.047864555212643
1201 => 0.048265697711136
1202 => 0.044837978981807
1203 => 0.046376924058741
1204 => 0.047280910111787
1205 => 0.043196668236833
1206 => 0.047200177781758
1207 => 0.044778310024715
1208 => 0.043956291732742
1209 => 0.045063031070209
1210 => 0.044631733674059
1211 => 0.044260929499482
1212 => 0.044054014398844
1213 => 0.044866681621916
1214 => 0.044828769724612
1215 => 0.043499088415755
1216 => 0.041764573353094
1217 => 0.042346733541639
1218 => 0.04213522928736
1219 => 0.04136871058526
1220 => 0.041885251640654
1221 => 0.039610666248144
1222 => 0.03569736030299
1223 => 0.038282610078161
1224 => 0.038183080774028
1225 => 0.038132893585589
1226 => 0.040075637340575
1227 => 0.039888887355257
1228 => 0.039549934303245
1229 => 0.04136248544665
1230 => 0.040700879897054
1231 => 0.042739792307036
]
'min_raw' => 0.018302815684786
'max_raw' => 0.060207971354386
'avg_raw' => 0.039255393519586
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0183028'
'max' => '$0.0602079'
'avg' => '$0.039255'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0099709020997771
'max_diff' => 0.039800512023152
'year' => 2029
]
4 => [
'items' => [
101 => 0.044082751888837
102 => 0.043742133898701
103 => 0.045005193876472
104 => 0.042360145336585
105 => 0.043238724360607
106 => 0.0434197982798
107 => 0.041340118846895
108 => 0.039919441962431
109 => 0.03982469901114
110 => 0.037361441074814
111 => 0.038677293581676
112 => 0.039835189334038
113 => 0.039280647124997
114 => 0.039105095628092
115 => 0.040001950153306
116 => 0.040071643430955
117 => 0.038482629314802
118 => 0.038813035667082
119 => 0.04019088508158
120 => 0.038778317397035
121 => 0.036033929127585
122 => 0.035353282892625
123 => 0.035262472138082
124 => 0.033416505566137
125 => 0.035398766928682
126 => 0.034533456722629
127 => 0.03726696129554
128 => 0.035705598143573
129 => 0.035638290898748
130 => 0.03553654612637
131 => 0.033947646441978
201 => 0.034295514493017
202 => 0.035451880876471
203 => 0.035864485429487
204 => 0.035821447394238
205 => 0.035446214050339
206 => 0.035617993953671
207 => 0.035064631032954
208 => 0.034869227068396
209 => 0.034252478406155
210 => 0.033346028253827
211 => 0.03347207570709
212 => 0.031676160769745
213 => 0.03069765099546
214 => 0.030426812386489
215 => 0.030064635679449
216 => 0.030467721209265
217 => 0.031671073168373
218 => 0.030219575400329
219 => 0.027731084287749
220 => 0.027880646843797
221 => 0.028216669501717
222 => 0.027590493501696
223 => 0.026997870468644
224 => 0.027513108114856
225 => 0.026458701625257
226 => 0.028344089488499
227 => 0.028293095030536
228 => 0.028995851034349
301 => 0.029435298785539
302 => 0.028422513991946
303 => 0.028167801355219
304 => 0.028312897249143
305 => 0.025914785327682
306 => 0.028799874128188
307 => 0.028824824495941
308 => 0.028611184299434
309 => 0.03014740501858
310 => 0.033389309895237
311 => 0.032169574875317
312 => 0.031697256608918
313 => 0.030799379239231
314 => 0.031995747523656
315 => 0.031903885105665
316 => 0.031488448413721
317 => 0.031237191006192
318 => 0.031700140483537
319 => 0.031179826442714
320 => 0.031086363743708
321 => 0.030520081476154
322 => 0.030317944470839
323 => 0.030168290279409
324 => 0.030003535719363
325 => 0.030366943224547
326 => 0.02954341400756
327 => 0.028550318503439
328 => 0.028467753357713
329 => 0.028695722984263
330 => 0.028594863394858
331 => 0.028467270480803
401 => 0.02822366086001
402 => 0.028151387089417
403 => 0.028386241781596
404 => 0.028121104527005
405 => 0.028512328988928
406 => 0.028405937582722
407 => 0.02781164383617
408 => 0.02707093379224
409 => 0.027064339919157
410 => 0.026904755155201
411 => 0.026701499964572
412 => 0.026644959020388
413 => 0.027469716237407
414 => 0.029176938993729
415 => 0.028841770316285
416 => 0.029083964035206
417 => 0.030275317424364
418 => 0.030654012841532
419 => 0.030385223804319
420 => 0.030017288791996
421 => 0.030033476065237
422 => 0.031290821383845
423 => 0.031369240469076
424 => 0.031567380198497
425 => 0.031822045745085
426 => 0.030428594448108
427 => 0.02996784463446
428 => 0.029749515811327
429 => 0.029077147539967
430 => 0.02980223907613
501 => 0.029379759289523
502 => 0.029436766246701
503 => 0.029399640391053
504 => 0.029419913618676
505 => 0.028343562484166
506 => 0.028735728266232
507 => 0.028083676591744
508 => 0.02721065259584
509 => 0.027207725913284
510 => 0.027421397299469
511 => 0.027294297198004
512 => 0.026952274093004
513 => 0.027000856860766
514 => 0.026575220693982
515 => 0.027052536797805
516 => 0.027066224515743
517 => 0.026882431816188
518 => 0.027617803131056
519 => 0.027919085358763
520 => 0.027798109066695
521 => 0.027910597339614
522 => 0.028855698088029
523 => 0.029009790747657
524 => 0.029078228528274
525 => 0.028986530968515
526 => 0.027927872046349
527 => 0.027974828071312
528 => 0.027630295915943
529 => 0.027339202550559
530 => 0.027350844758591
531 => 0.027500504587887
601 => 0.028154077839854
602 => 0.029529484218371
603 => 0.029581679885027
604 => 0.029644942555669
605 => 0.029387621480898
606 => 0.029310010982516
607 => 0.029412399262851
608 => 0.02992892958319
609 => 0.031257585803717
610 => 0.030787949957417
611 => 0.030406128704058
612 => 0.030741088881525
613 => 0.030689524387709
614 => 0.030254268167227
615 => 0.030242051974783
616 => 0.029406656127847
617 => 0.029097829304278
618 => 0.028839750495216
619 => 0.028557935173039
620 => 0.028390865603517
621 => 0.028647560394064
622 => 0.028706269529785
623 => 0.028145001883997
624 => 0.028068503177832
625 => 0.028526846453186
626 => 0.028325146666462
627 => 0.028532599899021
628 => 0.028580730828476
629 => 0.028572980640285
630 => 0.028362382897872
701 => 0.028496611618771
702 => 0.028179120678338
703 => 0.027833896966214
704 => 0.027613665746076
705 => 0.027421484797074
706 => 0.027528117957203
707 => 0.02714799021179
708 => 0.027026379695572
709 => 0.028451137948372
710 => 0.029503622188448
711 => 0.029488318650768
712 => 0.02939516230089
713 => 0.029256750861047
714 => 0.029918803924254
715 => 0.029688157875201
716 => 0.029855972147009
717 => 0.029898687922327
718 => 0.030027975709046
719 => 0.030074184980138
720 => 0.029934508468497
721 => 0.029465737035384
722 => 0.028297603193516
723 => 0.027753833736809
724 => 0.027574380758899
725 => 0.027580903533816
726 => 0.027400976282648
727 => 0.027453972921891
728 => 0.027382546214297
729 => 0.027247281310092
730 => 0.027519765730535
731 => 0.027551167021623
801 => 0.027487565901945
802 => 0.027502546268023
803 => 0.026975956161486
804 => 0.027015991663592
805 => 0.026793068900398
806 => 0.026751273569673
807 => 0.026187744236423
808 => 0.025189370337687
809 => 0.025742566392086
810 => 0.025074383349509
811 => 0.02482133230666
812 => 0.026019236585997
813 => 0.025899000221044
814 => 0.025693207829736
815 => 0.0253887979921
816 => 0.025275889422212
817 => 0.024589892694084
818 => 0.024549360347736
819 => 0.024889358849666
820 => 0.024732461239659
821 => 0.024512117573438
822 => 0.023714055150265
823 => 0.022816768757231
824 => 0.022843852193295
825 => 0.023129262300313
826 => 0.023959130679263
827 => 0.023634886746738
828 => 0.023399644053421
829 => 0.023355590168332
830 => 0.023907016773275
831 => 0.024687400946714
901 => 0.02505353974078
902 => 0.024690707315661
903 => 0.02427390496197
904 => 0.024299273789963
905 => 0.024468041237166
906 => 0.024485776309623
907 => 0.024214480825345
908 => 0.024290848915047
909 => 0.024174838803545
910 => 0.023462884963395
911 => 0.023450007976057
912 => 0.023275283021878
913 => 0.023269992419705
914 => 0.022972741685464
915 => 0.022931154252946
916 => 0.02234094487828
917 => 0.022729422476004
918 => 0.02246885209944
919 => 0.02207611107962
920 => 0.02200840237977
921 => 0.022006366974492
922 => 0.022409624186562
923 => 0.022724710180693
924 => 0.0224733848327
925 => 0.022416162922699
926 => 0.023027143216783
927 => 0.022949390405152
928 => 0.022882056971731
929 => 0.024617526103311
930 => 0.023243766865321
1001 => 0.022644729426121
1002 => 0.021903306840987
1003 => 0.022144717773283
1004 => 0.022195586603783
1005 => 0.020412598938001
1006 => 0.01968924106405
1007 => 0.019441011900877
1008 => 0.019298152508025
1009 => 0.019363255327263
1010 => 0.018712148399291
1011 => 0.019149703023203
1012 => 0.018585899460278
1013 => 0.018491375958178
1014 => 0.019499526570547
1015 => 0.019639804838728
1016 => 0.019041334165627
1017 => 0.019425649221359
1018 => 0.019286291239772
1019 => 0.01859556425415
1020 => 0.018569183563943
1021 => 0.018222601042786
1022 => 0.017680266508775
1023 => 0.017432405073953
1024 => 0.017303316686667
1025 => 0.017356581071144
1026 => 0.017329648968435
1027 => 0.017153898780685
1028 => 0.017339722763471
1029 => 0.016865019275224
1030 => 0.016675988521258
1031 => 0.016590607715172
1101 => 0.016169281046439
1102 => 0.016839799141213
1103 => 0.016971899652848
1104 => 0.017104260443298
1105 => 0.018256370757621
1106 => 0.018198814582148
1107 => 0.018719094377435
1108 => 0.018698877261323
1109 => 0.018550485035733
1110 => 0.017924442645306
1111 => 0.018173971983998
1112 => 0.017405959464974
1113 => 0.017981406664002
1114 => 0.017718796593615
1115 => 0.017892617935042
1116 => 0.017580071490318
1117 => 0.017753047597555
1118 => 0.017003225584762
1119 => 0.016303052339497
1120 => 0.016584822492723
1121 => 0.016891138873605
1122 => 0.01755531083532
1123 => 0.017159735494222
1124 => 0.017301999345241
1125 => 0.01682543925901
1126 => 0.015842159678457
1127 => 0.015847724934099
1128 => 0.015696468792541
1129 => 0.015565761402477
1130 => 0.017205172080683
1201 => 0.017001285447601
1202 => 0.016676418781807
1203 => 0.01711126572366
1204 => 0.017226246157035
1205 => 0.01722951948833
1206 => 0.017546772592082
1207 => 0.017716090630426
1208 => 0.01774593366855
1209 => 0.018245138282012
1210 => 0.018412465083776
1211 => 0.019101660499267
1212 => 0.017701725177832
1213 => 0.01767289443114
1214 => 0.017117384911892
1215 => 0.016765071992527
1216 => 0.017141508078898
1217 => 0.017474979062772
1218 => 0.017127746784908
1219 => 0.017173087989923
1220 => 0.01670695702681
1221 => 0.016873576912622
1222 => 0.017017092404407
1223 => 0.016937851585294
1224 => 0.016819224243784
1225 => 0.017447638244947
1226 => 0.017412180664227
1227 => 0.017997374229287
1228 => 0.018453574460844
1229 => 0.019271166831339
1230 => 0.018417966570673
1231 => 0.01838687256201
]
'min_raw' => 0.015565761402477
'max_raw' => 0.045005193876472
'avg_raw' => 0.030285477639475
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.015565'
'max' => '$0.0450051'
'avg' => '$0.030285'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.002737054282309
'max_diff' => -0.015202777477913
'year' => 2030
]
5 => [
'items' => [
101 => 0.018690821484323
102 => 0.018412418550779
103 => 0.018588359594636
104 => 0.019242820009136
105 => 0.019256647726409
106 => 0.019025015646076
107 => 0.019010920812937
108 => 0.019055408287743
109 => 0.019315972817218
110 => 0.01922492356428
111 => 0.019330288064865
112 => 0.019462047986245
113 => 0.020007062886121
114 => 0.020138464133342
115 => 0.01981922722633
116 => 0.019848050744689
117 => 0.019728647378218
118 => 0.019613305222327
119 => 0.019872577544402
120 => 0.020346402809004
121 => 0.020343455166624
122 => 0.020453373418165
123 => 0.020521851578263
124 => 0.020227893186046
125 => 0.020036537081862
126 => 0.020109915188511
127 => 0.020227248379011
128 => 0.02007186561621
129 => 0.019112771223904
130 => 0.019403699195342
131 => 0.019355274555244
201 => 0.019286311979106
202 => 0.019578842304067
203 => 0.019550627040592
204 => 0.01870547035665
205 => 0.018759574545452
206 => 0.01870876061157
207 => 0.018872950827496
208 => 0.018403551740293
209 => 0.018547935738066
210 => 0.018638492027953
211 => 0.018691830378382
212 => 0.018884525074583
213 => 0.018861914576058
214 => 0.018883119574248
215 => 0.019168834939201
216 => 0.020613885209458
217 => 0.020692536107344
218 => 0.020305230320937
219 => 0.020459951343338
220 => 0.020162920814097
221 => 0.020362319398308
222 => 0.02049874284545
223 => 0.019882271520534
224 => 0.019845768089538
225 => 0.019547511609643
226 => 0.019707777747828
227 => 0.019452782798432
228 => 0.019515349639669
301 => 0.019340407297091
302 => 0.019655268683059
303 => 0.020007332637083
304 => 0.020096277895296
305 => 0.019862301214278
306 => 0.019692886677406
307 => 0.019395450559277
308 => 0.019890093452522
309 => 0.020034742108476
310 => 0.019889333674711
311 => 0.019855639363371
312 => 0.019791788704265
313 => 0.019869185582542
314 => 0.020033954320831
315 => 0.019956252426655
316 => 0.020007575896689
317 => 0.01981198375345
318 => 0.020227990498505
319 => 0.020888709327128
320 => 0.020890833646201
321 => 0.020813131333182
322 => 0.020781337220815
323 => 0.020861064509342
324 => 0.020904313292784
325 => 0.021162136724398
326 => 0.021438791538658
327 => 0.022729818842858
328 => 0.022367303541968
329 => 0.023512779769813
330 => 0.024418702744566
331 => 0.024690349433483
401 => 0.024440447261643
402 => 0.023585545431229
403 => 0.023543599868904
404 => 0.024821184133786
405 => 0.024460208061891
406 => 0.024417271106755
407 => 0.023960494447243
408 => 0.024230506025904
409 => 0.02417145053282
410 => 0.024078228547893
411 => 0.02459339183081
412 => 0.025557731507488
413 => 0.025407430125357
414 => 0.025295237115877
415 => 0.024803640007231
416 => 0.025099691268825
417 => 0.02499427308506
418 => 0.025447216502549
419 => 0.025178902855953
420 => 0.024457473313116
421 => 0.024572363345676
422 => 0.024554997948381
423 => 0.024912376594182
424 => 0.024805100395396
425 => 0.024534050548847
426 => 0.02555443549931
427 => 0.025488177376306
428 => 0.02558211624601
429 => 0.025623471041609
430 => 0.026244561379757
501 => 0.026499002218621
502 => 0.026556764743657
503 => 0.026798463861418
504 => 0.026550751049425
505 => 0.027541778913641
506 => 0.028200754615266
507 => 0.028966188803282
508 => 0.030084693881288
509 => 0.030505262137369
510 => 0.030429290246269
511 => 0.031277328031091
512 => 0.032801233079596
513 => 0.030737315026684
514 => 0.032910625747985
515 => 0.0322225806657
516 => 0.030591238153005
517 => 0.030486198927452
518 => 0.031590963017325
519 => 0.034041223439061
520 => 0.03342746099404
521 => 0.034042227334546
522 => 0.033325069743108
523 => 0.033289456824015
524 => 0.034007396591056
525 => 0.035684901989607
526 => 0.034887982055105
527 => 0.033745401916212
528 => 0.034589065310254
529 => 0.033858206000973
530 => 0.032211375422523
531 => 0.033426991661465
601 => 0.032614143701242
602 => 0.032851375949409
603 => 0.03455986145979
604 => 0.034354291963089
605 => 0.034620317927043
606 => 0.034150789063776
607 => 0.033712175067579
608 => 0.032893469471773
609 => 0.032651091106554
610 => 0.03271807576684
611 => 0.032651057912283
612 => 0.032192999655723
613 => 0.03209408201883
614 => 0.031929214956996
615 => 0.031980314153321
616 => 0.031670315843512
617 => 0.032255346703041
618 => 0.032363933585843
619 => 0.032789670257884
620 => 0.032833871651502
621 => 0.034019542223151
622 => 0.033366494796671
623 => 0.033804615391756
624 => 0.033765425761981
625 => 0.030626594291918
626 => 0.031059097574348
627 => 0.031731936954803
628 => 0.03142882372592
629 => 0.031000292537853
630 => 0.030654230627099
701 => 0.030129911445661
702 => 0.030867880624877
703 => 0.031838231621274
704 => 0.032858481354094
705 => 0.034084244558665
706 => 0.033810668480861
707 => 0.032835566563607
708 => 0.032879308923303
709 => 0.033149706978957
710 => 0.032799516928631
711 => 0.032696239046268
712 => 0.03313551818386
713 => 0.033138543257857
714 => 0.032735607283076
715 => 0.032287817683611
716 => 0.032285941428839
717 => 0.032206261594748
718 => 0.033339244608583
719 => 0.03396227070869
720 => 0.03403369964701
721 => 0.033957462972025
722 => 0.033986803442501
723 => 0.033624278282293
724 => 0.034452903295033
725 => 0.035213331549243
726 => 0.035009520532935
727 => 0.034703978846045
728 => 0.034460600175556
729 => 0.034952188252853
730 => 0.034930298609602
731 => 0.035206689871826
801 => 0.035194151167658
802 => 0.035101211181773
803 => 0.035009523852114
804 => 0.035373053750347
805 => 0.035268362977767
806 => 0.035163509591502
807 => 0.034953210073096
808 => 0.034981793270352
809 => 0.034676304339543
810 => 0.034534971181928
811 => 0.032409659597061
812 => 0.031841706895026
813 => 0.03202039637683
814 => 0.03207922559391
815 => 0.031832051850133
816 => 0.032186435504984
817 => 0.03213120518776
818 => 0.032346074043422
819 => 0.032211833310926
820 => 0.032217342597413
821 => 0.032612115968541
822 => 0.032726720357666
823 => 0.032668431640386
824 => 0.032709255059949
825 => 0.033650013533275
826 => 0.033516267762131
827 => 0.033445217986862
828 => 0.033464899260174
829 => 0.033705283220198
830 => 0.033772577604527
831 => 0.033487446569433
901 => 0.033621916013906
902 => 0.034194469841761
903 => 0.034394831277771
904 => 0.035034288802567
905 => 0.034762635880582
906 => 0.035261266575748
907 => 0.036793887336957
908 => 0.038018250850301
909 => 0.036892275564468
910 => 0.03914066323497
911 => 0.040891355548512
912 => 0.040824161061587
913 => 0.040518887362479
914 => 0.038525770708075
915 => 0.036691675046997
916 => 0.038225973947304
917 => 0.038229885190732
918 => 0.038098087554493
919 => 0.037279503755154
920 => 0.03806960261266
921 => 0.038132317790751
922 => 0.038097213968332
923 => 0.037469607688649
924 => 0.036511368900603
925 => 0.036698606466087
926 => 0.037005305417894
927 => 0.03642466031802
928 => 0.036239109026083
929 => 0.036584084180372
930 => 0.037695666005917
1001 => 0.037485527900753
1002 => 0.037480040345593
1003 => 0.03837910027191
1004 => 0.037735567393942
1005 => 0.036700968131406
1006 => 0.036439718172928
1007 => 0.035512456819389
1008 => 0.03615291953907
1009 => 0.036175968652157
1010 => 0.035825193765959
1011 => 0.03672943158019
1012 => 0.036721098869544
1013 => 0.03757953809612
1014 => 0.039220551482283
1015 => 0.03873522307463
1016 => 0.03817083894011
1017 => 0.038232203144207
1018 => 0.038905217003388
1019 => 0.038498297460715
1020 => 0.038644628565404
1021 => 0.038904995513736
1022 => 0.039062081358212
1023 => 0.038209600908601
1024 => 0.038010846936943
1025 => 0.037604266064096
1026 => 0.037498196703562
1027 => 0.037829348340907
1028 => 0.037742101584227
1029 => 0.036174031463453
1030 => 0.036010159411172
1031 => 0.03601518513306
1101 => 0.035603121065909
1102 => 0.034974624456796
1103 => 0.036626276019963
1104 => 0.036493625284592
1105 => 0.036347189139094
1106 => 0.036365126731364
1107 => 0.037082052695269
1108 => 0.036666199430575
1109 => 0.037771813491774
1110 => 0.037544532478592
1111 => 0.037311422565032
1112 => 0.037279199674277
1113 => 0.037189472245559
1114 => 0.036881763506382
1115 => 0.036510186713397
1116 => 0.036264839529237
1117 => 0.033452397513557
1118 => 0.033974370392444
1119 => 0.03457485261028
1120 => 0.034782136665595
1121 => 0.034427562945358
1122 => 0.036895764238009
1123 => 0.037346728398356
1124 => 0.035980728541001
1125 => 0.035725205741097
1126 => 0.036912516270231
1127 => 0.036196422878354
1128 => 0.036518879688869
1129 => 0.035821904438981
1130 => 0.037238104337901
1201 => 0.037227315267455
1202 => 0.036676381520449
1203 => 0.037142026950787
1204 => 0.037061109598294
1205 => 0.036439106754815
1206 => 0.037257822937485
1207 => 0.037258229010497
1208 => 0.036727967257337
1209 => 0.03610873761887
1210 => 0.035998033985064
1211 => 0.035914633667931
1212 => 0.036498368323387
1213 => 0.037021742990178
1214 => 0.037995613489492
1215 => 0.038240467671612
1216 => 0.039196149845293
1217 => 0.038627087642187
1218 => 0.038879345546234
1219 => 0.039153207185137
1220 => 0.039284506525756
1221 => 0.039070561296129
1222 => 0.040555129086331
1223 => 0.040680472093806
1224 => 0.040722498519999
1225 => 0.04022191061397
1226 => 0.040666549838582
1227 => 0.040458517870289
1228 => 0.040999759258842
1229 => 0.041084632819484
1230 => 0.041012747933085
1231 => 0.041039688140871
]
'min_raw' => 0.018403551740293
'max_raw' => 0.041084632819484
'avg_raw' => 0.029744092279889
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0184035'
'max' => '$0.041084'
'avg' => '$0.029744'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0028377903378162
'max_diff' => -0.0039205610569882
'year' => 2031
]
6 => [
'items' => [
101 => 0.039772871427638
102 => 0.039707180298066
103 => 0.038811477085126
104 => 0.039176482765103
105 => 0.038494122141564
106 => 0.038710505724382
107 => 0.038805885545909
108 => 0.0387560645399
109 => 0.039197119638599
110 => 0.038822132703101
111 => 0.037832480526764
112 => 0.036842558720352
113 => 0.036830131058445
114 => 0.036569502120388
115 => 0.036381115134744
116 => 0.036417405151567
117 => 0.03654529590423
118 => 0.036373681891707
119 => 0.03641030444233
120 => 0.037018482797453
121 => 0.037140448629243
122 => 0.036725961077693
123 => 0.035061733747951
124 => 0.034653328186834
125 => 0.034946882005131
126 => 0.034806582187272
127 => 0.028091628367487
128 => 0.029669207163128
129 => 0.028731863412272
130 => 0.029163834537779
131 => 0.028207049292142
201 => 0.028663677360771
202 => 0.028579354829883
203 => 0.031116054849322
204 => 0.031076447767636
205 => 0.031095405581679
206 => 0.030190499723069
207 => 0.031632039326706
208 => 0.032342193571545
209 => 0.032210762920969
210 => 0.032243841184157
211 => 0.031675447029059
212 => 0.031100908879548
213 => 0.030463657650953
214 => 0.031647591667051
215 => 0.031515958414888
216 => 0.0318178777352
217 => 0.03258574357399
218 => 0.03269881473559
219 => 0.032850783523436
220 => 0.032796313530868
221 => 0.034094009740145
222 => 0.033936850166727
223 => 0.034315559520771
224 => 0.033536525646754
225 => 0.032654974871731
226 => 0.032822528853997
227 => 0.03280639205812
228 => 0.032600952125664
229 => 0.032415490140482
301 => 0.032106748188745
302 => 0.033083653409253
303 => 0.033043992841339
304 => 0.033686051335503
305 => 0.033572561260036
306 => 0.032814646760335
307 => 0.032841715824965
308 => 0.033023768293549
309 => 0.033653853965957
310 => 0.033840906293031
311 => 0.033754256202384
312 => 0.033959350539758
313 => 0.034121448741649
314 => 0.033979707578208
315 => 0.035986463546873
316 => 0.035153118558145
317 => 0.035559285107274
318 => 0.035656153435969
319 => 0.035408027248938
320 => 0.035461836934172
321 => 0.035543343945041
322 => 0.036038238554325
323 => 0.037336985207996
324 => 0.037912191260039
325 => 0.039642727047778
326 => 0.037864428404672
327 => 0.037758911522521
328 => 0.038070633275067
329 => 0.039086640978287
330 => 0.039910019792996
331 => 0.040183182047698
401 => 0.040219284949074
402 => 0.040731755498379
403 => 0.04102549406023
404 => 0.04066952809438
405 => 0.040367884209512
406 => 0.039287433255331
407 => 0.039412498395247
408 => 0.040274073188142
409 => 0.041491098329607
410 => 0.042535432510869
411 => 0.042169743079312
412 => 0.044959695305587
413 => 0.045236307672889
414 => 0.045198088787676
415 => 0.04582825292583
416 => 0.04457750544229
417 => 0.044042786660985
418 => 0.040433103041224
419 => 0.041447276901295
420 => 0.042921438167251
421 => 0.042726327395881
422 => 0.0416557520801
423 => 0.042534620383491
424 => 0.042244039037637
425 => 0.042014845473931
426 => 0.043064825620627
427 => 0.041910329318527
428 => 0.042909921183494
429 => 0.041627934277221
430 => 0.042171413517832
501 => 0.041862908415728
502 => 0.042062549025752
503 => 0.040895454098877
504 => 0.041525190191791
505 => 0.040869255007031
506 => 0.040868944008349
507 => 0.04085446420279
508 => 0.041626169038798
509 => 0.041651334305795
510 => 0.041081043266004
511 => 0.040998855417549
512 => 0.04130274696968
513 => 0.040946969551459
514 => 0.041113435566208
515 => 0.040952011637464
516 => 0.040915671710995
517 => 0.040626108994166
518 => 0.040501357414063
519 => 0.040550275723074
520 => 0.040383292315304
521 => 0.040282678772069
522 => 0.040834449636634
523 => 0.04053966072207
524 => 0.040789269007609
525 => 0.04050480886316
526 => 0.039518746069116
527 => 0.038951650928836
528 => 0.037089069718955
529 => 0.037617295439553
530 => 0.037967509638798
531 => 0.037851763848036
601 => 0.038100430594267
602 => 0.038115696712898
603 => 0.038034852618841
604 => 0.037941245514693
605 => 0.037895682753191
606 => 0.038235270248555
607 => 0.038432412219603
608 => 0.038002658318954
609 => 0.037901972992928
610 => 0.038336477913847
611 => 0.038601525664602
612 => 0.040558489338714
613 => 0.040413511148827
614 => 0.040777377954912
615 => 0.040736412136538
616 => 0.041117802517843
617 => 0.041741214603675
618 => 0.040473643524417
619 => 0.040693650034466
620 => 0.040639709518895
621 => 0.041228617923944
622 => 0.041230456431704
623 => 0.04087737642472
624 => 0.041068786824574
625 => 0.040961946790445
626 => 0.041155021172414
627 => 0.040411574876712
628 => 0.041317012214808
629 => 0.041830336840416
630 => 0.04183746435334
701 => 0.042080776151882
702 => 0.042327995030869
703 => 0.042802510140859
704 => 0.042314761061995
705 => 0.041437347950535
706 => 0.041500694343155
707 => 0.040986267356939
708 => 0.040994914967516
709 => 0.04094875334453
710 => 0.041087287849996
711 => 0.04044197541019
712 => 0.040593428949981
713 => 0.040381393107364
714 => 0.040693189109954
715 => 0.040357748152892
716 => 0.040639683507145
717 => 0.040761357459735
718 => 0.041210336964246
719 => 0.040291433515022
720 => 0.03841772717776
721 => 0.038811602966346
722 => 0.038229029736752
723 => 0.038282949107164
724 => 0.038391874816599
725 => 0.038038810954044
726 => 0.038106164412699
727 => 0.038103758073196
728 => 0.038083021539377
729 => 0.037991175992753
730 => 0.037857981779061
731 => 0.038388586531394
801 => 0.038478746618328
802 => 0.038679161323109
803 => 0.039275459541947
804 => 0.039215875288205
805 => 0.039313059678185
806 => 0.039100906700525
807 => 0.038292790275328
808 => 0.038336674885182
809 => 0.037789433097104
810 => 0.038665167120221
811 => 0.038457781744422
812 => 0.038324079043524
813 => 0.038287597022837
814 => 0.038885373349621
815 => 0.039064237395591
816 => 0.038952781325263
817 => 0.038724181673325
818 => 0.039163160584465
819 => 0.039280612822053
820 => 0.039306906046577
821 => 0.04008469251126
822 => 0.039350375669823
823 => 0.039527133032039
824 => 0.040906143514431
825 => 0.03965557129734
826 => 0.040318027291821
827 => 0.040285603518146
828 => 0.040624493588634
829 => 0.040257804640906
830 => 0.040262350189886
831 => 0.040563261614077
901 => 0.040140685788462
902 => 0.040036050071342
903 => 0.039891496577556
904 => 0.040207123842853
905 => 0.040396328113806
906 => 0.041921175582457
907 => 0.042906296588698
908 => 0.042863529887745
909 => 0.043254337478544
910 => 0.043078275079502
911 => 0.042509723150081
912 => 0.043480171966081
913 => 0.043173081355395
914 => 0.043198397532225
915 => 0.043197455262859
916 => 0.043401643672638
917 => 0.043256957470717
918 => 0.042971766114996
919 => 0.043161089446247
920 => 0.043723312055731
921 => 0.045468468286668
922 => 0.046445080833746
923 => 0.045409674985064
924 => 0.046123884074848
925 => 0.045695613119696
926 => 0.045617783547188
927 => 0.04606635963521
928 => 0.046515720896292
929 => 0.046487098526603
930 => 0.046160885326013
1001 => 0.045976615766354
1002 => 0.047371966606927
1003 => 0.048400037337079
1004 => 0.048329929805556
1005 => 0.048639361649507
1006 => 0.049547863113714
1007 => 0.049630925101889
1008 => 0.049620461200537
1009 => 0.049414583396221
1010 => 0.050309121071555
1011 => 0.051055360138212
1012 => 0.049366928632903
1013 => 0.050009861246933
1014 => 0.050298494411367
1015 => 0.050722293530356
1016 => 0.051437313681069
1017 => 0.052214015214473
1018 => 0.052323849327395
1019 => 0.052245916768231
1020 => 0.051733661228093
1021 => 0.05258353731392
1022 => 0.05308137479295
1023 => 0.053377825618905
1024 => 0.054129575588812
1025 => 0.050300276911528
1026 => 0.047589708979253
1027 => 0.047166414655553
1028 => 0.048027200308024
1029 => 0.048254182619944
1030 => 0.048162686334621
1031 => 0.045111695692791
1101 => 0.047150351821241
1102 => 0.049343774400377
1103 => 0.049428032694636
1104 => 0.050526105900055
1105 => 0.050883683547281
1106 => 0.051767776405388
1107 => 0.051712476156401
1108 => 0.05192773869836
1109 => 0.051878253567791
1110 => 0.05351584941972
1111 => 0.055322360829735
1112 => 0.05525980708396
1113 => 0.055000099695098
1114 => 0.055385809454249
1115 => 0.057250322826912
1116 => 0.057078668313775
1117 => 0.057245416051791
1118 => 0.059443782397529
1119 => 0.062301971360956
1120 => 0.060974055629964
1121 => 0.063855250668758
1122 => 0.065668810220092
1123 => 0.068805173938567
1124 => 0.068412485754097
1125 => 0.069633449133999
1126 => 0.067709491947398
1127 => 0.063291697351062
1128 => 0.062592564445554
1129 => 0.063992246227247
1130 => 0.067433227308588
1201 => 0.063883877487583
1202 => 0.064601906333689
1203 => 0.064395113977707
1204 => 0.064384094891867
1205 => 0.064804648580496
1206 => 0.064194613520534
1207 => 0.06170922094304
1208 => 0.062848261714795
1209 => 0.06240842337159
1210 => 0.062896456805497
1211 => 0.065530171967994
1212 => 0.064365743714726
1213 => 0.063139113140379
1214 => 0.064677580091726
1215 => 0.066636577195391
1216 => 0.0665139866773
1217 => 0.066276109833342
1218 => 0.067617009147908
1219 => 0.069831781968935
1220 => 0.07043042616278
1221 => 0.070872333067935
1222 => 0.070933264564078
1223 => 0.07156089684306
1224 => 0.068185959895274
1225 => 0.073542071505938
1226 => 0.074466924021503
1227 => 0.074293090079786
1228 => 0.075321024727093
1229 => 0.07501858027767
1230 => 0.074580385722537
1231 => 0.076209880786488
]
'min_raw' => 0.028091628367487
'max_raw' => 0.076209880786488
'avg_raw' => 0.052150754576987
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.028091'
'max' => '$0.0762098'
'avg' => '$0.05215'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0096880766271941
'max_diff' => 0.035125247967004
'year' => 2032
]
7 => [
'items' => [
101 => 0.074341796189139
102 => 0.071690285288514
103 => 0.070235613967492
104 => 0.072151242508002
105 => 0.073321050011468
106 => 0.074094218357529
107 => 0.074328178631886
108 => 0.068447946643317
109 => 0.065278827734096
110 => 0.067310196620885
111 => 0.069788606860358
112 => 0.068172192201256
113 => 0.068235552595615
114 => 0.065930970078034
115 => 0.069992511276307
116 => 0.069400778886657
117 => 0.072470687570918
118 => 0.071738029225863
119 => 0.074241420584709
120 => 0.073582193742145
121 => 0.076318607508755
122 => 0.0774102370457
123 => 0.079243252936803
124 => 0.080591626888016
125 => 0.081383417862451
126 => 0.081335881702279
127 => 0.08447335201169
128 => 0.082623295385094
129 => 0.080299188237221
130 => 0.080257152471381
131 => 0.081460840496117
201 => 0.083983440380281
202 => 0.084637513827909
203 => 0.085003051654792
204 => 0.084443217748457
205 => 0.08243511387504
206 => 0.081568024803817
207 => 0.082306809814488
208 => 0.081403339230957
209 => 0.082962982927205
210 => 0.085104706844072
211 => 0.084662449324533
212 => 0.086140849905398
213 => 0.087670838974317
214 => 0.089858792058979
215 => 0.090430804014978
216 => 0.091376318026578
217 => 0.092349562529687
218 => 0.09266214243441
219 => 0.093258954460376
220 => 0.093255808966405
221 => 0.095054342176735
222 => 0.097038180003667
223 => 0.097787032857383
224 => 0.099508978702514
225 => 0.096560206786906
226 => 0.098796884157945
227 => 0.10081442313429
228 => 0.098409029993323
301 => 0.10172430405342
302 => 0.1018530286326
303 => 0.10379661694938
304 => 0.10182641784386
305 => 0.1006565199041
306 => 0.10403397142068
307 => 0.10566821382083
308 => 0.10517596671
309 => 0.10142994189134
310 => 0.099249594772323
311 => 0.0935432058043
312 => 0.10030267003458
313 => 0.10359500788488
314 => 0.10142141553168
315 => 0.10251764908432
316 => 0.10849834389257
317 => 0.11077540525425
318 => 0.11030179240888
319 => 0.11038182518341
320 => 0.11161048616259
321 => 0.11705904558019
322 => 0.11379414248054
323 => 0.11629003856664
324 => 0.11761385285108
325 => 0.11884348533544
326 => 0.11582389658319
327 => 0.11189545598307
328 => 0.1106511539403
329 => 0.10120529460898
330 => 0.10071359660949
331 => 0.10043759162241
401 => 0.098697419220526
402 => 0.097330120385981
403 => 0.0962427935882
404 => 0.093389323367555
405 => 0.094352285802526
406 => 0.089804449836337
407 => 0.092713994122094
408 => 0.085455538108718
409 => 0.091500595962843
410 => 0.088210545807896
411 => 0.090419726001328
412 => 0.09041201837975
413 => 0.086344217222425
414 => 0.083997994407724
415 => 0.085493098901609
416 => 0.087095969600597
417 => 0.087356029978803
418 => 0.089434193679247
419 => 0.090014164498061
420 => 0.088256825840805
421 => 0.085305122741301
422 => 0.085990736050136
423 => 0.083984100475903
424 => 0.080467548816184
425 => 0.082993197611296
426 => 0.083855565154886
427 => 0.08423643579013
428 => 0.080778311111483
429 => 0.079691693257913
430 => 0.079113187030279
501 => 0.084858722270557
502 => 0.085173475660832
503 => 0.083563152814541
504 => 0.090841964776855
505 => 0.089194545454932
506 => 0.091035116465053
507 => 0.085928523828618
508 => 0.086123602544268
509 => 0.083706059753403
510 => 0.08505972217602
511 => 0.08410299720629
512 => 0.084950359629425
513 => 0.085458265172046
514 => 0.087875411267928
515 => 0.091528195888542
516 => 0.087514370245922
517 => 0.08576548893439
518 => 0.086850485063983
519 => 0.089739972736205
520 => 0.094117694469775
521 => 0.091525995093641
522 => 0.09267614726686
523 => 0.092927404349999
524 => 0.091016381179965
525 => 0.094188156619909
526 => 0.095887936845633
527 => 0.097631559637268
528 => 0.099145498452044
529 => 0.096935118351202
530 => 0.099300541904644
531 => 0.097394428074036
601 => 0.095684446917556
602 => 0.095687040253121
603 => 0.094614344094822
604 => 0.092535860119703
605 => 0.092152555785026
606 => 0.094146553340018
607 => 0.09574555054685
608 => 0.095877251615485
609 => 0.09676253862863
610 => 0.097286442363828
611 => 0.10242141118136
612 => 0.10448673811846
613 => 0.10701218080251
614 => 0.1079959830541
615 => 0.11095687511875
616 => 0.10856571430465
617 => 0.10804837162141
618 => 0.10086621597298
619 => 0.10204229355805
620 => 0.10392530724637
621 => 0.10089726617514
622 => 0.10281786127586
623 => 0.10319702743251
624 => 0.10079437449823
625 => 0.10207773524293
626 => 0.09866950959495
627 => 0.091602485894063
628 => 0.094196024237504
629 => 0.096105741433844
630 => 0.093380339528235
701 => 0.09826551695642
702 => 0.095411697153405
703 => 0.094507173283359
704 => 0.090978303180264
705 => 0.092643794030258
706 => 0.094896394252407
707 => 0.093504549208003
708 => 0.096392836661726
709 => 0.10048342197433
710 => 0.10339861666665
711 => 0.10362240911701
712 => 0.10174813423272
713 => 0.10475167169626
714 => 0.10477354918764
715 => 0.10138554665896
716 => 0.099310413974625
717 => 0.098838939462626
718 => 0.10001677523162
719 => 0.10144688529566
720 => 0.10370177027251
721 => 0.10506435003874
722 => 0.1086172354126
723 => 0.10957854432556
724 => 0.11063473137025
725 => 0.11204612297799
726 => 0.11374086047645
727 => 0.11003287131127
728 => 0.11018019663336
729 => 0.10672736846336
730 => 0.10303752637806
731 => 0.10583765657549
801 => 0.10949845432292
802 => 0.10865866327484
803 => 0.10856416962656
804 => 0.10872308173262
805 => 0.10808990670737
806 => 0.10522607953476
807 => 0.10378788345718
808 => 0.10564352332021
809 => 0.10662971332238
810 => 0.10815920801094
811 => 0.10797066550686
812 => 0.11191047956886
813 => 0.11344137217955
814 => 0.11304970433915
815 => 0.1131217806478
816 => 0.11589338859451
817 => 0.11897598665589
818 => 0.12186324652502
819 => 0.1248002912746
820 => 0.12125956919418
821 => 0.11946180888312
822 => 0.12131663863183
823 => 0.12033243985855
824 => 0.12598793794217
825 => 0.12637951235892
826 => 0.13203460148566
827 => 0.13740195446243
828 => 0.13403081622384
829 => 0.13720964774343
830 => 0.1406478132058
831 => 0.14728059220496
901 => 0.14504690558202
902 => 0.14333593663518
903 => 0.14171907924776
904 => 0.1450835028021
905 => 0.14941177995678
906 => 0.15034404940017
907 => 0.15185468205281
908 => 0.15026643652994
909 => 0.15217930332273
910 => 0.15893256365757
911 => 0.15710777310242
912 => 0.15451627716439
913 => 0.15984732760872
914 => 0.16177661404059
915 => 0.17531735659461
916 => 0.19241310340924
917 => 0.18533535197126
918 => 0.18094196325609
919 => 0.18197451381673
920 => 0.18821730182588
921 => 0.19022228719823
922 => 0.18477204579628
923 => 0.18669716319924
924 => 0.19730474936293
925 => 0.20299537900763
926 => 0.19526673959659
927 => 0.17394372998382
928 => 0.15428294130934
929 => 0.15949786780266
930 => 0.15890665697633
1001 => 0.17030318498589
1002 => 0.15706425245118
1003 => 0.15728716212193
1004 => 0.16891935826159
1005 => 0.16581608775786
1006 => 0.16078918697866
1007 => 0.15431964324813
1008 => 0.14236009330187
1009 => 0.13176718639774
1010 => 0.1525423162375
1011 => 0.15164645486168
1012 => 0.15034911483029
1013 => 0.1532362046833
1014 => 0.16725509349479
1015 => 0.16693191273297
1016 => 0.16487600161455
1017 => 0.1664353920779
1018 => 0.16051581829089
1019 => 0.162041427242
1020 => 0.15427982693996
1021 => 0.15778839442954
1022 => 0.16077840150729
1023 => 0.16137868969595
1024 => 0.1627311696365
1025 => 0.15117437662489
1026 => 0.15636303739748
1027 => 0.15941088948962
1028 => 0.14564058285555
1029 => 0.15913869480237
1030 => 0.1509731985701
1031 => 0.14820170650723
1101 => 0.15193315545357
1102 => 0.15047900617023
1103 => 0.14922881400692
1104 => 0.14853118529877
1105 => 0.15127114957997
1106 => 0.15114332697128
1107 => 0.14666021360309
1108 => 0.14081217496935
1109 => 0.14277496869016
1110 => 0.1420618673301
1111 => 0.13947749600934
1112 => 0.14121905024135
1113 => 0.13355012678402
1114 => 0.12035614257164
1115 => 0.129072492685
1116 => 0.1287369226872
1117 => 0.12856771307743
1118 => 0.1351178092854
1119 => 0.13448816867143
1120 => 0.13334536479162
1121 => 0.13945650751989
1122 => 0.13722585821761
1123 => 0.14410019376018
1124 => 0.14862807575267
1125 => 0.14747965841773
1126 => 0.15173815331682
1127 => 0.1428201874932
1128 => 0.14578237801312
1129 => 0.14639288137386
1130 => 0.13938109696724
1201 => 0.13459118566277
1202 => 0.13427175318775
1203 => 0.12596670707625
1204 => 0.13040319567303
1205 => 0.13430712204381
1206 => 0.13243744426913
1207 => 0.1318455601407
1208 => 0.13486936778884
1209 => 0.13510434354027
1210 => 0.12974687150623
1211 => 0.13086085959118
1212 => 0.13550637509053
1213 => 0.13074380451976
1214 => 0.12149090786224
1215 => 0.11919606155987
1216 => 0.11888988676073
1217 => 0.11266608158215
1218 => 0.11934941416303
1219 => 0.1164319603893
1220 => 0.12564816190406
1221 => 0.12038391702631
1222 => 0.12015698595114
1223 => 0.11981394634748
1224 => 0.11445686012812
1225 => 0.11562972154957
1226 => 0.1195284915463
1227 => 0.12091961660393
1228 => 0.12077451086327
1229 => 0.11950938544635
1230 => 0.12008855338373
1231 => 0.11822285166196
]
'min_raw' => 0.065278827734096
'max_raw' => 0.20299537900763
'avg_raw' => 0.13413710337087
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.065278'
'max' => '$0.202995'
'avg' => '$0.134137'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.037187199366609
'max_diff' => 0.12678549822115
'year' => 2033
]
8 => [
'items' => [
101 => 0.11756403355279
102 => 0.11548462237803
103 => 0.11242846240313
104 => 0.11285344019215
105 => 0.10679838759412
106 => 0.10349927357274
107 => 0.10258612229325
108 => 0.1013650182391
109 => 0.1027240492454
110 => 0.10678123439089
111 => 0.10188740832559
112 => 0.093497286798622
113 => 0.094001547398464
114 => 0.095134471249993
115 => 0.093023275147709
116 => 0.091025205216156
117 => 0.092762364913104
118 => 0.08920735981711
119 => 0.095564076631606
120 => 0.095392145256267
121 => 0.097761536187981
122 => 0.099243164962377
123 => 0.095828490320405
124 => 0.09496970888221
125 => 0.095458909818846
126 => 0.087373508044812
127 => 0.097100786366186
128 => 0.097184908273043
129 => 0.096464605434641
130 => 0.10164408084475
131 => 0.11257438947897
201 => 0.10846196770013
202 => 0.10686951368875
203 => 0.10384225744906
204 => 0.10787589664776
205 => 0.10756617609188
206 => 0.10616550228012
207 => 0.10531837038841
208 => 0.10687923687338
209 => 0.10512496175757
210 => 0.10480984574252
211 => 0.1029005855409
212 => 0.10221906651472
213 => 0.10171449695979
214 => 0.1011590154578
215 => 0.10238426923383
216 => 0.099607682981787
217 => 0.096259392153928
218 => 0.0959810180006
219 => 0.096749633512844
220 => 0.096409578365371
221 => 0.095979389947383
222 => 0.095158043102598
223 => 0.09491436703905
224 => 0.095706196030764
225 => 0.094812267265617
226 => 0.096131307853411
227 => 0.095772601799375
228 => 0.093768898940611
301 => 0.091271543312779
302 => 0.091249311609311
303 => 0.090711260435779
304 => 0.09002597136975
305 => 0.089835339628871
306 => 0.092616066168759
307 => 0.098372086886187
308 => 0.097242042289454
309 => 0.098058615322222
310 => 0.10207534645141
311 => 0.10335214449006
312 => 0.10244590348484
313 => 0.10120538490239
314 => 0.10125996142428
315 => 0.10549918895102
316 => 0.10576358437192
317 => 0.10643162630334
318 => 0.10729024897384
319 => 0.10259213063842
320 => 0.10103868047318
321 => 0.10030256960276
322 => 0.098035633032611
323 => 0.10048032977106
324 => 0.099055909673918
325 => 0.099248112610141
326 => 0.099122940195781
327 => 0.099191292798143
328 => 0.095562299799706
329 => 0.09688451411408
330 => 0.09468607636875
331 => 0.091742615013972
401 => 0.0917327474994
402 => 0.092453155495983
403 => 0.092024628630048
404 => 0.090871473852248
405 => 0.091035274045698
406 => 0.089600211992419
407 => 0.091209516561603
408 => 0.091255665658279
409 => 0.09063599573973
410 => 0.093115351469794
411 => 0.094131145535363
412 => 0.093723265520359
413 => 0.094102527586186
414 => 0.097289000744294
415 => 0.097808534904636
416 => 0.09803927766016
417 => 0.097730112935315
418 => 0.094160770466025
419 => 0.094319085982554
420 => 0.093157471766258
421 => 0.092176030161379
422 => 0.092215282678591
423 => 0.092719871241977
424 => 0.094923439092011
425 => 0.099560717724989
426 => 0.099736699059304
427 => 0.099949993570231
428 => 0.099082417601057
429 => 0.098820748387171
430 => 0.099165957622842
501 => 0.10090747566086
502 => 0.10538713287218
503 => 0.10380372282746
504 => 0.10251638581385
505 => 0.10364572743835
506 => 0.10347187414733
507 => 0.10200437741135
508 => 0.10196318966563
509 => 0.099146594242204
510 => 0.098105363044939
511 => 0.097235232321701
512 => 0.096285072287263
513 => 0.095721785569195
514 => 0.096587249977382
515 => 0.096785191927408
516 => 0.094892838873178
517 => 0.094634918144371
518 => 0.096180254497733
519 => 0.095500209584565
520 => 0.096199652642061
521 => 0.096361929431112
522 => 0.096335799130523
523 => 0.095625754138514
524 => 0.096078315642574
525 => 0.095007872770394
526 => 0.09384392692222
527 => 0.093101401987473
528 => 0.092453450500266
529 => 0.09281297164453
530 => 0.091531344411197
531 => 0.091121326065194
601 => 0.095924997987955
602 => 0.099473522085474
603 => 0.099421925139726
604 => 0.099107842002144
605 => 0.098641178169135
606 => 0.10087333629481
607 => 0.10009569703723
608 => 0.10066149457105
609 => 0.10080551378986
610 => 0.10124141658936
611 => 0.10139721437308
612 => 0.10092628526218
613 => 0.099345789646862
614 => 0.095407344842503
615 => 0.093573988154445
616 => 0.092968949910415
617 => 0.092990941901454
618 => 0.09238430461202
619 => 0.092562986481334
620 => 0.09232216634983
621 => 0.091866111281407
622 => 0.092784811529185
623 => 0.092890683174456
624 => 0.092676247558974
625 => 0.092726754909103
626 => 0.090951319599564
627 => 0.091086302090105
628 => 0.090334702430025
629 => 0.090193786554429
630 => 0.088293808063015
701 => 0.084927720759189
702 => 0.086792859879509
703 => 0.08454003410041
704 => 0.083686854841984
705 => 0.087725672754775
706 => 0.087320287455702
707 => 0.086626444040442
708 => 0.085600105019636
709 => 0.085219425893235
710 => 0.082906540029587
711 => 0.082769882393996
712 => 0.083916211081192
713 => 0.083387219834813
714 => 0.082644315780245
715 => 0.079953592601578
716 => 0.076928328880927
717 => 0.077019642576524
718 => 0.077981922679031
719 => 0.08077988185822
720 => 0.079686670801725
721 => 0.078893533637087
722 => 0.078745002887766
723 => 0.080604176185706
724 => 0.08323529591114
725 => 0.084469758418327
726 => 0.083246443564888
727 => 0.081841165329206
728 => 0.08192669810398
729 => 0.082495709335191
730 => 0.082555504370205
731 => 0.081640812703713
801 => 0.081898293049994
802 => 0.081507156859497
803 => 0.079106754780403
804 => 0.079063339118549
805 => 0.078474241736627
806 => 0.078456404102025
807 => 0.077454202498147
808 => 0.077313987565871
809 => 0.075324055452082
810 => 0.076633834795448
811 => 0.07575530357842
812 => 0.074431149809795
813 => 0.074202865200981
814 => 0.074196002689978
815 => 0.075555612534991
816 => 0.076617946962805
817 => 0.075770586005072
818 => 0.075577658340398
819 => 0.077637621059184
820 => 0.077375472026242
821 => 0.077148452654393
822 => 0.082999707998101
823 => 0.078367982814408
824 => 0.076348286264687
825 => 0.073848528254435
826 => 0.074662462067447
827 => 0.074833969881025
828 => 0.068822502481617
829 => 0.066383650906359
830 => 0.065546728951912
831 => 0.065065068534789
901 => 0.065284567235183
902 => 0.063089314768692
903 => 0.064564560732299
904 => 0.062663657656389
905 => 0.062344965069639
906 => 0.065744015246069
907 => 0.066216973221157
908 => 0.064199187562909
909 => 0.065494932605329
910 => 0.065025077440744
911 => 0.062696243183703
912 => 0.062607298844829
913 => 0.061438771677128
914 => 0.059610252931122
915 => 0.058774570798489
916 => 0.058339340288089
917 => 0.058518924879154
918 => 0.058428121414532
919 => 0.057835567386047
920 => 0.058462085917826
921 => 0.056861589964462
922 => 0.05622425957976
923 => 0.055936392230943
924 => 0.054515859951222
925 => 0.05677655852183
926 => 0.05722194461977
927 => 0.057668208265909
928 => 0.061552628628423
929 => 0.06135857396437
930 => 0.063112733618956
1001 => 0.063044570200472
1002 => 0.062544255451481
1003 => 0.060433509823272
1004 => 0.061274815410253
1005 => 0.058685407581442
1006 => 0.060625567989405
1007 => 0.059740159802246
1008 => 0.060326210590686
1009 => 0.059272438431002
1010 => 0.059855639453357
1011 => 0.057327562186326
1012 => 0.054966879205379
1013 => 0.055916886949545
1014 => 0.056949654014016
1015 => 0.059188956153943
1016 => 0.057855246273244
1017 => 0.058334898779497
1018 => 0.056728143176408
1019 => 0.053412947420186
1020 => 0.053431711068137
1021 => 0.052921740426508
1022 => 0.052481051335207
1023 => 0.058008438896779
1024 => 0.057321020878431
1025 => 0.056225710233239
1026 => 0.057691827057743
1027 => 0.058079491616545
1028 => 0.058090527881542
1029 => 0.059160168870747
1030 => 0.05973103645843
1031 => 0.05983165434504
1101 => 0.061514757552678
1102 => 0.062078911547211
1103 => 0.064402582008627
1104 => 0.059682602332045
1105 => 0.059585397456674
1106 => 0.057712458328094
1107 => 0.056524610722752
1108 => 0.05779379126988
1109 => 0.058918111974213
1110 => 0.057747394106409
1111 => 0.057900265144742
1112 => 0.056328672058379
1113 => 0.056890442636426
1114 => 0.057374315136909
1115 => 0.057107149182853
1116 => 0.056707188818654
1117 => 0.058825930498042
1118 => 0.058706382789075
1119 => 0.060679403750582
1120 => 0.06221751468216
1121 => 0.064974084441763
1122 => 0.062097460194385
1123 => 0.061992624573265
1124 => 0.063017409585878
1125 => 0.062078754657965
1126 => 0.062671952171139
1127 => 0.064878511151593
1128 => 0.0649251322658
1129 => 0.064144168534922
1130 => 0.064096646820924
1201 => 0.064246639448246
1202 => 0.065125150951407
1203 => 0.06481817203827
1204 => 0.065173415808307
1205 => 0.065617653582423
1206 => 0.06745520936908
1207 => 0.067898237848227
1208 => 0.06682190832783
1209 => 0.066919088832371
1210 => 0.066516512045837
1211 => 0.066127627914317
1212 => 0.067001782650007
1213 => 0.068599317611036
1214 => 0.068589379428956
1215 => 0.068959976488272
1216 => 0.069190855386035
1217 => 0.068199754143156
1218 => 0.067554583677845
1219 => 0.067801983087508
1220 => 0.068197580131219
1221 => 0.067673696297957
1222 => 0.064440042592465
1223 => 0.065420926560113
1224 => 0.06525765950512
1225 => 0.065025147364859
1226 => 0.066011433779281
1227 => 0.065916304048548
1228 => 0.063066799281682
1229 => 0.063249215331661
1230 => 0.063077892605862
1231 => 0.063631471382251
]
'min_raw' => 0.052481051335207
'max_raw' => 0.11756403355279
'avg_raw' => 0.085022542443997
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.052481'
'max' => '$0.117564'
'avg' => '$0.085022'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.012797776398889
'max_diff' => -0.085431345454848
'year' => 2034
]
9 => [
'items' => [
101 => 0.062048859587349
102 => 0.062535660316408
103 => 0.0628409771702
104 => 0.063020811142638
105 => 0.063670494764394
106 => 0.063594261890002
107 => 0.063665756021886
108 => 0.064629065322834
109 => 0.069501153199192
110 => 0.069766330192647
111 => 0.068460501692949
112 => 0.06898215442225
113 => 0.067980695254904
114 => 0.068652981503137
115 => 0.069112942679958
116 => 0.067034466567349
117 => 0.066911392701158
118 => 0.065905800155589
119 => 0.066446148629905
120 => 0.065586415354839
121 => 0.065797363828347
122 => 0.065207533506261
123 => 0.06626911065197
124 => 0.067456118853283
125 => 0.067756004001309
126 => 0.066967135285526
127 => 0.066395942346318
128 => 0.065393115707719
129 => 0.067060838757158
130 => 0.067548531799753
131 => 0.067058277113222
201 => 0.066944674390077
202 => 0.066729397434991
203 => 0.066990346413778
204 => 0.067545875718705
205 => 0.067283898357517
206 => 0.067456939020029
207 => 0.06679748645329
208 => 0.068200082238907
209 => 0.070427741899525
210 => 0.070434904189593
211 => 0.070172925416249
212 => 0.070065729346608
213 => 0.07033453546626
214 => 0.070480351759167
215 => 0.07134962145951
216 => 0.072282382481211
217 => 0.076635171173971
218 => 0.07541292552701
219 => 0.079274978603785
220 => 0.082329361162686
221 => 0.083245236940138
222 => 0.082402674320167
223 => 0.079520313111585
224 => 0.079378890719662
225 => 0.083686355266797
226 => 0.082469299237856
227 => 0.082324534295854
228 => 0.080784479897179
301 => 0.081694842786244
302 => 0.081495733068188
303 => 0.081181428637455
304 => 0.082918337613362
305 => 0.086169676161326
306 => 0.085662924557766
307 => 0.085284657993239
308 => 0.083627204019222
309 => 0.084625361517328
310 => 0.0842699367507
311 => 0.085797067106263
312 => 0.084892428913707
313 => 0.082460078841429
314 => 0.08284743860757
315 => 0.082788889958178
316 => 0.083993817013874
317 => 0.083632127819882
318 => 0.082718264338147
319 => 0.086158563439635
320 => 0.085935169551933
321 => 0.086251891009742
322 => 0.086391321590405
323 => 0.088485371028611
324 => 0.089343236081336
325 => 0.089537986467346
326 => 0.09035289191777
327 => 0.089517710877377
328 => 0.092859030512938
329 => 0.09508081309918
330 => 0.097661527904986
331 => 0.10143264586702
401 => 0.10285062110553
402 => 0.1025944765705
403 => 0.10545369517013
404 => 0.11059164743682
405 => 0.10363300362327
406 => 0.11096047245584
407 => 0.10864068042315
408 => 0.1031404952449
409 => 0.10278634816234
410 => 0.10651113742352
411 => 0.11477236150712
412 => 0.1127030185722
413 => 0.11477574621084
414 => 0.11235779932096
415 => 0.11223772787782
416 => 0.11465831192735
417 => 0.12031413849826
418 => 0.11762726729991
419 => 0.11377497858923
420 => 0.11661944862494
421 => 0.11415530543674
422 => 0.10860290116345
423 => 0.11270143618466
424 => 0.10996086253553
425 => 0.11076070762326
426 => 0.11652098580416
427 => 0.11582789389362
428 => 0.11672481900443
429 => 0.11514176966047
430 => 0.11366295194924
501 => 0.11090262887279
502 => 0.11008543329213
503 => 0.11031127675101
504 => 0.11008532137533
505 => 0.10854094598273
506 => 0.10820743826374
507 => 0.10765157745411
508 => 0.10782386196215
509 => 0.10677868101724
510 => 0.10875115340569
511 => 0.10911726166236
512 => 0.11055266257613
513 => 0.11070169066075
514 => 0.11469926177394
515 => 0.11249746678125
516 => 0.11397462095618
517 => 0.11384249038326
518 => 0.10325970093573
519 => 0.10471791594886
520 => 0.10698644089621
521 => 0.10596447348234
522 => 0.10451965066268
523 => 0.1033528787693
524 => 0.10158510004229
525 => 0.10407321465338
526 => 0.10734482078547
527 => 0.11078466399123
528 => 0.1149174102155
529 => 0.11399502936872
530 => 0.11070740517525
531 => 0.11085488559496
601 => 0.11176655151819
602 => 0.11058586131402
603 => 0.110237652723
604 => 0.11171871300489
605 => 0.11172891225307
606 => 0.110370385482
607 => 0.10886063158374
608 => 0.10885430565978
609 => 0.10858565953607
610 => 0.11240559086957
611 => 0.11450616686437
612 => 0.11474699451692
613 => 0.11448995724454
614 => 0.11458888068923
615 => 0.11336660180089
616 => 0.1161603688841
617 => 0.11872420583457
618 => 0.11803704276346
619 => 0.11700688763387
620 => 0.11618631945416
621 => 0.11784374297835
622 => 0.11776994051784
623 => 0.11870181295545
624 => 0.11865953783893
625 => 0.11834618418765
626 => 0.1180370539543
627 => 0.11926272038704
628 => 0.11890974813801
629 => 0.11855622762559
630 => 0.11784718811664
701 => 0.1179435583618
702 => 0.11691358110302
703 => 0.11643706649456
704 => 0.10927143010167
705 => 0.10735653791356
706 => 0.10795900197716
707 => 0.10815734878988
708 => 0.10732398525561
709 => 0.10851881449022
710 => 0.10833260161964
711 => 0.10905704696817
712 => 0.10860444496617
713 => 0.10862301991021
714 => 0.10995402589316
715 => 0.11034042259252
716 => 0.11014389811262
717 => 0.11028153712188
718 => 0.11345336999636
719 => 0.11300243679111
720 => 0.11276288751326
721 => 0.11282924430033
722 => 0.11363971560463
723 => 0.11386660331974
724 => 0.1129052641277
725 => 0.1133586372481
726 => 0.11528904245314
727 => 0.11596457502344
728 => 0.11812055071379
729 => 0.11720465392112
730 => 0.11888582212315
731 => 0.12405316002373
801 => 0.1281811870913
802 => 0.12438488280203
803 => 0.13196547881054
804 => 0.13786806017508
805 => 0.13764150927105
806 => 0.13661225768097
807 => 0.12989232572569
808 => 0.1237085441519
809 => 0.12888154001561
810 => 0.1288947270459
811 => 0.12845036211351
812 => 0.12569044968234
813 => 0.12835432314336
814 => 0.12856577174493
815 => 0.12844741675677
816 => 0.12633139836675
817 => 0.12310062939075
818 => 0.1237319139153
819 => 0.12476597084435
820 => 0.12280828535078
821 => 0.12218268621523
822 => 0.12334579403331
823 => 0.12709356976631
824 => 0.12638507447337
825 => 0.12636657279802
826 => 0.12939781610996
827 => 0.12722810008186
828 => 0.1237398764348
829 => 0.1228590539599
830 => 0.11973272756713
831 => 0.12189209234221
901 => 0.12196980403622
902 => 0.12078714201708
903 => 0.12383584293963
904 => 0.12380774862392
905 => 0.12670203641063
906 => 0.13223482761398
907 => 0.13059850900303
908 => 0.12869564848945
909 => 0.12890254218788
910 => 0.13117165540243
911 => 0.1297996977541
912 => 0.13029306329007
913 => 0.13117090863461
914 => 0.13170053452664
915 => 0.12882633717249
916 => 0.12815622428049
917 => 0.12678540848112
918 => 0.12642778822655
919 => 0.12754428909213
920 => 0.1272501305606
921 => 0.12196327266926
922 => 0.12141076660381
923 => 0.12142771117604
924 => 0.12003840840425
925 => 0.11791938820639
926 => 0.12348804676624
927 => 0.12304080555055
928 => 0.12254708586216
929 => 0.12260756370686
930 => 0.12502472964834
1001 => 0.12362265133248
1002 => 0.12735030633132
1003 => 0.12658401252712
1004 => 0.12579806617834
1005 => 0.12568942445243
1006 => 0.12538690216194
1007 => 0.12434944066426
1008 => 0.12309664356405
1009 => 0.12226943840306
1010 => 0.11278709378877
1011 => 0.11454696179292
1012 => 0.11657152951468
1013 => 0.11727040217929
1014 => 0.11607493212596
1015 => 0.12439664510845
1016 => 0.12591710226037
1017 => 0.12131153837023
1018 => 0.12045002541032
1019 => 0.12445312575467
1020 => 0.12203876688791
1021 => 0.12312595253778
1022 => 0.12077605182152
1023 => 0.12555086865665
1024 => 0.12551449255237
1025 => 0.12365698095938
1026 => 0.12522693703809
1027 => 0.12495411853469
1028 => 0.12285699252105
1029 => 0.12561735129186
1030 => 0.12561872039537
1031 => 0.1238309058729
1101 => 0.12174312991358
1102 => 0.12136988488312
1103 => 0.12108869489108
1104 => 0.123056797037
1105 => 0.12482139126694
1106 => 0.12810486364884
1107 => 0.12893040661904
1108 => 0.1321525557912
1109 => 0.13023392284277
1110 => 0.13108442797835
1111 => 0.13200777161432
1112 => 0.13245045650824
1113 => 0.13172912522938
1114 => 0.13673444918326
1115 => 0.13715705188413
1116 => 0.13729874691423
1117 => 0.13561097983912
1118 => 0.13711011202862
1119 => 0.13640871772319
1120 => 0.13823355085297
1121 => 0.13851970798835
1122 => 0.13827734307502
1123 => 0.13836817386647
1124 => 0.13409701287149
1125 => 0.13387553064173
1126 => 0.1308556047233
1127 => 0.13208624685723
1128 => 0.12978562037407
1129 => 0.13051517273096
1130 => 0.13083675245844
1201 => 0.13066877745829
1202 => 0.13215582551704
1203 => 0.13089153088326
1204 => 0.12755484947542
1205 => 0.12421725899097
1206 => 0.12417535826118
1207 => 0.12329662959999
1208 => 0.12266146972514
1209 => 0.12278382405054
1210 => 0.12321501665219
1211 => 0.12263640802726
1212 => 0.12275988351359
1213 => 0.12481039929955
1214 => 0.12522161561681
1215 => 0.12382414189816
1216 => 0.11821308326329
1217 => 0.11683611540002
1218 => 0.11782585259368
1219 => 0.11735282196235
1220 => 0.094712886335844
1221 => 0.10003180338838
1222 => 0.096871483489119
1223 => 0.098327904298026
1224 => 0.095102036041751
1225 => 0.096641589455887
1226 => 0.096357290155785
1227 => 0.10490995137807
1228 => 0.10477641333688
1229 => 0.10484033093052
1230 => 0.10178937764971
1231 => 0.10664962906845
]
'min_raw' => 0.062048859587349
'max_raw' => 0.13851970798835
'avg_raw' => 0.10028428378785
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.062048'
'max' => '$0.138519'
'avg' => '$0.100284'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0095678082521417
'max_diff' => 0.020955674435566
'year' => 2035
]
10 => [
'items' => [
101 => 0.10904396368631
102 => 0.1086008360717
103 => 0.10871236174549
104 => 0.10679598116756
105 => 0.10485888568351
106 => 0.10271034867485
107 => 0.10670206486975
108 => 0.10625825416975
109 => 0.10727619623751
110 => 0.10986510952367
111 => 0.11024633683938
112 => 0.11075871021773
113 => 0.11057506083481
114 => 0.11495033420665
115 => 0.11442045973233
116 => 0.11569730476014
117 => 0.11307073766348
118 => 0.11009852767758
119 => 0.11066344762703
120 => 0.1106090412931
121 => 0.10991638621747
122 => 0.10929108818588
123 => 0.10825014313993
124 => 0.11154384729622
125 => 0.11141012892248
126 => 0.11357487396265
127 => 0.11319223424959
128 => 0.11063687259794
129 => 0.11072813783925
130 => 0.11134194044757
131 => 0.11346631828327
201 => 0.11409697826358
202 => 0.11380483143325
203 => 0.11449632131093
204 => 0.11504284671594
205 => 0.11456495648735
206 => 0.12133087434293
207 => 0.11852119353115
208 => 0.11989061240918
209 => 0.1202172107425
210 => 0.11938063597931
211 => 0.11956205908995
212 => 0.11983686566773
213 => 0.12150543739537
214 => 0.12588425241382
215 => 0.12782359977789
216 => 0.1336582220084
217 => 0.12766256397632
218 => 0.1273068064412
219 => 0.12835779809362
220 => 0.13178333900042
221 => 0.13455941816069
222 => 0.13548040377399
223 => 0.13560212722661
224 => 0.13732995746314
225 => 0.13832031753259
226 => 0.13712015342598
227 => 0.13610314000804
228 => 0.13246032418134
229 => 0.13288199003234
301 => 0.13578684959982
302 => 0.13989013483425
303 => 0.14341118043946
304 => 0.14217823298934
305 => 0.15158475170847
306 => 0.15251736961729
307 => 0.15238851197744
308 => 0.15451315436588
309 => 0.15029617190072
310 => 0.14849333019668
311 => 0.13632302985259
312 => 0.13974238782918
313 => 0.14471262546
314 => 0.14405479587213
315 => 0.14044527644979
316 => 0.1434084422953
317 => 0.14242872700001
318 => 0.14165598489819
319 => 0.14519606627005
320 => 0.14130360138317
321 => 0.14467379514518
322 => 0.14035148678521
323 => 0.14218386498944
324 => 0.14114371849856
325 => 0.14181682075372
326 => 0.13788187872379
327 => 0.14000507792782
328 => 0.13779354665647
329 => 0.1377924981027
330 => 0.13774367842731
331 => 0.14034553516062
401 => 0.14043038161528
402 => 0.13850760555818
403 => 0.13823050348894
404 => 0.13925509507398
405 => 0.13805556666886
406 => 0.13861681845988
407 => 0.13807256641386
408 => 0.1379500438146
409 => 0.13697376289818
410 => 0.13655315423599
411 => 0.13671808573018
412 => 0.13615508951248
413 => 0.13581586392685
414 => 0.13767619792014
415 => 0.13668229651319
416 => 0.13752386827497
417 => 0.13656479103759
418 => 0.13324021148277
419 => 0.13132821062399
420 => 0.12504838803361
421 => 0.12682933793015
422 => 0.12801010955408
423 => 0.12761986453941
424 => 0.12845826183569
425 => 0.1285097326205
426 => 0.12823716111303
427 => 0.12792155822596
428 => 0.12776794019446
429 => 0.12891288314432
430 => 0.12957756106372
501 => 0.12812861578323
502 => 0.12778914817691
503 => 0.12925411185395
504 => 0.13014773885066
505 => 0.13674577850877
506 => 0.13625697441951
507 => 0.1374837767606
508 => 0.13734565764381
509 => 0.1386315419422
510 => 0.14073341931483
511 => 0.13645971492213
512 => 0.13720148223112
513 => 0.13701961801686
514 => 0.13900516382076
515 => 0.13901136247803
516 => 0.13782092858323
517 => 0.13846628211018
518 => 0.13810606347578
519 => 0.13875702723461
520 => 0.13625044614289
521 => 0.1393031913439
522 => 0.14103390115832
523 => 0.14105793206577
524 => 0.14187827478204
525 => 0.14271179049282
526 => 0.14431165131573
527 => 0.14266717124279
528 => 0.13970891167847
529 => 0.1399224884639
530 => 0.13818806196372
531 => 0.13821721798654
601 => 0.13806158085174
602 => 0.13852865960909
603 => 0.13635294366401
604 => 0.13686357984756
605 => 0.13614868620031
606 => 0.13719992819195
607 => 0.13606896558547
608 => 0.13701953031643
609 => 0.13742976254259
610 => 0.1389435282888
611 => 0.13584538115395
612 => 0.12952804941988
613 => 0.13085602914062
614 => 0.12889184282308
615 => 0.12907363574496
616 => 0.12944088637927
617 => 0.12825050691653
618 => 0.12847759380485
619 => 0.12846948066322
620 => 0.12839956599166
621 => 0.12808990231877
622 => 0.12764082872798
623 => 0.12942979969612
624 => 0.12973378072399
625 => 0.13040949289367
626 => 0.13241995397069
627 => 0.13221906149916
628 => 0.13254672545518
629 => 0.13183143687895
630 => 0.12910681593051
701 => 0.12925477595656
702 => 0.12740971206085
703 => 0.13036231046159
704 => 0.1296630961879
705 => 0.12921230819699
706 => 0.12908930651715
707 => 0.13110475113832
708 => 0.1317078037572
709 => 0.13133202183447
710 => 0.13056128214764
711 => 0.13204133019508
712 => 0.13243732861436
713 => 0.13252597805658
714 => 0.13514833942557
715 => 0.1326725389263
716 => 0.13326848871382
717 => 0.13791791883464
718 => 0.13370152729255
719 => 0.13593504392915
720 => 0.13582572491245
721 => 0.13696831644565
722 => 0.13573199905698
723 => 0.13574732469272
724 => 0.13676186856835
725 => 0.13533712466898
726 => 0.13498433804328
727 => 0.13449696584658
728 => 0.13556112520792
729 => 0.13619904061726
730 => 0.14134017031927
731 => 0.14466157457076
801 => 0.14451738365262
802 => 0.14583501873032
803 => 0.14524141205966
804 => 0.14332449953459
805 => 0.14659643547231
806 => 0.145561058038
807 => 0.1456464132957
808 => 0.14564323636875
809 => 0.14633167184829
810 => 0.14584385221685
811 => 0.14488230964961
812 => 0.14552062647906
813 => 0.14741619926006
814 => 0.15330011533558
815 => 0.15659283272297
816 => 0.15310188961441
817 => 0.1555098954251
818 => 0.15406594999888
819 => 0.15380354216128
820 => 0.15531594776063
821 => 0.15683100062577
822 => 0.15673449830802
823 => 0.15563464772675
824 => 0.15501337004107
825 => 0.15971789282034
826 => 0.16318410506466
827 => 0.16294773262738
828 => 0.1639910036931
829 => 0.16705407980922
830 => 0.16733412910156
831 => 0.16729884932758
901 => 0.1666047179364
902 => 0.16962071416341
903 => 0.1721367112774
904 => 0.16644404657472
905 => 0.16861173877105
906 => 0.16958488563666
907 => 0.17101375395504
908 => 0.17342449431428
909 => 0.17604319776172
910 => 0.17641351114181
911 => 0.17615075607751
912 => 0.1744236507594
913 => 0.17728906731922
914 => 0.17896756113767
915 => 0.17996706579491
916 => 0.18250164330396
917 => 0.1695908954604
918 => 0.16045202643093
919 => 0.15902486006511
920 => 0.16192705899055
921 => 0.16269234570259
922 => 0.16238385958855
923 => 0.15209723162626
924 => 0.15897070309775
925 => 0.16636598046318
926 => 0.16665006318501
927 => 0.1703522936621
928 => 0.171557891665
929 => 0.1745386724615
930 => 0.1743522238111
1001 => 0.17507799650046
1002 => 0.17491115392781
1003 => 0.18043242267588
1004 => 0.18652320202134
1005 => 0.1863122977001
1006 => 0.18543667610636
1007 => 0.18673712348873
1008 => 0.19302346050083
1009 => 0.19244471532525
1010 => 0.19300691696593
1011 => 0.20041886258562
1012 => 0.2100554462282
1013 => 0.20557828562904
1014 => 0.21529243586095
1015 => 0.22140697850696
1016 => 0.23198144775772
1017 => 0.23065747212716
1018 => 0.23477403540744
1019 => 0.22828727942642
1020 => 0.2133923765043
1021 => 0.21103520110148
1022 => 0.21575432595112
1023 => 0.22735583390849
1024 => 0.21538895317928
1025 => 0.2178098375651
1026 => 0.21711262269912
1027 => 0.21707547108189
1028 => 0.21849339720522
1029 => 0.21643662140927
1030 => 0.20805694680968
1031 => 0.21189730229694
1101 => 0.21041435661429
1102 => 0.21205979541012
1103 => 0.22093954996059
1104 => 0.21701359880692
1105 => 0.21287792818489
1106 => 0.21806497692369
1107 => 0.22466987243151
1108 => 0.22425654994077
1109 => 0.22345453155334
1110 => 0.227975467211
1111 => 0.23544272840759
1112 => 0.23746109910314
1113 => 0.23895101908683
1114 => 0.23915645388017
1115 => 0.24127255992865
1116 => 0.22989372437861
1117 => 0.24795222862574
1118 => 0.2510704334531
1119 => 0.25048434018191
1120 => 0.25395009361341
1121 => 0.25293038103618
1122 => 0.25145297749978
1123 => 0.25694693387561
1124 => 0.25064855623014
1125 => 0.24170880210611
1126 => 0.23680427618537
1127 => 0.24326295155462
1128 => 0.2472070392259
1129 => 0.24981383028554
1130 => 0.25060264368512
1201 => 0.23077703099097
1202 => 0.22009212532771
1203 => 0.22694102735517
1204 => 0.23529716051463
1205 => 0.229847305637
1206 => 0.23006092963026
1207 => 0.22229086877143
1208 => 0.23598463848916
1209 => 0.23398957142401
1210 => 0.24433998288718
1211 => 0.24186977412425
1212 => 0.25031013287181
1213 => 0.24808750354635
1214 => 0.25731351361079
1215 => 0.26099401880974
1216 => 0.26717415986368
1217 => 0.27172029678065
1218 => 0.27438987533204
1219 => 0.27422960384915
1220 => 0.28480780404851
1221 => 0.27857020896512
1222 => 0.27073431945208
1223 => 0.27059259293271
1224 => 0.27465091114692
1225 => 0.28315603277868
1226 => 0.28536128707331
1227 => 0.28659372337768
1228 => 0.28470620427612
1229 => 0.27793574186556
1230 => 0.2750122905237
1231 => 0.2775031557675
]
'min_raw' => 0.10271034867485
'max_raw' => 0.28659372337768
'avg_raw' => 0.19465203602626
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.10271'
'max' => '$0.286593'
'avg' => '$0.194652'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.040661489087497
'max_diff' => 0.14807401538933
'year' => 2036
]
11 => [
'items' => [
101 => 0.27445704161682
102 => 0.27971548922957
103 => 0.28693646094568
104 => 0.28544535884112
105 => 0.29042988961814
106 => 0.29558835458442
107 => 0.30296519116737
108 => 0.30489376941361
109 => 0.3080816359174
110 => 0.3113629977094
111 => 0.3124168826818
112 => 0.31442907609543
113 => 0.3144184708429
114 => 0.32048235113111
115 => 0.32717099887174
116 => 0.32969580855128
117 => 0.33550146919056
118 => 0.3255594788004
119 => 0.33310059271669
120 => 0.3399028662355
121 => 0.33179291532155
122 => 0.34297059328022
123 => 0.34340459718619
124 => 0.3499575408932
125 => 0.34331487705404
126 => 0.33937048447047
127 => 0.35075779806476
128 => 0.35626776041601
129 => 0.35460811491425
130 => 0.34197813069906
131 => 0.33462693816031
201 => 0.31538744934727
202 => 0.33817745493038
203 => 0.34927780185634
204 => 0.34194938348217
205 => 0.34564541144146
206 => 0.36580974154628
207 => 0.37348701290651
208 => 0.37189019413176
209 => 0.37216003021882
210 => 0.37630254649246
211 => 0.39467274497519
212 => 0.38366489622647
213 => 0.39207998413864
214 => 0.3965433164244
215 => 0.40068910819562
216 => 0.39050835389644
217 => 0.3772633421382
218 => 0.37306809092659
219 => 0.3412207167022
220 => 0.33956292256768
221 => 0.33863235248367
222 => 0.33276523973576
223 => 0.32815529625334
224 => 0.32448929803989
225 => 0.31486862396805
226 => 0.31811531904945
227 => 0.30278197256967
228 => 0.312591704267
301 => 0.28811931304869
302 => 0.30850064765633
303 => 0.29740801385496
304 => 0.30485641911715
305 => 0.30483043233287
306 => 0.29111555672614
307 => 0.28320510269833
308 => 0.28824595188433
309 => 0.29365014235483
310 => 0.29452695407678
311 => 0.30153362808558
312 => 0.30348904019349
313 => 0.29756405021708
314 => 0.28761217713577
315 => 0.2899237702745
316 => 0.28315825833716
317 => 0.27130195889862
318 => 0.2798173601465
319 => 0.2827248925283
320 => 0.28400902446656
321 => 0.27234971567395
322 => 0.2686861077154
323 => 0.26673563357892
324 => 0.28610710678198
325 => 0.28716831981267
326 => 0.28173900390725
327 => 0.30628002662861
328 => 0.3007256373656
329 => 0.30693125103079
330 => 0.28971401742614
331 => 0.29037173893591
401 => 0.28222082462906
402 => 0.28678479199661
403 => 0.28355912696476
404 => 0.28641606853531
405 => 0.28812850753309
406 => 0.29627808435511
407 => 0.30859370273279
408 => 0.29506080934234
409 => 0.28916433389752
410 => 0.29282247410045
411 => 0.30256458352493
412 => 0.31732437799243
413 => 0.30858628259913
414 => 0.31246410095219
415 => 0.31331123175021
416 => 0.30686808370906
417 => 0.31756194605112
418 => 0.32329287375702
419 => 0.32917161973487
420 => 0.33427597014872
421 => 0.32682351931492
422 => 0.33479870997395
423 => 0.32837211411344
424 => 0.32260679325729
425 => 0.32261553686921
426 => 0.31899886687825
427 => 0.31199111304102
428 => 0.3106987757152
429 => 0.31742167768832
430 => 0.32281280840957
501 => 0.32325684775755
502 => 0.32624165473114
503 => 0.32800803275215
504 => 0.34532093863252
505 => 0.35228433259748
506 => 0.36079903892753
507 => 0.36411599690564
508 => 0.37409885122449
509 => 0.36603688559423
510 => 0.36429262861798
511 => 0.3400774894072
512 => 0.34404271709641
513 => 0.35039142921439
514 => 0.34018217733165
515 => 0.3466575978054
516 => 0.34793598297507
517 => 0.33983527085929
518 => 0.34416221121144
519 => 0.33267114048455
520 => 0.30884417667316
521 => 0.31758847227314
522 => 0.3240272171328
523 => 0.31483833432655
524 => 0.33130905109787
525 => 0.32168719838468
526 => 0.31863753300497
527 => 0.30673970107455
528 => 0.31235501975616
529 => 0.31994981867666
530 => 0.31525711593393
531 => 0.32499517873795
601 => 0.33878687271493
602 => 0.3486156551525
603 => 0.34937018702358
604 => 0.3430509383935
605 => 0.35317757465211
606 => 0.35325133614175
607 => 0.34182844907352
608 => 0.33483199434713
609 => 0.33324238511263
610 => 0.33721354064166
611 => 0.34203525656966
612 => 0.34963775870015
613 => 0.35423179151428
614 => 0.36621059260679
615 => 0.36945171272329
616 => 0.37301272108509
617 => 0.37777132643077
618 => 0.38348525222963
619 => 0.37098350787571
620 => 0.37148022548506
621 => 0.35983877424111
622 => 0.34739821403398
623 => 0.35683904849347
624 => 0.36918168368768
625 => 0.36635026953673
626 => 0.36603167760421
627 => 0.36656746086468
628 => 0.3644326670602
629 => 0.35477707380171
630 => 0.3499280953145
701 => 0.35618451466934
702 => 0.35950952311525
703 => 0.36466632124364
704 => 0.36403063702752
705 => 0.37731399520657
706 => 0.38247550652705
707 => 0.38115497105775
708 => 0.38139798136456
709 => 0.39074265106438
710 => 0.40113584564847
711 => 0.41087044387929
712 => 0.4207728953104
713 => 0.40883510361094
714 => 0.40277382920658
715 => 0.40902751720445
716 => 0.40570922232575
717 => 0.42477712896896
718 => 0.42609734945388
719 => 0.44516387727041
720 => 0.46326028256819
721 => 0.45189425463143
722 => 0.46261190703866
723 => 0.47420392194009
724 => 0.49656679942159
725 => 0.48903576902134
726 => 0.48326711776103
727 => 0.47781577019397
728 => 0.48915915910398
729 => 0.50375224772164
730 => 0.50689545923902
731 => 0.51198866269639
801 => 0.50663378202825
802 => 0.51308314597226
803 => 0.53585223468874
804 => 0.52969982592925
805 => 0.5209624164417
806 => 0.53893642521683
807 => 0.54544114912036
808 => 0.5910947080257
809 => 0.64873421199814
810 => 0.62487107887216
811 => 0.61005846208237
812 => 0.61353977838794
813 => 0.63458777401833
814 => 0.64134772218483
815 => 0.62297185277443
816 => 0.62946252050592
817 => 0.6652267378548
818 => 0.68441309300901
819 => 0.65835544563832
820 => 0.58646343000385
821 => 0.52017570831541
822 => 0.53775819708219
823 => 0.53576488850419
824 => 0.57418907836859
825 => 0.52955309301507
826 => 0.53030464853306
827 => 0.56952340995193
828 => 0.55906051678516
829 => 0.54211196984111
830 => 0.52029945146449
831 => 0.47997699383156
901 => 0.44426226863116
902 => 0.51430706935914
903 => 0.51128661018354
904 => 0.50691253769031
905 => 0.51664656269992
906 => 0.5639122250954
907 => 0.56282259859317
908 => 0.55589095071828
909 => 0.56114854453864
910 => 0.5411902882243
911 => 0.54633398531756
912 => 0.52016520800162
913 => 0.5319945882531
914 => 0.54207560587134
915 => 0.54409951941022
916 => 0.5486594999569
917 => 0.50969496544873
918 => 0.52718889750427
919 => 0.53746494362714
920 => 0.49103739339827
921 => 0.53654722023507
922 => 0.50901667959121
923 => 0.49967240060184
924 => 0.51225324124588
925 => 0.50735047541163
926 => 0.50313536524741
927 => 0.50078326135099
928 => 0.51002124222326
929 => 0.50959027937379
930 => 0.49447514965194
1001 => 0.47475807910128
1002 => 0.48137577516886
1003 => 0.47897150414628
1004 => 0.4702581158033
1005 => 0.47612988748795
1006 => 0.45027357662442
1007 => 0.40578913767781
1008 => 0.43517692064116
1009 => 0.43404552296482
1010 => 0.43347502095162
1011 => 0.45555912762991
1012 => 0.45343625033982
1013 => 0.44958320727103
1014 => 0.47018735164575
1015 => 0.46266656178413
1016 => 0.4858438640167
1017 => 0.50110993428099
1018 => 0.49723796505633
1019 => 0.51159577792722
1020 => 0.48152823352039
1021 => 0.49151546567184
1022 => 0.49357382037654
1023 => 0.46993309970247
1024 => 0.45378357931854
1025 => 0.45270659042695
1026 => 0.42470554762222
1027 => 0.43966347867199
1028 => 0.45282583899453
1029 => 0.44652208984046
1030 => 0.44452651117743
1031 => 0.45472148977865
1101 => 0.45551372693005
1102 => 0.43745063592056
1103 => 0.44120652452513
1104 => 0.45686920437073
1105 => 0.44081186517932
1106 => 0.40961507808187
1107 => 0.40187784355238
1108 => 0.40084555384062
1109 => 0.37986156014883
1110 => 0.40239488256067
1111 => 0.3925584834724
1112 => 0.42363155033408
1113 => 0.40588278119089
1114 => 0.40511766722714
1115 => 0.40396108525312
1116 => 0.38589929504473
1117 => 0.38985367921372
1118 => 0.40299865446115
1119 => 0.40768892971818
1120 => 0.40719969558258
1121 => 0.40293423691122
1122 => 0.40488694204829
1123 => 0.39859659843423
1124 => 0.39637534718193
1125 => 0.38936446722637
1126 => 0.37906041049672
1127 => 0.38049325278343
1128 => 0.36007822019888
1129 => 0.34895502693903
1130 => 0.34587627364604
1201 => 0.34175923607269
1202 => 0.34634130399496
1203 => 0.36002038697658
1204 => 0.34352051072141
1205 => 0.31523263021366
1206 => 0.31693278003238
1207 => 0.32075251189603
1208 => 0.31363446683817
1209 => 0.30689783456315
1210 => 0.31275478976603
1211 => 0.30076884188236
1212 => 0.32220095643423
1213 => 0.32162127779841
1214 => 0.32960984475027
1215 => 0.33460525960717
1216 => 0.32309244564678
1217 => 0.32019700406971
1218 => 0.32184637918249
1219 => 0.29458588259661
1220 => 0.32738208059401
1221 => 0.32766570347618
1222 => 0.32523715216657
1223 => 0.34270011513117
1224 => 0.37955241382121
1225 => 0.36568709667374
1226 => 0.36031802679281
1227 => 0.35011142102439
1228 => 0.36371111720252
1229 => 0.36266687272435
1230 => 0.3579444031761
1231 => 0.35508823885832
]
'min_raw' => 0.26673563357892
'max_raw' => 0.68441309300901
'avg_raw' => 0.47557436329397
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.266735'
'max' => '$0.684413'
'avg' => '$0.475574'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.16402528490407
'max_diff' => 0.39781936963133
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0083725267460607
]
1 => [
'year' => 2028
'avg' => 0.014369686458121
]
2 => [
'year' => 2029
'avg' => 0.039255393519586
]
3 => [
'year' => 2030
'avg' => 0.030285477639475
]
4 => [
'year' => 2031
'avg' => 0.029744092279889
]
5 => [
'year' => 2032
'avg' => 0.052150754576987
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0083725267460607
'min' => '$0.008372'
'max_raw' => 0.052150754576987
'max' => '$0.05215'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.052150754576987
]
1 => [
'year' => 2033
'avg' => 0.13413710337087
]
2 => [
'year' => 2034
'avg' => 0.085022542443997
]
3 => [
'year' => 2035
'avg' => 0.10028428378785
]
4 => [
'year' => 2036
'avg' => 0.19465203602626
]
5 => [
'year' => 2037
'avg' => 0.47557436329397
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.052150754576987
'min' => '$0.05215'
'max_raw' => 0.47557436329397
'max' => '$0.475574'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.47557436329397
]
]
]
]
'prediction_2025_max_price' => '$0.014315'
'last_price' => 0.01388068
'sma_50day_nextmonth' => '$0.011738'
'sma_200day_nextmonth' => '$0.017414'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.012846'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011865'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.010547'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010237'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0125036'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.014116'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.017999'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0129039'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012179'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.011256'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0110093'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.012159'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.014023'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0159022'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.015838'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.01574'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.017216'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.012537'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.012364'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.013081'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.014813'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.01628'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.01452'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.008782'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '69.01'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 122.01
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.010858'
'vwma_10_action' => 'BUY'
'hma_9' => '0.013384'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 260.62
'cci_20_action' => 'SELL'
'adx_14' => 26.59
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000648'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 87.28
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001190'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 23
'sell_pct' => 32.35
'buy_pct' => 67.65
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767705985
'last_updated_date' => '6 Ocak 2026'
]
Non-Playable Coin için 2026 fiyat tahmini
Non-Playable Coin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.004795 ile üst sınırda $0.014315 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Non-Playable Coin 3.13% artabilir ve eğer NPC tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Non-Playable Coin fiyat tahmini 2027-2032
NPC için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.008372 ve üst sınırda $0.05215 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Non-Playable Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.004616 | $0.008372 | $0.012128 |
| 2028 | $0.008331 | $0.014369 | $0.0204074 |
| 2029 | $0.0183028 | $0.039255 | $0.0602079 |
| 2030 | $0.015565 | $0.030285 | $0.0450051 |
| 2031 | $0.0184035 | $0.029744 | $0.041084 |
| 2032 | $0.028091 | $0.05215 | $0.0762098 |
Non-Playable Coin fiyat tahmini 2032-2037
Non-Playable Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.05215 ve üst sınırda $0.475574 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Non-Playable Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.028091 | $0.05215 | $0.0762098 |
| 2033 | $0.065278 | $0.134137 | $0.202995 |
| 2034 | $0.052481 | $0.085022 | $0.117564 |
| 2035 | $0.062048 | $0.100284 | $0.138519 |
| 2036 | $0.10271 | $0.194652 | $0.286593 |
| 2037 | $0.266735 | $0.475574 | $0.684413 |
Non-Playable Coin Potansiyel fiyat histogramı
Teknik Analize Dayalı Non-Playable Coin Fiyat Tahmini
6 Ocak 2026 itibariyle, Non-Playable Coin için genel fiyat tahmini duyarlılığı Boğa, 23 teknik gösterge yükseliş sinyalleri gösterirken 11 düşüş sinyalleri gösteriyor. NPC fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Non-Playable Coin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Non-Playable Coin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.017414 seviyesine ulaşması bekleniyor. Non-Playable Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.011738 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 69.01 seviyesinde olup, NPC piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler NPC Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.012846 | BUY |
| SMA 5 | $0.011865 | BUY |
| SMA 10 | $0.010547 | BUY |
| SMA 21 | $0.010237 | BUY |
| SMA 50 | $0.0125036 | BUY |
| SMA 100 | $0.014116 | SELL |
| SMA 200 | $0.017999 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.0129039 | BUY |
| EMA 5 | $0.012179 | BUY |
| EMA 10 | $0.011256 | BUY |
| EMA 21 | $0.0110093 | BUY |
| EMA 50 | $0.012159 | BUY |
| EMA 100 | $0.014023 | SELL |
| EMA 200 | $0.0159022 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.015838 | SELL |
| SMA 50 | $0.01574 | SELL |
| SMA 100 | $0.017216 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.014813 | SELL |
| EMA 50 | $0.01628 | SELL |
| EMA 100 | $0.01452 | SELL |
| EMA 200 | $0.008782 | BUY |
Non-Playable Coin Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 69.01 | NEUTRAL |
| Stoch RSI (14) | 122.01 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 260.62 | SELL |
| Ortalama Yön Endeksi (14) | 26.59 | SELL |
| Harika Osilatör (5, 34) | 0.000648 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 87.28 | SELL |
| VWMA (10) | 0.010858 | BUY |
| Hull Hareketli Ortalaması (9) | 0.013384 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.001190 | SELL |
Dünya genelinde para akışlarına göre Non-Playable Coin fiyat tahmini
Non-Playable Coin fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Non-Playable Coin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.0195046 | $0.0274073 | $0.038511 | $0.054115 | $0.076041 | $0.10685 |
| Amazon.com hisseleri | $0.028962 | $0.060432 | $0.126096 | $0.2631078 | $0.54899 | $1.14 |
| Apple hisseleri | $0.019688 | $0.027926 | $0.039612 | $0.056186 | $0.079696 | $0.113043 |
| Netflix hisseleri | $0.0219015 | $0.034557 | $0.054525 | $0.086033 | $0.135746 | $0.214187 |
| Google hisseleri | $0.017975 | $0.023278 | $0.030145 | $0.039037 | $0.050553 | $0.065466 |
| Tesla hisseleri | $0.031466 | $0.071332 | $0.1617044 | $0.366571 | $0.83099 | $1.88 |
| Kodak hisseleri | $0.010409 | $0.0078056 | $0.005853 | $0.004389 | $0.003291 | $0.002468 |
| Nokia hisseleri | $0.009195 | $0.006091 | $0.004035 | $0.002673 | $0.00177 | $0.001173 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Non-Playable Coin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Non-Playable Coin için şimdi mi yatırım yapmalıyım?", "Bugün mü NPC satın almalıyım?", "Non-Playable Coin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Non-Playable Coin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Non-Playable Coin gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Non-Playable Coin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Non-Playable Coin fiyatı bugün $0.01388 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Non-Playable Coin tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Non-Playable Coin tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Non-Playable Coin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.014241 | $0.014611 | $0.014991 | $0.015381 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.0146022 | $0.015361 | $0.016159 | $0.017000092 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.015684 | $0.017723 | $0.020026 | $0.022629 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.017488 | $0.022034 | $0.027762 | $0.034978 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.021096 | $0.032064 | $0.048733 | $0.074067 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.03192 | $0.0734071 | $0.168811 | $0.3882091 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.049961 | $0.179825 | $0.64725 | $2.32 |
Soru Kutusu
NPC iyi bir yatırım mı?
Non-Playable Coin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Non-Playable Coin değeri son 24 saat içinde 6.3077% oranında yükselmiştir, ve Non-Playable Coin son 30 günlük sürede -52.63% oranında azalmıştır. Bu nedenle, Non-Playable Coin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Non-Playable Coin yükselebilir mi?
Non-Playable Coin ortalama değeri yıl sonuna kadar $0.014315 seviyesine kadar yükselebilir gibi görünmektedir. Non-Playable Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.0450051 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Non-Playable Coin fiyatı ne olacak?
Yeni deneysel Non-Playable Coin tahminimize göre, Non-Playable Coin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.013999 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Non-Playable Coin fiyatı ne olacak?
Yeni deneysel Non-Playable Coin tahminimize göre, Non-Playable Coin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.012268 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Non-Playable Coin fiyatı ne kadar yükselebilir?
Son Non-Playable Coin değer tahminimize göre, NPC fiyatı $0.004795 ve $0.014315 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Non-Playable Coin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Non-Playable Coin nerede olacak?
Non-Playable Coin'ın geleceği $0.0450051 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Non-Playable Coin'ın 2030 tahminine dayanarak, Non-Playable Coin değeri yaklaşık olarak $0.0450051 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.015565 seviyesinde beklenmektedir.
2026 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel Non-Playable Coin fiyat tahmin simülasyonumuza göre, 2026 yılında NPC'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.014315 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.014315 ve $0.004795 arasında olacaktır.
2027 yılında Non-Playable Coin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında NPC'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.012128 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.012128 ve $0.004616 arasında olacaktır.
2028 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel Non-Playable Coin fiyat tahmin modelimize göre, NPC'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.0204074 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.0204074 ve $0.008331 arasında olacaktır.
2029 yılında Non-Playable Coin ne kadar olacak?
Deneysel tahmin modelimize göre, Non-Playable Coin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.0602079 seviyesine ulaşacaktır. Fiyat aralığı $0.0602079 ve $0.0183028 arasında olacaktır.
2030 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel simülasyona göre, NPC'ın değeri 224.23% oranında artacaktır, $0.0450051 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.0450051 ve $0.015565 arasında olacaktır.
2031 yılında Non-Playable Coin ne kadar olacak?
Non-Playable Coin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.041084 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.041084 ve $0.0184035 arasında olacaktır.
2032 yılında Non-Playable Coin ne kadar olacak?
Non-Playable Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.0762098 seviyesine ulaşabilir. Fiyat $0.0762098 ve $0.028091 arasında olacaktır.
2033 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.202995 seviyesine ulaşacaktır. Fiyat aralığı $0.202995 ve $0.065278 arasında olacaktır.
2034 yılında Non-Playable Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, NPC'ın değeri 746.96% oranında artacaktır, ve $0.117564 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.117564 ve $0.052481 arasında olacaktır.
2035 yılında Non-Playable Coin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında NPC'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.138519 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.138519 ve $0.062048 arasında olacaktır.
2036 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.286593 seviyesine ulaşacaktır. Fiyat $0.286593 ve $0.10271 arasında olacaktır.
2037 yılında Non-Playable Coin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Non-Playable Coin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.684413 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.684413 ve $0.266735 arasında olacaktır.
İlgili Tahminler
Sommelier Fiyat Tahmini
Mintlayer Fiyat Tahmini
Bit2Me Fiyat Tahmini
Tokocrypto Fiyat Tahmini
Miracle Play Fiyat Tahmini
Mochi Fiyat Tahmini
NuNet Fiyat Tahmini
Machine Xchange Coin Fiyat Tahmini
enqAI Fiyat Tahmini
MCDex Fiyat Tahmini
Bean Fiyat Tahmini
DeGate Fiyat Tahmini
Socean Staked Sol Fiyat Tahmini
Aleph Fiyat Tahmini
ZTX Fiyat Tahmini
Stride Staked Atom Fiyat Tahmini
Manifold Finance Fiyat Tahmini
Lumerin Fiyat TahminiCompound Basic Attention Token Fiyat Tahmini
Rave Fiyat Tahmini
Decubate Fiyat Tahmini
GraphLinq Protocol Fiyat Tahmini
RocketX Exchange Fiyat Tahmini
TempleDAO Fiyat Tahmini
sETH Fiyat Tahmini
Non-Playable Coin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Non-Playable Coin tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Non-Playable Coin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Non-Playable Coin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), NPC'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. NPC'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca NPC'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Non-Playable Coin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Non-Playable Coin'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde NPC'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Non-Playable Coin fiyatını ne etkiler?
Non-Playable Coin'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da NPC'ın fiyatını etkiler. Non-Playable Coin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Non-Playable Coin'ın büyük sahipleri olan NPC "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Non-Playable Coin pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam


