RunesTerminal Geleceği Fiyat Tahmini - RUNI
2026 yılına kadar RunesTerminal fiyat tahmini $0.015957 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.005345 | $0.015957 |
| 2027 | $0.005146 | $0.013519 |
| 2028 | $0.009287 | $0.022747 |
| 2029 | $0.0204017 | $0.067112 |
| 2030 | $0.01735 | $0.050166 |
| 2031 | $0.020514 | $0.045796 |
| 2032 | $0.031313 | $0.084949 |
| 2033 | $0.072764 | $0.226274 |
| 2034 | $0.058499 | $0.131045 |
| 2035 | $0.069164 | $0.1544047 |
Yatırım Kârı Hesaplayıcı
Bugün RunesTerminal’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.43 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
RunesTerminal için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'RunesTerminal'
'name_with_ticker' => 'RunesTerminal <small>RUNI</small>'
'name_lang' => 'RunesTerminal'
'name_lang_with_ticker' => 'RunesTerminal <small>RUNI</small>'
'name_with_lang' => 'RunesTerminal'
'name_with_lang_with_ticker' => 'RunesTerminal <small>RUNI</small>'
'image' => '/uploads/coins/runesterminal.jpeg?1717607133'
'price_for_sd' => 0.01547
'ticker' => 'RUNI'
'marketcap' => '$0'
'low24h' => '$0.01513'
'high24h' => '$0.0155'
'volume24h' => '$23.9K'
'current_supply' => '0'
'max_supply' => '0'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01547'
'change_24h_pct' => '-0.1703%'
'ath_price' => '$1.73'
'ath_days' => 546
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 Tem 2024'
'ath_pct' => '-99.11%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.762899'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.015604'
'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' => '$0.013674'
'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' => '$0.005345'
'current_year_max_price_prediction' => '$0.015957'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.01735'
'grand_prediction_max_price' => '$0.050166'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.015765675357476
107 => 0.01582453866632
108 => 0.015957160706782
109 => 0.014823919891558
110 => 0.015332711747391
111 => 0.015631579295344
112 => 0.0142812848408
113 => 0.015604888315505
114 => 0.014804192690198
115 => 0.014532424568924
116 => 0.014898324541492
117 => 0.014755732966333
118 => 0.014633141103269
119 => 0.014564732737284
120 => 0.014833409294232
121 => 0.014820875211712
122 => 0.014381268216673
123 => 0.013807818812319
124 => 0.014000287255255
125 => 0.013930361665535
126 => 0.013676942307809
127 => 0.013847716356947
128 => 0.013095713871313
129 => 0.01180193268047
130 => 0.012656644164731
131 => 0.012623738702334
201 => 0.012607146276049
202 => 0.013249438333981
203 => 0.01318769677281
204 => 0.013075635234709
205 => 0.013674884209782
206 => 0.013456150272844
207 => 0.014130236726289
208 => 0.014574233661706
209 => 0.014461621677088
210 => 0.014879202940872
211 => 0.014004721339449
212 => 0.014295189049329
213 => 0.014355054041765
214 => 0.013667489570449
215 => 0.013197798455788
216 => 0.013166475413311
217 => 0.012352095747913
218 => 0.012787130791726
219 => 0.013169943627308
220 => 0.01298660598654
221 => 0.012928566766529
222 => 0.013225076554394
223 => 0.013248117904345
224 => 0.012722772683635
225 => 0.01283200859054
226 => 0.013287540481293
227 => 0.012820530355667
228 => 0.011913205967248
301 => 0.011688176974178
302 => 0.011658153958396
303 => 0.011047857481917
304 => 0.011703214487513
305 => 0.011417133592095
306 => 0.012320859712946
307 => 0.011804656199496
308 => 0.011782403697754
309 => 0.011748765777639
310 => 0.011223458389304
311 => 0.011338467322323
312 => 0.011720774532034
313 => 0.011857186051458
314 => 0.011842957212396
315 => 0.01171890101814
316 => 0.0117756933086
317 => 0.011592745553283
318 => 0.011528142893152
319 => 0.011324239127418
320 => 0.011024556921643
321 => 0.011066229570414
322 => 0.010472480704657
323 => 0.010148974809956
324 => 0.010059432642042
325 => 0.0099396931128821
326 => 0.010072957540475
327 => 0.010470798688721
328 => 0.0099909178572284
329 => 0.0091681958313602
330 => 0.009217642826965
331 => 0.0093287355451442
401 => 0.0091217149997691
402 => 0.0089257874274889
403 => 0.0090961305554801
404 => 0.0087475323873669
405 => 0.0093708619683132
406 => 0.0093540026500096
407 => 0.0095863413713437
408 => 0.0097316275418644
409 => 0.0093967899557704
410 => 0.0093125792083649
411 => 0.0093605494772521
412 => 0.00856770778764
413 => 0.0095215492905339
414 => 0.0095297981514601
415 => 0.0094591663961816
416 => 0.0099670575499201
417 => 0.011038866299532
418 => 0.010635608734521
419 => 0.010479455216824
420 => 0.010182607265535
421 => 0.01057813953554
422 => 0.010547768828469
423 => 0.010410420973341
424 => 0.010327352562009
425 => 0.010480408656905
426 => 0.010308387218054
427 => 0.010277487440804
428 => 0.010090268409954
429 => 0.010023439733864
430 => 0.0099739624426131
501 => 0.0099194928064841
502 => 0.010039639250797
503 => 0.0097673716014028
504 => 0.00943904350696
505 => 0.0094117465784663
506 => 0.0094871157980079
507 => 0.0094537705289392
508 => 0.0094115869341468
509 => 0.0093310469636697
510 => 0.0093071524748933
511 => 0.0093847979714586
512 => 0.0092971407328501
513 => 0.0094264837633538
514 => 0.0093913096159331
515 => 0.009194829687734
516 => 0.0089499429510116
517 => 0.0089477629453874
518 => 0.0088950024996553
519 => 0.0088278041394294
520 => 0.0088091110929048
521 => 0.0090817847323663
522 => 0.0096462110056165
523 => 0.0095354006226014
524 => 0.0096154724806346
525 => 0.010009346772127
526 => 0.01013454756518
527 => 0.010045683007814
528 => 0.0099240397207656
529 => 0.0099293914080456
530 => 0.010345083343818
531 => 0.010371009539954
601 => 0.010436516673482
602 => 0.010520711852379
603 => 0.010060021810851
604 => 0.0099076929485188
605 => 0.0098355110826624
606 => 0.0096132188737223
607 => 0.0098529419631705
608 => 0.0097132655849152
609 => 0.0097321127003664
610 => 0.0097198384917039
611 => 0.009726541039612
612 => 0.0093706877349918
613 => 0.0095003419760963
614 => 0.0092847666534065
615 => 0.0089961354957904
616 => 0.0089951679029429
617 => 0.009065809969866
618 => 0.0090237893042358
619 => 0.008910712773475
620 => 0.0089267747609634
621 => 0.0087860548493477
622 => 0.0089438607060498
623 => 0.0089483860133635
624 => 0.0088876221627901
625 => 0.0091307438580516
626 => 0.0092303510149687
627 => 0.0091903549468334
628 => 0.009227544784207
629 => 0.0095400052942946
630 => 0.0095909499910467
701 => 0.0096135762601262
702 => 0.0095832600569659
703 => 0.0092332559887395
704 => 0.0092487801574976
705 => 0.0091348741075987
706 => 0.009038635498558
707 => 0.0090424845382147
708 => 0.009091963693405
709 => 0.0093080420660354
710 => 0.0097627662627203
711 => 0.0097800227135854
712 => 0.0098009380354402
713 => 0.0097158649102585
714 => 0.0096902060416635
715 => 0.0097240567124562
716 => 0.0098948272124686
717 => 0.010334095302239
718 => 0.010178828621585
719 => 0.010052594393343
720 => 0.010163335844015
721 => 0.010146288065704
722 => 0.010002387660484
723 => 0.0099983488553847
724 => 0.009722157970025
725 => 0.0096200564882697
726 => 0.0095347328479515
727 => 0.009441561660154
728 => 0.0093863266569012
729 => 0.0094711927257576
730 => 0.0094906025998108
731 => 0.0093050414570514
801 => 0.0092797501589653
802 => 0.0094312833937581
803 => 0.0093645992668542
804 => 0.0094331855450616
805 => 0.009449098149928
806 => 0.0094465358540461
807 => 0.0093769099669352
808 => 0.0094212874311059
809 => 0.0093163214987835
810 => 0.0092021868127562
811 => 0.009129375993913
812 => 0.0090658388975187
813 => 0.009101092971396
814 => 0.008975418635163
815 => 0.0089352128856774
816 => 0.0094062533447694
817 => 0.0097542159964389
818 => 0.0097491564816753
819 => 0.0097183579867534
820 => 0.009672597670546
821 => 0.0098914795603146
822 => 0.0098152254866008
823 => 0.0098707066964686
824 => 0.0098848289929191
825 => 0.0099275729309109
826 => 0.0099428502147774
827 => 0.009896671652177
828 => 0.0097416907558538
829 => 0.0093554930973576
830 => 0.009175717044807
831 => 0.0091163879530584
901 => 0.0091185444528614
902 => 0.0090590585612535
903 => 0.0090765798223027
904 => 0.0090529653816984
905 => 0.0090082453441407
906 => 0.0090983316350946
907 => 0.0091087132409151
908 => 0.0090876860241555
909 => 0.0090926386948987
910 => 0.0089185423209705
911 => 0.0089317784901629
912 => 0.008858077818129
913 => 0.0088442598305975
914 => 0.0086579509495476
915 => 0.0083278777608635
916 => 0.0085107703483741
917 => 0.0082898618212507
918 => 0.0082062004147187
919 => 0.0086022405012233
920 => 0.0085624890609803
921 => 0.00849445187482
922 => 0.008393810696297
923 => 0.0083564819042084
924 => 0.0081296839803373
925 => 0.0081162835490751
926 => 0.0082286907242047
927 => 0.0081768186805771
928 => 0.0081039706858448
929 => 0.0078401226334074
930 => 0.0075434700653797
1001 => 0.0075524241417169
1002 => 0.0076467838041893
1003 => 0.0079211472489619
1004 => 0.0078139487045534
1005 => 0.0077361749306235
1006 => 0.0077216102406375
1007 => 0.0079039178290563
1008 => 0.0081619212612894
1009 => 0.0082829706991917
1010 => 0.0081630143825566
1011 => 0.0080252150249129
1012 => 0.0080336022333119
1013 => 0.0080893985732551
1014 => 0.0080952619796654
1015 => 0.0080055687638422
1016 => 0.0080308168787154
1017 => 0.007992462683487
1018 => 0.0077570830581665
1019 => 0.0077528257871413
1020 => 0.0076950598310785
1021 => 0.0076933107008865
1022 => 0.0075950363992306
1023 => 0.0075812871450908
1024 => 0.0073861575543292
1025 => 0.0075145924418753
1026 => 0.0074284450624436
1027 => 0.0072986006415276
1028 => 0.0072762154144203
1029 => 0.0072755424874626
1030 => 0.007408863675062
1031 => 0.0075130345061748
1101 => 0.0074299436329917
1102 => 0.0074110254518168
1103 => 0.0076130221327666
1104 => 0.0075873162138751
1105 => 0.0075650550539005
1106 => 0.0081388198837393
1107 => 0.0076846402494939
1108 => 0.0074865920052957
1109 => 0.0072414696947589
1110 => 0.0073212827550836
1111 => 0.0073381005395919
1112 => 0.0067486255693683
1113 => 0.006509475647363
1114 => 0.0064274084063055
1115 => 0.0063801775488164
1116 => 0.006401701243662
1117 => 0.0061864382643692
1118 => 0.006331098546575
1119 => 0.0061446990022341
1120 => 0.0061134485120288
1121 => 0.0064467539877829
1122 => 0.0064931314975917
1123 => 0.0062952706323843
1124 => 0.0064223293386118
1125 => 0.0063762560854856
1126 => 0.0061478942874227
1127 => 0.0061391725464524
1128 => 0.0060245886234898
1129 => 0.0058452869718728
1130 => 0.0057633413057782
1201 => 0.0057206632913913
1202 => 0.0057382730719053
1203 => 0.0057293690280092
1204 => 0.0056712641186602
1205 => 0.005732699533398
1206 => 0.0055757574356091
1207 => 0.0055132618277011
1208 => 0.0054850340114962
1209 => 0.0053457388664585
1210 => 0.0055674193870457
1211 => 0.005611093242259
1212 => 0.0056548531484586
1213 => 0.0060357532557692
1214 => 0.0060167245628205
1215 => 0.0061887346797275
1216 => 0.0061820506828908
1217 => 0.0061329906111698
1218 => 0.0059260142385688
1219 => 0.0060085113316885
1220 => 0.005754598101961
1221 => 0.0059448471580942
1222 => 0.0058580254338655
1223 => 0.0059154926457977
1224 => 0.0058121614171341
1225 => 0.0058693491855184
1226 => 0.0056214499335233
1227 => 0.0053899651000468
1228 => 0.0054831213545013
1229 => 0.0055843928568032
1230 => 0.0058039752772927
1231 => 0.0056731937991648
]
'min_raw' => 0.0053457388664585
'max_raw' => 0.015957160706782
'avg_raw' => 0.01065144978662
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005345'
'max' => '$0.015957'
'avg' => '$0.010651'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010126741133542
'max_diff' => 0.00048468070678226
'year' => 2026
]
1 => [
'items' => [
101 => 0.0057202277640948
102 => 0.0055626718549699
103 => 0.005237589010825
104 => 0.0052394289444189
105 => 0.0051894220311619
106 => 0.005146208756979
107 => 0.0056882156251512
108 => 0.0056208085032333
109 => 0.0055134040764833
110 => 0.0056571691697705
111 => 0.0056951829422944
112 => 0.0056962651409571
113 => 0.0058011524419053
114 => 0.0058571308132235
115 => 0.0058669972437924
116 => 0.0060320396780745
117 => 0.0060873597250835
118 => 0.0063152151695276
119 => 0.0058523814395162
120 => 0.0058428496834228
121 => 0.0056591922394584
122 => 0.0055427137849869
123 => 0.0056671676188878
124 => 0.0057774167260814
125 => 0.0056626179865371
126 => 0.005677608278388
127 => 0.0055235003499514
128 => 0.0055785866829154
129 => 0.0056260344537945
130 => 0.0055998365835662
131 => 0.005560617103843
201 => 0.0057683775565558
202 => 0.005756654897594
203 => 0.0059501262075523
204 => 0.0061009509289309
205 => 0.0063712557927852
206 => 0.006089178576042
207 => 0.0060788985611085
208 => 0.0061793873560498
209 => 0.0060873443407726
210 => 0.0061455123492109
211 => 0.0063618840273519
212 => 0.006366455619957
213 => 0.0062898755536573
214 => 0.0062852156496633
215 => 0.0062999236890903
216 => 0.0063860691354114
217 => 0.0063559672694846
218 => 0.0063908019108211
219 => 0.0064343631632193
220 => 0.0066145509727267
221 => 0.006657993643576
222 => 0.0065524504758546
223 => 0.0065619798421831
224 => 0.0065225038002306
225 => 0.0064843704383378
226 => 0.0065700886669425
227 => 0.0067267404145136
228 => 0.0067257658921222
301 => 0.0067621060526838
302 => 0.0067847456716556
303 => 0.0066875598538148
304 => 0.006624295460022
305 => 0.0066485550542201
306 => 0.0066873466736482
307 => 0.00663597545486
308 => 0.0063188884950362
309 => 0.0064150724230533
310 => 0.0063990627142775
311 => 0.0063762629421336
312 => 0.0064729766255231
313 => 0.0064636483548256
314 => 0.0061842304313805
315 => 0.0062021178602702
316 => 0.0061853182251763
317 => 0.0062396012830467
318 => 0.0060844128775058
319 => 0.0061321477858403
320 => 0.0061620866728608
321 => 0.0061797209073172
322 => 0.0062434278540815
323 => 0.0062359525791815
324 => 0.0062429631804979
325 => 0.006337423764539
326 => 0.0068151729836609
327 => 0.0068411758195635
328 => 0.0067131283454888
329 => 0.0067642807857569
330 => 0.0066660792862511
331 => 0.0067320026107622
401 => 0.0067771056751218
402 => 0.0065732936001013
403 => 0.006561225171748
404 => 0.0064626183597216
405 => 0.0065156040751293
406 => 0.0064312999921079
407 => 0.0064519852652497
408 => 0.0063941474382355
409 => 0.0064982440114646
410 => 0.0066146401553068
411 => 0.0066440464178644
412 => 0.0065666912012675
413 => 0.0065106809264941
414 => 0.0064123453349236
415 => 0.006575879615257
416 => 0.0066237020224433
417 => 0.0065756284245106
418 => 0.0065644887214408
419 => 0.0065433790042524
420 => 0.0065689672477344
421 => 0.0066234415713434
422 => 0.0065977524863122
423 => 0.0066147205795587
424 => 0.0065500557055247
425 => 0.0066875920263644
426 => 0.006906032803776
427 => 0.0069067351265941
428 => 0.0068810459030891
429 => 0.0068705344263129
430 => 0.0068968931285814
501 => 0.0069111916432715
502 => 0.0069964308530486
503 => 0.0070878959212193
504 => 0.0075147234850363
505 => 0.0073948720130946
506 => 0.0077735788197984
507 => 0.0080730867349769
508 => 0.0081628960628451
509 => 0.0080802757070617
510 => 0.0077976359329909
511 => 0.0077837682772708
512 => 0.0082061514271672
513 => 0.0080868088409476
514 => 0.0080726134200618
515 => 0.0079215981253783
516 => 0.0080108668681443
517 => 0.007991342484608
518 => 0.0079605222900303
519 => 0.0081308408327133
520 => 0.0084496619401748
521 => 0.0083999706806916
522 => 0.0083628784605985
523 => 0.0082003511495335
524 => 0.0082982288925838
525 => 0.0082633765030082
526 => 0.0084131244864976
527 => 0.0083244170984025
528 => 0.0080859047034803
529 => 0.0081238885885188
530 => 0.0081181474007082
531 => 0.0082363006390254
601 => 0.0082008339696262
602 => 0.0081112219642883
603 => 0.0084485722442898
604 => 0.0084266665935474
605 => 0.0084577237979712
606 => 0.0084713961398346
607 => 0.0086767353104928
608 => 0.0087608561985908
609 => 0.0087799531129325
610 => 0.0088598614504827
611 => 0.0087779649206995
612 => 0.0091056094310687
613 => 0.0093234739118771
614 => 0.0095765347175396
615 => 0.0099463245709448
616 => 0.010085368976573
617 => 0.010060251849234
618 => 0.010340622295733
619 => 0.010844441755806
620 => 0.010162088166864
621 => 0.010880608152903
622 => 0.010653133021036
623 => 0.01011379357548
624 => 0.010079066473581
625 => 0.010444313407971
626 => 0.011254395954733
627 => 0.011051479464649
628 => 0.011254727853418
629 => 0.011017627811745
630 => 0.01100585379624
701 => 0.011243212433611
702 => 0.011797813827574
703 => 0.011534343494224
704 => 0.011156594165792
705 => 0.011435518391476
706 => 0.01119388841397
707 => 0.010649428446677
708 => 0.011051324298233
709 => 0.010782587987633
710 => 0.010861019529874
711 => 0.011425863283248
712 => 0.01135789978845
713 => 0.011445850843968
714 => 0.011290619533059
715 => 0.01114560901094
716 => 0.01087493610278
717 => 0.010794803198688
718 => 0.010816949050499
719 => 0.010794792224303
720 => 0.010643353219801
721 => 0.010610649981197
722 => 0.010556143150762
723 => 0.010573037096699
724 => 0.010470548308947
725 => 0.0106639658267
726 => 0.010699865822385
727 => 0.010840618962123
728 => 0.010855232420021
729 => 0.011247227910698
730 => 0.01103132338165
731 => 0.011176170780035
801 => 0.011163214265367
802 => 0.010125482696685
803 => 0.010268472950867
804 => 0.010490920913559
805 => 0.010390708407887
806 => 0.010249031370982
807 => 0.010134619567439
808 => 0.0099612739858642
809 => 0.010205254563124
810 => 0.010526063077779
811 => 0.010863368653368
812 => 0.011268619201301
813 => 0.011178171996639
814 => 0.01085579277626
815 => 0.010870254472588
816 => 0.01095965098882
817 => 0.01084387437777
818 => 0.010809729594943
819 => 0.010954960019989
820 => 0.010955960142109
821 => 0.010822745159025
822 => 0.010674701083411
823 => 0.010674080773329
824 => 0.010647737760009
825 => 0.011022314175294
826 => 0.011228293329753
827 => 0.011251908507859
828 => 0.01122670384011
829 => 0.011236404116389
830 => 0.011116549384851
831 => 0.011390501759332
901 => 0.011641907549237
902 => 0.011574525427041
903 => 0.011473510046936
904 => 0.011393046431123
905 => 0.011555570756326
906 => 0.011548333803962
907 => 0.011639711738984
908 => 0.011635566308027
909 => 0.011604839345377
910 => 0.011574526524398
911 => 0.011694713433174
912 => 0.011660101533589
913 => 0.011625435872164
914 => 0.011555908581129
915 => 0.011565358494707
916 => 0.011464360556332
917 => 0.011417634288688
918 => 0.01071498333532
919 => 0.010527212040798
920 => 0.010586288712492
921 => 0.010605738286738
922 => 0.010524019978727
923 => 0.010641183040704
924 => 0.010622923301602
925 => 0.010693961264861
926 => 0.010649579829526
927 => 0.010651401259113
928 => 0.010781917597312
929 => 0.010819807045547
930 => 0.010800536166369
1001 => 0.010814032829578
1002 => 0.011125057736645
1003 => 0.011080839940877
1004 => 0.011057350118169
1005 => 0.011063856959591
1006 => 0.011143330491796
1007 => 0.011165578741719
1008 => 0.011071311343437
1009 => 0.011115768393421
1010 => 0.011305060869809
1011 => 0.011371302523519
1012 => 0.011582714084363
1013 => 0.011492902695776
1014 => 0.011657755386474
1015 => 0.012164456355255
1016 => 0.012569244150158
1017 => 0.012196984565402
1018 => 0.012940325801327
1019 => 0.013519123579461
1020 => 0.013496908356698
1021 => 0.013395981576247
1022 => 0.012737035693976
1023 => 0.01213066386878
1024 => 0.012637919648464
1025 => 0.012639212747765
1026 => 0.012595639026427
1027 => 0.012325006385494
1028 => 0.012586221597153
1029 => 0.01260695591206
1030 => 0.012595350209411
1031 => 0.01238785679814
1101 => 0.012071052710321
1102 => 0.012132955470759
1103 => 0.012234353455138
1104 => 0.012042385916872
1105 => 0.011981040656673
1106 => 0.012095093166797
1107 => 0.0124625941182
1108 => 0.012393120192125
1109 => 0.012391305947149
1110 => 0.012688544864426
1111 => 0.012475785947829
1112 => 0.012133736262808
1113 => 0.012047364206259
1114 => 0.0117408015927
1115 => 0.011952545481824
1116 => 0.011960165767433
1117 => 0.01184419580333
1118 => 0.012143146586248
1119 => 0.012140391702154
1120 => 0.012424200977583
1121 => 0.012966737718307
1122 => 0.012806282907464
1123 => 0.012619691419886
1124 => 0.012639979088206
1125 => 0.012862484735449
1126 => 0.012727952741816
1127 => 0.012776331384717
1128 => 0.012862411508579
1129 => 0.012914345784554
1130 => 0.012632506545117
1201 => 0.012566796336475
1202 => 0.012432376310742
1203 => 0.012397308635097
1204 => 0.01250679094129
1205 => 0.012477946221676
1206 => 0.011959525311935
1207 => 0.0119053474424
1208 => 0.01190700900031
1209 => 0.011770776171348
1210 => 0.011562988407556
1211 => 0.01210904224444
1212 => 0.01206518647932
1213 => 0.012016773108793
1214 => 0.01202270347044
1215 => 0.01225972693355
1216 => 0.012122241354974
1217 => 0.01248776929906
1218 => 0.012412627742532
1219 => 0.012335559088614
1220 => 0.012324905853074
1221 => 0.012295240996504
1222 => 0.012193509165518
1223 => 0.012070661866468
1224 => 0.011989547438785
1225 => 0.011059723747199
1226 => 0.011232293615822
1227 => 0.011430819519434
1228 => 0.011499349865818
1229 => 0.011382123966172
1230 => 0.012198137958537
1231 => 0.012347231578248
]
'min_raw' => 0.005146208756979
'max_raw' => 0.013519123579461
'avg_raw' => 0.0093326661682202
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005146'
'max' => '$0.013519'
'avg' => '$0.009332'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00019953010947946
'max_diff' => -0.002438037127321
'year' => 2027
]
2 => [
'items' => [
101 => 0.011895617279006
102 => 0.011811138682908
103 => 0.012203676361233
104 => 0.011966928155423
105 => 0.012073535858003
106 => 0.011843108316321
107 => 0.01231131929123
108 => 0.012307752308069
109 => 0.012125607663805
110 => 0.012279555069865
111 => 0.012252802919602
112 => 0.012047162064831
113 => 0.012317838473122
114 => 0.012317972725243
115 => 0.012142662465305
116 => 0.011937938462048
117 => 0.011901338645631
118 => 0.011873765600454
119 => 0.012066754579148
120 => 0.012239787893984
121 => 0.012561759994298
122 => 0.012642711430185
123 => 0.012958670273695
124 => 0.012770532166142
125 => 0.012853931352424
126 => 0.012944472966668
127 => 0.012987881946094
128 => 0.012917149343573
129 => 0.013407963481393
130 => 0.013449403232782
131 => 0.01346329762297
201 => 0.013297797857232
202 => 0.01344480038491
203 => 0.013376022770421
204 => 0.013554963016349
205 => 0.013583023131734
206 => 0.01355925721227
207 => 0.013568163935792
208 => 0.01314934065471
209 => 0.013127622458117
210 => 0.01283149330652
211 => 0.012952168124672
212 => 0.012726572336231
213 => 0.01279811108464
214 => 0.012829644683292
215 => 0.012813173320872
216 => 0.012958990897831
217 => 0.012835016168853
218 => 0.012507826475748
219 => 0.012180547640029
220 => 0.012176438920842
221 => 0.012090272180348
222 => 0.012027989409197
223 => 0.012039987280521
224 => 0.012082269343973
225 => 0.012025531898805
226 => 0.012037639709393
227 => 0.012238710039074
228 => 0.012279033259724
229 => 0.012141999200657
301 => 0.011591787679584
302 => 0.011456764392211
303 => 0.011553816453546
304 => 0.011507431819181
305 => 0.0092873955963091
306 => 0.0098089601766102
307 => 0.0094990642136549
308 => 0.0096418785310124
309 => 0.0093255550000056
310 => 0.0094765211689388
311 => 0.0094486432299386
312 => 0.010287303640845
313 => 0.010274209112068
314 => 0.010280476770047
315 => 0.009981305124445
316 => 0.010457893679284
317 => 0.010692678338967
318 => 0.010649225947051
319 => 0.010660161977951
320 => 0.010472244734282
321 => 0.010282296219732
322 => 0.01007161408423
323 => 0.010463035450894
324 => 0.010419516076706
325 => 0.010519333863316
326 => 0.010773198598975
327 => 0.010810581145639
328 => 0.010860823667452
329 => 0.010842815299888
330 => 0.011271847675716
331 => 0.011219889024157
401 => 0.011345094424891
402 => 0.011087537416224
403 => 0.010796087213382
404 => 0.010851482368717
405 => 0.010846147369799
406 => 0.010778226710339
407 => 0.010716910975917
408 => 0.010614837553706
409 => 0.010937812965607
410 => 0.010924700753706
411 => 0.011136972223102
412 => 0.011099451178991
413 => 0.010848876463463
414 => 0.010857825788449
415 => 0.010918014299876
416 => 0.011126327425149
417 => 0.011188168943769
418 => 0.011159521488385
419 => 0.01122732789038
420 => 0.011280919305826
421 => 0.011234058147052
422 => 0.011897513333858
423 => 0.011622000484362
424 => 0.0117562835302
425 => 0.011788309245391
426 => 0.011706276049358
427 => 0.011724066112189
428 => 0.011751013209876
429 => 0.011914630710249
430 => 0.012344010374334
501 => 0.012534179704671
502 => 0.013106313517779
503 => 0.012518388789071
504 => 0.012483503768744
505 => 0.012586562345271
506 => 0.01292246546008
507 => 0.013194683384858
508 => 0.013284993775135
509 => 0.013296929784072
510 => 0.013466358079954
511 => 0.013563471219503
512 => 0.013445785028428
513 => 0.013346058303749
514 => 0.012988849554487
515 => 0.013030197439861
516 => 0.013315043367365
517 => 0.013717405017305
518 => 0.014062673171548
519 => 0.013941772297742
520 => 0.014864160622165
521 => 0.014955611656914
522 => 0.014942976080877
523 => 0.015151315147772
524 => 0.014737804527499
525 => 0.014561020725941
526 => 0.013367620353571
527 => 0.013702917180038
528 => 0.014190290808601
529 => 0.014125785081303
530 => 0.013771841324707
531 => 0.014062404673469
601 => 0.013966335343612
602 => 0.013890561477234
603 => 0.0142376962486
604 => 0.013856007307973
605 => 0.014186483169441
606 => 0.013762644458773
607 => 0.013942324562749
608 => 0.013840329445584
609 => 0.013906332786441
610 => 0.013520478604457
611 => 0.013728676154975
612 => 0.013511816901866
613 => 0.013511714082344
614 => 0.013506926902312
615 => 0.013762060851894
616 => 0.01377038076083
617 => 0.013581836386603
618 => 0.01355466419666
619 => 0.0136551340244
620 => 0.013537510169206
621 => 0.013592545630736
622 => 0.013539177137271
623 => 0.013527162765279
624 => 0.013431430205174
625 => 0.013390185986059
626 => 0.013406358907107
627 => 0.013351152389859
628 => 0.013317888466311
629 => 0.013500309870677
630 => 0.013402849473183
701 => 0.013485372666982
702 => 0.01339132707239
703 => 0.013065324067819
704 => 0.012877836292471
705 => 0.012262046837331
706 => 0.012436683962924
707 => 0.012552468557868
708 => 0.01251420174993
709 => 0.01259641366067
710 => 0.012601460804292
711 => 0.012574732874059
712 => 0.012543785354909
713 => 0.012528721814092
714 => 0.012640993106014
715 => 0.012706170369853
716 => 0.012564089090969
717 => 0.012530801435254
718 => 0.012674453452729
719 => 0.012762081100403
720 => 0.013409074417106
721 => 0.013361143062444
722 => 0.013481441356593
723 => 0.0134678976148
724 => 0.013593989392089
725 => 0.013800096157596
726 => 0.013381023474962
727 => 0.013453760002224
728 => 0.013435926685471
729 => 0.013630626161633
730 => 0.013631233992146
731 => 0.013514501930227
801 => 0.013577784274754
802 => 0.013542461806099
803 => 0.013606294281077
804 => 0.01336050290998
805 => 0.013659850268437
806 => 0.013829560931165
807 => 0.013831917363881
808 => 0.013912358871107
809 => 0.013994092101307
810 => 0.01415097191921
811 => 0.013989716808332
812 => 0.013699634561731
813 => 0.013720577562975
814 => 0.01355050244793
815 => 0.013553361441341
816 => 0.013538099910452
817 => 0.013583900913483
818 => 0.013370553654531
819 => 0.013420625829775
820 => 0.013350524491212
821 => 0.013453607615605
822 => 0.013342707214009
823 => 0.013435918085706
824 => 0.013476144807941
825 => 0.013624582279008
826 => 0.013320782878841
827 => 0.01270131533649
828 => 0.01283153492421
829 => 0.012638929925444
830 => 0.012656756251379
831 => 0.012692768266806
901 => 0.012576041542409
902 => 0.012598309322942
903 => 0.012597513761125
904 => 0.012590658039187
905 => 0.012560292909971
906 => 0.012516257465051
907 => 0.012691681124219
908 => 0.012721489022266
909 => 0.012787748287207
910 => 0.012984890915582
911 => 0.012965191718064
912 => 0.012997321926528
913 => 0.012927181861855
914 => 0.012660009847812
915 => 0.012674518573578
916 => 0.012493594530791
917 => 0.01278312165266
918 => 0.01271455780863
919 => 0.01267035425235
920 => 0.012658292902476
921 => 0.012855924209296
922 => 0.012915058593787
923 => 0.012878210013733
924 => 0.012802632500997
925 => 0.012947763667936
926 => 0.012986594645617
927 => 0.012995287469488
928 => 0.013252432071163
929 => 0.013009658996201
930 => 0.013068096888302
1001 => 0.013524012640635
1002 => 0.013110559965342
1003 => 0.013329575068539
1004 => 0.013318855418937
1005 => 0.013430896134666
1006 => 0.013309664810024
1007 => 0.013311167617588
1008 => 0.013410652182859
1009 => 0.013270944053071
1010 => 0.013236350355416
1011 => 0.013188559409869
1012 => 0.013292909191073
1013 => 0.01335546216557
1014 => 0.013859593199917
1015 => 0.014185284839273
1016 => 0.014171145706258
1017 => 0.014300350914668
1018 => 0.014242142784895
1019 => 0.01405417337933
1020 => 0.014375014234202
1021 => 0.014273486763169
1022 => 0.014281856564525
1023 => 0.014281545040101
1024 => 0.014349051932652
1025 => 0.014301217112364
1026 => 0.014206929771431
1027 => 0.014269522108548
1028 => 0.014455398972615
1029 => 0.015032366462076
1030 => 0.015355245112982
1031 => 0.015012928761873
1101 => 0.015249053997069
1102 => 0.015107462995976
1103 => 0.01508173169911
1104 => 0.01523003579633
1105 => 0.015378599480241
1106 => 0.015369136615834
1107 => 0.015261287010145
1108 => 0.015200365504473
1109 => 0.01566168355562
1110 => 0.016001574837358
1111 => 0.015978396530603
1112 => 0.016080698038628
1113 => 0.016381058430256
1114 => 0.016408519620227
1115 => 0.016405060141479
1116 => 0.016336994716856
1117 => 0.016632738529139
1118 => 0.016879453220462
1119 => 0.016321239537655
1120 => 0.016533800000514
1121 => 0.016629225240562
1122 => 0.016769337804345
1123 => 0.01700573118504
1124 => 0.017262517096722
1125 => 0.017298829440148
1126 => 0.017273064094782
1127 => 0.017103706883252
1128 => 0.017384685091907
1129 => 0.017549275536788
1130 => 0.017647285380129
1201 => 0.017895822035559
1202 => 0.016629814554358
1203 => 0.015733671534509
1204 => 0.015593725861498
1205 => 0.015878310890658
1206 => 0.015953353693325
1207 => 0.015923104033666
1208 => 0.014914413591067
1209 => 0.015588415315071
1210 => 0.016313584498424
1211 => 0.016341441200101
1212 => 0.01670447605586
1213 => 0.016822695086197
1214 => 0.01711498572915
1215 => 0.017096702869851
1216 => 0.01716787099005
1217 => 0.017151510671676
1218 => 0.017692917538689
1219 => 0.018290169712702
1220 => 0.018269488769062
1221 => 0.01818362670268
1222 => 0.018311146512915
1223 => 0.018927574761929
1224 => 0.018870823926821
1225 => 0.018925952529104
1226 => 0.019652756175065
1227 => 0.020597704301428
1228 => 0.020158681025492
1229 => 0.021111235208729
1230 => 0.02171081757435
1231 => 0.022747733277716
]
'min_raw' => 0.0092873955963091
'max_raw' => 0.022747733277716
'avg_raw' => 0.016017564437013
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009287'
'max' => '$0.022747'
'avg' => '$0.016017'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0041411868393301
'max_diff' => 0.0092286096982551
'year' => 2028
]
3 => [
'items' => [
101 => 0.022617906324737
102 => 0.023021569998819
103 => 0.022385488983202
104 => 0.020924918398163
105 => 0.020693777512241
106 => 0.021156527419276
107 => 0.022294152911247
108 => 0.021120699544069
109 => 0.02135808763194
110 => 0.021289719846663
111 => 0.02128607681793
112 => 0.021425116407401
113 => 0.021223432231056
114 => 0.020401734614337
115 => 0.020778313789785
116 => 0.020632898485327
117 => 0.020794247607052
118 => 0.021664982271562
119 => 0.021280009720661
120 => 0.020874472410916
121 => 0.021383106193269
122 => 0.022030771783735
123 => 0.02199024203505
124 => 0.021911597382482
125 => 0.02235491317131
126 => 0.023087140975115
127 => 0.023285059208153
128 => 0.023431158401523
129 => 0.023451303011922
130 => 0.023658805018843
131 => 0.022543014430392
201 => 0.024313802749798
202 => 0.024619568975519
203 => 0.024562097597795
204 => 0.024901943889074
205 => 0.024801952489112
206 => 0.024657080638736
207 => 0.025195809297793
208 => 0.024578200363345
209 => 0.023701582235699
210 => 0.023220652193332
211 => 0.023853979668641
212 => 0.024240730657729
213 => 0.024496348459533
214 => 0.024573698251911
215 => 0.022629630077525
216 => 0.021581885154495
217 => 0.022253477637737
218 => 0.02307286681813
219 => 0.022538462682123
220 => 0.022559410312494
221 => 0.021797490453484
222 => 0.023140279819256
223 => 0.022944646703299
224 => 0.023959591654951
225 => 0.023717366896797
226 => 0.024545015104934
227 => 0.02432706759422
228 => 0.025231755525913
301 => 0.025592660035314
302 => 0.026198674876899
303 => 0.026644461861294
304 => 0.026906236505076
305 => 0.026890520537355
306 => 0.027927802091631
307 => 0.027316153398932
308 => 0.026547778486373
309 => 0.026533881008397
310 => 0.026931833263568
311 => 0.027765832017536
312 => 0.027982075760252
313 => 0.028102926511916
314 => 0.027917839378898
315 => 0.027253938560229
316 => 0.026967269552782
317 => 0.027211519852728
318 => 0.026912822724562
319 => 0.027428457767389
320 => 0.028136534814892
321 => 0.027990319704623
322 => 0.028479094896459
323 => 0.02898492579936
324 => 0.029708286708795
325 => 0.029897400036498
326 => 0.030209997175856
327 => 0.030531762315066
328 => 0.030635104605967
329 => 0.030832417104526
330 => 0.030831377170262
331 => 0.031425991665333
401 => 0.032081869867073
402 => 0.032329448704615
403 => 0.032898742589966
404 => 0.03192384676174
405 => 0.032663316446246
406 => 0.033330336611796
407 => 0.032535087672413
408 => 0.033631153066114
409 => 0.033673710801614
410 => 0.034316282080791
411 => 0.033664912987583
412 => 0.033278132099281
413 => 0.03439475403132
414 => 0.034935052210972
415 => 0.034772310002168
416 => 0.033533833757598
417 => 0.032812987462513
418 => 0.03092639366741
419 => 0.033161145512497
420 => 0.034249627947633
421 => 0.033531014851049
422 => 0.033893441497739
423 => 0.035870723764842
424 => 0.036623544832609
425 => 0.03646696331313
426 => 0.03649342301237
427 => 0.036899631595868
428 => 0.038700984158252
429 => 0.037621571947846
430 => 0.038446742137897
501 => 0.038884409431328
502 => 0.03929093920493
503 => 0.038292630566018
504 => 0.036993845694861
505 => 0.036582466006886
506 => 0.03345956294091
507 => 0.033297002274245
508 => 0.033205752045954
509 => 0.032630432264179
510 => 0.032178388509055
511 => 0.031818906531672
512 => 0.030875518472613
513 => 0.031193884249098
514 => 0.029690320583348
515 => 0.03065224733367
516 => 0.028252523418319
517 => 0.030251084803205
518 => 0.029163358704847
519 => 0.029893737525595
520 => 0.029891189302695
521 => 0.028546330326882
522 => 0.027770643736124
523 => 0.028264941421929
524 => 0.028794867778511
525 => 0.02888084654698
526 => 0.029567909900781
527 => 0.02975965451445
528 => 0.029178659383334
529 => 0.028202794474069
530 => 0.028429465635382
531 => 0.027766050252275
601 => 0.026603440311284
602 => 0.027438447068126
603 => 0.027723555087567
604 => 0.027849475031198
605 => 0.026706181680887
606 => 0.026346934088113
607 => 0.0261556736841
608 => 0.028055209659407
609 => 0.028159270528094
610 => 0.027626880411166
611 => 0.030033334222985
612 => 0.029488679610745
613 => 0.030097192256237
614 => 0.028408897603348
615 => 0.028473392732679
616 => 0.027674126987879
617 => 0.02812166239801
618 => 0.027805358794869
619 => 0.028085505959503
620 => 0.028253425014894
621 => 0.02905255960805
622 => 0.030260209636591
623 => 0.028933195548623
624 => 0.028354996507303
625 => 0.028713707940623
626 => 0.029669003757994
627 => 0.031116325822003
628 => 0.030259482030038
629 => 0.030639734754761
630 => 0.030722803058847
701 => 0.030090998168733
702 => 0.031139621369499
703 => 0.031701587061788
704 => 0.032278047579663
705 => 0.032778572095276
706 => 0.032047796572185
707 => 0.032829831134449
708 => 0.032199649324948
709 => 0.031634311094828
710 => 0.031635168479562
711 => 0.031280523549533
712 => 0.030593354309467
713 => 0.030466629758531
714 => 0.031125866876046
715 => 0.031654512614306
716 => 0.031698054409351
717 => 0.03199073985285
718 => 0.032163948083413
719 => 0.033861624208102
720 => 0.034544443589366
721 => 0.035379382203665
722 => 0.035704637848497
723 => 0.036683540728837
724 => 0.035892997150357
725 => 0.035721958074401
726 => 0.033347459883387
727 => 0.033736283829143
728 => 0.03435882848223
729 => 0.033357725415419
730 => 0.033992694889148
731 => 0.034118051313755
801 => 0.033323708316285
802 => 0.033748001232769
803 => 0.032621205040671
804 => 0.0302847707144
805 => 0.031142222488809
806 => 0.03177359560992
807 => 0.03087254831835
808 => 0.032487640713144
809 => 0.03154413707838
810 => 0.031245091722321
811 => 0.030078409170968
812 => 0.030629038425477
813 => 0.031373772376452
814 => 0.030913613379364
815 => 0.031868512391542
816 => 0.033220904055051
817 => 0.034184698890783
818 => 0.034258687090782
819 => 0.033639031580645
820 => 0.034632033490228
821 => 0.034639266425055
822 => 0.033519156214513
823 => 0.032833094947357
824 => 0.032677220383973
825 => 0.033066625604313
826 => 0.033539435429975
827 => 0.034284924745517
828 => 0.034735408325713
829 => 0.035910030584834
830 => 0.036227849689093
831 => 0.036577036527942
901 => 0.037043657829877
902 => 0.037603956342096
903 => 0.036378055095173
904 => 0.036426762437079
905 => 0.035285220169702
906 => 0.034065318543289
907 => 0.034991071814852
908 => 0.036201371069624
909 => 0.035923727083317
910 => 0.035892486463106
911 => 0.035945024520876
912 => 0.035735690022206
913 => 0.034788877843019
914 => 0.034313394693989
915 => 0.034926889264926
916 => 0.035252934325877
917 => 0.035758601781295
918 => 0.035696267594069
919 => 0.036998812654505
920 => 0.037504942278072
921 => 0.037375452661856
922 => 0.037399281867581
923 => 0.038315605375148
924 => 0.039334745571864
925 => 0.040289304853483
926 => 0.04126032355402
927 => 0.040089722611018
928 => 0.03949536364479
929 => 0.040108590383189
930 => 0.039783203644003
1001 => 0.041652972363341
1002 => 0.041782431092688
1003 => 0.043652064606466
1004 => 0.045426569442858
1005 => 0.044312034748677
1006 => 0.045362990765545
1007 => 0.046499685383489
1008 => 0.048692553723559
1009 => 0.047954072812662
1010 => 0.047388408008386
1011 => 0.046853857501617
1012 => 0.047966172248699
1013 => 0.049397147401158
1014 => 0.049705365743288
1015 => 0.050204797206007
1016 => 0.049679706090531
1017 => 0.050312120502233
1018 => 0.052544821272512
1019 => 0.051941525815788
1020 => 0.051084749282655
1021 => 0.052847252109929
1022 => 0.053485095031563
1023 => 0.057961810696523
1024 => 0.063613849147436
1025 => 0.061273868115473
1026 => 0.059821366378217
1027 => 0.060162738740274
1028 => 0.062226671848971
1029 => 0.062889541657523
1030 => 0.061087633012955
1031 => 0.061724097608626
1101 => 0.06523108010659
1102 => 0.067112463699279
1103 => 0.06455729207688
1104 => 0.05750767491026
1105 => 0.051007605930041
1106 => 0.052731716925516
1107 => 0.052536256244023
1108 => 0.056304071433109
1109 => 0.051927137418668
1110 => 0.052000833762198
1111 => 0.055846563379209
1112 => 0.054820588649887
1113 => 0.053158640985301
1114 => 0.051019739987214
1115 => 0.047065783667854
1116 => 0.043563654291568
1117 => 0.050432136490693
1118 => 0.050135955048742
1119 => 0.049707040429167
1120 => 0.050661543501622
1121 => 0.055296339481039
1122 => 0.055189492432343
1123 => 0.054509786022382
1124 => 0.05502533734368
1125 => 0.053068262346024
1126 => 0.053572645134689
1127 => 0.051006576285905
1128 => 0.052166546574057
1129 => 0.053155075192032
1130 => 0.053353536947506
1201 => 0.053800681416299
1202 => 0.049979880887423
1203 => 0.051695308152078
1204 => 0.052702960956266
1205 => 0.048150348928225
1206 => 0.052612970454235
1207 => 0.049913369250729
1208 => 0.04899708405561
1209 => 0.050230741359443
1210 => 0.049749983908368
1211 => 0.049336656882958
1212 => 0.04910601330092
1213 => 0.050011875071067
1214 => 0.049969615536751
1215 => 0.048487449860597
1216 => 0.046554025156857
1217 => 0.047202945949935
1218 => 0.046967186942145
1219 => 0.046112765884397
1220 => 0.046688542514127
1221 => 0.044153113630678
1222 => 0.03979104001683
1223 => 0.042672759460066
1224 => 0.042561816396209
1225 => 0.042505873872545
1226 => 0.044671406389262
1227 => 0.044463240405115
1228 => 0.044085417105521
1229 => 0.046105826863207
1230 => 0.045368350123306
1231 => 0.047641079664308
]
'min_raw' => 0.020401734614337
'max_raw' => 0.067112463699279
'avg_raw' => 0.043757099156808
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0204017'
'max' => '$0.067112'
'avg' => '$0.043757'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.011114339018028
'max_diff' => 0.044364730421562
'year' => 2029
]
4 => [
'items' => [
101 => 0.049138046330943
102 => 0.048758367162486
103 => 0.050166271547924
104 => 0.047217895774372
105 => 0.048197227938041
106 => 0.048399066939678
107 => 0.046080895320417
108 => 0.044497298934554
109 => 0.044391691109937
110 => 0.041645953209874
111 => 0.043112704233266
112 => 0.044403384435569
113 => 0.043785248779496
114 => 0.04358956549706
115 => 0.044589268948497
116 => 0.044666954468555
117 => 0.042895716378497
118 => 0.043264012865236
119 => 0.044799870439131
120 => 0.043225313194978
121 => 0.040166205672054
122 => 0.039407504710899
123 => 0.039306280017048
124 => 0.037248622837062
125 => 0.039458204736993
126 => 0.03849366302456
127 => 0.041540638737153
128 => 0.039800222551378
129 => 0.039725196688135
130 => 0.039611784091942
131 => 0.037840673556381
201 => 0.038228434203722
202 => 0.0395174096531
203 => 0.039977330614785
204 => 0.03992935709046
205 => 0.039511092970199
206 => 0.039702572142596
207 => 0.039085751012541
208 => 0.038867938633497
209 => 0.038180462851219
210 => 0.037170063371303
211 => 0.037310565616125
212 => 0.035308699861006
213 => 0.03421797715056
214 => 0.033916079479803
215 => 0.033512369297294
216 => 0.033961679619149
217 => 0.035303028826843
218 => 0.033685077099255
219 => 0.030911212348423
220 => 0.031077926346383
221 => 0.03145248320197
222 => 0.030754498979525
223 => 0.030093915490356
224 => 0.030668239239356
225 => 0.029492916177216
226 => 0.031594515378858
227 => 0.031537673010117
228 => 0.032321019230466
301 => 0.032810861697933
302 => 0.031681933398804
303 => 0.031398010984519
304 => 0.03155974609525
305 => 0.028886624984284
306 => 0.032102568206378
307 => 0.032130379816907
308 => 0.031892239922634
309 => 0.033604630407292
310 => 0.037218308437905
311 => 0.035858697402926
312 => 0.035332214915721
313 => 0.034331371322689
314 => 0.035664935986192
315 => 0.035562539026885
316 => 0.035099461144002
317 => 0.034819390195544
318 => 0.035335429505522
319 => 0.034755447214283
320 => 0.034651266457929
321 => 0.034020044424204
322 => 0.033794726876937
323 => 0.03362791073509
324 => 0.033444262553933
325 => 0.033849344679291
326 => 0.032931375290238
327 => 0.031824394196688
328 => 0.031732360696461
329 => 0.031986473282257
330 => 0.031874047379499
331 => 0.031731822444492
401 => 0.031460276310907
402 => 0.031379714373738
403 => 0.031641501586443
404 => 0.031345959086442
405 => 0.031782048144227
406 => 0.031663456050417
407 => 0.031001010254704
408 => 0.030175357524398
409 => 0.030168007483233
410 => 0.029990121956831
411 => 0.029763557993689
412 => 0.029700533082224
413 => 0.030619871295135
414 => 0.032522873882382
415 => 0.032149268939512
416 => 0.03241923679931
417 => 0.033747211472502
418 => 0.034169334687518
419 => 0.033869721628036
420 => 0.033459592792888
421 => 0.033477636380196
422 => 0.034879170764337
423 => 0.034966582744719
424 => 0.03518744461897
425 => 0.035471314542941
426 => 0.033918065903577
427 => 0.033404478508963
428 => 0.033161112308651
429 => 0.032411638606263
430 => 0.033219881739269
501 => 0.032748953078088
502 => 0.032812497443696
503 => 0.032771114092232
504 => 0.032793712200461
505 => 0.03159392793905
506 => 0.032031066265104
507 => 0.031304239013667
508 => 0.03033109891418
509 => 0.03032783660734
510 => 0.030566011268043
511 => 0.030424335660081
512 => 0.03004309024187
513 => 0.030097244354099
514 => 0.029622797347336
515 => 0.030154850810861
516 => 0.030170108200416
517 => 0.029965238635811
518 => 0.0307849404056
519 => 0.031120772889495
520 => 0.030985923353341
521 => 0.031111311486557
522 => 0.032164793911614
523 => 0.032336557513559
524 => 0.032412843559476
525 => 0.032310630363911
526 => 0.031130567211382
527 => 0.031182908030213
528 => 0.030798865830313
529 => 0.030474390640767
530 => 0.0304873679467
531 => 0.030654190372949
601 => 0.031382713692383
602 => 0.032915848069335
603 => 0.032974029398234
604 => 0.033044546866128
605 => 0.032757716884962
606 => 0.032671206218049
607 => 0.032785336118005
608 => 0.033361100781613
609 => 0.034842123814992
610 => 0.034318631360794
611 => 0.033893023846884
612 => 0.034266396379544
613 => 0.034208918604732
614 => 0.033723748341727
615 => 0.033710131228355
616 => 0.032778934375333
617 => 0.032434692101097
618 => 0.032147017490658
619 => 0.031832884325994
620 => 0.031646655656142
621 => 0.031932787532451
622 => 0.031998229277976
623 => 0.031372596929697
624 => 0.031287325552418
625 => 0.031798230433234
626 => 0.031573400243641
627 => 0.031804643669158
628 => 0.031858294127448
629 => 0.031849655167988
630 => 0.03161490662847
701 => 0.031764528347257
702 => 0.031410628377944
703 => 0.031025815315374
704 => 0.030780328556155
705 => 0.030566108799643
706 => 0.030684970371081
707 => 0.03026125057217
708 => 0.030125694080704
709 => 0.031713839875527
710 => 0.032887020249607
711 => 0.032869961742338
712 => 0.032766122466426
713 => 0.03261183836545
714 => 0.03334981393865
715 => 0.033092718005234
716 => 0.033279776777878
717 => 0.033327391086348
718 => 0.033471505257574
719 => 0.033523013686756
720 => 0.033367319438864
721 => 0.03284479052649
722 => 0.031542698157411
723 => 0.030936570644673
724 => 0.030736538469618
725 => 0.030743809259266
726 => 0.030543248422537
727 => 0.03060232257746
728 => 0.030522704842255
729 => 0.030371928113376
730 => 0.030675660332951
731 => 0.030710662641795
801 => 0.030639767912417
802 => 0.030656466187612
803 => 0.030069488107893
804 => 0.030114114776444
805 => 0.029865627815066
806 => 0.029819039505362
807 => 0.029190886105232
808 => 0.028078021304609
809 => 0.028694656432554
810 => 0.027949847910016
811 => 0.027667777636841
812 => 0.029003054439127
813 => 0.028869029682991
814 => 0.028639637559647
815 => 0.028300318799714
816 => 0.028174462170974
817 => 0.027409797136117
818 => 0.027364616646528
819 => 0.027743605285496
820 => 0.027568715068815
821 => 0.027323102968491
822 => 0.026433520838415
823 => 0.025433335993689
824 => 0.025463525287213
825 => 0.02578166547722
826 => 0.026706700986715
827 => 0.026345273609879
828 => 0.026083053901083
829 => 0.026033948031921
830 => 0.026648610794584
831 => 0.027518487379582
901 => 0.027926614010872
902 => 0.027522172914254
903 => 0.027057572759114
904 => 0.027085850817808
905 => 0.027273972073502
906 => 0.027293740957584
907 => 0.026991334018256
908 => 0.027076459800318
909 => 0.026947145953301
910 => 0.026153547112853
911 => 0.026139193426358
912 => 0.025944431472402
913 => 0.025938534157839
914 => 0.025607195488514
915 => 0.025560838918239
916 => 0.024902945879473
917 => 0.025335973069873
918 => 0.025045521165501
919 => 0.024607741634934
920 => 0.024532268278856
921 => 0.024529999458635
922 => 0.024979501150815
923 => 0.025330720380887
924 => 0.02505057370073
925 => 0.024986789732074
926 => 0.025667835644854
927 => 0.025581166344582
928 => 0.025506111289503
929 => 0.027440599472285
930 => 0.025909301125617
1001 => 0.025241567643016
1002 => 0.024415120659148
1003 => 0.024684215964403
1004 => 0.024740918299053
1005 => 0.022753462281116
1006 => 0.021947151622161
1007 => 0.021670456189184
1008 => 0.021511214055606
1009 => 0.021583782695514
1010 => 0.020858008531647
1011 => 0.021345740772963
1012 => 0.020717281695217
1013 => 0.02061191848565
1014 => 0.0217356811678
1015 => 0.021892046180095
1016 => 0.021224944458844
1017 => 0.021653331757845
1018 => 0.021497992568198
1019 => 0.020728054822318
1020 => 0.020698648863704
1021 => 0.020312321167441
1022 => 0.019707793130573
1023 => 0.019431507596072
1024 => 0.019287615690882
1025 => 0.019346988295361
1026 => 0.019316967689705
1027 => 0.019121062931079
1028 => 0.019328196721151
1029 => 0.018799055481109
1030 => 0.018588347175743
1031 => 0.018493175122605
1101 => 0.018023531815834
1102 => 0.018770943168233
1103 => 0.018918192620296
1104 => 0.019065732199267
1105 => 0.020349963504661
1106 => 0.020285806937844
1107 => 0.020865751056359
1108 => 0.020843215494362
1109 => 0.02067780603729
1110 => 0.019979970746437
1111 => 0.020258115455653
1112 => 0.019402029273971
1113 => 0.020043467249489
1114 => 0.019750741744553
1115 => 0.019944496461814
1116 => 0.019596108010019
1117 => 0.019788920563849
1118 => 0.018953110927975
1119 => 0.018172643650154
1120 => 0.018486726466009
1121 => 0.018828170406571
1122 => 0.019568507868006
1123 => 0.019127568983626
1124 => 0.019286147280194
1125 => 0.018754936532378
1126 => 0.017658897026784
1127 => 0.017665100491356
1128 => 0.017496498691939
1129 => 0.017350802120976
1130 => 0.01917821611873
1201 => 0.018950948300969
1202 => 0.018588826777444
1203 => 0.01907354082682
1204 => 0.019201706914921
1205 => 0.019205355623269
1206 => 0.019558990481413
1207 => 0.019747725468597
1208 => 0.019780990828113
1209 => 0.02033744291819
1210 => 0.020523958319003
1211 => 0.021292188858305
1212 => 0.019731712623553
1213 => 0.019699575642398
1214 => 0.019080361747519
1215 => 0.018687646506002
1216 => 0.019107251296088
1217 => 0.019478963858338
1218 => 0.019091911892973
1219 => 0.019142452708536
1220 => 0.01862286706834
1221 => 0.018808594485934
1222 => 0.01896856795815
1223 => 0.018880240009598
1224 => 0.018748008795495
1225 => 0.019448487667188
1226 => 0.019408963904048
1227 => 0.020061265933308
1228 => 0.020569782011682
1229 => 0.02148113373225
1230 => 0.020530090701997
1231 => 0.020495430913921
]
'min_raw' => 0.017350802120976
'max_raw' => 0.050166271547924
'avg_raw' => 0.03375853683445
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.01735'
'max' => '$0.050166'
'avg' => '$0.033758'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0030509324933606
'max_diff' => -0.016946192151355
'year' => 2030
]
5 => [
'items' => [
101 => 0.02083423590197
102 => 0.020523906449725
103 => 0.020720023951335
104 => 0.021449536170775
105 => 0.021464949614422
106 => 0.021206754574243
107 => 0.021191043382583
108 => 0.021240632564394
109 => 0.021531077951148
110 => 0.021429587408531
111 => 0.021547034833874
112 => 0.021693904637684
113 => 0.022301420417749
114 => 0.022447890415588
115 => 0.022092044256827
116 => 0.022124173180723
117 => 0.02199107694915
118 => 0.021862507657143
119 => 0.022151512649539
120 => 0.022679674953551
121 => 0.022676389283269
122 => 0.022798912671792
123 => 0.022875243727803
124 => 0.022547574957655
125 => 0.022334274637004
126 => 0.022416067552594
127 => 0.02254685620584
128 => 0.022373654555071
129 => 0.021304573731721
130 => 0.021628864560378
131 => 0.021574886709478
201 => 0.021498015685866
202 => 0.021824092621747
203 => 0.021792641705812
204 => 0.02085056466858
205 => 0.020910873383942
206 => 0.02085423224131
207 => 0.021037251360842
208 => 0.020514022816652
209 => 0.020674964392847
210 => 0.020775905440703
211 => 0.020835360493355
212 => 0.021050152912248
213 => 0.021024949501016
214 => 0.021048586232819
215 => 0.021367066686941
216 => 0.022977831534596
217 => 0.023065501911301
218 => 0.022633780912469
219 => 0.022806244936182
220 => 0.022475151724389
221 => 0.022697416815598
222 => 0.022849484946081
223 => 0.022162318305445
224 => 0.022121628756661
225 => 0.021789169005407
226 => 0.021967814044248
227 => 0.021683576942418
228 => 0.021753318785016
301 => 0.021558314513129
302 => 0.021909283377562
303 => 0.022301721103045
304 => 0.022400866370337
305 => 0.022140057856812
306 => 0.021951215304901
307 => 0.02161966999235
308 => 0.022171037236092
309 => 0.022332273820775
310 => 0.022170190328953
311 => 0.022132632042304
312 => 0.02206145915697
313 => 0.022147731706384
314 => 0.022331395691707
315 => 0.02224478314797
316 => 0.022301992259025
317 => 0.022083970121462
318 => 0.022547683429652
319 => 0.023284171761744
320 => 0.023286539692159
321 => 0.023199926681548
322 => 0.023164486503709
323 => 0.023253356708714
324 => 0.023301565149282
325 => 0.023588955096257
326 => 0.023897335959481
327 => 0.025336414891039
328 => 0.024932327285625
329 => 0.026209163724892
330 => 0.027218975571891
331 => 0.027521773991086
401 => 0.027243213693193
402 => 0.026290273961634
403 => 0.026243518192165
404 => 0.027667612471891
405 => 0.027265240610218
406 => 0.027217379757609
407 => 0.026708221148032
408 => 0.027009196946813
409 => 0.026943369124571
410 => 0.026839456686755
411 => 0.027413697544672
412 => 0.028488625167857
413 => 0.028321087617176
414 => 0.028196028607436
415 => 0.027648056430886
416 => 0.027978058075186
417 => 0.027860550810416
418 => 0.028365436591821
419 => 0.028066353439506
420 => 0.027262192247622
421 => 0.02739025756798
422 => 0.027370900752439
423 => 0.027769262644621
424 => 0.027649684292538
425 => 0.027347551160031
426 => 0.028484951182101
427 => 0.028411094751219
428 => 0.028515806284279
429 => 0.028561903539443
430 => 0.02925421888964
501 => 0.029537838336996
502 => 0.029602224917003
503 => 0.029871641456075
504 => 0.029595521588078
505 => 0.030700197930197
506 => 0.031434743238055
507 => 0.032287955412487
508 => 0.033534727721146
509 => 0.03400352564249
510 => 0.033918841494047
511 => 0.034864130029256
512 => 0.036562792514444
513 => 0.034262189748922
514 => 0.036684730047316
515 => 0.035917781758417
516 => 0.034099361162249
517 => 0.033982276313626
518 => 0.035213731853649
519 => 0.037944981718215
520 => 0.037260834604721
521 => 0.037946100737804
522 => 0.037146701393509
523 => 0.037107004478198
524 => 0.037907275695944
525 => 0.039777153016722
526 => 0.038888844392924
527 => 0.037615236158498
528 => 0.038555648659259
529 => 0.037740976320032
530 => 0.035905291527322
531 => 0.037260311450317
601 => 0.036354248216556
602 => 0.036618685637138
603 => 0.038523095787769
604 => 0.038293952120001
605 => 0.038590485244225
606 => 0.038067112041592
607 => 0.037578198941954
608 => 0.036665606334317
609 => 0.036395432653467
610 => 0.036470098939023
611 => 0.036395395652564
612 => 0.03588480847575
613 => 0.03577454722353
614 => 0.035590773639175
615 => 0.035647732757399
616 => 0.035302184653952
617 => 0.035954305319038
618 => 0.036075344660945
619 => 0.036549903698644
620 => 0.036599173992227
621 => 0.037920814157294
622 => 0.037192876963636
623 => 0.037681240080215
624 => 0.037637556286416
625 => 0.034138771850501
626 => 0.034620873475734
627 => 0.035370872312772
628 => 0.035032998853286
629 => 0.034555324831786
630 => 0.034169577448164
701 => 0.033585130717282
702 => 0.034407728267693
703 => 0.035489356572987
704 => 0.036626605871008
705 => 0.037992936387054
706 => 0.037687987321713
707 => 0.03660106327241
708 => 0.036649821891263
709 => 0.036951228487205
710 => 0.036560879559784
711 => 0.036445758040571
712 => 0.036935412558276
713 => 0.03693878453983
714 => 0.036489640923589
715 => 0.03599049998655
716 => 0.035988408567799
717 => 0.035899591259183
718 => 0.037162501795403
719 => 0.037856974895667
720 => 0.037936595117413
721 => 0.037851615820363
722 => 0.03788432097909
723 => 0.037480222383716
724 => 0.038403871941023
725 => 0.039251504114282
726 => 0.039024320584829
727 => 0.038683740178136
728 => 0.038412451479631
729 => 0.03896041358914
730 => 0.038936013698975
731 => 0.039244100786707
801 => 0.03923012417681
802 => 0.039126526076947
803 => 0.039024324284643
804 => 0.039429542838763
805 => 0.039312846402788
806 => 0.039195968705014
807 => 0.03896155258905
808 => 0.038993413632449
809 => 0.038652892031765
810 => 0.038495351158081
811 => 0.036126314411278
812 => 0.035493230382024
813 => 0.035692411505241
814 => 0.035757987102739
815 => 0.035482468121889
816 => 0.03587749156541
817 => 0.03581592758017
818 => 0.03605543703301
819 => 0.035905801925167
820 => 0.035911943002188
821 => 0.036351987948785
822 => 0.036479734868867
823 => 0.036414761754269
824 => 0.036460266696585
825 => 0.037508908885827
826 => 0.037359825500207
827 => 0.037280627922938
828 => 0.037302566193087
829 => 0.037570516755581
830 => 0.037645528283521
831 => 0.037327699168673
901 => 0.037477589216583
902 => 0.038115802016706
903 => 0.038339140377033
904 => 0.039051929214703
905 => 0.038749123847649
906 => 0.039304936203985
907 => 0.041013313896964
908 => 0.042378084208861
909 => 0.041122985028522
910 => 0.04362921190387
911 => 0.04558066902322
912 => 0.045505768848658
913 => 0.045165487161882
914 => 0.042943805113674
915 => 0.040899380169499
916 => 0.042609628446169
917 => 0.042613988220742
918 => 0.042467076377032
919 => 0.04155461953316
920 => 0.04243532485673
921 => 0.042505232047063
922 => 0.042466102610299
923 => 0.04176652408747
924 => 0.040698396986833
925 => 0.040907106465563
926 => 0.04124897684928
927 => 0.04060174489127
928 => 0.040394915063519
929 => 0.040779451064293
930 => 0.042018506180046
1001 => 0.04178426998777
1002 => 0.041778153134167
1003 => 0.042780314896325
1004 => 0.042062983354664
1005 => 0.04090973896047
1006 => 0.040618529541511
1007 => 0.039584932286377
1008 => 0.040298841592045
1009 => 0.040324533917008
1010 => 0.03993353308627
1011 => 0.040941466522956
1012 => 0.040932178238893
1013 => 0.041889061025933
1014 => 0.04371826152599
1015 => 0.043177276928633
1016 => 0.042548170700864
1017 => 0.042616571991046
1018 => 0.043366765315574
1019 => 0.042913181306317
1020 => 0.043076293278546
1021 => 0.043366518426069
1022 => 0.043541618463454
1023 => 0.042591377790303
1024 => 0.042369831234126
1025 => 0.041916624732463
1026 => 0.041798391615679
1027 => 0.04216751885482
1028 => 0.042070266868764
1029 => 0.04032237457658
1030 => 0.040139710106866
1031 => 0.040145312165367
1101 => 0.039685993671049
1102 => 0.038985422718144
1103 => 0.040826481353461
1104 => 0.040678618579446
1105 => 0.040515389520603
1106 => 0.040535384148939
1107 => 0.041334525303263
1108 => 0.040870983076159
1109 => 0.042103386059991
1110 => 0.04185004105594
1111 => 0.041590198708493
1112 => 0.041554280581085
1113 => 0.041454263446025
1114 => 0.041111267475169
1115 => 0.040697079229497
1116 => 0.040423596273333
1117 => 0.037288630778935
1118 => 0.03787046213944
1119 => 0.038539806084104
1120 => 0.038770860931574
1121 => 0.038375625626467
1122 => 0.041126873774002
1123 => 0.041629553322243
1124 => 0.040106904181644
1125 => 0.039822078696793
1126 => 0.04114554688537
1127 => 0.040347333780252
1128 => 0.040706769092612
1129 => 0.039929866547895
1130 => 0.041508472539247
1201 => 0.041496446206481
1202 => 0.040882332821412
1203 => 0.041401377249206
1204 => 0.04131118050682
1205 => 0.040617848007572
1206 => 0.041530452416148
1207 => 0.041530905056549
1208 => 0.040939834275396
1209 => 0.040249593005041
1210 => 0.040126194168673
1211 => 0.040033229721771
1212 => 0.040683905537498
1213 => 0.041267299439269
1214 => 0.04235285085485
1215 => 0.042625784272793
1216 => 0.043691061573229
1217 => 0.04305674080823
1218 => 0.043337926987525
1219 => 0.043643194361364
1220 => 0.043789550766218
1221 => 0.043551070858426
1222 => 0.045205884991634
1223 => 0.045345602006672
1224 => 0.045392447913266
1225 => 0.044834453898255
1226 => 0.04533008318371
1227 => 0.045098194654563
1228 => 0.045701504186916
1229 => 0.045796110825032
1230 => 0.045715982368277
1231 => 0.045746012008479
]
'min_raw' => 0.020514022816652
'max_raw' => 0.045796110825032
'avg_raw' => 0.033155066820842
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.020514'
'max' => '$0.045796'
'avg' => '$0.033155'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0031632206956758
'max_diff' => -0.0043701607228918
'year' => 2031
]
6 => [
'items' => [
101 => 0.044333920075003
102 => 0.044260695658874
103 => 0.043262275549186
104 => 0.043669139123833
105 => 0.042908527172509
106 => 0.043149725057445
107 => 0.043256042786907
108 => 0.043200508438514
109 => 0.04369214257989
110 => 0.043274153125501
111 => 0.04217101023154
112 => 0.041067566787036
113 => 0.041053713953435
114 => 0.040763196771892
115 => 0.040553206060512
116 => 0.040593657721344
117 => 0.040736214650311
118 => 0.040544920392646
119 => 0.040585742721384
120 => 0.041263665376187
121 => 0.041399617929884
122 => 0.040937598032328
123 => 0.039082521474488
124 => 0.038627281034086
125 => 0.038954498834837
126 => 0.038798109801603
127 => 0.03131310267821
128 => 0.033071594075171
129 => 0.032026758199822
130 => 0.03250826664177
131 => 0.031441759771977
201 => 0.031950752750657
202 => 0.031856760332942
203 => 0.034684362461712
204 => 0.034640213343711
205 => 0.034661345190179
206 => 0.033652667099536
207 => 0.035259518686525
208 => 0.03605111155879
209 => 0.035904608785696
210 => 0.035941480377405
211 => 0.035307904270409
212 => 0.034667479591824
213 => 0.033957150062621
214 => 0.035276854528496
215 => 0.035130125919997
216 => 0.035466668556607
217 => 0.03632259123715
218 => 0.036448629103194
219 => 0.036618025273307
220 => 0.036557308804762
221 => 0.038003821413951
222 => 0.037828639192581
223 => 0.038250777942718
224 => 0.037382406505941
225 => 0.036399761798655
226 => 0.036586530432434
227 => 0.036568543111103
228 => 0.036339543865667
229 => 0.036132813586136
301 => 0.035788665916611
302 => 0.036877600067259
303 => 0.03683339132937
304 => 0.037549079408757
305 => 0.037422574588902
306 => 0.036577744440931
307 => 0.036607917714943
308 => 0.036810847483449
309 => 0.037513189729263
310 => 0.037721692726927
311 => 0.037625105831001
312 => 0.037853719849416
313 => 0.038034407048227
314 => 0.037876411379678
315 => 0.040113296862958
316 => 0.039184386055188
317 => 0.039637130719575
318 => 0.039745107654305
319 => 0.039468527006505
320 => 0.039528507445402
321 => 0.03961936146664
322 => 0.040171009292558
323 => 0.04161869280835
324 => 0.04225986198278
325 => 0.044188851078781
326 => 0.042206621808349
327 => 0.042089004526722
328 => 0.042436473712802
329 => 0.043568994516387
330 => 0.044486796255423
331 => 0.044791284041514
401 => 0.044831527128991
402 => 0.045402766457663
403 => 0.045730190187875
404 => 0.045333402978076
405 => 0.044997167363125
406 => 0.043792813125469
407 => 0.043932220407825
408 => 0.044892598339711
409 => 0.046249188734477
410 => 0.04741328442236
411 => 0.047005658685294
412 => 0.050115555320185
413 => 0.050423888868745
414 => 0.050381287141952
415 => 0.051083716851757
416 => 0.049689536925116
417 => 0.049093497995512
418 => 0.045069865319514
419 => 0.046200341979625
420 => 0.047843556195664
421 => 0.047626070632434
422 => 0.046432724545505
423 => 0.047412379162343
424 => 0.047088474709384
425 => 0.046832997828527
426 => 0.048003386946363
427 => 0.046716496034368
428 => 0.047830718474396
429 => 0.046401716669904
430 => 0.047007520685325
501 => 0.046663637026729
502 => 0.046886171898637
503 => 0.045585237584599
504 => 0.046287190162058
505 => 0.04555603404957
506 => 0.045555687386374
507 => 0.045539547074666
508 => 0.046399748998566
509 => 0.046427800152422
510 => 0.045792109630967
511 => 0.045700496695473
512 => 0.046039237734277
513 => 0.045642660694256
514 => 0.045828216595256
515 => 0.045648280993469
516 => 0.045607773699483
517 => 0.045285004689255
518 => 0.04514594692493
519 => 0.045200475057399
520 => 0.045014342430104
521 => 0.044902190789447
522 => 0.045517237290524
523 => 0.045188642755903
524 => 0.045466875465384
525 => 0.045149794177163
526 => 0.044050652286449
527 => 0.043418524161885
528 => 0.041342347020833
529 => 0.041931148282546
530 => 0.04232152412822
531 => 0.042192504913554
601 => 0.042469688110466
602 => 0.042486704907567
603 => 0.042396589824703
604 => 0.042292248103203
605 => 0.042241460323636
606 => 0.042619990822881
607 => 0.042839740518444
608 => 0.042360703566889
609 => 0.042248471911579
610 => 0.042732804717956
611 => 0.043028247450056
612 => 0.045209630588953
613 => 0.045048026680249
614 => 0.045453620777931
615 => 0.045407957106881
616 => 0.045833084337458
617 => 0.04652798768728
618 => 0.04511505487906
619 => 0.045360291159027
620 => 0.045300164886512
621 => 0.045956607763875
622 => 0.045958657106885
623 => 0.045565086810152
624 => 0.04577844765296
625 => 0.045659355483753
626 => 0.045874571129782
627 => 0.045045868361523
628 => 0.046055138880327
629 => 0.046627330228533
630 => 0.046635275105958
701 => 0.046906489263816
702 => 0.047182058555865
703 => 0.047710989814925
704 => 0.047167306950128
705 => 0.046189274402816
706 => 0.046259885193706
707 => 0.045686465069066
708 => 0.045696104364958
709 => 0.045644649048041
710 => 0.045799070327484
711 => 0.045079755148499
712 => 0.04524857698326
713 => 0.045012225425975
714 => 0.0453597773769
715 => 0.0449858689301
716 => 0.045300135891802
717 => 0.045435763094358
718 => 0.045936230391634
719 => 0.044911949503375
720 => 0.042823371434494
721 => 0.043262415866134
722 => 0.042613034665542
723 => 0.042673137368026
724 => 0.042794554392316
725 => 0.042401002091412
726 => 0.042476079468166
727 => 0.042473397175957
728 => 0.042450282630791
729 => 0.042347904477615
730 => 0.04219943590061
731 => 0.042790889015182
801 => 0.042891388424568
802 => 0.043114786162391
803 => 0.043779466298018
804 => 0.043713049078232
805 => 0.043821378319328
806 => 0.043584896194259
807 => 0.04268410709556
808 => 0.042733024277447
809 => 0.042123026235478
810 => 0.043099187140995
811 => 0.042868019353875
812 => 0.042718983977682
813 => 0.042678318294485
814 => 0.043344646043605
815 => 0.04354402174955
816 => 0.043419784189211
817 => 0.043164969328368
818 => 0.043654289190438
819 => 0.04378521054278
820 => 0.043814519005376
821 => 0.044681499983187
822 => 0.043862973611078
823 => 0.044060001044297
824 => 0.04559715283431
825 => 0.044203168273216
826 => 0.044941592984793
827 => 0.044905450937738
828 => 0.045283204033251
829 => 0.044874464158119
830 => 0.044879530978742
831 => 0.045214950136346
901 => 0.044743914422655
902 => 0.044627279355754
903 => 0.044466148846188
904 => 0.044817971418985
905 => 0.04502887313981
906 => 0.046728586119415
907 => 0.047826678220569
908 => 0.047779007146446
909 => 0.048214631527419
910 => 0.048018378753929
911 => 0.047384626779463
912 => 0.048466364122056
913 => 0.048124057165047
914 => 0.04815227653468
915 => 0.048151226208333
916 => 0.04837883040975
917 => 0.048217551973427
918 => 0.047899655620543
919 => 0.048110690055189
920 => 0.048737386879898
921 => 0.050682673053201
922 => 0.051771280967396
923 => 0.05061713748987
924 => 0.05141325020607
925 => 0.050935866260316
926 => 0.05084911139643
927 => 0.051349129014471
928 => 0.051850021847161
929 => 0.051818117139138
930 => 0.051454494663736
1001 => 0.051249093553961
1002 => 0.052804459571601
1003 => 0.05395042675843
1004 => 0.05387227947895
1005 => 0.054217196155719
1006 => 0.055229882186584
1007 => 0.055322469505851
1008 => 0.055310805631719
1009 => 0.055081318300426
1010 => 0.056078439211711
1011 => 0.056910255018578
1012 => 0.055028198613758
1013 => 0.055744861054786
1014 => 0.056066593913985
1015 => 0.056538993205128
1016 => 0.057336009992599
1017 => 0.058201781622055
1018 => 0.058324211223163
1019 => 0.058237341562381
1020 => 0.057666341899564
1021 => 0.058613679547319
1022 => 0.059168607723572
1023 => 0.059499054753225
1024 => 0.060337013439282
1025 => 0.056068580826593
1026 => 0.053047172068466
1027 => 0.052575335461213
1028 => 0.05353483375612
1029 => 0.053787845804631
1030 => 0.053685856965126
1031 => 0.050284986713388
1101 => 0.052557430583164
1102 => 0.055002389114535
1103 => 0.055096309929132
1104 => 0.056320307291608
1105 => 0.056718891006178
1106 => 0.057704369315973
1107 => 0.057642727379378
1108 => 0.057882675665429
1109 => 0.057827515709791
1110 => 0.059652906761746
1111 => 0.061666584165246
1112 => 0.061596856919865
1113 => 0.061307366968362
1114 => 0.061737308911716
1115 => 0.063815639790913
1116 => 0.06362430038813
1117 => 0.063810170319682
1118 => 0.066260639555852
1119 => 0.069446598138056
1120 => 0.06796640051161
1121 => 0.071178003445604
1122 => 0.073199537252797
1123 => 0.076695570941841
1124 => 0.076257850305644
1125 => 0.077618830565708
1126 => 0.075474239011797
1127 => 0.070549823310555
1128 => 0.069770515675928
1129 => 0.071330709295665
1130 => 0.07516629306832
1201 => 0.07120991311298
1202 => 0.072010283625145
1203 => 0.071779776863798
1204 => 0.071767494138076
1205 => 0.072236275821411
1206 => 0.071556283539725
1207 => 0.068785872655861
1208 => 0.070055535637802
1209 => 0.069565257786251
1210 => 0.070109257615182
1211 => 0.073045000329331
1212 => 0.071747038496041
1213 => 0.070379741142526
1214 => 0.072094635451406
1215 => 0.074278285208228
1216 => 0.074141636330842
1217 => 0.073876480393913
1218 => 0.075371150527267
1219 => 0.077839907690308
1220 => 0.078507202831208
1221 => 0.078999786461972
1222 => 0.079067705422386
1223 => 0.079767312926046
1224 => 0.076005347055074
1225 => 0.081975683506442
1226 => 0.083006595684377
1227 => 0.082812826921857
1228 => 0.083958642420216
1229 => 0.083621514434065
1230 => 0.083133068875893
1231 => 0.084949430162738
]
'min_raw' => 0.03131310267821
'max_raw' => 0.084949430162738
'avg_raw' => 0.058131266420474
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.031313'
'max' => '$0.084949'
'avg' => '$0.058131'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.010799079861558
'max_diff' => 0.039153319337705
'year' => 2032
]
7 => [
'items' => [
101 => 0.082867118520168
102 => 0.079911539299286
103 => 0.078290050083982
104 => 0.080425357884499
105 => 0.081729315846301
106 => 0.08259114911175
107 => 0.082851939337141
108 => 0.076297377756694
109 => 0.072764832597484
110 => 0.075029153543825
111 => 0.077791781373445
112 => 0.075990000517992
113 => 0.076060626916303
114 => 0.073491760916106
115 => 0.078019069013365
116 => 0.077359478304249
117 => 0.080781436069939
118 => 0.07996475838623
119 => 0.082755232104515
120 => 0.082020406855532
121 => 0.085070625380532
122 => 0.086287440131525
123 => 0.088330661480535
124 => 0.089833663422273
125 => 0.090716254910308
126 => 0.090663267427884
127 => 0.094160534608811
128 => 0.092098318337427
129 => 0.089507688673511
130 => 0.089460832356223
131 => 0.090802556168671
201 => 0.09361444119561
202 => 0.094343522071832
203 => 0.094750978818598
204 => 0.094126944627255
205 => 0.091888556665039
206 => 0.090922032091839
207 => 0.091745539031118
208 => 0.090738460809138
209 => 0.092476960356518
210 => 0.094864291558537
211 => 0.094371317105851
212 => 0.096019256790321
213 => 0.097724700995436
214 => 0.10016356280504
215 => 0.10080117159287
216 => 0.10185511467305
217 => 0.10293996830482
218 => 0.10328839405372
219 => 0.10395364691853
220 => 0.10395014070755
221 => 0.10595492499234
222 => 0.10816626414146
223 => 0.10900099347764
224 => 0.11092040755893
225 => 0.10763347820901
226 => 0.11012665187845
227 => 0.11237555693646
228 => 0.10969431961482
301 => 0.11338978061453
302 => 0.11353326699105
303 => 0.11569974092169
304 => 0.1135036045468
305 => 0.11219954577771
306 => 0.11596431458164
307 => 0.11778596761675
308 => 0.11723727089747
309 => 0.11306166177125
310 => 0.11063127815949
311 => 0.10427049546153
312 => 0.11180511733263
313 => 0.11547501185811
314 => 0.11305215763101
315 => 0.11427410437414
316 => 0.12094064958712
317 => 0.12347883837739
318 => 0.12295091285229
319 => 0.12304012357564
320 => 0.12440968417548
321 => 0.13048307010597
322 => 0.12684375647644
323 => 0.12962587538374
324 => 0.13110150122049
325 => 0.13247214473519
326 => 0.12910627745942
327 => 0.12472733358805
328 => 0.12334033824843
329 => 0.11281125252736
330 => 0.11226316789008
331 => 0.11195551137451
401 => 0.11001578056271
402 => 0.10849168348162
403 => 0.10727966489664
404 => 0.10409896619027
405 => 0.10517235863328
406 => 0.10010298875874
407 => 0.10334619195704
408 => 0.095255355233056
409 => 0.1019936444773
410 => 0.098326299994075
411 => 0.10078882318165
412 => 0.10078023167023
413 => 0.096245945738222
414 => 0.093630664240773
415 => 0.095297223399226
416 => 0.097083907108718
417 => 0.097373790529457
418 => 0.09969027259603
419 => 0.1003367529482
420 => 0.098377887299853
421 => 0.095087690625554
422 => 0.095851928271597
423 => 0.093615176989269
424 => 0.089695356402383
425 => 0.092510639981386
426 => 0.093471901574538
427 => 0.09389644945594
428 => 0.090041756103174
429 => 0.08883052776227
430 => 0.088185679956764
501 => 0.094590098118878
502 => 0.094940946602955
503 => 0.09314595615344
504 => 0.10125948319323
505 => 0.099423142141489
506 => 0.10147478501076
507 => 0.095782581715579
508 => 0.096000031547023
509 => 0.093305251285479
510 => 0.094814148166662
511 => 0.093747708485058
512 => 0.094692244209871
513 => 0.095258395028858
514 => 0.097952733103478
515 => 0.10202440949014
516 => 0.097550288843386
517 => 0.09560085040701
518 => 0.09681027104888
519 => 0.10003111759377
520 => 0.10491086498138
521 => 0.10202195631384
522 => 0.10330400492364
523 => 0.10358407551051
524 => 0.10145390121229
525 => 0.1049894075462
526 => 0.10688411411295
527 => 0.10882769099615
528 => 0.11051524434605
529 => 0.10805138364883
530 => 0.11068806777541
531 => 0.10856336580679
601 => 0.10665728849328
602 => 0.10666017922577
603 => 0.10546446908366
604 => 0.10314763001416
605 => 0.10272036934305
606 => 0.10494303331122
607 => 0.10672539932663
608 => 0.10687220352861
609 => 0.10785901293602
610 => 0.10844299657837
611 => 0.11416683016072
612 => 0.11646900337758
613 => 0.11928405720924
614 => 0.12038067932442
615 => 0.1236811187303
616 => 0.12101574586147
617 => 0.12043907567531
618 => 0.11243328924214
619 => 0.11374423632208
620 => 0.11584318908464
621 => 0.1124679002001
622 => 0.11460874411293
623 => 0.1150313920506
624 => 0.11235320917537
625 => 0.11378374236648
626 => 0.10998467033443
627 => 0.10210721887877
628 => 0.10499817740156
629 => 0.10712689596045
630 => 0.10408895210781
701 => 0.10953434887901
702 => 0.10635326050108
703 => 0.10534500820445
704 => 0.10141145652739
705 => 0.10326794150267
706 => 0.10577886401404
707 => 0.10422740582809
708 => 0.10744691451657
709 => 0.11200659743106
710 => 0.11525609900973
711 => 0.11550555539172
712 => 0.11341634357633
713 => 0.11676431884367
714 => 0.11678870518842
715 => 0.11301217540999
716 => 0.1106990719485
717 => 0.11017352997524
718 => 0.11148643686302
719 => 0.11308054820076
720 => 0.11559401747652
721 => 0.11711285431891
722 => 0.12107317527504
723 => 0.12214472457447
724 => 0.1233220323811
725 => 0.12489527867903
726 => 0.12678436423177
727 => 0.12265115258807
728 => 0.12281537279195
729 => 0.11896658333755
730 => 0.11485359983329
731 => 0.11797484162239
801 => 0.12205545006025
802 => 0.12111935397593
803 => 0.12101402404374
804 => 0.1211911597736
805 => 0.12048537389607
806 => 0.11729313052963
807 => 0.1156900058955
808 => 0.11775844567424
809 => 0.11885772936097
810 => 0.12056262249149
811 => 0.12035245842722
812 => 0.12474408003927
813 => 0.12645053140197
814 => 0.12601394812022
815 => 0.12609428995103
816 => 0.12918373863245
817 => 0.13261984095978
818 => 0.13583820422296
819 => 0.13911206156618
820 => 0.1351652987581
821 => 0.13316137600664
822 => 0.13522891276928
823 => 0.13413184866034
824 => 0.14043590444067
825 => 0.14087238358518
826 => 0.14717598351053
827 => 0.15315885045839
828 => 0.14940111892263
829 => 0.15294449050891
830 => 0.15677693577479
831 => 0.16417034448452
901 => 0.16168050453434
902 => 0.15977332615326
903 => 0.15797105179857
904 => 0.16172129862769
905 => 0.1665459312617
906 => 0.16758511092131
907 => 0.16926897896706
908 => 0.16749859761054
909 => 0.16963082695336
910 => 0.17715853348254
911 => 0.17512448072945
912 => 0.17223579882977
913 => 0.17817820016594
914 => 0.180328732109
915 => 0.19542229152772
916 => 0.2144785337777
917 => 0.20658912435617
918 => 0.20169191333858
919 => 0.20284287409112
920 => 0.2098015686663
921 => 0.21203648050592
922 => 0.20596121970552
923 => 0.20810710452636
924 => 0.21993114086795
925 => 0.2262743570047
926 => 0.2176594174834
927 => 0.19389114101759
928 => 0.17197570463046
929 => 0.17778866522529
930 => 0.177129655891
1001 => 0.18983310786146
1002 => 0.175075969244
1003 => 0.17532444161152
1004 => 0.18829058751554
1005 => 0.18483144208437
1006 => 0.17922806949974
1007 => 0.17201661545139
1008 => 0.15868557566425
1009 => 0.14687790196124
1010 => 0.1700354692377
1011 => 0.16903687282743
1012 => 0.16759075724167
1013 => 0.17080893099173
1014 => 0.18643546922746
1015 => 0.18607522694296
1016 => 0.18378354932619
1017 => 0.18552176660059
1018 => 0.17892335160738
1019 => 0.18062391339424
1020 => 0.17197223311336
1021 => 0.17588315392641
1022 => 0.17921604717877
1023 => 0.17988517484351
1024 => 0.18139275363868
1025 => 0.1685106578958
1026 => 0.17429434068589
1027 => 0.17769171246728
1028 => 0.16234226316152
1029 => 0.17738830320675
1030 => 0.16828640926899
1031 => 0.16519708976065
1101 => 0.16935645149173
1102 => 0.16773554418002
1103 => 0.16634198325628
1104 => 0.16556435231642
1105 => 0.16861852851972
1106 => 0.1684760475493
1107 => 0.16347882249065
1108 => 0.15696014611459
1109 => 0.15914802787465
1110 => 0.15835314991972
1111 => 0.15547240966975
1112 => 0.15741368077632
1113 => 0.14886530527778
1114 => 0.13415826953844
1115 => 0.14387418783654
1116 => 0.14350013555095
1117 => 0.14331152142663
1118 => 0.15061276549939
1119 => 0.14991091935016
1120 => 0.1486370617168
1121 => 0.15544901427534
1122 => 0.15296255995778
1123 => 0.16062522628218
1124 => 0.16567235391361
1125 => 0.16439223908881
1126 => 0.16913908702106
1127 => 0.1591984322515
1128 => 0.1625003190161
1129 => 0.16318083330207
1130 => 0.15536495583816
1201 => 0.15002575006005
1202 => 0.14966968590605
1203 => 0.14041223887469
1204 => 0.14535749235534
1205 => 0.14970911076982
1206 => 0.14762502324852
1207 => 0.14696526339962
1208 => 0.1503358333832
1209 => 0.15059775553791
1210 => 0.14462590265338
1211 => 0.14586763997206
1212 => 0.1510458910126
1213 => 0.14573716133186
1214 => 0.13542316673826
1215 => 0.13286515347691
1216 => 0.13252386735431
1217 => 0.12558633251095
1218 => 0.13303609215465
1219 => 0.12978407242903
1220 => 0.14005716377709
1221 => 0.13418922909477
1222 => 0.13393627415871
1223 => 0.13355389567243
1224 => 0.1275824728468
1225 => 0.12888983494189
1226 => 0.13323570566286
1227 => 0.13478636129584
1228 => 0.13462461520917
1229 => 0.13321440852545
1230 => 0.13385999392383
1231 => 0.13178033841877
]
'min_raw' => 0.072764832597484
'max_raw' => 0.2262743570047
'avg_raw' => 0.14951959480109
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.072764'
'max' => '$0.226274'
'avg' => '$0.149519'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.041451729919274
'max_diff' => 0.14132492684196
'year' => 2033
]
8 => [
'items' => [
101 => 0.13104596877565
102 => 0.12872809617768
103 => 0.1253214637873
104 => 0.12579517691527
105 => 0.11904574675608
106 => 0.11536829898599
107 => 0.11435042991121
108 => 0.11298929284473
109 => 0.11450417396471
110 => 0.11902662646846
111 => 0.11357158925712
112 => 0.10421931058463
113 => 0.10478139846836
114 => 0.1060442430577
115 => 0.10369094052002
116 => 0.10146373716582
117 => 0.10340010978358
118 => 0.099437426021134
119 => 0.10652311445844
120 => 0.10633146644362
121 => 0.10897257291702
122 => 0.11062411099579
123 => 0.10681785041602
124 => 0.10586058617343
125 => 0.10640588739124
126 => 0.097393272934265
127 => 0.10823605003754
128 => 0.10832981882419
129 => 0.10752691354425
130 => 0.11330035761856
131 => 0.12548412539771
201 => 0.12090010186827
202 => 0.11912502940482
203 => 0.11575061535425
204 => 0.12024682172376
205 => 0.11990158322633
206 => 0.11834028381312
207 => 0.11739600505647
208 => 0.11913586761877
209 => 0.11718041683079
210 => 0.11682916413707
211 => 0.11470095497986
212 => 0.11394128113808
213 => 0.11337884886911
214 => 0.11275966620443
215 => 0.11412542887201
216 => 0.11103043098624
217 => 0.10729816694238
218 => 0.10698786957079
219 => 0.10784462789538
220 => 0.1074655761149
221 => 0.1069860548167
222 => 0.10607051806857
223 => 0.10579889787275
224 => 0.10668153173779
225 => 0.10568508956491
226 => 0.10715539427
227 => 0.10675555274589
228 => 0.10452207049515
301 => 0.10173832466969
302 => 0.10171354349274
303 => 0.1011137900209
304 => 0.10034991380098
305 => 0.10013742091172
306 => 0.10323703388269
307 => 0.10965313996899
308 => 0.10839350481984
309 => 0.10930372030771
310 => 0.1137810796346
311 => 0.11520429752573
312 => 0.11419413117737
313 => 0.11281135317539
314 => 0.11287218838976
315 => 0.1175975594179
316 => 0.11789227501267
317 => 0.11863692624179
318 => 0.11959401350962
319 => 0.11435712727765
320 => 0.11262553151918
321 => 0.11180500538354
322 => 0.10927810246936
323 => 0.11200315062202
324 => 0.11041538176166
325 => 0.11062962602683
326 => 0.11049009916808
327 => 0.11056629026773
328 => 0.10652113386412
329 => 0.10799497625043
330 => 0.10554442742675
331 => 0.10226341763886
401 => 0.10225241854358
402 => 0.10305544104096
403 => 0.10257777183725
404 => 0.10129237629204
405 => 0.10147496066234
406 => 0.099875329454209
407 => 0.10166918485327
408 => 0.10172062620739
409 => 0.10102989416679
410 => 0.10379357591338
411 => 0.10492585857991
412 => 0.10447120395387
413 => 0.10489395879933
414 => 0.1084458483472
415 => 0.10902496132331
416 => 0.10928216505324
417 => 0.1089375461281
418 => 0.10495888081997
419 => 0.10513535154498
420 => 0.10384052645504
421 => 0.10274653569936
422 => 0.10279028959236
423 => 0.10335274304962
424 => 0.10580901028497
425 => 0.11097807987689
426 => 0.11117424228936
427 => 0.11141199685574
428 => 0.11044492954841
429 => 0.11015325279493
430 => 0.11053804972093
501 => 0.11247928048288
502 => 0.11747265304165
503 => 0.11570766168324
504 => 0.11427269623513
505 => 0.11553154779703
506 => 0.11533775746628
507 => 0.11370197205105
508 => 0.1136560610026
509 => 0.11051646579855
510 => 0.10935582893673
511 => 0.10838591390284
512 => 0.1073267920061
513 => 0.10669890904362
514 => 0.10766362264169
515 => 0.10788426405572
516 => 0.10577490091324
517 => 0.10548740251129
518 => 0.1072099539872
519 => 0.10645192330585
520 => 0.10723157665988
521 => 0.10741246292576
522 => 0.10738333607079
523 => 0.10659186498018
524 => 0.10709632505132
525 => 0.10590312659628
526 => 0.10460570248904
527 => 0.10377802674099
528 => 0.10305576987556
529 => 0.10345651996232
530 => 0.10202791907712
531 => 0.10157088090189
601 => 0.10692542532993
602 => 0.11088088486998
603 => 0.11082337092173
604 => 0.11047326955317
605 => 0.10995308993496
606 => 0.11244122610381
607 => 0.11157440921444
608 => 0.11220509092643
609 => 0.11236562589176
610 => 0.11285151688178
611 => 0.11302518114697
612 => 0.11250024711998
613 => 0.11073850441011
614 => 0.10634840907857
615 => 0.1043048078509
616 => 0.1036303854069
617 => 0.10365489938183
618 => 0.10297869451809
619 => 0.10317786715584
620 => 0.10290943040286
621 => 0.10240107613455
622 => 0.10342513051875
623 => 0.10354314324681
624 => 0.103304116717
625 => 0.10336041611765
626 => 0.10138137854038
627 => 0.10153184046913
628 => 0.10069404933004
629 => 0.10053697359118
630 => 0.098419110546373
701 => 0.094667009173335
702 => 0.096746037559291
703 => 0.094234863624686
704 => 0.093283844005156
705 => 0.097785822970113
706 => 0.09733394914749
707 => 0.09656053758799
708 => 0.095416500698396
709 => 0.09499216628757
710 => 0.092414044735343
711 => 0.092261715560293
712 => 0.093539502216715
713 => 0.092949847640731
714 => 0.092121749296398
715 => 0.089122461036207
716 => 0.085750268001536
717 => 0.085852053312403
718 => 0.08692468517485
719 => 0.090043506979029
720 => 0.088824929343971
721 => 0.08794083728817
722 => 0.087775273421828
723 => 0.08984765184053
724 => 0.092780501479696
725 => 0.09415652891158
726 => 0.092792927517157
727 => 0.091226495656757
728 => 0.091321837105953
729 => 0.091956101053734
730 => 0.092022753226636
731 => 0.091003167117313
801 => 0.091290174634828
802 => 0.090854183971205
803 => 0.088178510073331
804 => 0.088130115617172
805 => 0.087473462091564
806 => 0.087453578883779
807 => 0.08633644742682
808 => 0.086180153013627
809 => 0.083962020700803
810 => 0.085422002106227
811 => 0.084442723231933
812 => 0.082966718979838
813 => 0.082712255290437
814 => 0.08270460580466
815 => 0.08422013214305
816 => 0.08540429229858
817 => 0.084459758207217
818 => 0.084244706103637
819 => 0.086540899947683
820 => 0.086248688350756
821 => 0.085995634992381
822 => 0.092517896962285
823 => 0.087355017674658
824 => 0.085103707618405
825 => 0.082317283911608
826 => 0.083224557520909
827 => 0.083415733401011
828 => 0.076714886676789
829 => 0.073996353995309
830 => 0.073063456024768
831 => 0.072526560053481
901 => 0.072771230289512
902 => 0.0703242320241
903 => 0.071968655328072
904 => 0.06984976166984
905 => 0.069494522252561
906 => 0.073283366594035
907 => 0.073810562150044
908 => 0.071561382121291
909 => 0.073005719808921
910 => 0.072481982885591
911 => 0.069886084020017
912 => 0.069786939777492
913 => 0.068484408977004
914 => 0.066446200493904
915 => 0.065514684524692
916 => 0.065029542920134
917 => 0.065229721801396
918 => 0.065128505233455
919 => 0.064467998662116
920 => 0.065166364696963
921 => 0.063382328062698
922 => 0.062671910299974
923 => 0.062351031078118
924 => 0.060767595879891
925 => 0.063287545437099
926 => 0.063784007245357
927 => 0.064281447236743
928 => 0.068611322745045
929 => 0.068395014400752
930 => 0.07035033648673
1001 => 0.070274356266075
1002 => 0.069716666733037
1003 => 0.067363866328622
1004 => 0.068301650635187
1005 => 0.065415296303618
1006 => 0.067577949221846
1007 => 0.066591004744512
1008 => 0.067244262301283
1009 => 0.06606964631235
1010 => 0.066719727299331
1011 => 0.063901736757614
1012 => 0.061270336839956
1013 => 0.062329288982174
1014 => 0.063480491066632
1015 => 0.065976590506572
1016 => 0.064489934272517
1017 => 0.065024592070979
1018 => 0.063233577946765
1019 => 0.059538204230619
1020 => 0.059559119644536
1021 => 0.0589906669064
1022 => 0.058499440745191
1023 => 0.064660694624588
1024 => 0.063894445309675
1025 => 0.062673527310592
1026 => 0.064307774569717
1027 => 0.064739895484022
1028 => 0.064752197358961
1029 => 0.065944501973192
1030 => 0.06658083515954
1031 => 0.066692991641659
1101 => 0.068569108713598
1102 => 0.069197958409529
1103 => 0.07178810130893
1104 => 0.066526846734491
1105 => 0.066418494658795
1106 => 0.064330771780076
1107 => 0.063006704924799
1108 => 0.064421431770445
1109 => 0.065674686626215
1110 => 0.064369713901879
1111 => 0.064540115790199
1112 => 0.062788296527968
1113 => 0.063414489483458
1114 => 0.063953851214027
1115 => 0.063656047368624
1116 => 0.063210220598187
1117 => 0.065571934019972
1118 => 0.065438676893085
1119 => 0.067637958727008
1120 => 0.069352456188704
1121 => 0.072425142143143
1122 => 0.069218634166944
1123 => 0.069101776271577
1124 => 0.07024408094339
1125 => 0.069197783528635
1126 => 0.069859007377801
1127 => 0.072318608758562
1128 => 0.072370576259948
1129 => 0.071500053655383
1130 => 0.071447082275782
1201 => 0.071614275664462
1202 => 0.072593532564155
1203 => 0.072251350113877
1204 => 0.072647332308338
1205 => 0.073142514106006
1206 => 0.075190795973893
1207 => 0.075684629797815
1208 => 0.074484869629166
1209 => 0.07459319453925
1210 => 0.074144451302023
1211 => 0.073710970957597
1212 => 0.074685371467146
1213 => 0.076466107550235
1214 => 0.076455029683483
1215 => 0.076868125842196
1216 => 0.077125481326802
1217 => 0.076020723191147
1218 => 0.075301566267918
1219 => 0.075577336793428
1220 => 0.076018299869219
1221 => 0.075434338411101
1222 => 0.071829857774335
1223 => 0.072923226944415
1224 => 0.072741236851493
1225 => 0.07248206082842
1226 => 0.073581451983709
1227 => 0.073475413024799
1228 => 0.070299134520055
1229 => 0.070502469564518
1230 => 0.070311499997575
1231 => 0.070928561737065
]
'min_raw' => 0.058499440745191
'max_raw' => 0.13104596877565
'avg_raw' => 0.094772704760422
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.058499'
'max' => '$0.131045'
'avg' => '$0.094772'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.014265391852292
'max_diff' => -0.09522838822905
'year' => 2034
]
9 => [
'items' => [
101 => 0.069164460169679
102 => 0.069707085930402
103 => 0.070047415720726
104 => 0.070247872581764
105 => 0.070972060218389
106 => 0.070887085157774
107 => 0.070966778049311
108 => 0.072040557135978
109 => 0.077471363279856
110 => 0.077766950075869
111 => 0.07631137258651
112 => 0.076892847083512
113 => 0.075776543203761
114 => 0.076525925476824
115 => 0.077038633795808
116 => 0.07472180349046
117 => 0.074584615835882
118 => 0.073463704572928
119 => 0.07406601879398
120 => 0.073107693560361
121 => 0.073342833051897
122 => 0.072685362534468
123 => 0.073868678564766
124 => 0.07519180975536
125 => 0.075526084946138
126 => 0.074646750833719
127 => 0.074010054985386
128 => 0.072892226816363
129 => 0.074751199973873
130 => 0.07529482037631
131 => 0.074748344567325
201 => 0.074621714181652
202 => 0.074381749829616
203 => 0.074672623753321
204 => 0.075291859702849
205 => 0.074999839464544
206 => 0.075192723976679
207 => 0.074457647118065
208 => 0.076021088912059
209 => 0.078504210743678
210 => 0.078512194386398
211 => 0.078220172573995
212 => 0.078100683540057
213 => 0.078400315640948
214 => 0.078562853764129
215 => 0.079531809035281
216 => 0.080571536646107
217 => 0.085423491737137
218 => 0.084061082162988
219 => 0.08836602536385
220 => 0.091770676508818
221 => 0.092791582519844
222 => 0.09185239702704
223 => 0.088639494189962
224 => 0.088481853848813
225 => 0.093283287139996
226 => 0.09192666231566
227 => 0.09176529610955
228 => 0.090048632309044
301 => 0.091063393228091
302 => 0.090841450129451
303 => 0.090491102090419
304 => 0.092427195235103
305 => 0.096051388765722
306 => 0.095486524216504
307 => 0.095064879033824
308 => 0.09321735258239
309 => 0.094329976166126
310 => 0.093933792218858
311 => 0.095636049880864
312 => 0.094627670151516
313 => 0.091916384548338
314 => 0.092348165717159
315 => 0.092282902862115
316 => 0.093626007794345
317 => 0.093222841031603
318 => 0.092204178081094
319 => 0.096039001666235
320 => 0.095789989553025
321 => 0.096143031797462
322 => 0.096298451911657
323 => 0.098632641450761
324 => 0.099588884219198
325 => 0.099805968069019
326 => 0.10071432474056
327 => 0.099783367327537
328 => 0.10350786074103
329 => 0.10598443153079
330 => 0.10886109594626
331 => 0.11306467583177
401 => 0.114645260754
402 => 0.11435974223507
403 => 0.11754684852946
404 => 0.1232740076951
405 => 0.11551736484819
406 => 0.12368512860059
407 => 0.12109930889795
408 => 0.11496837689989
409 => 0.11457361715816
410 => 0.11872555548882
411 => 0.12793415509699
412 => 0.12562750533821
413 => 0.12793792794966
414 => 0.12524269724809
415 => 0.12510885632656
416 => 0.12780702661035
417 => 0.13411144854802
418 => 0.13111645400315
419 => 0.1268223949203
420 => 0.12999306132412
421 => 0.12724633665381
422 => 0.12105719721177
423 => 0.12562574148661
424 => 0.12257088603467
425 => 0.1234624552606
426 => 0.12988330704512
427 => 0.12911073317094
428 => 0.13011051530254
429 => 0.12834592600912
430 => 0.12669752135887
501 => 0.12362065166703
502 => 0.12270974223913
503 => 0.12296148483391
504 => 0.122709617488
505 => 0.12098813717331
506 => 0.12061638366326
507 => 0.11999677819294
508 => 0.12018881983679
509 => 0.11902378028062
510 => 0.12122245063257
511 => 0.12163054322451
512 => 0.12323055215276
513 => 0.12339667038752
514 => 0.12785267247801
515 => 0.12539838140664
516 => 0.12704493175061
517 => 0.12689764878992
518 => 0.1151012527869
519 => 0.11672669207563
520 => 0.11925536551795
521 => 0.11811620155972
522 => 0.1165056902461
523 => 0.1152051160102
524 => 0.11323461305226
525 => 0.1160080581254
526 => 0.11965484347358
527 => 0.12348915888206
528 => 0.12809583761106
529 => 0.1270676805464
530 => 0.12340304022756
531 => 0.12356743331525
601 => 0.124583646697
602 => 0.12326755803491
603 => 0.12287941779535
604 => 0.12453032218838
605 => 0.12454169105962
606 => 0.12302737199925
607 => 0.12134448348112
608 => 0.12133743211678
609 => 0.12103797835976
610 => 0.12529596940622
611 => 0.12763743395032
612 => 0.12790587908685
613 => 0.12761936545378
614 => 0.12772963317983
615 => 0.12636718655226
616 => 0.12948133552188
617 => 0.13233918657381
618 => 0.13157322144281
619 => 0.13042493082308
620 => 0.12951026203529
621 => 0.131357754545
622 => 0.13127548861176
623 => 0.132314225738
624 => 0.13226710262192
625 => 0.13191781439524
626 => 0.13157323391699
627 => 0.13293945656366
628 => 0.13254600638228
629 => 0.1321519450641
630 => 0.13136159476272
701 => 0.131469016495
702 => 0.13032092414384
703 => 0.12978976408906
704 => 0.12180239129635
705 => 0.1196679042912
706 => 0.12033945735451
707 => 0.12056055005982
708 => 0.11963161857976
709 => 0.12096346769925
710 => 0.12075590042475
711 => 0.12156342326702
712 => 0.12105891805374
713 => 0.12107962312367
714 => 0.12256326538408
715 => 0.12299397304414
716 => 0.12277491165199
717 => 0.12292833474207
718 => 0.12646390509696
719 => 0.12596126005367
720 => 0.12569423989251
721 => 0.125768206302
722 => 0.12667162033115
723 => 0.12692452693474
724 => 0.12585294388391
725 => 0.12635830864543
726 => 0.12851008765964
727 => 0.12926308853447
728 => 0.131666305866
729 => 0.13064537642978
730 => 0.13251933659475
731 => 0.13827925126175
801 => 0.14288066965353
802 => 0.13864901513879
803 => 0.1470989340282
804 => 0.15367840795247
805 => 0.15342587678457
806 => 0.1522785933199
807 => 0.14478803718148
808 => 0.137895115745
809 => 0.14366133721552
810 => 0.14367603649988
811 => 0.14318071296175
812 => 0.14010430100693
813 => 0.14307366049424
814 => 0.14330935746721
815 => 0.14317742983923
816 => 0.1408187520065
817 => 0.13721748691245
818 => 0.13792116549161
819 => 0.13907380535894
820 => 0.13689161762422
821 => 0.13619427641956
822 => 0.13749076639362
823 => 0.14166832722444
824 => 0.14087858354834
825 => 0.14085796014935
826 => 0.14423681849917
827 => 0.14181828512397
828 => 0.13793004113199
829 => 0.13694820824437
830 => 0.13346336293523
831 => 0.13587035800285
901 => 0.13595698147024
902 => 0.1346386948706
903 => 0.13803701282406
904 => 0.13800569672585
905 => 0.14123189384978
906 => 0.14739917104642
907 => 0.1455752037061
908 => 0.14345412813638
909 => 0.14368474786185
910 => 0.14621407703232
911 => 0.14468478687689
912 => 0.14523473027937
913 => 0.14621324462712
914 => 0.14680360662826
915 => 0.14359980385504
916 => 0.14285284417301
917 => 0.14132482681078
918 => 0.14092619560277
919 => 0.14217073386118
920 => 0.14184284200027
921 => 0.13594970110323
922 => 0.13533383509036
923 => 0.13535272282173
924 => 0.13380409844954
925 => 0.13144207456952
926 => 0.1376493322971
927 => 0.13715080263105
928 => 0.13660046446288
929 => 0.13666787774829
930 => 0.13936223794435
1001 => 0.13779937296219
1002 => 0.1419545056658
1003 => 0.14110033529666
1004 => 0.14022425868063
1005 => 0.14010315820635
1006 => 0.13976594345252
1007 => 0.13860950858957
1008 => 0.13721304400158
1009 => 0.13629097712091
1010 => 0.12572122208024
1011 => 0.12768290713435
1012 => 0.12993964697589
1013 => 0.13071866452587
1014 => 0.12938610110026
1015 => 0.13866212631568
1016 => 0.14035694550854
1017 => 0.13522322762304
1018 => 0.13426291861499
1019 => 0.13872508401437
1020 => 0.13603385280101
1021 => 0.1372457140516
1022 => 0.13462633288048
1023 => 0.13994871319508
1024 => 0.13990816557451
1025 => 0.13783763942072
1026 => 0.13958763394755
1027 => 0.13928352933326
1028 => 0.13694591040512
1029 => 0.14002281988464
1030 => 0.14002434599335
1031 => 0.13803150958745
1101 => 0.13570431295334
1102 => 0.13528826516109
1103 => 0.13497482903779
1104 => 0.13716862797925
1105 => 0.13913558125033
1106 => 0.14279559363875
1107 => 0.14371580771294
1108 => 0.14730746450665
1109 => 0.14516880776059
1110 => 0.14611684659588
1111 => 0.14714607685986
1112 => 0.14763952769711
1113 => 0.14683547603785
1114 => 0.15241479742339
1115 => 0.15288586309432
1116 => 0.15304380733908
1117 => 0.15116249155958
1118 => 0.15283354029922
1119 => 0.15205171193326
1120 => 0.15408581214332
1121 => 0.15440478502895
1122 => 0.15413462634261
1123 => 0.15423587337115
1124 => 0.14947490682833
1125 => 0.14922802559698
1126 => 0.1458617824897
1127 => 0.14723355143793
1128 => 0.14466909513982
1129 => 0.14548231064878
1130 => 0.14584076829652
1201 => 0.14565353036363
1202 => 0.14731110919608
1203 => 0.14590182856752
1204 => 0.14218250528155
1205 => 0.13846216866844
1206 => 0.13841546287278
1207 => 0.13743596391195
1208 => 0.13672796556745
1209 => 0.13686435116619
1210 => 0.13734499180521
1211 => 0.13670002985975
1212 => 0.13683766519121
1213 => 0.13912332875293
1214 => 0.13958170227963
1215 => 0.13802396993782
1216 => 0.13176944980575
1217 => 0.13023457487706
1218 => 0.13133781253791
1219 => 0.13081053599363
1220 => 0.1055743118906
1221 => 0.1115031884094
1222 => 0.10798045130755
1223 => 0.10960389063743
1224 => 0.10600808826479
1225 => 0.10772419362916
1226 => 0.10740729163049
1227 => 0.11694074962452
1228 => 0.11679189779079
1229 => 0.11686314528653
1230 => 0.11346231668027
1231 => 0.1188799289926
]
'min_raw' => 0.069164460169679
'max_raw' => 0.15440478502895
'avg_raw' => 0.11178462259931
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.069164'
'max' => '$0.1544047'
'avg' => '$0.111784'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.010665019424488
'max_diff' => 0.023358816253296
'year' => 2035
]
10 => [
'items' => [
101 => 0.12154883962869
102 => 0.12105489530071
103 => 0.12117921044645
104 => 0.11904306436684
105 => 0.11688382784996
106 => 0.11448890224863
107 => 0.11893837799416
108 => 0.11844367224634
109 => 0.11957834924232
110 => 0.12246415231839
111 => 0.12288909778344
112 => 0.12346022879784
113 => 0.12325551898505
114 => 0.12813253723922
115 => 0.12754189814903
116 => 0.12896516841791
117 => 0.12603739349106
118 => 0.12272433825438
119 => 0.12335404174293
120 => 0.12329339623323
121 => 0.12252130928903
122 => 0.12182430371814
123 => 0.12066398582272
124 => 0.12433540333858
125 => 0.12418635049223
126 => 0.12659934281963
127 => 0.1261728229872
128 => 0.12332441915916
129 => 0.12342615045912
130 => 0.12411034234175
131 => 0.12647833825948
201 => 0.12718132067332
202 => 0.12685567121022
203 => 0.12762645933463
204 => 0.1282356588406
205 => 0.12770296541318
206 => 0.13524478099441
207 => 0.13211289335154
208 => 0.13363935359714
209 => 0.13400340537129
210 => 0.13307089440699
211 => 0.13327312264443
212 => 0.13357944332026
213 => 0.13543936248016
214 => 0.14032032852769
215 => 0.14248207516428
216 => 0.14898579657917
217 => 0.14230257219908
218 => 0.1419060173223
219 => 0.14307753394269
220 => 0.14689590690206
221 => 0.14999033954409
222 => 0.15101694137355
223 => 0.15115262375266
224 => 0.15307859703194
225 => 0.15418252899834
226 => 0.15284473321771
227 => 0.15171109136668
228 => 0.14765052696909
229 => 0.14812054835466
301 => 0.15135852960346
302 => 0.15593236883353
303 => 0.15985719871979
304 => 0.15848286008776
305 => 0.16896809371834
306 => 0.17000766180447
307 => 0.16986402710823
308 => 0.17223231791692
309 => 0.16753174295571
310 => 0.16552215609044
311 => 0.15195619760225
312 => 0.15576767858918
313 => 0.1613078900441
314 => 0.16057462228332
315 => 0.15655117263447
316 => 0.15985414657244
317 => 0.15876208009501
318 => 0.15790072195437
319 => 0.16184677057911
320 => 0.15750792802147
321 => 0.16126460677055
322 => 0.15644662741698
323 => 0.15848913795086
324 => 0.15732971018671
325 => 0.15808000204424
326 => 0.15369381117613
327 => 0.1560604932998
328 => 0.15359534941885
329 => 0.15359418061968
330 => 0.15353976243188
331 => 0.15643999327569
401 => 0.15653456969938
402 => 0.1543912947238
403 => 0.15408241531558
404 => 0.15522450437805
405 => 0.15388741719949
406 => 0.15451303187481
407 => 0.15390636643068
408 => 0.15376979326088
409 => 0.15268155500789
410 => 0.15221271204676
411 => 0.15239655745241
412 => 0.15176899830412
413 => 0.15139087121747
414 => 0.15346454343702
415 => 0.15235666402181
416 => 0.15329474502742
417 => 0.15222568332627
418 => 0.14851984970209
419 => 0.14638858559635
420 => 0.13938860941123
421 => 0.14137379397389
422 => 0.14268997339275
423 => 0.14225497610267
424 => 0.14318951860337
425 => 0.14324689192287
426 => 0.14294306262936
427 => 0.14259126723042
428 => 0.14242003268572
429 => 0.14369627469208
430 => 0.1444371761331
501 => 0.14282206960564
502 => 0.142443672744
503 => 0.14407663461574
504 => 0.14507274041417
505 => 0.15242742596626
506 => 0.15188256710524
507 => 0.15325005592325
508 => 0.15309609766817
509 => 0.1545294438075
510 => 0.15687235896803
511 => 0.1521085573573
512 => 0.15293538859705
513 => 0.15273266867139
514 => 0.1549459116638
515 => 0.15495282116684
516 => 0.1536258714332
517 => 0.1543452324111
518 => 0.15394370484787
519 => 0.15466931942434
520 => 0.15187529018297
521 => 0.15527811620213
522 => 0.15720729928174
523 => 0.15723408599067
524 => 0.15814850345945
525 => 0.15907760456723
526 => 0.16086093323595
527 => 0.15902786849856
528 => 0.15573036348125
529 => 0.15596843269263
530 => 0.15403510670749
531 => 0.15406760626658
601 => 0.1538941210731
602 => 0.15441476319809
603 => 0.15198954185116
604 => 0.15255873645382
605 => 0.1517618606769
606 => 0.15293365634474
607 => 0.1516729979109
608 => 0.1527325709137
609 => 0.15318984749631
610 => 0.15487720793058
611 => 0.15142377340281
612 => 0.14438198662371
613 => 0.14586225557809
614 => 0.14367282152195
615 => 0.14387546197961
616 => 0.14428482795407
617 => 0.14295793889463
618 => 0.14321106751209
619 => 0.14320202397663
620 => 0.1431240916738
621 => 0.14277891658255
622 => 0.14227834440943
623 => 0.14427246987915
624 => 0.14461131065454
625 => 0.14536451172474
626 => 0.1476055272085
627 => 0.14738159691489
628 => 0.14774683651454
629 => 0.14694952051922
630 => 0.14391244718187
701 => 0.14407737487589
702 => 0.14202072388869
703 => 0.14531191853502
704 => 0.14453252020112
705 => 0.14403003702497
706 => 0.14389292983489
707 => 0.14613950036256
708 => 0.14681170947512
709 => 0.14639283386645
710 => 0.14553370777251
711 => 0.1471834838507
712 => 0.14762489433076
713 => 0.14772370985865
714 => 0.15064679675602
715 => 0.14788707794477
716 => 0.14855136969189
717 => 0.15373398427243
718 => 0.1490340679998
719 => 0.15152371847005
720 => 0.15140186303505
721 => 0.15267548397045
722 => 0.15129738894414
723 => 0.15131447208362
724 => 0.1524453611917
725 => 0.15085723139633
726 => 0.15046398812507
727 => 0.1499207253623
728 => 0.15110691972995
729 => 0.1518179896064
730 => 0.15754869058731
731 => 0.16125098477269
801 => 0.161090258418
802 => 0.16255899643277
803 => 0.16189731650502
804 => 0.15976057747595
805 => 0.163407730451
806 => 0.16225361864633
807 => 0.16234876222126
808 => 0.16234522097265
809 => 0.16311260442855
810 => 0.16256884292038
811 => 0.16149703317182
812 => 0.16220855050218
813 => 0.16432150260126
814 => 0.1708801707501
815 => 0.17455048833698
816 => 0.17065921302278
817 => 0.17334336262827
818 => 0.17173382932527
819 => 0.17144132924465
820 => 0.17312717355399
821 => 0.17481596871063
822 => 0.17470839976001
823 => 0.17348242119688
824 => 0.17278989701463
825 => 0.17803392213529
826 => 0.18189763051456
827 => 0.18163415150572
828 => 0.18279706216276
829 => 0.1862114038193
830 => 0.18652356843045
831 => 0.18648424286447
901 => 0.18571051030472
902 => 0.18907237307388
903 => 0.19187689814226
904 => 0.18553141357242
905 => 0.18794769102812
906 => 0.18903243582558
907 => 0.19062516301754
908 => 0.19331236076243
909 => 0.19623137025739
910 => 0.19664415020528
911 => 0.19635126307891
912 => 0.1944260978498
913 => 0.19762011287021
914 => 0.19949109196029
915 => 0.20060521719184
916 => 0.20343045340629
917 => 0.18903913484016
918 => 0.17885224426411
919 => 0.17726141420018
920 => 0.18049642969149
921 => 0.18134947747778
922 => 0.18100561498476
923 => 0.16953934348985
924 => 0.17720104665376
925 => 0.18544439504383
926 => 0.18576105562759
927 => 0.18988784819194
928 => 0.19123170101384
929 => 0.19455430993921
930 => 0.19434647984628
1001 => 0.19515548224535
1002 => 0.19496950660378
1003 => 0.20112393998017
1004 => 0.20791319393654
1005 => 0.20767810366054
1006 => 0.20670206807751
1007 => 0.20815164735711
1008 => 0.21515888502075
1009 => 0.21451377086538
1010 => 0.21514044431663
1011 => 0.22340237243267
1012 => 0.2341440542291
1013 => 0.22915346458744
1014 => 0.23998160810636
1015 => 0.24679735047629
1016 => 0.25858447214418
1017 => 0.25710866645856
1018 => 0.26169730642598
1019 => 0.25446666627137
1020 => 0.23786365492291
1021 => 0.23523616482324
1022 => 0.24049646654142
1023 => 0.25342840502284
1024 => 0.24008919377778
1025 => 0.24278769883963
1026 => 0.24201052920028
1027 => 0.24196911713295
1028 => 0.24354964730761
1029 => 0.24125700585436
1030 => 0.2319163721355
1031 => 0.23619712952416
1101 => 0.23454412351754
1102 => 0.23637825692164
1103 => 0.2462763184494
1104 => 0.24190014950766
1105 => 0.23729021101864
1106 => 0.24307209691112
1107 => 0.25043442452381
1108 => 0.24997370329318
1109 => 0.24907971153923
1110 => 0.25411909624836
1111 => 0.26244268338668
1112 => 0.26469251554328
1113 => 0.26635329564549
1114 => 0.26658228916248
1115 => 0.2689410647061
1116 => 0.25625733412005
1117 => 0.27638674030142
1118 => 0.27986253268532
1119 => 0.27920922777398
1120 => 0.28307242472498
1121 => 0.28193577418215
1122 => 0.28028894588059
1123 => 0.28641293477348
1124 => 0.2793922756882
1125 => 0.26942733399305
1126 => 0.26396036989489
1127 => 0.27115970922676
1128 => 0.27555609453442
1129 => 0.27846182556016
1130 => 0.27934109801285
1201 => 0.2572419360195
1202 => 0.24533171338079
1203 => 0.25296602954122
1204 => 0.2622804221493
1205 => 0.25620559219882
1206 => 0.25644371403171
1207 => 0.24778260295955
1208 => 0.26304673829601
1209 => 0.26082288216907
1210 => 0.27236025168956
1211 => 0.26960676586032
1212 => 0.27901504282617
1213 => 0.27653752819536
1214 => 0.28682155291186
1215 => 0.29092412880012
1216 => 0.29781299223147
1217 => 0.30288046821428
1218 => 0.30585618703676
1219 => 0.3056775360403
1220 => 0.31746881651219
1221 => 0.31051591037388
1222 => 0.30178142159
1223 => 0.30162344224486
1224 => 0.3061471577547
1225 => 0.31562762444256
1226 => 0.31808577151955
1227 => 0.31945954038899
1228 => 0.3173555655442
1229 => 0.30980868425034
1230 => 0.3065499791712
1231 => 0.3093264903124
]
'min_raw' => 0.11448890224863
'max_raw' => 0.31945954038899
'avg_raw' => 0.21697422131881
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.114488'
'max' => '$0.319459'
'avg' => '$0.216974'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.045324442078955
'max_diff' => 0.16505475536004
'year' => 2036
]
11 => [
'items' => [
101 => 0.30593105577504
102 => 0.31179252837719
103 => 0.31984158220294
104 => 0.31817948441733
105 => 0.32373562811899
106 => 0.32948565232685
107 => 0.33770844519384
108 => 0.33985818773841
109 => 0.34341163041719
110 => 0.34706929017877
111 => 0.34824403191749
112 => 0.35048697839767
113 => 0.35047515696257
114 => 0.35723442714831
115 => 0.36469011148034
116 => 0.3675044597162
117 => 0.37397589830048
118 => 0.36289378651115
119 => 0.37129969560548
120 => 0.37888203602212
121 => 0.3698420571942
122 => 0.38230156196356
123 => 0.38278533629991
124 => 0.39008975441543
125 => 0.38268532729816
126 => 0.37828860211169
127 => 0.39098178298188
128 => 0.39712361337351
129 => 0.39527364407568
130 => 0.38119528637491
131 => 0.3730010783439
201 => 0.35155525538205
202 => 0.37695875907097
203 => 0.38933206468748
204 => 0.38116324250254
205 => 0.38528312126061
206 => 0.40775984388949
207 => 0.41631752460655
208 => 0.4145375868401
209 => 0.41483836702236
210 => 0.4194559362044
211 => 0.43993278089933
212 => 0.42766258090858
213 => 0.43704268904588
214 => 0.44201786457941
215 => 0.4466390848845
216 => 0.43529082836688
217 => 0.42052691337646
218 => 0.415850561752
219 => 0.38035101412613
220 => 0.37850310850549
221 => 0.37746582308335
222 => 0.37092588522369
223 => 0.36578728550574
224 => 0.36170088022605
225 => 0.35097693246823
226 => 0.35459595003171
227 => 0.33750421556759
228 => 0.34843890158386
301 => 0.32116008068477
302 => 0.34387869332407
303 => 0.33151398535306
304 => 0.33981655420784
305 => 0.33978758732725
306 => 0.32449992573376
307 => 0.31568232157199
308 => 0.32130124213016
309 => 0.32732517099898
310 => 0.32830253319102
311 => 0.33611271421008
312 => 0.33829236785322
313 => 0.33168791555621
314 => 0.32059478775461
315 => 0.32317146833561
316 => 0.31563010522226
317 => 0.30241415644044
318 => 0.31190608158387
319 => 0.31514704215832
320 => 0.31657843498145
321 => 0.30358206721651
322 => 0.29949832629989
323 => 0.29732417690179
324 => 0.31891711987755
325 => 0.32010003003708
326 => 0.31404809441431
327 => 0.34140341729732
328 => 0.33521206523214
329 => 0.34212932240703
330 => 0.32293766158038
331 => 0.32367080886895
401 => 0.31458516907361
402 => 0.31967252025633
403 => 0.31607694441336
404 => 0.31926151255495
405 => 0.32117032956855
406 => 0.33025447849981
407 => 0.3439824197128
408 => 0.32889760957915
409 => 0.32232494178546
410 => 0.32640258791858
411 => 0.337261896917
412 => 0.3537143059274
413 => 0.34397414865765
414 => 0.34829666505537
415 => 0.3492409425929
416 => 0.34205891122241
417 => 0.35397911766837
418 => 0.36036725314235
419 => 0.36692015830027
420 => 0.37260986224065
421 => 0.36430278387872
422 => 0.3731925484989
423 => 0.36602896746974
424 => 0.35960249472919
425 => 0.3596122410356
426 => 0.35558082080967
427 => 0.34776943613028
428 => 0.34632889694726
429 => 0.35382276369738
430 => 0.35983213515915
501 => 0.36032709577569
502 => 0.36365419258958
503 => 0.36562313421222
504 => 0.38492143876042
505 => 0.39268337649365
506 => 0.40217452702788
507 => 0.4058718650529
508 => 0.41699952693916
509 => 0.40801303622149
510 => 0.40606875242705
511 => 0.37907668452144
512 => 0.38349663412886
513 => 0.39057339991204
514 => 0.37919337778267
515 => 0.38641138250374
516 => 0.38783636953392
517 => 0.37880668898533
518 => 0.3836298315158
519 => 0.37082099491698
520 => 0.34426161734814
521 => 0.35400868584801
522 => 0.36118580909169
523 => 0.35094316929004
524 => 0.3693027046896
525 => 0.35857744312691
526 => 0.35517805011489
527 => 0.34191580600388
528 => 0.34817507471369
529 => 0.3566408252678
530 => 0.35140997567449
531 => 0.36226477399662
601 => 0.37763806328971
602 => 0.38859398473518
603 => 0.38943504434355
604 => 0.38239112084384
605 => 0.39367905320584
606 => 0.39376127346978
607 => 0.38102843965289
608 => 0.37322964983676
609 => 0.37145774838174
610 => 0.37588430561812
611 => 0.38125896329063
612 => 0.38973330043865
613 => 0.39485416489457
614 => 0.40820666349896
615 => 0.41181946677517
616 => 0.41578884224221
617 => 0.42109315197624
618 => 0.42746233580904
619 => 0.41352692418071
620 => 0.41408060406356
621 => 0.40110414170416
622 => 0.3872369306602
623 => 0.39776041527031
624 => 0.41151847151753
625 => 0.40836235821312
626 => 0.40800723099282
627 => 0.40860445647328
628 => 0.40622485011077
629 => 0.39546197872549
630 => 0.39005693209495
701 => 0.39703082122281
702 => 0.40073713292218
703 => 0.40648529914354
704 => 0.40577671632769
705 => 0.42058337520595
706 => 0.42633679511592
707 => 0.42486482410023
708 => 0.42513570219208
709 => 0.43555199411992
710 => 0.4471370530175
711 => 0.45798798945825
712 => 0.46902602806435
713 => 0.45571924170272
714 => 0.44896287623677
715 => 0.4559337207828
716 => 0.45223489254494
717 => 0.47348945674344
718 => 0.47496107665317
719 => 0.49621410390477
720 => 0.51638575752994
721 => 0.50371630330068
722 => 0.51566302799412
723 => 0.52858438478083
724 => 0.55351177843697
725 => 0.54511710920987
726 => 0.53868692414314
727 => 0.53261043032551
728 => 0.54525464934377
729 => 0.56152123511442
730 => 0.56502490189
731 => 0.57070218057016
801 => 0.56473321622258
802 => 0.57192217631938
803 => 0.59730236445022
804 => 0.59044441358015
805 => 0.58070502087403
806 => 0.60074024186415
807 => 0.60799091045552
808 => 0.6588798998344
809 => 0.72312935104454
810 => 0.6965296563589
811 => 0.68001836750074
812 => 0.68389891203542
813 => 0.70736063663618
814 => 0.71489579794003
815 => 0.69441263199031
816 => 0.70164763248467
817 => 0.74151319653818
818 => 0.76289979261247
819 => 0.73385392254053
820 => 0.65371751898797
821 => 0.57982809512185
822 => 0.59942689761526
823 => 0.59720500163416
824 => 0.64003557687926
825 => 0.59028085371997
826 => 0.59111859565487
827 => 0.63483486183767
828 => 0.62317211150664
829 => 0.60427994962257
830 => 0.57996602881092
831 => 0.53501949742512
901 => 0.49520910114995
902 => 0.57328645603226
903 => 0.56991961851528
904 => 0.56504393885332
905 => 0.57589423633736
906 => 0.62858020100918
907 => 0.62736561899567
908 => 0.6196390679109
909 => 0.62549958881
910 => 0.60325257197376
911 => 0.60898613476761
912 => 0.5798163906596
913 => 0.59300233323254
914 => 0.60423941552807
915 => 0.60649542616675
916 => 0.61157833333044
917 => 0.56814544813411
918 => 0.58764553846474
919 => 0.59910001462262
920 => 0.54734827462392
921 => 0.59807704911738
922 => 0.56738937823229
923 => 0.55697352182054
924 => 0.57099710029422
925 => 0.56553209812465
926 => 0.56083361017495
927 => 0.55821177316874
928 => 0.56850914147394
929 => 0.56802875693448
930 => 0.55118026375412
1001 => 0.52920209123277
1002 => 0.53657868733986
1003 => 0.5338987008182
1004 => 0.52418608393856
1005 => 0.5307312150096
1006 => 0.50190977018775
1007 => 0.45232397238011
1008 => 0.4850818692659
1009 => 0.48382072586954
1010 => 0.48318480018079
1011 => 0.50780145432869
1012 => 0.50543513103521
1013 => 0.50114023108643
1014 => 0.5241072047329
1015 => 0.51572395040255
1016 => 0.54155916490554
1017 => 0.55857590809412
1018 => 0.55425991158752
1019 => 0.57026424080544
1020 => 0.53674862921553
1021 => 0.54788117097276
1022 => 0.55017557239988
1023 => 0.52382379584317
1024 => 0.50582229079084
1025 => 0.50462179563603
1026 => 0.47340966663548
1027 => 0.49008293401207
1028 => 0.50475471931678
1029 => 0.49772807273236
1030 => 0.49550364633883
1031 => 0.50686775836417
1101 => 0.50775084719557
1102 => 0.48761632825395
1103 => 0.4918029323192
1104 => 0.50926176723633
1105 => 0.49136301447405
1106 => 0.45658866160161
1107 => 0.4479641412962
1108 => 0.44681347130601
1109 => 0.42342308821841
1110 => 0.44854047298275
1111 => 0.43757606142906
1112 => 0.47221250615337
1113 => 0.45242835468582
1114 => 0.45157549945814
1115 => 0.45028628369483
1116 => 0.43015321472678
1117 => 0.4345610773075
1118 => 0.44921348386225
1119 => 0.45444162759215
1120 => 0.45389628936821
1121 => 0.44914167907654
1122 => 0.45131831532052
1123 => 0.44430661158831
1124 => 0.44183063306448
1125 => 0.4340157637717
1126 => 0.42253006482407
1127 => 0.42412722170862
1128 => 0.40137104669675
1129 => 0.38897227478867
1130 => 0.3855404581377
1201 => 0.38095128948653
1202 => 0.38605881694816
1203 => 0.40130658131211
1204 => 0.38291454249552
1205 => 0.351382681996
1206 => 0.3532778005397
1207 => 0.35753556924164
1208 => 0.34960124543353
1209 => 0.34209207382647
1210 => 0.34862068930046
1211 => 0.33526022432964
1212 => 0.35915011760298
1213 => 0.35850396294059
1214 => 0.36740863781181
1215 => 0.3729769137511
1216 => 0.36014384046177
1217 => 0.35691635723383
1218 => 0.3587548783614
1219 => 0.32836821947905
1220 => 0.36492539950126
1221 => 0.36524154751216
1222 => 0.3625344963038
1223 => 0.38200006608932
1224 => 0.42307848980024
1225 => 0.40762313442443
1226 => 0.40163835368232
1227 => 0.39026128111673
1228 => 0.40542055480665
1229 => 0.40425655910878
1230 => 0.39899252913072
1231 => 0.39580882737521
]
'min_raw' => 0.29732417690179
'max_raw' => 0.76289979261247
'avg_raw' => 0.53011198475713
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.297324'
'max' => '$0.762899'
'avg' => '$0.530111'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.18283527465315
'max_diff' => 0.44344025222348
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0093326661682202
]
1 => [
'year' => 2028
'avg' => 0.016017564437013
]
2 => [
'year' => 2029
'avg' => 0.043757099156808
]
3 => [
'year' => 2030
'avg' => 0.03375853683445
]
4 => [
'year' => 2031
'avg' => 0.033155066820842
]
5 => [
'year' => 2032
'avg' => 0.058131266420474
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0093326661682202
'min' => '$0.009332'
'max_raw' => 0.058131266420474
'max' => '$0.058131'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.058131266420474
]
1 => [
'year' => 2033
'avg' => 0.14951959480109
]
2 => [
'year' => 2034
'avg' => 0.094772704760422
]
3 => [
'year' => 2035
'avg' => 0.11178462259931
]
4 => [
'year' => 2036
'avg' => 0.21697422131881
]
5 => [
'year' => 2037
'avg' => 0.53011198475713
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.058131266420474
'min' => '$0.058131'
'max_raw' => 0.53011198475713
'max' => '$0.530111'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.53011198475713
]
]
]
]
'prediction_2025_max_price' => '$0.015957'
'last_price' => 0.01547248
'sma_50day_nextmonth' => '$0.014444'
'sma_200day_nextmonth' => '$0.033396'
'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' => '$0.0153083'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.015115'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.015072'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.014557'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.014426'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.024498'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.040798'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.015326'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.015206'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.014922'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.01457'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.01667'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.024096'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.048219'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.031582'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.047768'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.014911'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.015156'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.018725'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.030612'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.11622'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.171255'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.085627'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.65'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 73.47
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.015168'
'vwma_10_action' => 'BUY'
'hma_9' => '0.015177'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 78.81
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 26.1
'cci_20_action' => 'NEUTRAL'
'adx_14' => 9.62
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001695'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -21.19
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 53.65
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.010660'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 13
'buy_signals' => 18
'sell_pct' => 41.94
'buy_pct' => 58.06
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767681974
'last_updated_date' => '6 Ocak 2026'
]
RunesTerminal için 2026 fiyat tahmini
RunesTerminal için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.005345 ile üst sınırda $0.015957 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, RunesTerminal 3.13% artabilir ve eğer RUNI tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
RunesTerminal fiyat tahmini 2027-2032
RUNI için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.009332 ve üst sınırda $0.058131 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, RunesTerminal üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| RunesTerminal Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.005146 | $0.009332 | $0.013519 |
| 2028 | $0.009287 | $0.016017 | $0.022747 |
| 2029 | $0.0204017 | $0.043757 | $0.067112 |
| 2030 | $0.01735 | $0.033758 | $0.050166 |
| 2031 | $0.020514 | $0.033155 | $0.045796 |
| 2032 | $0.031313 | $0.058131 | $0.084949 |
RunesTerminal fiyat tahmini 2032-2037
RunesTerminal için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.058131 ve üst sınırda $0.530111 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, RunesTerminal üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| RunesTerminal Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.031313 | $0.058131 | $0.084949 |
| 2033 | $0.072764 | $0.149519 | $0.226274 |
| 2034 | $0.058499 | $0.094772 | $0.131045 |
| 2035 | $0.069164 | $0.111784 | $0.1544047 |
| 2036 | $0.114488 | $0.216974 | $0.319459 |
| 2037 | $0.297324 | $0.530111 | $0.762899 |
RunesTerminal Potansiyel fiyat histogramı
Teknik Analize Dayalı RunesTerminal Fiyat Tahmini
6 Ocak 2026 itibariyle, RunesTerminal için genel fiyat tahmini duyarlılığı Boğa, 18 teknik gösterge yükseliş sinyalleri gösterirken 13 düşüş sinyalleri gösteriyor. RUNI fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
RunesTerminal'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, RunesTerminal'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.033396 seviyesine ulaşması bekleniyor. RunesTerminal için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.014444 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 52.65 seviyesinde olup, RUNI piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler RUNI 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 | $0.0153083 | BUY |
| SMA 5 | $0.015115 | BUY |
| SMA 10 | $0.015072 | BUY |
| SMA 21 | $0.014557 | BUY |
| SMA 50 | $0.014426 | BUY |
| SMA 100 | $0.024498 | SELL |
| SMA 200 | $0.040798 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.015326 | BUY |
| EMA 5 | $0.015206 | BUY |
| EMA 10 | $0.014922 | BUY |
| EMA 21 | $0.01457 | BUY |
| EMA 50 | $0.01667 | SELL |
| EMA 100 | $0.024096 | SELL |
| EMA 200 | $0.048219 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.031582 | SELL |
| SMA 50 | $0.047768 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.030612 | SELL |
| EMA 50 | $0.11622 | SELL |
| EMA 100 | $0.171255 | SELL |
| EMA 200 | $0.085627 | SELL |
RunesTerminal 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) | 52.65 | NEUTRAL |
| Stoch RSI (14) | 73.47 | NEUTRAL |
| Hızlı Stokastik (14) | 78.81 | NEUTRAL |
| Emtia Kanal Endeksi (20) | 26.1 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 9.62 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.001695 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -21.19 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 53.65 | NEUTRAL |
| VWMA (10) | 0.015168 | BUY |
| Hull Hareketli Ortalaması (9) | 0.015177 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.010660 | NEUTRAL |
Dünya genelinde para akışlarına göre RunesTerminal fiyat tahmini
RunesTerminal 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 RunesTerminal fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.021741 | $0.03055 | $0.042928 | $0.060321 | $0.084761 | $0.1191043 |
| Amazon.com hisseleri | $0.032284 | $0.067363 | $0.140556 | $0.29328 | $0.611946 | $1.27 |
| Apple hisseleri | $0.021946 | $0.031129 | $0.044154 | $0.06263 | $0.088836 | $0.1260073 |
| Netflix hisseleri | $0.024413 | $0.03852 | $0.060778 | $0.095899 | $0.151314 | $0.238749 |
| Google hisseleri | $0.020036 | $0.025947 | $0.0336019 | $0.043514 | $0.05635 | $0.072974 |
| Tesla hisseleri | $0.035074 | $0.079512 | $0.180248 | $0.4086091 | $0.926286 | $2.09 |
| Kodak hisseleri | $0.0116027 | $0.0087008 | $0.006524 | $0.004892 | $0.003669 | $0.002751 |
| Nokia hisseleri | $0.010249 | $0.00679 | $0.004498 | $0.002979 | $0.001974 | $0.0013077 |
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.
RunesTerminal öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "RunesTerminal için şimdi mi yatırım yapmalıyım?", "Bugün mü RUNI satın almalıyım?", "RunesTerminal kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
RunesTerminal öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle RunesTerminal 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 RunesTerminal hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
RunesTerminal fiyatı bugün $0.01547 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre RunesTerminal fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.015874 | $0.016287 | $0.01671 | $0.017145 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.016276 | $0.017123 | $0.018013 | $0.018949 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.017483 | $0.019755 | $0.022323 | $0.025224 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.019494 | $0.024561 | $0.030945 | $0.038989 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.023516 | $0.035741 | $0.054321 | $0.082561 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.035581 | $0.081825 | $0.18817 | $0.432727 |
| RunesTerminal, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.05569 | $0.200447 | $0.721475 | $2.59 |
Soru Kutusu
RUNI iyi bir yatırım mı?
RunesTerminal satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, RunesTerminal değeri son 24 saat içinde -0.1703% oranında düşmüştür, ve RunesTerminal son 30 günlük sürede oranında azalmıştır. Bu nedenle, RunesTerminal'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
RunesTerminal yükselebilir mi?
RunesTerminal ortalama değeri yıl sonuna kadar $0.015957 seviyesine kadar yükselebilir gibi görünmektedir. RunesTerminal'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.050166 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 RunesTerminal fiyatı ne olacak?
Yeni deneysel RunesTerminal tahminimize göre, RunesTerminal fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.015604 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay RunesTerminal fiyatı ne olacak?
Yeni deneysel RunesTerminal tahminimize göre, RunesTerminal fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.013674 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında RunesTerminal fiyatı ne kadar yükselebilir?
Son RunesTerminal değer tahminimize göre, RUNI fiyatı $0.005345 ve $0.015957 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu RunesTerminal fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde RunesTerminal nerede olacak?
RunesTerminal'ın geleceği $0.050166 seviyesine kadar artış gösteren bir eğilimde görünmektedir. RunesTerminal'ın 2030 tahminine dayanarak, RunesTerminal değeri yaklaşık olarak $0.050166 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.01735 seviyesinde beklenmektedir.
2026 yılında RunesTerminal ne kadar olacak?
Yeni deneysel RunesTerminal fiyat tahmin simülasyonumuza göre, 2026 yılında RUNI'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.015957 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.015957 ve $0.005345 arasında olacaktır.
2027 yılında RunesTerminal ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında RUNI'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.013519 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.013519 ve $0.005146 arasında olacaktır.
2028 yılında RunesTerminal ne kadar olacak?
Yeni deneysel RunesTerminal fiyat tahmin modelimize göre, RUNI'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.022747 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.022747 ve $0.009287 arasında olacaktır.
2029 yılında RunesTerminal ne kadar olacak?
Deneysel tahmin modelimize göre, RunesTerminal değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.067112 seviyesine ulaşacaktır. Fiyat aralığı $0.067112 ve $0.0204017 arasında olacaktır.
2030 yılında RunesTerminal ne kadar olacak?
Yeni deneysel simülasyona göre, RUNI'ın değeri 224.23% oranında artacaktır, $0.050166 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.050166 ve $0.01735 arasında olacaktır.
2031 yılında RunesTerminal ne kadar olacak?
RunesTerminal'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.045796 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.045796 ve $0.020514 arasında olacaktır.
2032 yılında RunesTerminal ne kadar olacak?
RunesTerminal fiyatı 449.04% oranında artacaktır, 2032 yılında $0.084949 seviyesine ulaşabilir. Fiyat $0.084949 ve $0.031313 arasında olacaktır.
2033 yılında RunesTerminal ne kadar olacak?
RUNI'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.226274 seviyesine ulaşacaktır. Fiyat aralığı $0.226274 ve $0.072764 arasında olacaktır.
2034 yılında RunesTerminal ne kadar olacak?
Yeni simülasyon sonuçlarına göre, RUNI'ın değeri 746.96% oranında artacaktır, ve $0.131045 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.131045 ve $0.058499 arasında olacaktır.
2035 yılında RunesTerminal ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında RUNI'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.1544047 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.1544047 ve $0.069164 arasında olacaktır.
2036 yılında RunesTerminal ne kadar olacak?
RUNI'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.319459 seviyesine ulaşacaktır. Fiyat $0.319459 ve $0.114488 arasında olacaktır.
2037 yılında RunesTerminal ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında RunesTerminal'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.762899 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.762899 ve $0.297324 arasında olacaktır.
İlgili Tahminler
RunesTerminal fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
RunesTerminal 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.
RunesTerminal Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, RunesTerminal fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), RUNI'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. RUNI'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca RUNI'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
RunesTerminal grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, RunesTerminal'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 RUNI'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.
RunesTerminal fiyatını ne etkiler?
RunesTerminal'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 RUNI'ın fiyatını etkiler. RunesTerminal'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle RunesTerminal'ın büyük sahipleri olan RUNI "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan RunesTerminal 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


