Pancake Bunny Geleceği Fiyat Tahmini - BUNNY
$0.02755
4.4193%
Add to portfolio
Add to favorites
Sentiment
Boğa 60%
Ayı 40%
SMA 50
$0.025977
SMA 200
$0.042321
RSI (14)
65.39
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.026670
2026 yılına kadar Pancake Bunny fiyat tahmini $0.028415 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.009519 | $0.028415 |
| 2027 | $0.009163 | $0.024073 |
| 2028 | $0.016538 | $0.0405075 |
| 2029 | $0.036329 | $0.119509 |
| 2030 | $0.030897 | $0.089332 |
| 2031 | $0.036529 | $0.08155 |
| 2032 | $0.05576 | $0.151271 |
| 2033 | $0.129574 | $0.402933 |
| 2034 | $0.104171 | $0.233357 |
| 2035 | $0.123163 | $0.274952 |
Yatırım Kârı Hesaplayıcı
Bugün Pancake Bunny’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.77 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.77
(39.55% ROI)
Pancake Bunny için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Pancake Bunny'
'name_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'name_lang' => 'Pancake Bunny'
'name_lang_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'name_with_lang' => 'Pancake Bunny'
'name_with_lang_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'image' => '/uploads/coins/pancake-bunny.png?1717124464'
'price_for_sd' => 0.02755
'ticker' => 'BUNNY'
'marketcap' => '$14.06K'
'low24h' => '$0.02634'
'high24h' => '$0.02754'
'volume24h' => '$1.25K'
'current_supply' => '510.23K'
'max_supply' => '15.27M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02755'
'change_24h_pct' => '4.4193%'
'ath_price' => '$512.75'
'ath_days' => 1715
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 Nis 2021'
'ath_pct' => '-99.99%'
'fdv' => '$420.84K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.35'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.027788'
'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' => '$0.024351'
'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' => '$0.009519'
'current_year_max_price_prediction' => '$0.028415'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.030897'
'grand_prediction_max_price' => '$0.089332'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.028074381213501
107 => 0.028179200761952
108 => 0.02841536455683
109 => 0.026397370786698
110 => 0.027303390744303
111 => 0.027835592586806
112 => 0.025431085300707
113 => 0.02778806320884
114 => 0.026362242004791
115 => 0.02587829687302
116 => 0.026529865238026
117 => 0.026275948412512
118 => 0.026057645636432
119 => 0.025935828936461
120 => 0.026414268832745
121 => 0.026391949039724
122 => 0.025609128508221
123 => 0.024587971036723
124 => 0.024930705002509
125 => 0.024806186539591
126 => 0.024354915566774
127 => 0.024659017715788
128 => 0.023319905754107
129 => 0.021016033225019
130 => 0.022538041987259
131 => 0.02247944630554
201 => 0.022449899705714
202 => 0.023593647225305
203 => 0.023483702292041
204 => 0.023284151161583
205 => 0.024351250653773
206 => 0.02396174498461
207 => 0.025162109677893
208 => 0.02595274749961
209 => 0.025752216173568
210 => 0.026495814866377
211 => 0.024938600900856
212 => 0.025455844915621
213 => 0.025562448190195
214 => 0.024338082811681
215 => 0.023501690642835
216 => 0.023445912820742
217 => 0.021995724061903
218 => 0.02277040319136
219 => 0.023452088766882
220 => 0.023125614277144
221 => 0.023022262206841
222 => 0.02355026551969
223 => 0.02359129589914
224 => 0.022655798899456
225 => 0.022850318349028
226 => 0.023661496789909
227 => 0.022829878733587
228 => 0.021214180694192
301 => 0.020813465241649
302 => 0.020760002413629
303 => 0.019673230325189
304 => 0.020840242964284
305 => 0.020330810673325
306 => 0.021940101176528
307 => 0.021020883071896
308 => 0.020981257416624
309 => 0.020921357426859
310 => 0.019985927796349
311 => 0.020190727435777
312 => 0.020871512629099
313 => 0.02111442445567
314 => 0.021089086762041
315 => 0.020868176410251
316 => 0.020969308038056
317 => 0.020643527828299
318 => 0.020528488055705
319 => 0.020165390889217
320 => 0.019631738362631
321 => 0.019705946019534
322 => 0.018648640726588
323 => 0.018072564687552
324 => 0.017913114432507
325 => 0.017699890887576
326 => 0.017937198599273
327 => 0.018645645513536
328 => 0.017791108229538
329 => 0.016326063994943
330 => 0.016414115649756
331 => 0.01661194157535
401 => 0.016243294271755
402 => 0.015894400537125
403 => 0.016197735332742
404 => 0.015576976777207
405 => 0.016686957281077
406 => 0.016656935419132
407 => 0.01707066751024
408 => 0.017329382677448
409 => 0.016733127977065
410 => 0.016583171532362
411 => 0.016668593538405
412 => 0.015256758058387
413 => 0.016955290430919
414 => 0.01696997940941
415 => 0.016844203457635
416 => 0.017748619509705
417 => 0.019657219474012
418 => 0.018939127394184
419 => 0.018661060436426
420 => 0.018132454946464
421 => 0.018836790376351
422 => 0.01878270840468
423 => 0.018538129218805
424 => 0.018390206964054
425 => 0.018662758253976
426 => 0.018356434843041
427 => 0.018301410741233
428 => 0.017968024551088
429 => 0.017849020849311
430 => 0.017760915246189
501 => 0.01766391963423
502 => 0.017877867784412
503 => 0.017393033128878
504 => 0.016808370063231
505 => 0.016759761655465
506 => 0.016893973743003
507 => 0.016834594885182
508 => 0.016759477372338
509 => 0.016616057583282
510 => 0.016573507995548
511 => 0.016711773513558
512 => 0.016555679805105
513 => 0.016786004574792
514 => 0.016723368981888
515 => 0.016373491651549
516 => 0.015937414956768
517 => 0.015933532959483
518 => 0.015839580950901
519 => 0.015719918942194
520 => 0.015686631708867
521 => 0.016172189322325
522 => 0.017177279050665
523 => 0.016979955887233
524 => 0.017122542095303
525 => 0.017823925116254
526 => 0.018046873687292
527 => 0.017888630072396
528 => 0.017672016452285
529 => 0.017681546352237
530 => 0.018421780665557
531 => 0.018467948171689
601 => 0.018584598565482
602 => 0.018734527286903
603 => 0.017914163581964
604 => 0.017642907295509
605 => 0.017514371018261
606 => 0.017118529034136
607 => 0.017545410677088
608 => 0.017296685024634
609 => 0.017330246612828
610 => 0.017308389584488
611 => 0.017320324999928
612 => 0.016686647018905
613 => 0.016917525970055
614 => 0.016533644934058
615 => 0.016019671319527
616 => 0.016017948299749
617 => 0.016143742613759
618 => 0.016068915233454
619 => 0.01586755667704
620 => 0.015896158709593
621 => 0.015645574807955
622 => 0.015926584132219
623 => 0.01593464247414
624 => 0.015826438577616
625 => 0.01625937221346
626 => 0.016436745477306
627 => 0.016365523354662
628 => 0.016431748343317
629 => 0.016988155555534
630 => 0.017078874208874
701 => 0.01711916544215
702 => 0.017065180527126
703 => 0.016441918445745
704 => 0.01646956276937
705 => 0.016266727064912
706 => 0.016095352268945
707 => 0.016102206362042
708 => 0.016190315284333
709 => 0.016575092115497
710 => 0.01738483227285
711 => 0.017415561319909
712 => 0.017452805821374
713 => 0.017301313716328
714 => 0.017255622247862
715 => 0.017315901088738
716 => 0.017619996917725
717 => 0.018402213951091
718 => 0.01812572620898
719 => 0.017900937370856
720 => 0.018098137784526
721 => 0.01806778032655
722 => 0.017811532830561
723 => 0.017804340816808
724 => 0.017312519944725
725 => 0.017130704966536
726 => 0.016978766762145
727 => 0.016812854209398
728 => 0.016714495686691
729 => 0.016865619080719
730 => 0.016900182788972
731 => 0.016569748846745
801 => 0.016524711921415
802 => 0.01679455141155
803 => 0.016675805112572
804 => 0.016797938625837
805 => 0.016826274648556
806 => 0.016821711896265
807 => 0.016697727122206
808 => 0.016776751319912
809 => 0.01658983553409
810 => 0.016386592690853
811 => 0.016256936419344
812 => 0.016143794126044
813 => 0.016206572046235
814 => 0.015982780223547
815 => 0.01591118471543
816 => 0.01674997969983
817 => 0.017369606573372
818 => 0.017360596953231
819 => 0.017305753207712
820 => 0.017224266526519
821 => 0.017614035659446
822 => 0.017478247887214
823 => 0.017577044836961
824 => 0.017602192807166
825 => 0.017678308138894
826 => 0.017705512827653
827 => 0.017623281363353
828 => 0.017347302525432
829 => 0.016659589500614
830 => 0.016339457231116
831 => 0.016233808249957
901 => 0.016237648389766
902 => 0.01613172019069
903 => 0.016162920792687
904 => 0.016120869894604
905 => 0.016041235666839
906 => 0.016201654857074
907 => 0.016220141674341
908 => 0.016182697918473
909 => 0.016191517278464
910 => 0.015881498972319
911 => 0.015905068990811
912 => 0.015773828132716
913 => 0.015749222053955
914 => 0.015417456593138
915 => 0.014829685989129
916 => 0.015155367960023
917 => 0.014761989936998
918 => 0.014613011719029
919 => 0.015318251432029
920 => 0.015247464925149
921 => 0.015126309195524
922 => 0.014947094620343
923 => 0.014880622191121
924 => 0.014476756753783
925 => 0.014452894229206
926 => 0.014653060845236
927 => 0.014560690839251
928 => 0.014430968367591
929 => 0.013961126724997
930 => 0.013432869159499
1001 => 0.013448813934892
1002 => 0.013616842837896
1003 => 0.014105409535164
1004 => 0.013914518074251
1005 => 0.013776024129132
1006 => 0.013750088376324
1007 => 0.014074728622894
1008 => 0.014534162586024
1009 => 0.014749718722269
1010 => 0.014536109137787
1011 => 0.014290725948691
1012 => 0.014305661286415
1013 => 0.014405019397144
1014 => 0.014415460529734
1015 => 0.014255741299432
1016 => 0.014300701327201
1017 => 0.014232402933789
1018 => 0.013813255819485
1019 => 0.013805674777317
1020 => 0.013702809315806
1021 => 0.013699694590513
1022 => 0.013524694779492
1023 => 0.013500211096213
1024 => 0.013152738349702
1025 => 0.0133814459637
1026 => 0.013228040903919
1027 => 0.012996823294233
1028 => 0.012956961291172
1029 => 0.012955762991225
1030 => 0.013193171777061
1031 => 0.013378671703811
1101 => 0.013230709450612
1102 => 0.013197021313686
1103 => 0.0135567224807
1104 => 0.013510947228449
1105 => 0.013471306155218
1106 => 0.014493025313741
1107 => 0.01368425487403
1108 => 0.013331584799313
1109 => 0.01289508861162
1110 => 0.013037213971337
1111 => 0.013067161872886
1112 => 0.012017467225835
1113 => 0.011591606238258
1114 => 0.011445466795555
1115 => 0.01136136148017
1116 => 0.011399689328519
1117 => 0.011016364491188
1118 => 0.011273965121482
1119 => 0.010942038213995
1120 => 0.010886389587771
1121 => 0.011479916016211
1122 => 0.011562501751398
1123 => 0.011210165347716
1124 => 0.011436422356962
1125 => 0.011354378420202
1126 => 0.010947728148136
1127 => 0.01093219709886
1128 => 0.010728154286786
1129 => 0.010408866796363
1130 => 0.010262943845613
1201 => 0.010186945905901
1202 => 0.010218304136996
1203 => 0.010202448455777
1204 => 0.010098979410623
1205 => 0.010208379180329
1206 => 0.0099289079758373
1207 => 0.0098176202903564
1208 => 0.0097673542246794
1209 => 0.0095193074449311
1210 => 0.0099140601784142
1211 => 0.0099918314398743
1212 => 0.010069755934744
1213 => 0.010748035461275
1214 => 0.010714150532927
1215 => 0.011020453782559
1216 => 0.011008551401534
1217 => 0.010921188752955
1218 => 0.01055262010906
1219 => 0.010699525001412
1220 => 0.010247374576842
1221 => 0.010586156418171
1222 => 0.010431550533656
1223 => 0.010533884013097
1224 => 0.010349879190025
1225 => 0.010451715056486
1226 => 0.01001027389109
1227 => 0.0095980623420885
1228 => 0.009763948302612
1229 => 0.0099442853130618
1230 => 0.010335301900732
1231 => 0.010102415646933
]
'min_raw' => 0.0095193074449311
'max_raw' => 0.02841536455683
'avg_raw' => 0.018967336000881
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009519'
'max' => '$0.028415'
'avg' => '$0.018967'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.018032972555069
'max_diff' => 0.00086308455683011
'year' => 2026
]
1 => [
'items' => [
101 => 0.010186170350203
102 => 0.0099056061146145
103 => 0.0093267219573832
104 => 0.0093299983788465
105 => 0.0092409496629333
106 => 0.009163998571059
107 => 0.010129165434665
108 => 0.010009131678145
109 => 0.0098178735967608
110 => 0.010073880138988
111 => 0.010141572332123
112 => 0.010143499433697
113 => 0.010330275198421
114 => 0.010429957457535
115 => 0.010447526887751
116 => 0.010741422589101
117 => 0.010839932551616
118 => 0.011245681145561
119 => 0.01042150011429
120 => 0.010404526648319
121 => 0.010077482676041
122 => 0.0098700662184613
123 => 0.010091684658344
124 => 0.010288008342146
125 => 0.010083583000147
126 => 0.010110276634157
127 => 0.0098358523146876
128 => 0.0099339460960336
129 => 0.010018437675188
130 => 0.0099717863913644
131 => 0.0099019471615328
201 => 0.01027191203892
202 => 0.010251037170633
203 => 0.010595556969912
204 => 0.010864134790296
205 => 0.011345474258454
206 => 0.010843171430637
207 => 0.010824865519119
208 => 0.011003808740573
209 => 0.010839905156341
210 => 0.010943486563816
211 => 0.011328785692347
212 => 0.011336926455787
213 => 0.011200558179395
214 => 0.011192260157383
215 => 0.01121845117657
216 => 0.011371852794007
217 => 0.011318249555319
218 => 0.011380280580196
219 => 0.011457851326659
220 => 0.011778716823343
221 => 0.011856076408308
222 => 0.011668132723188
223 => 0.011685101933639
224 => 0.011614805836234
225 => 0.011546900686949
226 => 0.011699541545791
227 => 0.011978495715489
228 => 0.011976760356077
301 => 0.012041472301353
302 => 0.012081787307157
303 => 0.011908725789858
304 => 0.011796069105745
305 => 0.011839268846965
306 => 0.011908346173944
307 => 0.011816868000827
308 => 0.011252222339535
309 => 0.011423499763467
310 => 0.011394990825086
311 => 0.011354390630027
312 => 0.01152661140424
313 => 0.011510000290431
314 => 0.011012432940932
315 => 0.011044285588294
316 => 0.011014370005918
317 => 0.011111033372728
318 => 0.010834685017311
319 => 0.010919687910203
320 => 0.010973000927772
321 => 0.01100440270469
322 => 0.011117847455318
323 => 0.011104536023206
324 => 0.011117019998007
325 => 0.011285228614885
326 => 0.012135970076824
327 => 0.012182274057542
328 => 0.011954256321601
329 => 0.012045344909659
330 => 0.011870474739472
331 => 0.011987866256247
401 => 0.012068182550602
402 => 0.011705248660344
403 => 0.011683758070784
404 => 0.011508166149201
405 => 0.011602519301825
406 => 0.011452396651769
407 => 0.011489231499025
408 => 0.011386238054892
409 => 0.011571605748542
410 => 0.01177887563327
411 => 0.011831240191488
412 => 0.011693491583176
413 => 0.011593752512682
414 => 0.011418643560988
415 => 0.011709853650213
416 => 0.01179501235477
417 => 0.011709406347791
418 => 0.011689569565446
419 => 0.011651978898747
420 => 0.011697544603089
421 => 0.011794548562176
422 => 0.011748803286452
423 => 0.011779018846996
424 => 0.011663868288355
425 => 0.011908783080421
426 => 0.012297766712177
427 => 0.012299017358158
428 => 0.012253271835851
429 => 0.012234553753724
430 => 0.012281491435681
501 => 0.012306953202659
502 => 0.012458741059212
503 => 0.012621615476788
504 => 0.01338167931594
505 => 0.013168256431351
506 => 0.013842630285847
507 => 0.014375972448267
508 => 0.014535898442551
509 => 0.01438877405291
510 => 0.013885469463449
511 => 0.013860774939149
512 => 0.01461292448552
513 => 0.014400407788038
514 => 0.014375129603095
515 => 0.01410621242347
516 => 0.014265175782669
517 => 0.014230408164161
518 => 0.014175525777455
519 => 0.014478816793323
520 => 0.015046550500052
521 => 0.014958063877685
522 => 0.014892012718865
523 => 0.014602595768117
524 => 0.014776889416083
525 => 0.014714826786417
526 => 0.01498148722938
527 => 0.014823523490221
528 => 0.014398797765039
529 => 0.014466436736688
530 => 0.014456213242194
531 => 0.014666612034438
601 => 0.014603455539426
602 => 0.014443880922917
603 => 0.015044610047963
604 => 0.015005602040013
605 => 0.015060906476813
606 => 0.015085253200239
607 => 0.01545090643262
608 => 0.015600702862328
609 => 0.015634709274427
610 => 0.015777004296978
611 => 0.015631168844638
612 => 0.016214614632912
613 => 0.016602572037109
614 => 0.017053204526189
615 => 0.017711699711329
616 => 0.017959299992363
617 => 0.017914573217779
618 => 0.01841383675185
619 => 0.019311002224572
620 => 0.018095916010758
621 => 0.019375404744364
622 => 0.018970333383712
623 => 0.018009916474529
624 => 0.01794807694815
625 => 0.018598482429718
626 => 0.020041019188628
627 => 0.019679680091638
628 => 0.020041610209945
629 => 0.01961939950189
630 => 0.019598433181563
701 => 0.020021104378247
702 => 0.021008698667905
703 => 0.020539529640306
704 => 0.019866860794279
705 => 0.020363549002299
706 => 0.019933271710189
707 => 0.018963736544032
708 => 0.01967940378244
709 => 0.019200857481146
710 => 0.019340522732785
711 => 0.020346355879714
712 => 0.020225331374371
713 => 0.020381948290852
714 => 0.020105523532641
715 => 0.019847299220289
716 => 0.019365304365294
717 => 0.019222609450789
718 => 0.019262045191533
719 => 0.019222589908394
720 => 0.018952918216786
721 => 0.018894682640658
722 => 0.018797620795754
723 => 0.018827704320099
724 => 0.018645199655235
725 => 0.018989623665222
726 => 0.01905355179653
727 => 0.01930419486842
728 => 0.01933021746362
729 => 0.020028254851152
730 => 0.019643787588141
731 => 0.019901721421476
801 => 0.019878649391655
802 => 0.01803073162119
803 => 0.018285358385644
804 => 0.018681477724853
805 => 0.018503026499466
806 => 0.018250738217925
807 => 0.018047001903739
808 => 0.017738320554639
809 => 0.018172783625797
810 => 0.018744056364373
811 => 0.019344705883014
812 => 0.020066346923545
813 => 0.019905285044126
814 => 0.019331215305724
815 => 0.01935696765483
816 => 0.019516158543831
817 => 0.019309991878558
818 => 0.019249189304117
819 => 0.01950780520379
820 => 0.019509586149358
821 => 0.019272366484888
822 => 0.019008740238569
823 => 0.019007635634971
824 => 0.018960725890766
825 => 0.019627744641173
826 => 0.019994537510695
827 => 0.020036589722069
828 => 0.019991707061815
829 => 0.020008980616418
830 => 0.019795551927372
831 => 0.020283386620218
901 => 0.020731071976225
902 => 0.020611082737412
903 => 0.020431201810957
904 => 0.020287917988797
905 => 0.020577329622537
906 => 0.020564442578062
907 => 0.020727161835192
908 => 0.020719779949777
909 => 0.020665063583785
910 => 0.020611084691506
911 => 0.020825104897894
912 => 0.020763470515514
913 => 0.020701740397914
914 => 0.020577931196659
915 => 0.020594758923362
916 => 0.020414909055885
917 => 0.02033170227782
918 => 0.019080471976701
919 => 0.018746102355113
920 => 0.018851301844786
921 => 0.01888593624829
922 => 0.018740418160468
923 => 0.018949053717875
924 => 0.018916538087252
925 => 0.019043037384995
926 => 0.018964006115727
927 => 0.018967249586585
928 => 0.019199663698261
929 => 0.019267134503641
930 => 0.019232818307468
1001 => 0.019256852194977
1002 => 0.019810702988546
1003 => 0.019731963116852
1004 => 0.019690134129358
1005 => 0.019701721044759
1006 => 0.01984324179721
1007 => 0.01988285988115
1008 => 0.019714995275584
1009 => 0.019794161193983
1010 => 0.020131239626875
1011 => 0.0202491980014
1012 => 0.020625664509653
1013 => 0.020465734845788
1014 => 0.020759292665405
1015 => 0.021661589321671
1016 => 0.022382406324876
1017 => 0.021719513219707
1018 => 0.023043201850601
1019 => 0.024073883321608
1020 => 0.024034324050061
1021 => 0.023854600895499
1022 => 0.022681197442842
1023 => 0.021601414091246
1024 => 0.022504698714879
1025 => 0.022507001373146
1026 => 0.022429408422893
1027 => 0.021947485272879
1028 => 0.022412638541901
1029 => 0.022449560719208
1030 => 0.022428894118316
1031 => 0.022059404769129
1101 => 0.021495262825967
1102 => 0.021605494811296
1103 => 0.021786057051936
1104 => 0.021444215061175
1105 => 0.02133497583219
1106 => 0.021538072342486
1107 => 0.0221924916155
1108 => 0.02206877744273
1109 => 0.02206554676571
1110 => 0.022594848459797
1111 => 0.022215982677286
1112 => 0.021606885189642
1113 => 0.021453080041004
1114 => 0.020907175378899
1115 => 0.02128423367346
1116 => 0.021297803330218
1117 => 0.021091292355729
1118 => 0.021623642417075
1119 => 0.021618736717541
1120 => 0.02212412387094
1121 => 0.023090234293492
1122 => 0.022804507902137
1123 => 0.022472239195934
1124 => 0.02250836601711
1125 => 0.022904588076819
1126 => 0.022665023174649
1127 => 0.022751172383775
1128 => 0.022904457679674
1129 => 0.022996938504549
1130 => 0.022495059449609
1201 => 0.022378047434253
1202 => 0.02213868191647
1203 => 0.022076235920849
1204 => 0.022271194140558
1205 => 0.02221982953764
1206 => 0.021296662853111
1207 => 0.021200186798127
1208 => 0.021203145580998
1209 => 0.020960551953553
1210 => 0.020590538442559
1211 => 0.021562911857093
1212 => 0.021484816663549
1213 => 0.021398605613964
1214 => 0.021409165975625
1215 => 0.021831240318081
1216 => 0.021586415884191
1217 => 0.022237321767623
1218 => 0.022103515086011
1219 => 0.021966276767915
1220 => 0.021947306251973
1221 => 0.021894481208129
1222 => 0.021713324477455
1223 => 0.021494566839334
1224 => 0.021350124098184
1225 => 0.019694360917285
1226 => 0.020001660932529
1227 => 0.020355181588789
1228 => 0.020477215502685
1229 => 0.020268468048476
1230 => 0.021721567099277
1231 => 0.02198706229827
]
'min_raw' => 0.009163998571059
'max_raw' => 0.024073883321608
'avg_raw' => 0.016618940946334
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009163'
'max' => '$0.024073'
'avg' => '$0.016618'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00035530887387211
'max_diff' => -0.0043414812352217
'year' => 2027
]
2 => [
'items' => [
101 => 0.021182860022699
102 => 0.021032426612302
103 => 0.021731429488619
104 => 0.021309845304573
105 => 0.021499684636835
106 => 0.021089355837048
107 => 0.021923112279439
108 => 0.021916760452272
109 => 0.021592410364939
110 => 0.0218665488377
111 => 0.021818910531841
112 => 0.021452720082081
113 => 0.021934721169859
114 => 0.021934960236385
115 => 0.021622780329305
116 => 0.021258222542806
117 => 0.02119304822105
118 => 0.021143948124546
119 => 0.021487609022985
120 => 0.021795734309927
121 => 0.022369079078188
122 => 0.022513231575265
123 => 0.02307586836813
124 => 0.022740845552267
125 => 0.022889356827267
126 => 0.023050586824483
127 => 0.023127886414184
128 => 0.02300193088089
129 => 0.023875937410753
130 => 0.023949730340741
131 => 0.02397447247186
201 => 0.023679762387533
202 => 0.023941533920169
203 => 0.023819059689011
204 => 0.024137703614165
205 => 0.024187671050279
206 => 0.024145350409533
207 => 0.024161210862438
208 => 0.023415400474517
209 => 0.023376726271441
210 => 0.022849400768291
211 => 0.023064289808618
212 => 0.022662565047626
213 => 0.02278995610756
214 => 0.022846108872952
215 => 0.022816777854953
216 => 0.023076439312541
217 => 0.02285567402826
218 => 0.02227303814587
219 => 0.021690243524723
220 => 0.021682927012989
221 => 0.021529487476421
222 => 0.021418578795335
223 => 0.021439943742009
224 => 0.021515236600762
225 => 0.021414202637509
226 => 0.021435763356121
227 => 0.021793814943395
228 => 0.021865619635716
229 => 0.021621599235306
301 => 0.020641822115682
302 => 0.020401382352941
303 => 0.020574205686271
304 => 0.020491607264188
305 => 0.016538326366573
306 => 0.017467091073623
307 => 0.016915250622563
308 => 0.01716956409137
309 => 0.01660627788923
310 => 0.016875107589251
311 => 0.016825464559746
312 => 0.018318890724537
313 => 0.018295572929114
314 => 0.018306733923832
315 => 0.017773990566098
316 => 0.018622665200527
317 => 0.0190407528428
318 => 0.018963375947257
319 => 0.018982850044846
320 => 0.018648220527508
321 => 0.018309973869024
322 => 0.017934806268978
323 => 0.018631821297746
324 => 0.018554325124991
325 => 0.018732073463049
326 => 0.019184137532869
327 => 0.019250705684374
328 => 0.019340173955065
329 => 0.019308105948807
330 => 0.020072095958675
331 => 0.019979571727512
401 => 0.020202528503578
402 => 0.019743889499439
403 => 0.019224895931842
404 => 0.019323539641864
405 => 0.019314039459347
406 => 0.019193091232094
407 => 0.019083904580491
408 => 0.01890213956872
409 => 0.019477270962123
410 => 0.019453921677864
411 => 0.019831919449443
412 => 0.019765104671642
413 => 0.019318899233138
414 => 0.019334835547666
415 => 0.019442014921603
416 => 0.019812963958549
417 => 0.019923086888851
418 => 0.019872073559896
419 => 0.019992818325669
420 => 0.020088250065376
421 => 0.020004803082883
422 => 0.021186236380864
423 => 0.0206956229063
424 => 0.020934744500136
425 => 0.02099177359128
426 => 0.020845694773508
427 => 0.020877374038392
428 => 0.020925359492609
429 => 0.021216717774099
430 => 0.021981326209926
501 => 0.022319966081289
502 => 0.023338780842479
503 => 0.022291846754066
504 => 0.022229726017904
505 => 0.022413245321653
506 => 0.023011397438966
507 => 0.023496143548477
508 => 0.023656961798676
509 => 0.02367821658526
510 => 0.023979922313628
511 => 0.02415285441065
512 => 0.023943287302556
513 => 0.023765701121037
514 => 0.023129609461644
515 => 0.023203238803239
516 => 0.023710471952122
517 => 0.024426968650803
518 => 0.025041797357047
519 => 0.024826505773064
520 => 0.026469028586683
521 => 0.026631878014549
522 => 0.02660937748917
523 => 0.026980372721094
524 => 0.026244022737591
525 => 0.025929218853534
526 => 0.02380409726917
527 => 0.024401169751793
528 => 0.025269049670124
529 => 0.02515418250855
530 => 0.024523904913362
531 => 0.025041319234973
601 => 0.024870245879207
602 => 0.024735313225674
603 => 0.02535346586949
604 => 0.024673781645303
605 => 0.025262269300056
606 => 0.02450752779571
607 => 0.024827489206885
608 => 0.02464586363511
609 => 0.024763397639241
610 => 0.024076296252702
611 => 0.024447039482436
612 => 0.024060872115455
613 => 0.024060689021842
614 => 0.024052164355813
615 => 0.024506488550538
616 => 0.024521304046217
617 => 0.02418555777987
618 => 0.024137171497546
619 => 0.024316080943572
620 => 0.024106624838734
621 => 0.024204628031887
622 => 0.024109593255617
623 => 0.024088198925741
624 => 0.023917725265337
625 => 0.023844280525164
626 => 0.023873080100223
627 => 0.023774772303346
628 => 0.023715538299779
629 => 0.024040381221605
630 => 0.0238668307526
701 => 0.024013782123166
702 => 0.023846312489664
703 => 0.023265789776901
704 => 0.022931925025874
705 => 0.021835371435947
706 => 0.02214635267378
707 => 0.022352533556196
708 => 0.022284390775788
709 => 0.022430787835861
710 => 0.022439775426362
711 => 0.022392180249791
712 => 0.022337071132641
713 => 0.022310247062138
714 => 0.022510171707119
715 => 0.022626234692685
716 => 0.022373226566091
717 => 0.02231395030199
718 => 0.022569755486938
719 => 0.022725796501983
720 => 0.0238779156852
721 => 0.023792562974812
722 => 0.024006781528264
723 => 0.023982663806597
724 => 0.024207198978306
725 => 0.024574219088408
726 => 0.023827964584135
727 => 0.023957488562537
728 => 0.023925732274178
729 => 0.024272439103534
730 => 0.024273521484411
731 => 0.024065653420922
801 => 0.024178342070413
802 => 0.024115442357719
803 => 0.024229110639964
804 => 0.023791423037327
805 => 0.024324479291882
806 => 0.024626687838828
807 => 0.024630884004796
808 => 0.024774128457573
809 => 0.024919673117754
810 => 0.025199033418703
811 => 0.024911881910584
812 => 0.024395324301113
813 => 0.024432618092046
814 => 0.024129760554614
815 => 0.024134851644534
816 => 0.024107675007546
817 => 0.02418923414091
818 => 0.023809320680633
819 => 0.023898485610399
820 => 0.023773654186577
821 => 0.023957217203401
822 => 0.023759733741352
823 => 0.023925716960335
824 => 0.023997349815217
825 => 0.024261676591876
826 => 0.023720692461522
827 => 0.022617589198323
828 => 0.022849474878081
829 => 0.022506497743491
830 => 0.022538241583103
831 => 0.022602369191115
901 => 0.022394510632302
902 => 0.022434163494947
903 => 0.022432746815661
904 => 0.022420538638921
905 => 0.022366466599895
906 => 0.022288051445481
907 => 0.022600433285755
908 => 0.022653513047578
909 => 0.022771502782917
910 => 0.023122560202086
911 => 0.023087481287407
912 => 0.023144696452659
913 => 0.023019796068164
914 => 0.022544035353717
915 => 0.022569871449466
916 => 0.022247694921489
917 => 0.022763264004746
918 => 0.022641170440651
919 => 0.022562455925613
920 => 0.022540977940901
921 => 0.02289290556351
922 => 0.022998207823984
923 => 0.022932590521828
924 => 0.022798007520744
925 => 0.023056446668718
926 => 0.023125594082043
927 => 0.023141073637828
928 => 0.023598978257246
929 => 0.023166665419368
930 => 0.023270727416265
1001 => 0.02408258941025
1002 => 0.023346342611003
1003 => 0.023736348960827
1004 => 0.023717260179498
1005 => 0.023916774230973
1006 => 0.023700894203899
1007 => 0.023703570295564
1008 => 0.023880725257021
1009 => 0.02363194306372
1010 => 0.023570341094027
1011 => 0.023485238414098
1012 => 0.023671057002304
1013 => 0.023782446842082
1014 => 0.024680167143871
1015 => 0.025260135399846
1016 => 0.025234957448296
1017 => 0.025465036794307
1018 => 0.025361383941644
1019 => 0.025026661538154
1020 => 0.025597991865863
1021 => 0.025417199044699
1022 => 0.025432103385213
1023 => 0.025431548644915
1024 => 0.025551760065805
1025 => 0.025466579256889
1026 => 0.025298679138885
1027 => 0.025410139072787
1028 => 0.025741135228819
1029 => 0.026768557453345
1030 => 0.027343516541724
1031 => 0.026733944194285
1101 => 0.02715441903705
1102 => 0.026902283961896
1103 => 0.026856463518372
1104 => 0.027120552792475
1105 => 0.027385104319893
1106 => 0.027368253531284
1107 => 0.02717620270725
1108 => 0.027067718069863
1109 => 0.027889200089181
1110 => 0.028494454047433
1111 => 0.028453179785155
1112 => 0.028635350955744
1113 => 0.029170211146937
1114 => 0.029219112059734
1115 => 0.029212951668696
1116 => 0.029091745654047
1117 => 0.029618384972649
1118 => 0.030057716757564
1119 => 0.029063689963634
1120 => 0.029442202353997
1121 => 0.029612128760938
1122 => 0.02986163114122
1123 => 0.030282583478212
1124 => 0.030739849368277
1125 => 0.030804511778798
1126 => 0.030758630704152
1127 => 0.030457051557687
1128 => 0.030957397350913
1129 => 0.031250488182032
1130 => 0.0314250170647
1201 => 0.031867593272306
1202 => 0.029613178168577
1203 => 0.028017391106457
1204 => 0.027768185913262
1205 => 0.028274954473134
1206 => 0.028408585300968
1207 => 0.028354718881827
1208 => 0.026558515460798
1209 => 0.027758729273983
1210 => 0.029050058420127
1211 => 0.029099663631734
1212 => 0.029746130002712
1213 => 0.029956645952655
1214 => 0.030477136115577
1215 => 0.030444579314172
1216 => 0.030571310386036
1217 => 0.03054217710729
1218 => 0.031506275531969
1219 => 0.03256981926439
1220 => 0.032532992126799
1221 => 0.032380095131985
1222 => 0.032607173242095
1223 => 0.033704864350227
1224 => 0.033603806543132
1225 => 0.033701975594641
1226 => 0.034996215274289
1227 => 0.036678910961278
1228 => 0.035897129874787
1229 => 0.037593369881026
1230 => 0.038661063051134
1231 => 0.040507527987301
]
'min_raw' => 0.016538326366573
'max_raw' => 0.040507527987301
'avg_raw' => 0.028522927176937
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.016538'
'max' => '$0.0405075'
'avg' => '$0.028522'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0073743277955143
'max_diff' => 0.016433644665693
'year' => 2028
]
3 => [
'items' => [
101 => 0.040276341483262
102 => 0.040995156732926
103 => 0.039862469390951
104 => 0.037261590299896
105 => 0.036849991227971
106 => 0.037674022993313
107 => 0.039699824680562
108 => 0.037610223288966
109 => 0.038032946928983
110 => 0.03791120249222
111 => 0.037904715248565
112 => 0.038152306953333
113 => 0.037793162272052
114 => 0.036329942231621
115 => 0.037000527353341
116 => 0.036741582233702
117 => 0.037028901149579
118 => 0.038579442839229
119 => 0.037893911397938
120 => 0.037171759712589
121 => 0.038077498184304
122 => 0.039230814504304
123 => 0.039158642041707
124 => 0.03901859729852
125 => 0.039808022183361
126 => 0.04111192081333
127 => 0.041464359373521
128 => 0.041724522313366
129 => 0.041760394387281
130 => 0.042129899042982
131 => 0.040142979382116
201 => 0.043296271911626
202 => 0.043840758423524
203 => 0.043738417525941
204 => 0.044343591368421
205 => 0.044165533872185
206 => 0.043907556496504
207 => 0.044866885761002
208 => 0.043767092173134
209 => 0.042206073635319
210 => 0.041349667992028
211 => 0.042477452027386
212 => 0.043166150383541
213 => 0.043621336187517
214 => 0.04375907513677
215 => 0.040297218299355
216 => 0.03843146946737
217 => 0.039627393077818
218 => 0.041086502420804
219 => 0.040134873956044
220 => 0.040172175990191
221 => 0.038815403883005
222 => 0.041206546646593
223 => 0.040858177258615
224 => 0.042665518259703
225 => 0.042234181824975
226 => 0.043707998250789
227 => 0.043319892992905
228 => 0.044930896219709
301 => 0.045573569023052
302 => 0.046652716683899
303 => 0.04744654209614
304 => 0.047912691561668
305 => 0.047884705696241
306 => 0.049731822113405
307 => 0.048642642095535
308 => 0.047274375293071
309 => 0.047249627663441
310 => 0.047958272428928
311 => 0.049443397450191
312 => 0.049828468760514
313 => 0.050043671090591
314 => 0.049714081230832
315 => 0.048531854383669
316 => 0.048021374825091
317 => 0.048456318199016
318 => 0.047924419827816
319 => 0.048842625640832
320 => 0.050103518340283
321 => 0.049843148983956
322 => 0.0507135247054
323 => 0.051614272010898
324 => 0.052902381112853
325 => 0.053239140530646
326 => 0.053795791042444
327 => 0.054368767269252
328 => 0.05455279179116
329 => 0.054904151702939
330 => 0.054902299862767
331 => 0.055961146606162
401 => 0.057129087353881
402 => 0.057569957948254
403 => 0.058583715570269
404 => 0.056847691168872
405 => 0.058164485619342
406 => 0.059352267175169
407 => 0.057936145037827
408 => 0.059887939490013
409 => 0.05996372324573
410 => 0.061107967982439
411 => 0.059948056731018
412 => 0.059259305132492
413 => 0.061247705190251
414 => 0.062209829344186
415 => 0.061920029718994
416 => 0.059714640262117
417 => 0.058431009004611
418 => 0.055071498409739
419 => 0.059050983829422
420 => 0.060989275094168
421 => 0.059709620555998
422 => 0.060355003871992
423 => 0.063876005977812
424 => 0.065216575611705
425 => 0.064937746499144
426 => 0.064984864029249
427 => 0.065708211070637
428 => 0.068915930206646
429 => 0.066993790546002
430 => 0.068463194295365
501 => 0.069242560745698
502 => 0.069966479739331
503 => 0.068188763487915
504 => 0.065875980764662
505 => 0.065143425392193
506 => 0.059582384131411
507 => 0.05929290778341
508 => 0.059130415937245
509 => 0.058105927832106
510 => 0.057300960812376
511 => 0.056660821151777
512 => 0.054980903520483
513 => 0.055547826406545
514 => 0.05287038832832
515 => 0.054583318328189
516 => 0.050310062506339
517 => 0.053868956935258
518 => 0.051932012500671
519 => 0.053232618594543
520 => 0.053228080902406
521 => 0.05083325272605
522 => 0.049451965812717
523 => 0.050332175594384
524 => 0.05127583035147
525 => 0.051428935160971
526 => 0.052652408185443
527 => 0.052993853208108
528 => 0.051959258848888
529 => 0.050221508777649
530 => 0.050625148485339
531 => 0.049443786066924
601 => 0.047373493869101
602 => 0.048860413869411
603 => 0.049368113732775
604 => 0.049592342915459
605 => 0.047556448313566
606 => 0.046916726028229
607 => 0.046576143251305
608 => 0.049958700350214
609 => 0.050144004463784
610 => 0.049195962419402
611 => 0.053481202357041
612 => 0.052511320581156
613 => 0.053594916151624
614 => 0.050588522412617
615 => 0.050703370702093
616 => 0.049280095726451
617 => 0.050077034609542
618 => 0.049513783893513
619 => 0.050012649823292
620 => 0.050311668004701
621 => 0.051734709434925
622 => 0.053885205782528
623 => 0.051522154499499
624 => 0.050492539215965
625 => 0.051131306747093
626 => 0.052832428858289
627 => 0.055409715935588
628 => 0.05388391011309
629 => 0.054561036827252
630 => 0.054708958891025
701 => 0.053583886165917
702 => 0.055451198971749
703 => 0.056451907074417
704 => 0.057478426520389
705 => 0.058369724592906
706 => 0.057068412080022
707 => 0.058461003004629
708 => 0.057338820544786
709 => 0.056332106869216
710 => 0.056333633638308
711 => 0.055702107443884
712 => 0.054478445864764
713 => 0.054252783895238
714 => 0.055426705958679
715 => 0.056368080282727
716 => 0.056445616380934
717 => 0.056966809576286
718 => 0.057275246340578
719 => 0.060298345930091
720 => 0.061514261593384
721 => 0.063001060250354
722 => 0.063580252118625
723 => 0.065323411990342
724 => 0.063915668821407
725 => 0.063611094731689
726 => 0.059382759066151
727 => 0.060075148794507
728 => 0.061183731555277
729 => 0.059401039187559
730 => 0.060531747175656
731 => 0.060754972884176
801 => 0.05934046398306
802 => 0.060096014304468
803 => 0.058089496655867
804 => 0.053928942384088
805 => 0.055455830858011
806 => 0.056580134719922
807 => 0.054975614483309
808 => 0.057851654903929
809 => 0.056171531463728
810 => 0.055639012993332
811 => 0.053561468583775
812 => 0.054541989573068
813 => 0.055868158250795
814 => 0.055048740191617
815 => 0.056749155700653
816 => 0.0591573975457
817 => 0.060873654097762
818 => 0.061005406964987
819 => 0.05990196898227
820 => 0.061670235391621
821 => 0.061683115281953
822 => 0.059688503548624
823 => 0.058466814968005
824 => 0.058189244752034
825 => 0.058882669572377
826 => 0.059724615317556
827 => 0.0610521290942
828 => 0.061854317866585
829 => 0.063946000736916
830 => 0.06451195014838
831 => 0.065133756966439
901 => 0.065964682633486
902 => 0.066962421941745
903 => 0.064779425136606
904 => 0.064866159669289
905 => 0.062833383269991
906 => 0.060661070157718
907 => 0.062309585027281
908 => 0.064464798926492
909 => 0.063970390476713
910 => 0.063914759426265
911 => 0.064008315422353
912 => 0.06363554759709
913 => 0.061949532538847
914 => 0.06110282633161
915 => 0.062195293356737
916 => 0.062775890960478
917 => 0.063676347210449
918 => 0.063565346971315
919 => 0.065884825569299
920 => 0.066786104815084
921 => 0.066555519016098
922 => 0.066597952352469
923 => 0.068229675376254
924 => 0.070044486968138
925 => 0.071744297509418
926 => 0.07347341780057
927 => 0.071388895800873
928 => 0.07033050408487
929 => 0.071422494173069
930 => 0.070843068861397
1001 => 0.074172618570974
1002 => 0.074403149368844
1003 => 0.07773245831408
1004 => 0.080892368949844
1005 => 0.0789076856952
1006 => 0.080779152612232
1007 => 0.082803296665939
1008 => 0.086708198951076
1009 => 0.08539316523756
1010 => 0.084385870022213
1011 => 0.083433980910925
1012 => 0.085414711043374
1013 => 0.087962888715834
1014 => 0.08851174178034
1015 => 0.089401093422847
1016 => 0.088466048915496
1017 => 0.089592207032826
1018 => 0.093568040045953
1019 => 0.092493734870157
1020 => 0.090968048817352
1021 => 0.094106587138155
1022 => 0.095242411955694
1023 => 0.10321422536126
1024 => 0.11327896908498
1025 => 0.10911209909469
1026 => 0.10652558842766
1027 => 0.10713347978727
1028 => 0.11080878348209
1029 => 0.11198917438056
1030 => 0.10878046501338
1031 => 0.10991383540714
1101 => 0.11615881770726
1102 => 0.11950905034825
1103 => 0.11495898442551
1104 => 0.10240553300288
1105 => 0.09083067748119
1106 => 0.09390085038808
1107 => 0.093552788058996
1108 => 0.10026224246307
1109 => 0.092468113047011
1110 => 0.092599346197218
1111 => 0.099447545012933
1112 => 0.097620562976751
1113 => 0.094661086060315
1114 => 0.090852284937833
1115 => 0.083811363791464
1116 => 0.077575023581514
1117 => 0.089805922876603
1118 => 0.089278504258552
1119 => 0.088514723940553
1120 => 0.090214434388596
1121 => 0.098467745853067
1122 => 0.098277480310449
1123 => 0.097067108002644
1124 => 0.097985164730382
1125 => 0.094500146277203
1126 => 0.095398314884982
1127 => 0.090828843964938
1128 => 0.09289443565876
1129 => 0.094654736352021
1130 => 0.09500814277789
1201 => 0.095804385500753
1202 => 0.089000578612926
1203 => 0.092055288156285
1204 => 0.093849643825431
1205 => 0.08574267963301
1206 => 0.093689395209224
1207 => 0.088882139472113
1208 => 0.087250484672379
1209 => 0.089447292906047
1210 => 0.08859119460092
1211 => 0.087855171549952
1212 => 0.08744445804103
1213 => 0.089057551554959
1214 => 0.08898229881447
1215 => 0.086342964737724
1216 => 0.082900061027629
1217 => 0.084055612522199
1218 => 0.083635789830869
1219 => 0.082114298239283
1220 => 0.083139599866417
1221 => 0.0786246903938
1222 => 0.070857023310736
1223 => 0.075988582115885
1224 => 0.075791022683949
1225 => 0.07569140425976
1226 => 0.079547628875961
1227 => 0.079176941857352
1228 => 0.078504141288799
1229 => 0.082101941729225
1230 => 0.080788696171225
1231 => 0.084835809541414
]
'min_raw' => 0.036329942231621
'max_raw' => 0.11950905034825
'avg_raw' => 0.077919496289938
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.036329'
'max' => '$0.119509'
'avg' => '$0.077919'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.019791615865047
'max_diff' => 0.079001522360953
'year' => 2029
]
4 => [
'items' => [
101 => 0.087501500157901
102 => 0.086825394791502
103 => 0.08933248970071
104 => 0.084082234094748
105 => 0.085826158403355
106 => 0.086185578786384
107 => 0.082057545430262
108 => 0.07923759083796
109 => 0.07904953201649
110 => 0.074160119367119
111 => 0.076772004138453
112 => 0.079070354650091
113 => 0.077969623114221
114 => 0.077621164393384
115 => 0.079401364426665
116 => 0.079539701215634
117 => 0.076385607766883
118 => 0.077041443672028
119 => 0.079776388420128
120 => 0.076972530081521
121 => 0.071525091337267
122 => 0.070174051211959
123 => 0.069993797554633
124 => 0.066329669582454
125 => 0.070264334173382
126 => 0.068546747636986
127 => 0.073972582925613
128 => 0.070873374908088
129 => 0.070739774244761
130 => 0.070537817247186
131 => 0.067383950938311
201 => 0.068074447221294
202 => 0.070369762031484
203 => 0.071188756214332
204 => 0.07110332841124
205 => 0.07035851373671
206 => 0.070699486080641
207 => 0.069601095358198
208 => 0.069213230733077
209 => 0.067989023285626
210 => 0.066189776533813
211 => 0.066439972830074
212 => 0.062875194216209
213 => 0.060932913630254
214 => 0.060395315962908
215 => 0.059676417894381
216 => 0.060476517412663
217 => 0.062865095646286
218 => 0.059983963531396
219 => 0.055044464608337
220 => 0.055341336910109
221 => 0.056008320830015
222 => 0.054765400707811
223 => 0.053589081122525
224 => 0.054611795564107
225 => 0.052518864754143
226 => 0.056261241519304
227 => 0.056160020715696
228 => 0.057554947346721
301 => 0.058427223595877
302 => 0.056416909244361
303 => 0.055911320621423
304 => 0.056199326878771
305 => 0.051439224986685
306 => 0.05716594546842
307 => 0.057215470384953
308 => 0.056791407982146
309 => 0.059840709846011
310 => 0.066275687879869
311 => 0.06385459029714
312 => 0.062917068135046
313 => 0.06113483781958
314 => 0.063509553896573
315 => 0.063327212753202
316 => 0.062502596952051
317 => 0.062003866742557
318 => 0.062922792445452
319 => 0.061890001678668
320 => 0.061704484077761
321 => 0.060580449261406
322 => 0.060179219972292
323 => 0.059882165780031
324 => 0.059555138302294
325 => 0.060276479428013
326 => 0.058641825536805
327 => 0.056670593191107
328 => 0.056506706550591
329 => 0.056959211974115
330 => 0.056759012009272
331 => 0.056505748070182
401 => 0.056022198238129
402 => 0.055878739332366
403 => 0.056344911179728
404 => 0.055818630343564
405 => 0.056595186385325
406 => 0.056384006110772
407 => 0.055204370263879
408 => 0.053734107241523
409 => 0.053721018816643
410 => 0.053404253060191
411 => 0.053000804243299
412 => 0.052888574012098
413 => 0.054525665406419
414 => 0.057914395598641
415 => 0.057249106776467
416 => 0.057729846132029
417 => 0.060094607956164
418 => 0.060846294629188
419 => 0.06031276523335
420 => 0.059582437289668
421 => 0.059614568012713
422 => 0.062110319681579
423 => 0.062265976651814
424 => 0.062659271598759
425 => 0.063164766750721
426 => 0.060398853243552
427 => 0.05948429373526
428 => 0.059050924702401
429 => 0.057716315816119
430 => 0.059155577079256
501 => 0.058316981176538
502 => 0.05843013641433
503 => 0.058356443917273
504 => 0.058396685003731
505 => 0.056260195448728
506 => 0.057038619951986
507 => 0.055744338237404
508 => 0.05401144031152
509 => 0.05400563103004
510 => 0.054429755342406
511 => 0.054177469605425
512 => 0.053498575174068
513 => 0.053595008923751
514 => 0.05275014780417
515 => 0.053697590360373
516 => 0.053724759622772
517 => 0.053359942631089
518 => 0.054819608610798
519 => 0.055417634953658
520 => 0.055177504594595
521 => 0.055400786767528
522 => 0.057276752530627
523 => 0.057582616804137
524 => 0.05771846151017
525 => 0.057536447600061
526 => 0.055435075977919
527 => 0.055528280745083
528 => 0.054844406005967
529 => 0.054266603916359
530 => 0.054289712969771
531 => 0.054586778352843
601 => 0.055884080303375
602 => 0.058614175778142
603 => 0.058717780905736
604 => 0.058843353342754
605 => 0.05833258713375
606 => 0.058178535157741
607 => 0.058381769478286
608 => 0.059407049797008
609 => 0.062044349137652
610 => 0.061112151411368
611 => 0.060354260149377
612 => 0.06101913511216
613 => 0.060916782823102
614 => 0.060052826499747
615 => 0.060028578123247
616 => 0.058370369715184
617 => 0.057757367822302
618 => 0.057245097558213
619 => 0.056685711802982
620 => 0.0563540891765
621 => 0.056863612250564
622 => 0.056980146206102
623 => 0.055866065099723
624 => 0.055714219961594
625 => 0.056624002642175
626 => 0.056223641204568
627 => 0.056635422871632
628 => 0.056730959750589
629 => 0.056715576112676
630 => 0.056297552790597
701 => 0.056563988390455
702 => 0.055933788768515
703 => 0.055248541332577
704 => 0.054811396160873
705 => 0.054429929019668
706 => 0.054641589160609
707 => 0.05388705940577
708 => 0.053645670151513
709 => 0.056473726004214
710 => 0.058562841269328
711 => 0.058532464705992
712 => 0.058347555188907
713 => 0.058072817154044
714 => 0.05938695099852
715 => 0.058929133044041
716 => 0.059262233857895
717 => 0.059347021995218
718 => 0.059603650150341
719 => 0.059695372657863
720 => 0.059418123534756
721 => 0.058487641614479
722 => 0.056168969136717
723 => 0.055089620839181
724 => 0.054733417923027
725 => 0.054746365222503
726 => 0.05438922090365
727 => 0.054494415911638
728 => 0.054352638372851
729 => 0.054084146014059
730 => 0.054625010514045
731 => 0.054687340109167
801 => 0.054561095872021
802 => 0.054590830959977
803 => 0.053545582596024
804 => 0.053625050558975
805 => 0.053182562842962
806 => 0.053099601730479
807 => 0.051981031316211
808 => 0.049999321687962
809 => 0.05109738119122
810 => 0.049771079721815
811 => 0.049268789258605
812 => 0.051646554189249
813 => 0.051407892539145
814 => 0.050999407537893
815 => 0.050395173085309
816 => 0.05017105664923
817 => 0.048809396130258
818 => 0.048728941962621
819 => 0.04940381768375
820 => 0.049092385759505
821 => 0.048655017389371
822 => 0.047070913488067
823 => 0.045289856224225
824 => 0.045343615147694
825 => 0.045910136325573
826 => 0.047557373056049
827 => 0.046913769167967
828 => 0.04644682716266
829 => 0.046359382961292
830 => 0.047453930218258
831 => 0.049002943901605
901 => 0.049729706464604
902 => 0.04900950683678
903 => 0.048182180282636
904 => 0.048232535816525
905 => 0.048567528623809
906 => 0.048602731631311
907 => 0.048064227095108
908 => 0.048215812967741
909 => 0.047985540165909
910 => 0.046572356406116
911 => 0.046546796393156
912 => 0.046199978307836
913 => 0.046189476794047
914 => 0.045599452713092
915 => 0.045516904265523
916 => 0.044345375640886
917 => 0.045116479329338
918 => 0.044599263459885
919 => 0.04381969714573
920 => 0.043685299619334
921 => 0.043681259467401
922 => 0.044481699764199
923 => 0.04510712571843
924 => 0.044608260651373
925 => 0.044494678745698
926 => 0.045707436343819
927 => 0.045553101884927
928 => 0.045419449238877
929 => 0.048864246715992
930 => 0.046137420711956
1001 => 0.04494836893241
1002 => 0.043476691560412
1003 => 0.043955877133576
1004 => 0.044056848574542
1005 => 0.040517729784672
1006 => 0.039081909732391
1007 => 0.038589190398186
1008 => 0.038305623455322
1009 => 0.038434848471994
1010 => 0.037142442020047
1011 => 0.038010960530185
1012 => 0.036891845787197
1013 => 0.03670422255862
1014 => 0.038705338350798
1015 => 0.03898378192293
1016 => 0.037795855138575
1017 => 0.038558696442008
1018 => 0.038282079581096
1019 => 0.036911029797411
1020 => 0.036858665780434
1021 => 0.036170721193711
1022 => 0.035094221127811
1023 => 0.034602231711341
1024 => 0.034345999351596
1025 => 0.034451725817096
1026 => 0.034398267280856
1027 => 0.034049414171142
1028 => 0.034418263132752
1029 => 0.033476006454753
1030 => 0.033100792253296
1031 => 0.032931316703402
1101 => 0.032095009667407
1102 => 0.033425946069101
1103 => 0.03368815730693
1104 => 0.033950885181899
1105 => 0.036237751961561
1106 => 0.036123506559867
1107 => 0.037156229351409
1108 => 0.037116099642785
1109 => 0.036821550373637
1110 => 0.035578895458106
1111 => 0.036074195559242
1112 => 0.034549738834669
1113 => 0.035691965465701
1114 => 0.035170700931822
1115 => 0.035515725402451
1116 => 0.034895340294658
1117 => 0.035238687028384
1118 => 0.033750337318815
1119 => 0.032360537301665
1120 => 0.032919833399358
1121 => 0.033527852220817
1122 => 0.034846191946055
1123 => 0.03406099968177
1124 => 0.034343384511414
1125 => 0.033397442602757
1126 => 0.03144569425025
1127 => 0.031456740933966
1128 => 0.031156506971082
1129 => 0.030897060992274
1130 => 0.034151188458719
1201 => 0.033746486268124
1202 => 0.033101646293524
1203 => 0.033964790224448
1204 => 0.03419301917972
1205 => 0.034199516537225
1206 => 0.034829244068258
1207 => 0.035165329764455
1208 => 0.035224566325088
1209 => 0.036215456201332
1210 => 0.036547589417695
1211 => 0.037915599130644
1212 => 0.035136815241232
1213 => 0.035079588015659
1214 => 0.033976936429643
1215 => 0.03327761736156
1216 => 0.034024819404529
1217 => 0.034686738411348
1218 => 0.033997504098277
1219 => 0.034087503549034
1220 => 0.033162262796248
1221 => 0.033492992828745
1222 => 0.033777862086878
1223 => 0.033620574026378
1224 => 0.033385106186982
1225 => 0.034632468601214
1226 => 0.03456208752535
1227 => 0.035723660082221
1228 => 0.036629188955153
1229 => 0.038252058578094
1230 => 0.036558509524448
1231 => 0.036496789865685
]
'min_raw' => 0.030897060992274
'max_raw' => 0.08933248970071
'avg_raw' => 0.060114775346492
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.030897'
'max' => '$0.089332'
'avg' => '$0.060114'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0054328812393468
'max_diff' => -0.030176560647545
'year' => 2030
]
5 => [
'items' => [
101 => 0.037100109430235
102 => 0.036547497052613
103 => 0.036896728999739
104 => 0.038195791912307
105 => 0.038223239064613
106 => 0.037763463899829
107 => 0.037735486539267
108 => 0.037823791389053
109 => 0.038340995652402
110 => 0.038160268590706
111 => 0.03836941052195
112 => 0.038630945709465
113 => 0.039712766133648
114 => 0.039973589375433
115 => 0.039339924119242
116 => 0.039397136997027
117 => 0.039160128796711
118 => 0.03893118184491
119 => 0.039445821157542
120 => 0.040386334616636
121 => 0.04038048373122
122 => 0.040598664572761
123 => 0.040734589429533
124 => 0.04015110044119
125 => 0.039771270565264
126 => 0.039916921508897
127 => 0.040149820539631
128 => 0.039841395492165
129 => 0.03793765322282
130 => 0.038515127015812
131 => 0.038419007139632
201 => 0.038282120747376
202 => 0.038862775111703
203 => 0.038806769581748
204 => 0.037129186523868
205 => 0.037236579948329
206 => 0.037135717473708
207 => 0.037461624763729
208 => 0.036529896989416
209 => 0.036816490177512
210 => 0.036996238738442
211 => 0.037102112021723
212 => 0.037484598918925
213 => 0.037439718496185
214 => 0.037481809088832
215 => 0.038048936184585
216 => 0.040917270420386
217 => 0.041073387524217
218 => 0.040304609807801
219 => 0.04061172134204
220 => 0.040022134354212
221 => 0.04041792804903
222 => 0.040688720042955
223 => 0.039465063092714
224 => 0.039392606069589
225 => 0.038800585646534
226 => 0.039118703888133
227 => 0.038612554892238
228 => 0.03873674615149
301 => 0.038389496563822
302 => 0.039014476684922
303 => 0.039713301572405
304 => 0.039889852336414
305 => 0.039425423286189
306 => 0.03908914604646
307 => 0.038498753990105
308 => 0.039480589137568
309 => 0.039767707655571
310 => 0.039479081026223
311 => 0.039412199929587
312 => 0.039285460372313
313 => 0.039439088325799
314 => 0.03976614394646
315 => 0.039611910555525
316 => 0.03971378442748
317 => 0.039325546279469
318 => 0.040151293600324
319 => 0.041462779072758
320 => 0.041466995713001
321 => 0.041312761490691
322 => 0.041249652169944
323 => 0.04140790584175
324 => 0.041493751966798
325 => 0.042005515322656
326 => 0.042554657793043
327 => 0.045117266092707
328 => 0.044397695936604
329 => 0.046671394470316
330 => 0.048469594807678
331 => 0.049008796463082
401 => 0.048512756311509
402 => 0.046815829748538
403 => 0.046732570435743
404 => 0.049268495144736
405 => 0.048551980261736
406 => 0.048466753096334
407 => 0.047560080050031
408 => 0.048096036114038
409 => 0.047978814660839
410 => 0.047793774862294
411 => 0.048816341697395
412 => 0.050730495527533
413 => 0.050432156702285
414 => 0.050209460608777
415 => 0.049233671152884
416 => 0.049821314355797
417 => 0.049612065866804
418 => 0.050511130167891
419 => 0.04997854439264
420 => 0.048546551956785
421 => 0.048774601472104
422 => 0.048740132246635
423 => 0.049449506464261
424 => 0.04923656993188
425 => 0.048698552971179
426 => 0.050723953157837
427 => 0.050592434935583
428 => 0.050778897705488
429 => 0.050860984383352
430 => 0.052093809785417
501 => 0.05259885890663
502 => 0.052713513899274
503 => 0.053193271502526
504 => 0.052701577093056
505 => 0.054668705303107
506 => 0.055976730777677
507 => 0.057496069676766
508 => 0.059716232168132
509 => 0.060551033802537
510 => 0.060400234359301
511 => 0.06208353622189
512 => 0.065108392251265
513 => 0.061011644246781
514 => 0.065325529843184
515 => 0.063959803469567
516 => 0.06072169080609
517 => 0.060513194525403
518 => 0.06270608201637
519 => 0.067569695413738
520 => 0.066351415420344
521 => 0.06757168808337
522 => 0.066148175203351
523 => 0.06607748579055
524 => 0.067502551240128
525 => 0.070832294339341
526 => 0.069250458206459
527 => 0.066982508227839
528 => 0.068657127198842
529 => 0.067206417267489
530 => 0.06393756176401
531 => 0.066350483824593
601 => 0.064737031558745
602 => 0.065207922705759
603 => 0.06859915938566
604 => 0.068191116816235
605 => 0.068719161684795
606 => 0.067787176313126
607 => 0.066916555015384
608 => 0.065291475709962
609 => 0.064810369843068
610 => 0.064943330196302
611 => 0.06481030395452
612 => 0.063901087018386
613 => 0.063704741707595
614 => 0.063377490920858
615 => 0.063478919623553
616 => 0.062863592403893
617 => 0.064024842000482
618 => 0.064240380158505
619 => 0.065085440774723
620 => 0.065173177771279
621 => 0.06752665955876
622 => 0.06623040133887
623 => 0.067100043266323
624 => 0.067022254306944
625 => 0.060791870526324
626 => 0.061650362440152
627 => 0.062985906448465
628 => 0.062384245683007
629 => 0.061533638127586
630 => 0.060846726919893
701 => 0.059805986199959
702 => 0.06127080877761
703 => 0.063196894700707
704 => 0.065222026488815
705 => 0.067655089640336
706 => 0.067112058268894
707 => 0.065176542065601
708 => 0.065263367908585
709 => 0.065800091105204
710 => 0.065104985799138
711 => 0.064899985674311
712 => 0.065771927236044
713 => 0.065777931818369
714 => 0.064978129157457
715 => 0.064089294862196
716 => 0.064085570614045
717 => 0.063927411136324
718 => 0.066176311423084
719 => 0.067412979191338
720 => 0.067554761157978
721 => 0.067403436135323
722 => 0.067461675130668
723 => 0.066742085404436
724 => 0.068386854130897
725 => 0.069896256565066
726 => 0.069491704469029
727 => 0.068885223366601
728 => 0.068402131956429
729 => 0.069377903485658
730 => 0.069334453915469
731 => 0.069883073251577
801 => 0.069858184709513
802 => 0.069673704661396
803 => 0.069491711057393
804 => 0.070213295125643
805 => 0.070005490502272
806 => 0.069797363100925
807 => 0.069379931734811
808 => 0.069436667590266
809 => 0.068830291205351
810 => 0.068549753743794
811 => 0.064331143425461
812 => 0.063203792901333
813 => 0.06355848032556
814 => 0.06367525263507
815 => 0.063184628242231
816 => 0.063888057590497
817 => 0.063778428871685
818 => 0.064204930085924
819 => 0.063938470643798
820 => 0.063949406232248
821 => 0.064733006636398
822 => 0.064960489167398
823 => 0.064844789716122
824 => 0.06492582164585
825 => 0.066793168264997
826 => 0.066527691290138
827 => 0.066386661938396
828 => 0.066425728032641
829 => 0.066902875130196
830 => 0.067036450266246
831 => 0.066470483028645
901 => 0.066737396449715
902 => 0.067873879920275
903 => 0.068271584815578
904 => 0.069540867932204
905 => 0.069001653904553
906 => 0.069991404588943
907 => 0.073033560761886
908 => 0.075463845614027
909 => 0.073228855228229
910 => 0.077691763864277
911 => 0.081166778403662
912 => 0.081033401557701
913 => 0.080427452394225
914 => 0.076471240729177
915 => 0.072830675771206
916 => 0.075876162945102
917 => 0.075883926518218
918 => 0.075622316469072
919 => 0.073997478922001
920 => 0.075565775644473
921 => 0.075690261343086
922 => 0.075620582455282
923 => 0.074374823317576
924 => 0.072472779369073
925 => 0.07284443420376
926 => 0.073453212404532
927 => 0.072300668266034
928 => 0.071932360578672
929 => 0.072617114642883
930 => 0.074823534911944
1001 => 0.074406423941
1002 => 0.074395531487871
1003 => 0.076180109104147
1004 => 0.074902736666847
1005 => 0.072849121961429
1006 => 0.072330557164461
1007 => 0.070490001482328
1008 => 0.071761279847812
1009 => 0.071807030892972
1010 => 0.071110764724347
1011 => 0.072905620123671
1012 => 0.072889080215189
1013 => 0.074593028287876
1014 => 0.077850337029185
1015 => 0.076886990551951
1016 => 0.075766723410727
1017 => 0.075888527510617
1018 => 0.077224417848269
1019 => 0.076416708054714
1020 => 0.076707166128029
1021 => 0.077223978205188
1022 => 0.077535783763059
1023 => 0.075843663489254
1024 => 0.075449149309961
1025 => 0.074642111754789
1026 => 0.074431570720714
1027 => 0.075088885970011
1028 => 0.074915706625112
1029 => 0.071803185694783
1030 => 0.071477909939661
1031 => 0.071487885682684
1101 => 0.07066996433041
1102 => 0.069422437944575
1103 => 0.072700862800619
1104 => 0.072437559403153
1105 => 0.072146892830413
1106 => 0.072182497827054
1107 => 0.073605550940935
1108 => 0.072780108268979
1109 => 0.074974682899767
1110 => 0.074523544330629
1111 => 0.074060835759494
1112 => 0.073996875340515
1113 => 0.073818772017068
1114 => 0.073207989451642
1115 => 0.072470432801547
1116 => 0.071983434015092
1117 => 0.066400912848997
1118 => 0.067436996305393
1119 => 0.068628915879997
1120 => 0.069040361740833
1121 => 0.068336555124686
1122 => 0.073235780026599
1123 => 0.074130915626284
1124 => 0.071419491506587
1125 => 0.070912294760509
1126 => 0.073269031760833
1127 => 0.071847631250257
1128 => 0.072487687813136
1129 => 0.071104235616413
1130 => 0.07391530367295
1201 => 0.073893888044187
1202 => 0.072800319079342
1203 => 0.073724596079992
1204 => 0.073563980205789
1205 => 0.072329343537821
1206 => 0.073954443857506
1207 => 0.07395524988699
1208 => 0.072902713534567
1209 => 0.071673581504771
1210 => 0.071453841728647
1211 => 0.071288297325222
1212 => 0.07244697403795
1213 => 0.073485839955493
1214 => 0.07541891187134
1215 => 0.07590493207964
1216 => 0.077801901308831
1217 => 0.076672348494603
1218 => 0.077173064626992
1219 => 0.077716662819323
1220 => 0.077977283782887
1221 => 0.077552615908451
1222 => 0.08049938994507
1223 => 0.080748187960584
1224 => 0.080831607783092
1225 => 0.079837972157781
1226 => 0.080720553156371
1227 => 0.080307622735141
1228 => 0.081381952975806
1229 => 0.081550421675279
1230 => 0.081407734680273
1231 => 0.081461209304583
]
'min_raw' => 0.036529896989416
'max_raw' => 0.081550421675279
'avg_raw' => 0.059040159332347
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.036529'
'max' => '$0.08155'
'avg' => '$0.05904'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0056328359971418
'max_diff' => -0.0077820680254308
'year' => 2031
]
6 => [
'items' => [
101 => 0.078946657510891
102 => 0.07881626473507
103 => 0.07703834998451
104 => 0.077762863387045
105 => 0.076408420307836
106 => 0.076837928160563
107 => 0.077027251129544
108 => 0.076928359554532
109 => 0.077803826287774
110 => 0.077059500718481
111 => 0.075095103162665
112 => 0.073130170408048
113 => 0.073105502277913
114 => 0.072588170167566
115 => 0.072214233805888
116 => 0.072286267215252
117 => 0.072540122345318
118 => 0.072199479284245
119 => 0.072272172752366
120 => 0.073479368677226
121 => 0.073721463210629
122 => 0.072898731393685
123 => 0.069595344429019
124 => 0.068784684981971
125 => 0.069367370916433
126 => 0.06908888456954
127 => 0.055760122013975
128 => 0.058891517068076
129 => 0.057030948459058
130 => 0.057888384074739
131 => 0.055989225316837
201 => 0.056895603419546
202 => 0.056728228479605
203 => 0.061763419061882
204 => 0.061684801486618
205 => 0.061722431559547
206 => 0.059926250133993
207 => 0.062787615916541
208 => 0.06419722759241
209 => 0.063936345986807
210 => 0.064002004266464
211 => 0.062873777485672
212 => 0.061733355260967
213 => 0.060468451504048
214 => 0.062818486337574
215 => 0.062557202580519
216 => 0.063156493512276
217 => 0.064680659085777
218 => 0.064905098256217
219 => 0.065206746777326
220 => 0.065098627255312
221 => 0.067674472913662
222 => 0.067362521008459
223 => 0.06811423534531
224 => 0.066567901921704
225 => 0.064818078873577
226 => 0.065150663029001
227 => 0.065118632500361
228 => 0.064710847107842
229 => 0.064342716688793
301 => 0.063729883261179
302 => 0.065668978908432
303 => 0.065590255166358
304 => 0.066864701044196
305 => 0.066639430355981
306 => 0.065135017566995
307 => 0.065188747964067
308 => 0.065550110706318
309 => 0.066800791283218
310 => 0.06717207843127
311 => 0.067000083431058
312 => 0.067407182838993
313 => 0.067728937612246
314 => 0.06744759028469
315 => 0.071430875133872
316 => 0.069776737550841
317 => 0.070582952699395
318 => 0.07077523026183
319 => 0.070282715328815
320 => 0.070389524182148
321 => 0.070551310491278
322 => 0.071533645279306
323 => 0.074111576003954
324 => 0.075253323973332
325 => 0.07868832907206
326 => 0.075158517698374
327 => 0.074949073299271
328 => 0.075567821444769
329 => 0.077584533069939
330 => 0.079218888422048
331 => 0.079761098380565
401 => 0.079832760377494
402 => 0.080849982305108
403 => 0.081433034943951
404 => 0.080726464807503
405 => 0.080127720597841
406 => 0.077983093157697
407 => 0.07823133962352
408 => 0.079941511598868
409 => 0.082357230242673
410 => 0.084430168151745
411 => 0.083704297545168
412 => 0.089242177888562
413 => 0.089791236104397
414 => 0.089715374012146
415 => 0.090966210338636
416 => 0.088483554958942
417 => 0.08742217168494
418 => 0.080257175892005
419 => 0.082270247453439
420 => 0.085196365191532
421 => 0.084809082536517
422 => 0.082684057619763
423 => 0.08442855612979
424 => 0.083851770366863
425 => 0.083396835504779
426 => 0.085480980301447
427 => 0.083189377485561
428 => 0.085173504700458
429 => 0.082628841024184
430 => 0.083707613260956
501 => 0.083095249965022
502 => 0.083491524065914
503 => 0.081174913769311
504 => 0.082424900452822
505 => 0.081122910213702
506 => 0.081122292900804
507 => 0.081093551394113
508 => 0.082625337136529
509 => 0.082675288614596
510 => 0.081543296636551
511 => 0.081380158907477
512 => 0.08198336459581
513 => 0.081277168714592
514 => 0.08160759332267
515 => 0.081287176939362
516 => 0.081215044462477
517 => 0.080640280614334
518 => 0.080392656545093
519 => 0.080489756323129
520 => 0.080158304722326
521 => 0.079958593143714
522 => 0.08105382373446
523 => 0.0804686862113
524 => 0.080964143016982
525 => 0.080399507455274
526 => 0.07844223459839
527 => 0.077316586280611
528 => 0.073619479293246
529 => 0.074667974248616
530 => 0.075363127488772
531 => 0.075133379347048
601 => 0.075626967256201
602 => 0.075657269545068
603 => 0.075496799084269
604 => 0.075310994848203
605 => 0.075220555621705
606 => 0.075894615520554
607 => 0.076285929979649
608 => 0.075432895416373
609 => 0.075233041353419
610 => 0.07609550639422
611 => 0.076621609570879
612 => 0.080506059835489
613 => 0.080218287213277
614 => 0.080940540022503
615 => 0.080859225440057
616 => 0.081616261448021
617 => 0.082853695373753
618 => 0.080337646210771
619 => 0.080774345347031
620 => 0.080667276803676
621 => 0.081836223085147
622 => 0.081839872407843
623 => 0.081139030718903
624 => 0.081518968368335
625 => 0.081306897595467
626 => 0.081690138145124
627 => 0.080214443834461
628 => 0.082011680213492
629 => 0.083030597429048
630 => 0.083044745095575
701 => 0.083527703769121
702 => 0.084018417752525
703 => 0.084960300511487
704 => 0.083992149153585
705 => 0.082250539108354
706 => 0.082376277728254
707 => 0.081355172395965
708 => 0.081372337361079
709 => 0.081280709432061
710 => 0.081555691744474
711 => 0.080274786988439
712 => 0.080575412774444
713 => 0.080154534913574
714 => 0.080773430440757
715 => 0.080107601160604
716 => 0.080667225171982
717 => 0.080908740343463
718 => 0.081799936525678
719 => 0.079975970759881
720 => 0.076256781091795
721 => 0.077038599850843
722 => 0.075882228495673
723 => 0.07598925506721
724 => 0.076205465774868
725 => 0.075504656131608
726 => 0.075638348526492
727 => 0.075633572093368
728 => 0.075592411373142
729 => 0.075410103718377
730 => 0.075145721550498
731 => 0.076198938734788
801 => 0.076377900857682
802 => 0.07677571148816
803 => 0.077959326086934
804 => 0.077841055076963
805 => 0.078033960001244
806 => 0.077612849634653
807 => 0.076008789169343
808 => 0.076095897369977
809 => 0.075009656712256
810 => 0.07674793387234
811 => 0.076336286896695
812 => 0.076070895413574
813 => 0.07599848088857
814 => 0.077185029438998
815 => 0.077540063362156
816 => 0.077318830046684
817 => 0.076865074062245
818 => 0.077736419693282
819 => 0.077969555025027
820 => 0.078021745428105
821 => 0.07956560282235
822 => 0.078108029906327
823 => 0.078458882194242
824 => 0.081196131589358
825 => 0.078713824102585
826 => 0.080028757740392
827 => 0.079964398581405
828 => 0.080637074135579
829 => 0.079909219552035
830 => 0.079918242181924
831 => 0.080515532503041
901 => 0.079676745968909
902 => 0.079469050627176
903 => 0.079182121000115
904 => 0.079808621343693
905 => 0.080184179965495
906 => 0.083210906639805
907 => 0.085166310106915
908 => 0.085081420885398
909 => 0.085857149464099
910 => 0.085507676634534
911 => 0.084379136681597
912 => 0.086305416770476
913 => 0.085695861151372
914 => 0.085746112176001
915 => 0.085744241830355
916 => 0.086149543028781
917 => 0.085862349984387
918 => 0.085296263014124
919 => 0.085672057963157
920 => 0.086788034612633
921 => 0.090252060374953
922 => 0.092190575083785
923 => 0.090135359355411
924 => 0.091553019644408
925 => 0.09070292863502
926 => 0.090548441810597
927 => 0.09143883723636
928 => 0.092330791181446
929 => 0.092273977571167
930 => 0.091626464809376
1001 => 0.091260701280269
1002 => 0.094030385262443
1003 => 0.096071041240174
1004 => 0.095931882183224
1005 => 0.096546085003651
1006 => 0.098349403481004
1007 => 0.09851427632265
1008 => 0.098493506134162
1009 => 0.09808485159344
1010 => 0.099860452824889
1011 => 0.1013416906109
1012 => 0.097990259874427
1013 => 0.099266440825425
1014 => 0.09983935957031
1015 => 0.10068057426513
1016 => 0.10209984445925
1017 => 0.10364154833289
1018 => 0.10385956216455
1019 => 0.10370487091807
1020 => 0.10268807577018
1021 => 0.10437502654507
1022 => 0.10536320274513
1023 => 0.10595163905826
1024 => 0.10744381564189
1025 => 0.099842897721433
1026 => 0.0944625902272
1027 => 0.093622377519393
1028 => 0.095330983100451
1029 => 0.095781528766302
1030 => 0.095599914373333
1031 => 0.089543889132417
1101 => 0.093590493799823
1102 => 0.097944300173768
1103 => 0.098111547608025
1104 => 0.10029115411262
1105 => 0.10100092333561
1106 => 0.10275579225936
1107 => 0.10264602473038
1108 => 0.10307330738725
1109 => 0.10297508250394
1110 => 0.10622560765394
1111 => 0.10981141960206
1112 => 0.10968725433648
1113 => 0.10917175144353
1114 => 0.10993736114586
1115 => 0.11363830335527
1116 => 0.11329757990302
1117 => 0.11362856371413
1118 => 0.11799218315499
1119 => 0.12366550914574
1120 => 0.12102967963042
1121 => 0.12674867123915
1122 => 0.13034847330612
1123 => 0.13657395875448
1124 => 0.13579449731518
1125 => 0.1382180331155
1126 => 0.13439909866033
1127 => 0.12563005321726
1128 => 0.12424231820933
1129 => 0.12702059883824
1130 => 0.13385073066376
1201 => 0.12680549368068
1202 => 0.12823073594662
1203 => 0.12782026607815
1204 => 0.12779839388325
1205 => 0.12863316660217
1206 => 0.12742228523455
1207 => 0.12248893670948
1208 => 0.12474986126611
1209 => 0.12387680971628
1210 => 0.12484552550112
1211 => 0.13007328506315
1212 => 0.12776196794655
1213 => 0.12532718312038
1214 => 0.12838094361441
1215 => 0.13226943010926
1216 => 0.1320260956127
1217 => 0.13155392498343
1218 => 0.13421552609856
1219 => 0.13861171136479
1220 => 0.13979998257695
1221 => 0.14067714009263
1222 => 0.14079808529435
1223 => 0.14204389603903
1224 => 0.13534485768012
1225 => 0.14597640359922
1226 => 0.14781217788892
1227 => 0.1474671284075
1228 => 0.14950751426931
1229 => 0.14890718098918
1230 => 0.14803739225566
1231 => 0.15127183784915
]
'min_raw' => 0.055760122013975
'max_raw' => 0.15127183784915
'avg_raw' => 0.10351597993156
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.05576'
'max' => '$0.151271'
'avg' => '$0.103515'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.01923022502456
'max_diff' => 0.06972141617387
'year' => 2032
]
7 => [
'items' => [
101 => 0.14756380698252
102 => 0.14230072399544
103 => 0.13941329257675
104 => 0.14321569519133
105 => 0.14553768978249
106 => 0.14707238050065
107 => 0.14753677698468
108 => 0.13586488495821
109 => 0.12957438250875
110 => 0.1336065224581
111 => 0.13852601147973
112 => 0.13531752967022
113 => 0.13544329608269
114 => 0.13086884419651
115 => 0.1389307489682
116 => 0.13775619725426
117 => 0.14384977362395
118 => 0.14239549271932
119 => 0.14736456769752
120 => 0.14605604372392
121 => 0.15148765357975
122 => 0.1536544698062
123 => 0.15729289148843
124 => 0.15996932928892
125 => 0.16154098475747
126 => 0.16144662845827
127 => 0.16767431042028
128 => 0.16400206394592
129 => 0.15938885689207
130 => 0.15930541853095
131 => 0.16169466383378
201 => 0.16670186653109
202 => 0.16800016133867
203 => 0.16872573101947
204 => 0.16761449579606
205 => 0.16362853544041
206 => 0.16190741796812
207 => 0.16337385992008
208 => 0.16158052742562
209 => 0.16467632243129
210 => 0.1689275102002
211 => 0.16804965673694
212 => 0.17098418924948
213 => 0.17402112167814
214 => 0.17836407144828
215 => 0.17949947933716
216 => 0.18137626540179
217 => 0.18330809475439
218 => 0.18392854627819
219 => 0.18511318075192
220 => 0.18510693714349
221 => 0.18867691286516
222 => 0.19261470663912
223 => 0.19410113262865
224 => 0.19751908722957
225 => 0.19166595975491
226 => 0.19610562418032
227 => 0.20011031262405
228 => 0.19533575796751
301 => 0.20191636923299
302 => 0.20217187945644
303 => 0.20602978047487
304 => 0.20211905870829
305 => 0.19979688460676
306 => 0.20650091422715
307 => 0.20974478298551
308 => 0.20876770331601
309 => 0.20133207878677
310 => 0.19700422638182
311 => 0.18567740185767
312 => 0.19909451478893
313 => 0.2056295991152
314 => 0.20131515449713
315 => 0.20349110940623
316 => 0.21536241383452
317 => 0.21988223795077
318 => 0.21894214613054
319 => 0.21910100617293
320 => 0.22153982122545
321 => 0.2323548702483
322 => 0.22587424218294
323 => 0.23082843951441
324 => 0.23345612791533
325 => 0.23589687134478
326 => 0.22990317688694
327 => 0.22210546846216
328 => 0.2196356068785
329 => 0.20088616800827
330 => 0.19991017829039
331 => 0.19936232568623
401 => 0.19590819251228
402 => 0.19319419000425
403 => 0.19103591444542
404 => 0.18537195486341
405 => 0.18728337495506
406 => 0.17825620554157
407 => 0.18403146862908
408 => 0.16962388827652
409 => 0.18162294931769
410 => 0.17509240592334
411 => 0.17947749017425
412 => 0.17946219102839
413 => 0.17138786063025
414 => 0.16673075536357
415 => 0.16969844409675
416 => 0.17288004199413
417 => 0.1733962455488
418 => 0.17752127027097
419 => 0.17867247600381
420 => 0.17518426888863
421 => 0.16932532319762
422 => 0.17068622265332
423 => 0.16670317677954
424 => 0.15972304209139
425 => 0.16473629668588
426 => 0.16644804222168
427 => 0.16720404656628
428 => 0.16033988577438
429 => 0.15818301742538
430 => 0.15703471881425
501 => 0.16843924623582
502 => 0.16906401199224
503 => 0.16586762204943
504 => 0.18031560768507
505 => 0.17704558356269
506 => 0.18069900168275
507 => 0.17056273529198
508 => 0.1709499543184
509 => 0.16615128336814
510 => 0.16883821845298
511 => 0.16693917933898
512 => 0.16862114065093
513 => 0.16962930132634
514 => 0.17442718486192
515 => 0.18167773344072
516 => 0.17371054105702
517 => 0.17023912124314
518 => 0.17239277057166
519 => 0.17812822253811
520 => 0.18681772585966
521 => 0.18167336500075
522 => 0.18395634499302
523 => 0.18445507455862
524 => 0.18066181331585
525 => 0.18695758881233
526 => 0.19033154604769
527 => 0.19379252802908
528 => 0.19679760170901
529 => 0.19241013571709
530 => 0.19710535324699
531 => 0.19332183673535
601 => 0.18992763129167
602 => 0.18993277890026
603 => 0.187803544244
604 => 0.18367788379668
605 => 0.18291704871121
606 => 0.18687500890872
607 => 0.1900489181669
608 => 0.19031033653541
609 => 0.19206757578208
610 => 0.19310749186726
611 => 0.20330008319938
612 => 0.20739962775069
613 => 0.21241247322763
614 => 0.21436525904939
615 => 0.22024244426042
616 => 0.21549613988087
617 => 0.2144692470727
618 => 0.20021311816337
619 => 0.20254755847363
620 => 0.20628522265034
621 => 0.20027475086897
622 => 0.20408701179435
623 => 0.20483963285575
624 => 0.20007051733778
625 => 0.20261790799724
626 => 0.1958527936544
627 => 0.18182519444647
628 => 0.18697320554025
629 => 0.19076387450707
630 => 0.18535412250531
701 => 0.19505089358216
702 => 0.18938624010105
703 => 0.18759081689886
704 => 0.18058623087252
705 => 0.18389212584571
706 => 0.1883633961328
707 => 0.18560067093634
708 => 0.19133374054428
709 => 0.19945329606293
710 => 0.20523977485341
711 => 0.20568398884395
712 => 0.20196367064564
713 => 0.20792550430119
714 => 0.20796892975069
715 => 0.20124395703243
716 => 0.1971249486873
717 => 0.19618910132481
718 => 0.19852703151998
719 => 0.20136571038262
720 => 0.20584151576463
721 => 0.20854615121776
722 => 0.21559840605171
723 => 0.21750654400579
724 => 0.21960300910604
725 => 0.22240453300587
726 => 0.2257684807436
727 => 0.2184083546031
728 => 0.21870078613565
729 => 0.21184713858151
730 => 0.20452303325742
731 => 0.21008111623578
801 => 0.2173475703692
802 => 0.21568063776228
803 => 0.21549307379166
804 => 0.21580850436433
805 => 0.21455169161564
806 => 0.20886717413296
807 => 0.20601244504013
808 => 0.20969577388895
809 => 0.211653299246
810 => 0.21468925036062
811 => 0.21431500530459
812 => 0.22213528933852
813 => 0.22517401524099
814 => 0.22439657912072
815 => 0.2245396460769
816 => 0.23004111417485
817 => 0.23615987816299
818 => 0.2418909080799
819 => 0.24772075786484
820 => 0.24069264640618
821 => 0.23712420484113
822 => 0.2408059256638
823 => 0.23885235277132
824 => 0.2500781620789
825 => 0.25085541275906
826 => 0.26208041031285
827 => 0.27273426963924
828 => 0.26604277148005
829 => 0.27235255285247
830 => 0.27917709585077
831 => 0.29234274653668
901 => 0.28790901855884
902 => 0.28451285241319
903 => 0.28130349181571
904 => 0.28798166174743
905 => 0.29657302067821
906 => 0.29842351710489
907 => 0.30142202826015
908 => 0.29826946042089
909 => 0.30206638113932
910 => 0.31547117972687
911 => 0.31184908482108
912 => 0.30670512777405
913 => 0.31728692884839
914 => 0.32111644152148
915 => 0.34799396699259
916 => 0.38192795315506
917 => 0.36787906006123
918 => 0.35915845876294
919 => 0.36120800692347
920 => 0.37359954993208
921 => 0.37757932025853
922 => 0.36676093260214
923 => 0.37058217001409
924 => 0.39163756384969
925 => 0.40293310710458
926 => 0.38759224217059
927 => 0.34526740424522
928 => 0.30624197072322
929 => 0.31659327303143
930 => 0.31541975658799
1001 => 0.33804115055047
1002 => 0.31176269905549
1003 => 0.31220516078382
1004 => 0.33529434121697
1005 => 0.32913454372617
1006 => 0.31915646067833
1007 => 0.30631482177188
1008 => 0.28257586454548
1009 => 0.26154960812026
1010 => 0.30278693902778
1011 => 0.30100871033382
1012 => 0.29843357166625
1013 => 0.30416426411182
1014 => 0.33199087994209
1015 => 0.33134938638124
1016 => 0.32726853163998
1017 => 0.33036382399422
1018 => 0.31861384096311
1019 => 0.32164207913237
1020 => 0.30623578889517
1021 => 0.3132000755059
1022 => 0.31913505219349
1023 => 0.32032658663236
1024 => 0.32301117456438
1025 => 0.30007166461545
1026 => 0.31037083111389
1027 => 0.31642062653033
1028 => 0.28908743074542
1029 => 0.31588033713259
1030 => 0.29967233878304
1031 => 0.29417110070724
1101 => 0.3015777930433
1102 => 0.29869139783669
1103 => 0.29620984473286
1104 => 0.29482509546243
1105 => 0.30026375286723
1106 => 0.3000100329987
1107 => 0.29111133388653
1108 => 0.27950334365208
1109 => 0.28339936619405
1110 => 0.28198390467915
1111 => 0.27685408955097
1112 => 0.28031096557112
1113 => 0.26508863306328
1114 => 0.23889940117154
1115 => 0.25620080995709
1116 => 0.25553472453916
1117 => 0.25519885406687
1118 => 0.2682003845934
1119 => 0.26695058742961
1120 => 0.2646821933393
1121 => 0.2768124287146
1122 => 0.27238472962793
1123 => 0.28602985491595
1124 => 0.29501741694202
1125 => 0.29273788049503
1126 => 0.3011907260212
1127 => 0.28348912268456
1128 => 0.28936888524794
1129 => 0.29058069616325
1130 => 0.276662743493
1201 => 0.26715506970211
1202 => 0.26652101625568
1203 => 0.25003602014043
1204 => 0.25884217200296
1205 => 0.26659122121865
1206 => 0.26288002799484
1207 => 0.26170517508893
1208 => 0.26770724379074
1209 => 0.26817365593311
1210 => 0.25753940965888
1211 => 0.25975060620207
1212 => 0.26897166336804
1213 => 0.25951825922028
1214 => 0.241151839166
1215 => 0.23659671305692
1216 => 0.23598897526633
1217 => 0.22363511198689
1218 => 0.23690110836471
1219 => 0.23111014543919
1220 => 0.24940372793452
1221 => 0.23895453172364
1222 => 0.23850408775953
1223 => 0.23782317564202
1224 => 0.22718969518573
1225 => 0.22951775161272
1226 => 0.23725656574904
1227 => 0.24001786181686
1228 => 0.23972983601436
1229 => 0.23721864133788
1230 => 0.23836825340137
1231 => 0.23466495239346
]
'min_raw' => 0.12957438250875
'max_raw' => 0.40293310710458
'avg_raw' => 0.26625374480667
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.129574'
'max' => '$0.402933'
'avg' => '$0.266253'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.073814260494776
'max_diff' => 0.25166126925544
'year' => 2033
]
8 => [
'items' => [
101 => 0.23335723973003
102 => 0.22922973884951
103 => 0.22316345280637
104 => 0.22400700708737
105 => 0.21198810710582
106 => 0.20543957250458
107 => 0.20362702443525
108 => 0.20120320940535
109 => 0.20390080079241
110 => 0.21195405907227
111 => 0.2022401209927
112 => 0.1855862555088
113 => 0.18658718120119
114 => 0.18883596405448
115 => 0.18464537208456
116 => 0.18067932847476
117 => 0.18412748161819
118 => 0.17707101926864
119 => 0.18968870381678
120 => 0.1893474308104
121 => 0.19405052333757
122 => 0.19699146361199
123 => 0.19021354842018
124 => 0.18850892107888
125 => 0.18947995428348
126 => 0.17343093841461
127 => 0.19273897634564
128 => 0.19290595305945
129 => 0.19147619706129
130 => 0.20175713119077
131 => 0.22345310890774
201 => 0.21529020937194
202 => 0.21212928794673
203 => 0.20612037400679
204 => 0.21412689505775
205 => 0.21351211916222
206 => 0.21073186941581
207 => 0.20905036569427
208 => 0.21214858785892
209 => 0.20866646168156
210 => 0.20804097613768
211 => 0.20425121427673
212 => 0.20289844171555
213 => 0.20189690276668
214 => 0.20079430679316
215 => 0.20322635876095
216 => 0.19771500903885
217 => 0.19106886155828
218 => 0.19051630630759
219 => 0.19204195993591
220 => 0.19136697177693
221 => 0.19051307472397
222 => 0.18888275270483
223 => 0.18839907098807
224 => 0.18997080191853
225 => 0.18819640933565
226 => 0.19081462224786
227 => 0.19010261320806
228 => 0.18612538859072
301 => 0.18116829416036
302 => 0.18112416562207
303 => 0.18005616775832
304 => 0.17869591190427
305 => 0.17831751984411
306 => 0.18383708777813
307 => 0.1952624282148
308 => 0.19301936050185
309 => 0.19464020680328
310 => 0.20261316639575
311 => 0.20514753049494
312 => 0.20334869888704
313 => 0.20088634723504
314 => 0.20099467821109
315 => 0.20940927921048
316 => 0.20993408755326
317 => 0.21126010892586
318 => 0.21296442112324
319 => 0.20363895062391
320 => 0.20055544938919
321 => 0.19909431543805
322 => 0.19459458839853
323 => 0.19944715823321
324 => 0.1966197735983
325 => 0.19700128438276
326 => 0.19675282498389
327 => 0.19688850061643
328 => 0.1896851769168
329 => 0.19230968947739
330 => 0.18794592831282
331 => 0.18210334196863
401 => 0.18208375557053
402 => 0.18351372030108
403 => 0.18266312132483
404 => 0.18037418135061
405 => 0.18069931447046
406 => 0.17785080621947
407 => 0.18104517494603
408 => 0.18113677801111
409 => 0.17990677205294
410 => 0.18482813781415
411 => 0.18684442538198
412 => 0.18603480911103
413 => 0.18678762054613
414 => 0.19311257009217
415 => 0.19414381284507
416 => 0.19460182275584
417 => 0.1939881501501
418 => 0.18690322901296
419 => 0.1872174753928
420 => 0.18491174396327
421 => 0.1829636438773
422 => 0.1830415576643
423 => 0.18404313434377
424 => 0.18841707844472
425 => 0.19762178594708
426 => 0.19797109786824
427 => 0.19839447410683
428 => 0.19667239017262
429 => 0.19615299317994
430 => 0.19683821188102
501 => 0.20029501605838
502 => 0.20918685491572
503 => 0.20604388519759
504 => 0.20348860189351
505 => 0.20573027425062
506 => 0.20538518636205
507 => 0.20247229729835
508 => 0.20239054220401
509 => 0.19679977678382
510 => 0.19473299810354
511 => 0.19300584314259
512 => 0.19111983501377
513 => 0.19000174617543
514 => 0.1917196387934
515 => 0.19211254116064
516 => 0.18835633892782
517 => 0.18784438244314
518 => 0.19091177826971
519 => 0.18956193173048
520 => 0.19095028237066
521 => 0.19127239162824
522 => 0.19122052461896
523 => 0.18981112980311
524 => 0.19070943602998
525 => 0.18858467400547
526 => 0.18627431443276
527 => 0.18480044896586
528 => 0.1835143058661
529 => 0.18422793280892
530 => 0.1816839830609
531 => 0.18087012233691
601 => 0.19040511009285
602 => 0.19744870806655
603 => 0.19734629136244
604 => 0.19672285601561
605 => 0.19579655754948
606 => 0.20022725155602
607 => 0.19868368635867
608 => 0.19980675900893
609 => 0.20009262813364
610 => 0.20095786787584
611 => 0.20126711671381
612 => 0.20033235193834
613 => 0.19719516717995
614 => 0.18937760103663
615 => 0.1857385028938
616 => 0.18453753989269
617 => 0.18458119261683
618 => 0.1833770556108
619 => 0.18373172792471
620 => 0.1832537150541
621 => 0.18234847432089
622 => 0.18417203674455
623 => 0.18438218532622
624 => 0.18395654406659
625 => 0.18405679799167
626 => 0.18053267015569
627 => 0.18080060194105
628 => 0.17930872371301
629 => 0.17902901453011
630 => 0.17525767628232
701 => 0.16857620391213
702 => 0.17227838819143
703 => 0.16780667018792
704 => 0.1661131628224
705 => 0.17412996329632
706 => 0.17332529888017
707 => 0.17194806317894
708 => 0.16991084453574
709 => 0.1691552203242
710 => 0.16456428681638
711 => 0.16429302997306
712 => 0.16656842058517
713 => 0.16551840610909
714 => 0.1640437881131
715 => 0.15870287121125
716 => 0.15269791229676
717 => 0.15287916426056
718 => 0.15478922996503
719 => 0.16034300360822
720 => 0.15817304816457
721 => 0.15659872059283
722 => 0.15630389636275
723 => 0.15999423885846
724 => 0.16521684664055
725 => 0.16766717736264
726 => 0.1652389740347
727 => 0.16244958479531
728 => 0.16261936199353
729 => 0.16374881363174
730 => 0.16386750302933
731 => 0.16205189738833
801 => 0.1625629797413
802 => 0.16178659891279
803 => 0.15702195120131
804 => 0.15693577383307
805 => 0.15576645244435
806 => 0.15573104585742
807 => 0.15374173847431
808 => 0.15346342061998
809 => 0.1495135300685
810 => 0.15211335999086
811 => 0.15036953057614
812 => 0.14774116832039
813 => 0.1472880376768
814 => 0.14727441602249
815 => 0.1499731563681
816 => 0.15208182363864
817 => 0.15039986523541
818 => 0.15001691591039
819 => 0.15410581282448
820 => 0.15358546342104
821 => 0.15313484419355
822 => 0.16474921939573
823 => 0.15555553514221
824 => 0.15154656405052
825 => 0.1465847010416
826 => 0.14820030865719
827 => 0.14854074092001
828 => 0.13660835482658
829 => 0.13176738727456
830 => 0.13010614963872
831 => 0.12915008389284
901 => 0.12958577505876
902 => 0.12522833647308
903 => 0.12815660726804
904 => 0.12438343377795
905 => 0.12375084896337
906 => 0.13049775057014
907 => 0.1314365425139
908 => 0.12743136442205
909 => 0.13000333713645
910 => 0.12907070407711
911 => 0.12444811400778
912 => 0.1242715650686
913 => 0.12195211186371
914 => 0.11832261673269
915 => 0.11666384006546
916 => 0.115799934775
917 => 0.11615639893502
918 => 0.11597615974773
919 => 0.11479997713219
920 => 0.11604357715847
921 => 0.11286669298234
922 => 0.1116016321055
923 => 0.11103023345663
924 => 0.10821056589568
925 => 0.112697910897
926 => 0.11358197439235
927 => 0.11446777976588
928 => 0.12217811077745
929 => 0.12179292442928
930 => 0.12527482142337
1001 => 0.12513952130897
1002 => 0.12414642788327
1003 => 0.11995673007616
1004 => 0.12162666894789
1005 => 0.11648685666682
1006 => 0.12033795350106
1007 => 0.11858047373156
1008 => 0.11974374782313
1009 => 0.1176520761183
1010 => 0.11880969360276
1011 => 0.11379161864369
1012 => 0.10910581085313
1013 => 0.11099151669531
1014 => 0.11304149460237
1015 => 0.11748636902956
1016 => 0.11483903849014
1017 => 0.11579111865877
1018 => 0.11260180947018
1019 => 0.10602135363298
1020 => 0.10605859829838
1021 => 0.10504633853085
1022 => 0.10417159829936
1023 => 0.11514311624841
1024 => 0.11377863455741
1025 => 0.11160451156176
1026 => 0.11451466158765
1027 => 0.11528415144479
1028 => 0.11530605773925
1029 => 0.1174292280763
1030 => 0.11856236446578
1031 => 0.11876208466572
1101 => 0.1221029390652
1102 => 0.12322274939297
1103 => 0.12783508965156
1104 => 0.11846622575992
1105 => 0.11827328017342
1106 => 0.11455561336649
1107 => 0.11219781030355
1108 => 0.1147170541594
1109 => 0.1169487603046
1110 => 0.11462495869728
1111 => 0.11492839812907
1112 => 0.1118088843328
1113 => 0.1129239637282
1114 => 0.11388442032093
1115 => 0.11335411264345
1116 => 0.11256021638309
1117 => 0.11676578585074
1118 => 0.11652849113961
1119 => 0.12044481411351
1120 => 0.1234978679306
1121 => 0.12896948616949
1122 => 0.1232595672953
1123 => 0.12305147515666
1124 => 0.12508560919096
1125 => 0.12322243797765
1126 => 0.12439989786998
1127 => 0.12877977917737
1128 => 0.12887231916767
1129 => 0.12732215509913
1130 => 0.12722782747468
1201 => 0.12752555344098
1202 => 0.12926934372491
1203 => 0.12866000981844
1204 => 0.12936514644145
1205 => 0.13024693058596
1206 => 0.13389436367638
1207 => 0.13477374744616
1208 => 0.13263730079382
1209 => 0.13283019800574
1210 => 0.13203110831099
1211 => 0.13125919767843
1212 => 0.13299434005194
1213 => 0.13616534684383
1214 => 0.13614562017515
1215 => 0.13688123211531
1216 => 0.13733951225988
1217 => 0.13537223839779
1218 => 0.13409161545223
1219 => 0.13458268777771
1220 => 0.13536792312032
1221 => 0.13432804653924
1222 => 0.1279094465631
1223 => 0.12985643977411
1224 => 0.12953236490069
1225 => 0.1290708428721
1226 => 0.13102855960142
1227 => 0.13083973304699
1228 => 0.12518364464224
1229 => 0.12554572907078
1230 => 0.1252056641956
1231 => 0.12630448337803
]
'min_raw' => 0.10417159829936
'max_raw' => 0.23335723973003
'avg_raw' => 0.16876441901469
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.104171'
'max' => '$0.233357'
'avg' => '$0.168764'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.025402784209388
'max_diff' => -0.16957586737456
'year' => 2034
]
9 => [
'items' => [
101 => 0.12316309813578
102 => 0.12412936707874
103 => 0.12473540190156
104 => 0.12509236106798
105 => 0.12638194234628
106 => 0.12623062486756
107 => 0.12637253623934
108 => 0.12828464483822
109 => 0.13795543397492
110 => 0.13848179369024
111 => 0.135889805945
112 => 0.13692525392452
113 => 0.13493742023141
114 => 0.13627186630693
115 => 0.13718486042054
116 => 0.1330592155798
117 => 0.13281492166755
118 => 0.13081888347767
119 => 0.13189144133953
120 => 0.13018492466167
121 => 0.130603644163
122 => 0.12943286793398
123 => 0.13154003204699
124 => 0.13389616894554
125 => 0.13449142217277
126 => 0.13292556720454
127 => 0.13179178501266
128 => 0.12980123697481
129 => 0.13311156272402
130 => 0.13407960285344
131 => 0.13310647802133
201 => 0.13288098373453
202 => 0.13245367246851
203 => 0.13297163983965
204 => 0.134074330699
205 => 0.13355432205323
206 => 0.13389779692513
207 => 0.13258882490319
208 => 0.13537288964729
209 => 0.13979465448259
210 => 0.13980887117957
211 => 0.13928885973076
212 => 0.13907608224971
213 => 0.13960964555312
214 => 0.13989908175731
215 => 0.14162452764176
216 => 0.14347599982057
217 => 0.15211601261849
218 => 0.1496899315984
219 => 0.15735586494937
220 => 0.16341862293313
221 => 0.16523657896018
222 => 0.16356414495674
223 => 0.15784283857405
224 => 0.15756212398798
225 => 0.16611217119696
226 => 0.16369639124345
227 => 0.16340904190493
228 => 0.16035213042743
301 => 0.16215914371649
302 => 0.16176392340289
303 => 0.16114004880303
304 => 0.16458770428091
305 => 0.17104140756117
306 => 0.17003553738249
307 => 0.16928470195509
308 => 0.1659947596771
309 => 0.16797603976366
310 => 0.16727054387376
311 => 0.17030180193554
312 => 0.16850615181033
313 => 0.16367808933432
314 => 0.16444697419713
315 => 0.1643307587969
316 => 0.16672246349855
317 => 0.16600453311287
318 => 0.16419057136672
319 => 0.17101934950496
320 => 0.17057592663633
321 => 0.17120459888348
322 => 0.171481359849
323 => 0.17563791676519
324 => 0.17734072513876
325 => 0.17772729245142
326 => 0.17934482870638
327 => 0.17768704667585
328 => 0.18431935677654
329 => 0.18872945598748
330 => 0.19385201316261
331 => 0.20133744600905
401 => 0.20415203800343
402 => 0.20364360715208
403 => 0.20931897690618
404 => 0.21951749019792
405 => 0.205705018275
406 => 0.22024958474914
407 => 0.21564494292852
408 => 0.2047274200058
409 => 0.20402446023872
410 => 0.21141793351703
411 => 0.2278159456529
412 => 0.22370842959758
413 => 0.22782266407769
414 => 0.22302319101621
415 => 0.22278485672557
416 => 0.22758956438372
417 => 0.23881602571795
418 => 0.23348275475567
419 => 0.22583620305954
420 => 0.23148229783844
421 => 0.22659112801955
422 => 0.21556995346537
423 => 0.22370528865746
424 => 0.21826542169552
425 => 0.21985306407425
426 => 0.23128685530911
427 => 0.22991111129768
428 => 0.23169145143894
429 => 0.22854919768922
430 => 0.22561383719904
501 => 0.2201347688614
502 => 0.21851268684143
503 => 0.21896097195535
504 => 0.21851246469359
505 => 0.21544697631391
506 => 0.21478498439019
507 => 0.21368163551479
508 => 0.21402360946745
509 => 0.21194899078559
510 => 0.21586422487635
511 => 0.21659092682452
512 => 0.21944010769234
513 => 0.21973591910183
514 => 0.22767084726318
515 => 0.22330042217296
516 => 0.22623248064782
517 => 0.22597020974023
518 => 0.20496403583236
519 => 0.20785850125782
520 => 0.21236138112656
521 => 0.2103328398492
522 => 0.20746495708858
523 => 0.20514898799323
524 => 0.20164005799378
525 => 0.20657880958497
526 => 0.21307274274972
527 => 0.21990061596351
528 => 0.22810385824991
529 => 0.22627299006785
530 => 0.21974726205502
531 => 0.22004000144663
601 => 0.22184960117685
602 => 0.21950600510675
603 => 0.21881483287324
604 => 0.22175464472564
605 => 0.22177488959417
606 => 0.21907829908247
607 => 0.21608153219957
608 => 0.21606897563691
609 => 0.21553572991543
610 => 0.22311805424545
611 => 0.2272875659675
612 => 0.22776559376693
613 => 0.22725539088787
614 => 0.22745174772679
615 => 0.22502560072465
616 => 0.23057105332
617 => 0.23566010900992
618 => 0.2342961333732
619 => 0.23225133999321
620 => 0.23062256357545
621 => 0.23391244541244
622 => 0.23376595215299
623 => 0.23561566054806
624 => 0.23553174709083
625 => 0.23490975972862
626 => 0.23429615558633
627 => 0.23672902665183
628 => 0.23602839885568
629 => 0.23532668279104
630 => 0.23391928379606
701 => 0.2341105726939
702 => 0.23206613237631
703 => 0.23112028073817
704 => 0.21689694151595
705 => 0.21309600051475
706 => 0.21429185392901
707 => 0.21468555992331
708 => 0.21303138552855
709 => 0.2154030466881
710 => 0.21503342580859
711 => 0.21647140442976
712 => 0.21557301781703
713 => 0.21560988791699
714 => 0.21825185138881
715 => 0.2190188246244
716 => 0.21862873584655
717 => 0.2189019406551
718 => 0.22519783015553
719 => 0.22430275599978
720 => 0.22382726569403
721 => 0.22395897975828
722 => 0.22556771451103
723 => 0.22601807240814
724 => 0.224109874352
725 => 0.22500979158644
726 => 0.22884152495418
727 => 0.23018241477556
728 => 0.23446189142178
729 => 0.23264389368083
730 => 0.23598090721544
731 => 0.24623774914908
801 => 0.25443162420514
802 => 0.24689619807738
803 => 0.26194320613415
804 => 0.27365946027145
805 => 0.27320977092322
806 => 0.27116677101254
807 => 0.25782812716995
808 => 0.24555370823802
809 => 0.25582178087394
810 => 0.25584795630273
811 => 0.25496591975701
812 => 0.24948766652452
813 => 0.25477528841932
814 => 0.25519500064351
815 => 0.25496007340845
816 => 0.25075990949955
817 => 0.2443470355307
818 => 0.24560009575396
819 => 0.2476526339614
820 => 0.24376675093039
821 => 0.24252497584803
822 => 0.24483367198352
823 => 0.252272771968
824 => 0.25086645320771
825 => 0.2508297285415
826 => 0.25684655657
827 => 0.25253980621435
828 => 0.24561590085623
829 => 0.24386752343822
830 => 0.23766196145241
831 => 0.24194816521946
901 => 0.24210241806246
902 => 0.23975490806318
903 => 0.24580638835481
904 => 0.24575062289858
905 => 0.2514956027915
906 => 0.26247784663086
907 => 0.25922985672416
908 => 0.25545279784297
909 => 0.25586346886984
910 => 0.26036751641212
911 => 0.25764426645065
912 => 0.25862356612397
913 => 0.26036603412477
914 => 0.26141730833271
915 => 0.25571220668951
916 => 0.25438207458992
917 => 0.2516610911271
918 => 0.25095123733121
919 => 0.2531674215865
920 => 0.25258353533417
921 => 0.2420894537083
922 => 0.24099276378988
923 => 0.24102639770396
924 => 0.23826871875932
925 => 0.23406259644997
926 => 0.24511603474444
927 => 0.24422828895662
928 => 0.24324828631294
929 => 0.24336833104497
930 => 0.24816625397282
1001 => 0.24538321637375
1002 => 0.25278237796176
1003 => 0.25126133277843
1004 => 0.24970127852556
1005 => 0.2494856315074
1006 => 0.24888514371763
1007 => 0.24682584765481
1008 => 0.24433912391446
1009 => 0.24269717350475
1010 => 0.22387531363408
1011 => 0.22736854134436
1012 => 0.2313871814073
1013 => 0.23277439985334
1014 => 0.2304014667088
1015 => 0.24691954551856
1016 => 0.24993755768927
1017 => 0.24079580196412
1018 => 0.23908575272337
1019 => 0.24703165606209
1020 => 0.24223930500167
1021 => 0.24439730039073
1022 => 0.23973289471994
1023 => 0.24921060693506
1024 => 0.24913840264749
1025 => 0.24545135853197
1026 => 0.24856762297062
1027 => 0.2480260953369
1028 => 0.24386343161127
1029 => 0.24934257079997
1030 => 0.24934528838465
1031 => 0.24579658858671
1101 => 0.241652484133
1102 => 0.24091161613605
1103 => 0.24035347162196
1104 => 0.24426003105515
1105 => 0.24776264002745
1106 => 0.2542801269545
1107 => 0.25591877801963
1108 => 0.26231454221801
1109 => 0.25850617604198
1110 => 0.26019437544122
1111 => 0.26202715469947
1112 => 0.2629058564741
1113 => 0.26147405908608
1114 => 0.27140931348773
1115 => 0.27224815336756
1116 => 0.27252940912333
1117 => 0.26917929723917
1118 => 0.27215498069575
1119 => 0.2707627569507
1120 => 0.27438493636444
1121 => 0.27495294034682
1122 => 0.27447186118107
1123 => 0.27465215461041
1124 => 0.26617416767758
1125 => 0.26573453933017
1126 => 0.25974017561861
1127 => 0.26218292313917
1128 => 0.25761632373342
1129 => 0.25906443944617
1130 => 0.25970275505419
1201 => 0.25936933520465
1202 => 0.26232103241891
1203 => 0.25981148679489
1204 => 0.2531883832856
1205 => 0.24656347531618
1206 => 0.24648030499316
1207 => 0.24473608366415
1208 => 0.24347533111335
1209 => 0.24371819678223
1210 => 0.24457408707685
1211 => 0.2434255852135
1212 => 0.24367067631657
1213 => 0.24774082166096
1214 => 0.24855706028283
1215 => 0.2457831625207
1216 => 0.23464556273422
1217 => 0.23191236781006
1218 => 0.23387693411993
1219 => 0.23293799795809
1220 => 0.18799914441752
1221 => 0.19855686146944
1222 => 0.19228382450338
1223 => 0.19517472854589
1224 => 0.1887715821986
1225 => 0.19182749925318
1226 => 0.19126318295742
1227 => 0.20823967955135
1228 => 0.20797461490744
1229 => 0.20810148732557
1230 => 0.20204553624393
1231 => 0.21169283075397
]
'min_raw' => 0.12316309813578
'max_raw' => 0.27495294034682
'avg_raw' => 0.1990580192413
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.123163'
'max' => '$0.274952'
'avg' => '$0.199058'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018991499836414
'max_diff' => 0.041595700616797
'year' => 2035
]
10 => [
'items' => [
101 => 0.21644543493511
102 => 0.21556585438765
103 => 0.21578722586162
104 => 0.21198333049991
105 => 0.20813831734758
106 => 0.20387360601836
107 => 0.21179691253379
108 => 0.21091597610463
109 => 0.21293652732221
110 => 0.21807535796711
111 => 0.21883207030009
112 => 0.21984909934943
113 => 0.2194845668323
114 => 0.22816921030923
115 => 0.22711744268105
116 => 0.22965190005076
117 => 0.22443832895152
118 => 0.21853867837602
119 => 0.21966000907631
120 => 0.2195520159127
121 => 0.21817713899116
122 => 0.21693596158129
123 => 0.21486975089343
124 => 0.22140754725147
125 => 0.22114212465875
126 => 0.22543900791486
127 => 0.22467949206164
128 => 0.21960725930883
129 => 0.21978841509389
130 => 0.22100677480893
131 => 0.22522353169368
201 => 0.22647535223578
202 => 0.22589545908426
203 => 0.22726802316088
204 => 0.22835284184311
205 => 0.22740425968521
206 => 0.24083418265829
207 => 0.2352571423089
208 => 0.2379753529704
209 => 0.23862363019654
210 => 0.23696308171358
211 => 0.23732319521975
212 => 0.23786866905654
213 => 0.24118067937881
214 => 0.24987235280233
215 => 0.25372183579539
216 => 0.26530319531015
217 => 0.2534021898202
218 => 0.25269603340569
219 => 0.25478218597785
220 => 0.26158167002442
221 => 0.2670920132011
222 => 0.26892011193213
223 => 0.26916172535806
224 => 0.27259136010718
225 => 0.27455716278647
226 => 0.27217491224029
227 => 0.27015620433442
228 => 0.26292544318687
229 => 0.26376242347841
301 => 0.26952838769369
302 => 0.27767315176137
303 => 0.28466220664971
304 => 0.28221488322096
305 => 0.30088623344118
306 => 0.30273742154988
307 => 0.30248164720934
308 => 0.3066989292147
309 => 0.2983284832686
310 => 0.29474995545689
311 => 0.27059267189698
312 => 0.27737988321452
313 => 0.28724549346352
314 => 0.28593974295292
315 => 0.27877507308158
316 => 0.28465677160514
317 => 0.28271209813553
318 => 0.28117825348548
319 => 0.28820509317779
320 => 0.28047879428943
321 => 0.28716841772179
322 => 0.27858890647449
323 => 0.28222606238824
324 => 0.28016143678216
325 => 0.28149750258029
326 => 0.27368688922473
327 => 0.27790130659947
328 => 0.27351155560622
329 => 0.27350947429269
330 => 0.27341257029621
331 => 0.27857709287263
401 => 0.27874550776843
402 => 0.2749289177813
403 => 0.27437888753781
404 => 0.2764126376305
405 => 0.27403164891195
406 => 0.2751456985476
407 => 0.27406539234052
408 => 0.27382219265857
409 => 0.27188433621583
410 => 0.27104945437782
411 => 0.27137683305876
412 => 0.27025932084544
413 => 0.26958597931473
414 => 0.27327862571799
415 => 0.27130579370566
416 => 0.27297626091771
417 => 0.27107255269981
418 => 0.2644734706104
419 => 0.26067826871675
420 => 0.24821321438509
421 => 0.25174828833069
422 => 0.25409204601393
423 => 0.2533174341136
424 => 0.25498160021052
425 => 0.25508376649307
426 => 0.2545427291308
427 => 0.25391627717647
428 => 0.25361135501006
429 => 0.25588399502039
430 => 0.25720333903993
501 => 0.25432727345288
502 => 0.25365345152626
503 => 0.25656131262671
504 => 0.25833510621817
505 => 0.27143180148895
506 => 0.27046155600153
507 => 0.27289668177391
508 => 0.27262252398199
509 => 0.27517492373741
510 => 0.27934701861289
511 => 0.27086398319496
512 => 0.27233634482222
513 => 0.27197535575301
514 => 0.27591653975421
515 => 0.27592884370047
516 => 0.273565907015
517 => 0.27484689332646
518 => 0.27413188190943
519 => 0.2754240041796
520 => 0.27044859778151
521 => 0.27650810571245
522 => 0.27994345624323
523 => 0.27999115608868
524 => 0.28161948497564
525 => 0.28327396143124
526 => 0.28644958491324
527 => 0.2831853950159
528 => 0.27731343515308
529 => 0.27773737168886
530 => 0.27429464376975
531 => 0.27435251664805
601 => 0.2740435866881
602 => 0.27497070875306
603 => 0.27065204893817
604 => 0.27166562976471
605 => 0.27024661067203
606 => 0.27233326015184
607 => 0.27008837024708
608 => 0.27197518167315
609 => 0.27278946693585
610 => 0.27579419708551
611 => 0.26964456916091
612 => 0.25710506152942
613 => 0.2597410180604
614 => 0.25584223130117
615 => 0.25620307885947
616 => 0.25693204835568
617 => 0.25456921971447
618 => 0.25501997295792
619 => 0.25500386888016
620 => 0.25486509263817
621 => 0.25425042965182
622 => 0.25335904671424
623 => 0.25691004198435
624 => 0.25751342527642
625 => 0.25885467159133
626 => 0.26284531084843
627 => 0.26244655188089
628 => 0.2630969443013
629 => 0.26167714129935
630 => 0.25626893944863
701 => 0.25656263082877
702 => 0.25290029461236
703 => 0.25876101742022
704 => 0.25737312090156
705 => 0.25647833498718
706 => 0.25623418436031
707 => 0.26023471564025
708 => 0.26143173729985
709 => 0.26068583373072
710 => 0.25915596374895
711 => 0.26209376637941
712 => 0.26287979842737
713 => 0.26305576201517
714 => 0.26826098500855
715 => 0.26334667615768
716 => 0.26452959914211
717 => 0.2737584265864
718 => 0.26538915358557
719 => 0.26982254415117
720 => 0.26960555275323
721 => 0.27187352534884
722 => 0.26941951280323
723 => 0.26944993322984
724 => 0.27146373924897
725 => 0.26863571188694
726 => 0.26793545254146
727 => 0.26696804927103
728 => 0.26908033892027
729 => 0.27034656103434
730 => 0.28055138133608
731 => 0.28714416064735
801 => 0.28685795071023
802 => 0.28947337377296
803 => 0.28829510172867
804 => 0.2844901504852
805 => 0.29098473829343
806 => 0.28892957896581
807 => 0.28909900380376
808 => 0.28909269780283
809 => 0.29045919909055
810 => 0.2894909076902
811 => 0.28758230594703
812 => 0.28884932485486
813 => 0.29261191804357
814 => 0.30429112275179
815 => 0.31082696043539
816 => 0.3038976571166
817 => 0.30867739775883
818 => 0.30581125656922
819 => 0.30529039345475
820 => 0.30829242379813
821 => 0.31129970879823
822 => 0.31110815774457
823 => 0.3089250232603
824 => 0.30769182598512
825 => 0.31703000890418
826 => 0.32391022300715
827 => 0.32344103853087
828 => 0.32551186622221
829 => 0.33159188037228
830 => 0.33214776066894
831 => 0.33207773252833
901 => 0.33069992521293
902 => 0.33668648873329
903 => 0.34168058534553
904 => 0.3303810026281
905 => 0.3346837358045
906 => 0.33661537135279
907 => 0.33945158542812
908 => 0.34423675397787
909 => 0.34943471622618
910 => 0.35016976508084
911 => 0.34964821274313
912 => 0.34622001691165
913 => 0.35190768922833
914 => 0.35523939427912
915 => 0.35722334839214
916 => 0.3622543259243
917 => 0.33662730047633
918 => 0.31848721811844
919 => 0.3156543823123
920 => 0.32141506531986
921 => 0.32293411148837
922 => 0.32232178588257
923 => 0.30190347396464
924 => 0.31554688412572
925 => 0.33022604628852
926 => 0.33078993268997
927 => 0.33813862819547
928 => 0.34053166468527
929 => 0.34644832778275
930 => 0.34607823889507
1001 => 0.34751885220463
1002 => 0.3471876801527
1003 => 0.35814705264037
1004 => 0.37023686797682
1005 => 0.36981823611498
1006 => 0.36808018212016
1007 => 0.37066148868471
1008 => 0.38313947373528
1009 => 0.38199070082746
1010 => 0.38310663585516
1011 => 0.3978188834582
1012 => 0.41694689813498
1013 => 0.40806001489634
1014 => 0.42734199439241
1015 => 0.43947897839138
1016 => 0.46046863723002
1017 => 0.45784062856717
1018 => 0.46601174872382
1019 => 0.45313594457872
1020 => 0.4235704956322
1021 => 0.41889165016442
1022 => 0.42825881727815
1023 => 0.45128708359246
1024 => 0.42753357522127
1025 => 0.43233887902813
1026 => 0.43095495120848
1027 => 0.43088120757629
1028 => 0.43369570208012
1029 => 0.42961313100815
1030 => 0.41298000202046
1031 => 0.42060286701588
1101 => 0.4176593127611
1102 => 0.42092540566328
1103 => 0.43855116201715
1104 => 0.43075839498755
1105 => 0.42254934795486
1106 => 0.43284531466723
1107 => 0.44595561837009
1108 => 0.44513519912584
1109 => 0.44354324288337
1110 => 0.45251701687008
1111 => 0.46733906242704
1112 => 0.47134540178128
1113 => 0.47430279958659
1114 => 0.47471057477829
1115 => 0.47891091268373
1116 => 0.45632463714474
1117 => 0.49216963648181
1118 => 0.4983590776692
1119 => 0.49719571925202
1120 => 0.5040750226403
1121 => 0.50205095707239
1122 => 0.49911840363064
1123 => 0.51002356277085
1124 => 0.49752167781756
1125 => 0.4797768260699
1126 => 0.47004164944777
1127 => 0.48286171533809
1128 => 0.49069048221867
1129 => 0.49586479912364
1130 => 0.49743054429268
1201 => 0.45807794541996
1202 => 0.43686907722275
1203 => 0.45046371857699
1204 => 0.46705011928119
1205 => 0.45623249885136
1206 => 0.45665652909175
1207 => 0.44123344517946
1208 => 0.46841471998144
1209 => 0.46445463687329
1210 => 0.48499955504361
1211 => 0.480096345439
1212 => 0.49684992865776
1213 => 0.49243814872254
1214 => 0.51075120057433
1215 => 0.5180567727641
1216 => 0.53032396549223
1217 => 0.5393477623995
1218 => 0.54464670854118
1219 => 0.54432857969068
1220 => 0.5653256442285
1221 => 0.55294440885211
1222 => 0.53739065918624
1223 => 0.53710934092623
1224 => 0.54516484827653
1225 => 0.56204698176223
1226 => 0.56642427335002
1227 => 0.56887058218649
1228 => 0.56512397504681
1229 => 0.55168503141687
1230 => 0.54588216369445
1231 => 0.55082637511921
]
'min_raw' => 0.20387360601836
'max_raw' => 0.56887058218649
'avg_raw' => 0.38637209410243
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.203873'
'max' => '$0.56887'
'avg' => '$0.386372'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.080710507882586
'max_diff' => 0.29391764183967
'year' => 2036
]
11 => [
'items' => [
101 => 0.54478002940766
102 => 0.55521771841077
103 => 0.56955089478212
104 => 0.56659115054096
105 => 0.5764851317895
106 => 0.58672436150457
107 => 0.60136691986968
108 => 0.60519502683869
109 => 0.61152274208859
110 => 0.61803603962692
111 => 0.62012793525794
112 => 0.62412201309465
113 => 0.62410096233292
114 => 0.63613738472629
115 => 0.64941393136315
116 => 0.6544255203658
117 => 0.66594939293677
118 => 0.64621516500364
119 => 0.66118380358139
120 => 0.67468589026785
121 => 0.65858814589456
122 => 0.68077513621975
123 => 0.68163660677727
124 => 0.69464378941096
125 => 0.68145851793704
126 => 0.67362914582471
127 => 0.69623224975027
128 => 0.70716917974875
129 => 0.70387488742552
130 => 0.67880516018646
131 => 0.66421350364215
201 => 0.62602432394535
202 => 0.67126105694601
203 => 0.69329455001703
204 => 0.67874809876231
205 => 0.68608448265866
206 => 0.72610941436664
207 => 0.74134831693863
208 => 0.73817873173162
209 => 0.73871433945579
210 => 0.74693697467799
211 => 0.78340066754114
212 => 0.76155077755576
213 => 0.77825419974982
214 => 0.78711363465289
215 => 0.79534277153252
216 => 0.77513461220156
217 => 0.74884409382878
218 => 0.74051678305924
219 => 0.67730174086425
220 => 0.67401112338899
221 => 0.67216400008421
222 => 0.66051814892835
223 => 0.65136769998695
224 => 0.64409092325436
225 => 0.62499448807857
226 => 0.63143897436867
227 => 0.60100324243423
228 => 0.62047494514977
301 => 0.57189878208597
302 => 0.61235445413398
303 => 0.59033627113194
304 => 0.60512088884068
305 => 0.60506930670229
306 => 0.57784613803319
307 => 0.56214438247789
308 => 0.5721501522392
309 => 0.58287713168231
310 => 0.58461754800706
311 => 0.59852535685787
312 => 0.60240672736077
313 => 0.5906459935331
314 => 0.57089214907731
315 => 0.57548051660716
316 => 0.56205139935635
317 => 0.53851738791782
318 => 0.55541992579739
319 => 0.5611911953816
320 => 0.56374011681197
321 => 0.54059711946165
322 => 0.53332508723527
323 => 0.5294535182962
324 => 0.5679046787367
325 => 0.57001112010421
326 => 0.5592342682472
327 => 0.60794666054393
328 => 0.59692154590953
329 => 0.60923930017482
330 => 0.57506417034682
331 => 0.57636970632917
401 => 0.56019065218784
402 => 0.5692498414222
403 => 0.56284709846266
404 => 0.56851794845671
405 => 0.57191703256136
406 => 0.5880934318791
407 => 0.61253916262968
408 => 0.58567721725641
409 => 0.57397308298713
410 => 0.58123426206124
411 => 0.60057173880259
412 => 0.62986900593295
413 => 0.61252443412932
414 => 0.62022166056584
415 => 0.62190316211645
416 => 0.60911391699941
417 => 0.6303405636428
418 => 0.64171609602396
419 => 0.65338503841228
420 => 0.66351685413172
421 => 0.64872420621685
422 => 0.66455445992854
423 => 0.65179806985287
424 => 0.64035426922362
425 => 0.64037162474538
426 => 0.6331927614434
427 => 0.61928280920083
428 => 0.61671760059034
429 => 0.63006213973222
430 => 0.64076319639145
501 => 0.64164458667251
502 => 0.6475692414792
503 => 0.65107539116501
504 => 0.68544042446523
505 => 0.69926232514105
506 => 0.71616348365225
507 => 0.72274743738947
508 => 0.74256277766043
509 => 0.72656028106837
510 => 0.72309804027026
511 => 0.67503250632132
512 => 0.68290323481278
513 => 0.69550503053994
514 => 0.67524030529133
515 => 0.6880936091648
516 => 0.69063112361962
517 => 0.67455171768177
518 => 0.6831404231433
519 => 0.66033136781119
520 => 0.61303633770597
521 => 0.63039321653131
522 => 0.643173721609
523 => 0.62493436503822
524 => 0.65762770573076
525 => 0.63852893102572
526 => 0.63247553634709
527 => 0.6088590855147
528 => 0.62000514122703
529 => 0.6350803411741
530 => 0.62576562028691
531 => 0.64509506474021
601 => 0.67247071306061
602 => 0.69198023030176
603 => 0.6934779287849
604 => 0.68093461623498
605 => 0.70103535464658
606 => 0.70118176658143
607 => 0.67850805153922
608 => 0.66462052732363
609 => 0.66146525260225
610 => 0.66934774748431
611 => 0.67891855145996
612 => 0.69400904179614
613 => 0.70312790905798
614 => 0.72690507860337
615 => 0.73333849893748
616 => 0.74040687739349
617 => 0.74985241081792
618 => 0.76119419547899
619 => 0.73637901632871
620 => 0.73736496965764
621 => 0.71425741842244
622 => 0.68956368596957
623 => 0.70830315078409
624 => 0.73280250822254
625 => 0.72718232855677
626 => 0.72654994353452
627 => 0.72761343973297
628 => 0.72337600780289
629 => 0.70421026022971
630 => 0.69458534178238
701 => 0.707003942158
702 => 0.71360387556934
703 => 0.72383979671563
704 => 0.72257800338027
705 => 0.74894463699545
706 => 0.7591899135327
707 => 0.75656873337437
708 => 0.75705109360573
709 => 0.77559967739822
710 => 0.79622951738267
711 => 0.81555208487527
712 => 0.83520783045232
713 => 0.81151206198238
714 => 0.79948081210516
715 => 0.81189399090835
716 => 0.80530738350724
717 => 0.84315598334871
718 => 0.8457765382828
719 => 0.8836224012397
720 => 0.91954263178734
721 => 0.89698177855815
722 => 0.91825564699013
723 => 0.94126507018326
724 => 0.98565398066719
725 => 0.9707053572369
726 => 0.9592549459641
727 => 0.94843436263928
728 => 0.970950278819
729 => 0.99991664528365
730 => 1.0061557231837
731 => 1.0162654128931
801 => 1.0056363103177
802 => 1.0184378936125
803 => 1.0636331079436
804 => 1.0514209620821
805 => 1.0340777517584
806 => 1.0697550328783
807 => 1.0826665022237
808 => 1.1732859558784
809 => 1.2876967594204
810 => 1.2403299354922
811 => 1.2109278193621
812 => 1.2178380140802
813 => 1.2596169664836
814 => 1.2730350399979
815 => 1.2365600906987
816 => 1.2494436594234
817 => 1.3204333897808
818 => 1.3585171024943
819 => 1.3067943053043
820 => 1.1640931592131
821 => 1.032516185425
822 => 1.0674163238619
823 => 1.0634597312406
824 => 1.1397293403604
825 => 1.0511297064421
826 => 1.0526214970509
827 => 1.1304682809164
828 => 1.1097000936128
829 => 1.0760582899695
830 => 1.0327618078218
831 => 0.95272425613193
901 => 0.88183276458796
902 => 1.0208673048411
903 => 1.0148718826475
904 => 1.0061896228394
905 => 1.0255110525238
906 => 1.1193304305878
907 => 1.1171675902597
908 => 1.1034087035834
909 => 1.1138446978621
910 => 1.0742288097151
911 => 1.0844387261276
912 => 1.0324953429601
913 => 1.0559759214991
914 => 1.0759861097682
915 => 1.0800034513191
916 => 1.0890547269638
917 => 1.0117125675856
918 => 1.0464369264999
919 => 1.0668342341297
920 => 0.97467845619805
921 => 1.0650126107034
922 => 1.0103662126616
923 => 0.99181840440483
924 => 1.0167905847346
925 => 1.0070589017739
926 => 0.99869217222779
927 => 0.99402339338243
928 => 1.0123602065376
929 => 1.0115047722867
930 => 0.98150218694271
1001 => 0.94236503742328
1002 => 0.95550074943514
1003 => 0.95072842211328
1004 => 0.93343289225636
1005 => 0.94508799110968
1006 => 0.89376483427018
1007 => 0.80546601047338
1008 => 0.86379891813967
1009 => 0.86155316464851
1010 => 0.86042075390145
1011 => 0.90425632180952
1012 => 0.90004254341378
1013 => 0.89239449436407
1014 => 0.93329242983789
1015 => 0.91836413323508
1016 => 0.96436962581588
1017 => 0.9946718186783
1018 => 0.98698620239514
1019 => 1.0154855612455
1020 => 0.95580336970949
1021 => 0.97562739970382
1022 => 0.97971310481073
1023 => 0.93278775566256
1024 => 0.900731969672
1025 => 0.89859421420914
1026 => 0.84301389886092
1027 => 0.87270445469131
1028 => 0.89883091514337
1029 => 0.88631836808207
1030 => 0.88235726948417
1031 => 0.90259366316336
1101 => 0.90416620426523
1102 => 0.86831210049228
1103 => 0.87576730401848
1104 => 0.90685674204718
1105 => 0.87498392994744
1106 => 0.81306026243193
1107 => 0.7977023367264
1108 => 0.79565330633455
1109 => 0.7540013937687
1110 => 0.79872862675882
1111 => 0.77920399094331
1112 => 0.84088208154345
1113 => 0.80565188697889
1114 => 0.8041331837049
1115 => 0.80183744096095
1116 => 0.76598591919668
1117 => 0.77383512397999
1118 => 0.79992707614734
1119 => 0.80923697862753
1120 => 0.80826587952506
1121 => 0.7997992113473
1122 => 0.80367520868272
1123 => 0.79118927077834
1124 => 0.78678022623198
1125 => 0.77286406884041
1126 => 0.75241116191141
1127 => 0.75525526406485
1128 => 0.71473270364428
1129 => 0.6926538620321
1130 => 0.6865427296683
1201 => 0.67837066806963
1202 => 0.6874657857709
1203 => 0.714617908322
1204 => 0.68186668788123
1205 => 0.62571701766651
1206 => 0.6290917085208
1207 => 0.63667363691567
1208 => 0.6225447635113
1209 => 0.60917297058052
1210 => 0.62079865964598
1211 => 0.59700730416798
1212 => 0.63954870856065
1213 => 0.63839808279273
1214 => 0.65425488760752
1215 => 0.66417047307259
1216 => 0.64131825878451
1217 => 0.63557098869001
1218 => 0.6388448949347
1219 => 0.58473451742631
1220 => 0.64983291535492
1221 => 0.65039588900347
1222 => 0.64557536683332
1223 => 0.68023825404276
1224 => 0.75338775768031
1225 => 0.7258659719799
1226 => 0.71520870470632
1227 => 0.69494923182883
1228 => 0.72194377654961
1229 => 0.71987101669555
1230 => 0.71049721056467
1231 => 0.70482790336866
]
'min_raw' => 0.5294535182962
'max_raw' => 1.3585171024943
'avg_raw' => 0.94398531039524
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.529453'
'max' => '$1.35'
'avg' => '$0.943985'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.32557991227784
'max_diff' => 0.78964652030779
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016618940946334
]
1 => [
'year' => 2028
'avg' => 0.028522927176937
]
2 => [
'year' => 2029
'avg' => 0.077919496289938
]
3 => [
'year' => 2030
'avg' => 0.060114775346492
]
4 => [
'year' => 2031
'avg' => 0.059040159332347
]
5 => [
'year' => 2032
'avg' => 0.10351597993156
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016618940946334
'min' => '$0.016618'
'max_raw' => 0.10351597993156
'max' => '$0.103515'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10351597993156
]
1 => [
'year' => 2033
'avg' => 0.26625374480667
]
2 => [
'year' => 2034
'avg' => 0.16876441901469
]
3 => [
'year' => 2035
'avg' => 0.1990580192413
]
4 => [
'year' => 2036
'avg' => 0.38637209410243
]
5 => [
'year' => 2037
'avg' => 0.94398531039524
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10351597993156
'min' => '$0.103515'
'max_raw' => 0.94398531039524
'max' => '$0.943985'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.94398531039524
]
]
]
]
'prediction_2025_max_price' => '$0.028415'
'last_price' => 0.02755228
'sma_50day_nextmonth' => '$0.025335'
'sma_200day_nextmonth' => '$0.037556'
'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' => '$0.0265061'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.026172'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.025644'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.025352'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.025977'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.030657'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.042321'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026752'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.026368'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0259042'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.025737'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.027072'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.031323'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.039123'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.03472'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.047515'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.075006'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.097165'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026583'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.026569'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.028366'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034297'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.058042'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.19'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$8.48'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '65.39'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.63
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.026922'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026670'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 334
'cci_20_action' => 'SELL'
'adx_14' => 16.31
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000351'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.82
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003748'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767710727
'last_updated_date' => '6 Ocak 2026'
]
Pancake Bunny için 2026 fiyat tahmini
Pancake Bunny için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.009519 ile üst sınırda $0.028415 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Pancake Bunny 3.13% artabilir ve eğer BUNNY tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Pancake Bunny fiyat tahmini 2027-2032
BUNNY için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.016618 ve üst sınırda $0.103515 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Pancake Bunny üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.009163 | $0.016618 | $0.024073 |
| 2028 | $0.016538 | $0.028522 | $0.0405075 |
| 2029 | $0.036329 | $0.077919 | $0.119509 |
| 2030 | $0.030897 | $0.060114 | $0.089332 |
| 2031 | $0.036529 | $0.05904 | $0.08155 |
| 2032 | $0.05576 | $0.103515 | $0.151271 |
Pancake Bunny fiyat tahmini 2032-2037
Pancake Bunny için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.103515 ve üst sınırda $0.943985 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Pancake Bunny üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.05576 | $0.103515 | $0.151271 |
| 2033 | $0.129574 | $0.266253 | $0.402933 |
| 2034 | $0.104171 | $0.168764 | $0.233357 |
| 2035 | $0.123163 | $0.199058 | $0.274952 |
| 2036 | $0.203873 | $0.386372 | $0.56887 |
| 2037 | $0.529453 | $0.943985 | $1.35 |
Pancake Bunny Potansiyel fiyat histogramı
Teknik Analize Dayalı Pancake Bunny Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 60%
Ayı 40%
6 Ocak 2026 itibariyle, Pancake Bunny için genel fiyat tahmini duyarlılığı Boğa, 21 teknik gösterge yükseliş sinyalleri gösterirken 14 düşüş sinyalleri gösteriyor. BUNNY fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Pancake Bunny'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Pancake Bunny'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.037556 seviyesine ulaşması bekleniyor. Pancake Bunny için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.025335 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 65.39 seviyesinde olup, BUNNY piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler BUNNY 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 | $0.0265061 | BUY |
| SMA 5 | $0.026172 | BUY |
| SMA 10 | $0.025644 | BUY |
| SMA 21 | $0.025352 | BUY |
| SMA 50 | $0.025977 | BUY |
| SMA 100 | $0.030657 | SELL |
| SMA 200 | $0.042321 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.026752 | BUY |
| EMA 5 | $0.026368 | BUY |
| EMA 10 | $0.0259042 | BUY |
| EMA 21 | $0.025737 | BUY |
| EMA 50 | $0.027072 | BUY |
| EMA 100 | $0.031323 | SELL |
| EMA 200 | $0.039123 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.03472 | SELL |
| SMA 50 | $0.047515 | SELL |
| SMA 100 | $0.075006 | SELL |
| SMA 200 | $0.097165 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.034297 | SELL |
| EMA 50 | $0.058042 | SELL |
| EMA 100 | $1.19 | SELL |
| EMA 200 | $8.48 | SELL |
Pancake Bunny 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) | 65.39 | NEUTRAL |
| Stoch RSI (14) | 117.63 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 334 | SELL |
| Ortalama Yön Endeksi (14) | 16.31 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000351 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 81.82 | SELL |
| VWMA (10) | 0.026922 | BUY |
| Hull Hareketli Ortalaması (9) | 0.026670 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.003748 | NEUTRAL |
Dünya genelinde para akışlarına göre Pancake Bunny fiyat tahmini
Pancake Bunny 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 Pancake Bunny fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.038715 | $0.0544018 | $0.076443 | $0.107416 | $0.150937 | $0.212092 |
| Amazon.com hisseleri | $0.057489 | $0.119955 | $0.250293 | $0.522252 | $1.08 | $2.27 |
| Apple hisseleri | $0.03908 | $0.055433 | $0.078627 | $0.111527 | $0.158193 | $0.224384 |
| Netflix hisseleri | $0.043473 | $0.068593 | $0.10823 | $0.17077 | $0.269449 | $0.425148 |
| Google hisseleri | $0.03568 | $0.0462055 | $0.059835 | $0.077487 | $0.100345 | $0.129947 |
| Tesla hisseleri | $0.062458 | $0.141589 | $0.320973 | $0.727621 | $1.64 | $3.73 |
| Kodak hisseleri | $0.020661 | $0.015493 | $0.011618 | $0.008712 | $0.006533 | $0.004899 |
| Nokia hisseleri | $0.018252 | $0.012091 | $0.00801 | $0.0053062 | $0.003515 | $0.002328 |
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.
Pancake Bunny öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Pancake Bunny için şimdi mi yatırım yapmalıyım?", "Bugün mü BUNNY satın almalıyım?", "Pancake Bunny kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Pancake Bunny öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Pancake Bunny 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 Pancake Bunny hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Pancake Bunny fiyatı bugün $0.02755 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 Pancake Bunny fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.028268 | $0.0290032 | $0.029757 | $0.03053 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.028984 | $0.030491 | $0.032076 | $0.033744 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.031133 | $0.035179 | $0.039751 | $0.044917 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.034714 | $0.043737 | $0.055106 | $0.069429 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.041875 | $0.063645 | $0.096732 | $0.14702 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.06336 | $0.1457085 | $0.33508 | $0.77057 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.099169 | $0.356942 | $1.28 | $4.62 |
Soru Kutusu
BUNNY iyi bir yatırım mı?
Pancake Bunny satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Pancake Bunny değeri son 24 saat içinde 4.4193% oranında yükselmiştir, ve Pancake Bunny son 30 günlük sürede oranında azalmıştır. Bu nedenle, Pancake Bunny'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Pancake Bunny yükselebilir mi?
Pancake Bunny ortalama değeri yıl sonuna kadar $0.028415 seviyesine kadar yükselebilir gibi görünmektedir. Pancake Bunny'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.089332 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 Pancake Bunny fiyatı ne olacak?
Yeni deneysel Pancake Bunny tahminimize göre, Pancake Bunny fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.027788 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Pancake Bunny fiyatı ne olacak?
Yeni deneysel Pancake Bunny tahminimize göre, Pancake Bunny fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.024351 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Pancake Bunny fiyatı ne kadar yükselebilir?
Son Pancake Bunny değer tahminimize göre, BUNNY fiyatı $0.009519 ve $0.028415 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Pancake Bunny fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Pancake Bunny nerede olacak?
Pancake Bunny'ın geleceği $0.089332 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Pancake Bunny'ın 2030 tahminine dayanarak, Pancake Bunny değeri yaklaşık olarak $0.089332 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.030897 seviyesinde beklenmektedir.
2026 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel Pancake Bunny fiyat tahmin simülasyonumuza göre, 2026 yılında BUNNY'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.028415 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.028415 ve $0.009519 arasında olacaktır.
2027 yılında Pancake Bunny ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında BUNNY'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.024073 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.024073 ve $0.009163 arasında olacaktır.
2028 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel Pancake Bunny fiyat tahmin modelimize göre, BUNNY'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.0405075 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.0405075 ve $0.016538 arasında olacaktır.
2029 yılında Pancake Bunny ne kadar olacak?
Deneysel tahmin modelimize göre, Pancake Bunny değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.119509 seviyesine ulaşacaktır. Fiyat aralığı $0.119509 ve $0.036329 arasında olacaktır.
2030 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel simülasyona göre, BUNNY'ın değeri 224.23% oranında artacaktır, $0.089332 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.089332 ve $0.030897 arasında olacaktır.
2031 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.08155 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.08155 ve $0.036529 arasında olacaktır.
2032 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny fiyatı 449.04% oranında artacaktır, 2032 yılında $0.151271 seviyesine ulaşabilir. Fiyat $0.151271 ve $0.05576 arasında olacaktır.
2033 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.402933 seviyesine ulaşacaktır. Fiyat aralığı $0.402933 ve $0.129574 arasında olacaktır.
2034 yılında Pancake Bunny ne kadar olacak?
Yeni simülasyon sonuçlarına göre, BUNNY'ın değeri 746.96% oranında artacaktır, ve $0.233357 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.233357 ve $0.104171 arasında olacaktır.
2035 yılında Pancake Bunny ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında BUNNY'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.274952 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.274952 ve $0.123163 arasında olacaktır.
2036 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.56887 seviyesine ulaşacaktır. Fiyat $0.56887 ve $0.203873 arasında olacaktır.
2037 yılında Pancake Bunny ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Pancake Bunny'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.35 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.35 ve $0.529453 arasında olacaktır.
İlgili Tahminler
Dot Dot Finance Fiyat Tahmini- ETHforestAI Fiyat Tahmini
- Cub Finance Fiyat Tahmini
- HairyPlotterFTX Fiyat Tahmini
- Feeder Finance Fiyat Tahmini
- Islander Fiyat Tahmini
- Egretia Fiyat Tahmini
- Momo v2 Fiyat Tahmini
- KoreCoin Fiyat Tahmini
- ArbiSmart Fiyat Tahmini
- Mare Finance Fiyat Tahmini
- Mercury Fiyat Tahmini
- Ignore Fud Fiyat Tahmini
- RiverBoat Fiyat Tahmini
- Phoneum Fiyat Tahmini
- Lever Network Fiyat Tahmini
- Azuki Fiyat Tahmini
- FintruX Fiyat Tahmini
- Little Angry Bunny v2 Fiyat Tahmini
- Pineapple Owl Fiyat Tahmini
- PhoenixDAO Fiyat Tahmini
- Luna Rush Fiyat Tahmini
- GreenTrust Fiyat Tahmini
- Mu Coin Fiyat Tahmini
- Infinity Skies Fiyat Tahmini
Dot Dot Finance Fiyat Tahmini
ETHforestAI Fiyat Tahmini
Cub Finance Fiyat Tahmini
HairyPlotterFTX Fiyat Tahmini
Feeder Finance Fiyat Tahmini
Islander Fiyat Tahmini
Egretia Fiyat Tahmini
Momo v2 Fiyat Tahmini
KoreCoin Fiyat Tahmini
ArbiSmart Fiyat Tahmini
Mare Finance Fiyat Tahmini
Mercury Fiyat Tahmini
Ignore Fud Fiyat Tahmini
RiverBoat Fiyat Tahmini
Phoneum Fiyat Tahmini
Lever Network Fiyat Tahmini
Azuki Fiyat Tahmini
FintruX Fiyat Tahmini
Little Angry Bunny v2 Fiyat Tahmini
Pineapple Owl Fiyat Tahmini
PhoenixDAO Fiyat Tahmini
Luna Rush Fiyat Tahmini
GreenTrust Fiyat Tahmini
Mu Coin Fiyat Tahmini
Infinity Skies Fiyat TahminiPancake Bunny fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Pancake Bunny 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.
Pancake Bunny Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Pancake Bunny fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), BUNNY'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. BUNNY'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca BUNNY'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Pancake Bunny grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Pancake Bunny'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 BUNNY'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.
Pancake Bunny fiyatını ne etkiler?
Pancake Bunny'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 BUNNY'ın fiyatını etkiler. Pancake Bunny'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Pancake Bunny'ın büyük sahipleri olan BUNNY "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Pancake Bunny 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