Prédiction du prix de Stader jusqu'à $0.277076 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.092822 | $0.277076 |
| 2027 | $0.089357 | $0.234743 |
| 2028 | $0.161264 | $0.394987 |
| 2029 | $0.354251 | $1.16 |
| 2030 | $0.301275 | $0.871076 |
| 2031 | $0.3562013 | $0.795194 |
| 2032 | $0.543714 | $1.47 |
| 2033 | $1.26 | $3.92 |
| 2034 | $1.01 | $2.27 |
| 2035 | $1.20 | $2.68 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Stader aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
Prévision du prix à long terme de Stader pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Stader'
'name_with_ticker' => 'Stader <small>SD</small>'
'name_lang' => 'Stader'
'name_lang_with_ticker' => 'Stader <small>SD</small>'
'name_with_lang' => 'Stader'
'name_with_lang_with_ticker' => 'Stader <small>SD</small>'
'image' => '/uploads/coins/stader.png?1717217635'
'price_for_sd' => 0.2686
'ticker' => 'SD'
'marketcap' => '$18.69M'
'low24h' => '$0.2452'
'high24h' => '$0.2685'
'volume24h' => '$4.53M'
'current_supply' => '69.57M'
'max_supply' => '120M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2686'
'change_24h_pct' => '8.2293%'
'ath_price' => '$30.17'
'ath_days' => 1393
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 mars 2022'
'ath_pct' => '-99.11%'
'fdv' => '$32.23M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$13.24'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.27096'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.237447'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.092822'
'current_year_max_price_prediction' => '$0.277076'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.301275'
'grand_prediction_max_price' => '$0.871076'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.27375198463431
107 => 0.27477407517297
108 => 0.27707689734579
109 => 0.25739953401044
110 => 0.26623409245098
111 => 0.27142356784861
112 => 0.24797732920736
113 => 0.27096011109608
114 => 0.25705699489295
115 => 0.25233806843581
116 => 0.25869148123906
117 => 0.25621555009074
118 => 0.25408688988096
119 => 0.25289906090888
120 => 0.25756430607101
121 => 0.25734666680802
122 => 0.24971342023772
123 => 0.23975616125769
124 => 0.24309814420727
125 => 0.24188397047043
126 => 0.23748364821659
127 => 0.24044893411875
128 => 0.22739131570252
129 => 0.20492636189335
130 => 0.21976739849983
131 => 0.21919603473443
201 => 0.21890792721462
202 => 0.23006055604827
203 => 0.22898848812084
204 => 0.22704267433483
205 => 0.23744791182049
206 => 0.23364986016803
207 => 0.24535456042739
208 => 0.25306403303076
209 => 0.25110866140323
210 => 0.25835945764981
211 => 0.24317513674457
212 => 0.24821875906008
213 => 0.24925824262914
214 => 0.23731951280508
215 => 0.22916389169226
216 => 0.22862000474492
217 => 0.2144792816491
218 => 0.22203314178696
219 => 0.2286802261083
220 => 0.22549678855296
221 => 0.22448900732543
222 => 0.2296375430558
223 => 0.23003762837627
224 => 0.22091564067027
225 => 0.22281239077013
226 => 0.23072215399501
227 => 0.22261308503123
228 => 0.20685848864349
301 => 0.202951130915
302 => 0.20242981736713
303 => 0.191832753311
304 => 0.20321223924218
305 => 0.19824478868195
306 => 0.2139369054825
307 => 0.20497365252454
308 => 0.20458726460415
309 => 0.20400318259169
310 => 0.19488185179938
311 => 0.19687884355208
312 => 0.2035171482885
313 => 0.20588577020431
314 => 0.20563870353295
315 => 0.20348461697378
316 => 0.20447074676986
317 => 0.20129407910629
318 => 0.20017233163767
319 => 0.19663178806574
320 => 0.19142816711513
321 => 0.19215176252397
322 => 0.18184202781933
323 => 0.1762247371732
324 => 0.17466994515705
325 => 0.17259081229383
326 => 0.17490478874631
327 => 0.18181282163626
328 => 0.17348026835005
329 => 0.15919469020151
330 => 0.16005327778968
331 => 0.16198226918335
401 => 0.1583876064828
402 => 0.1549855599139
403 => 0.15794336338879
404 => 0.15189037560381
405 => 0.16271374383867
406 => 0.16242100206006
407 => 0.16645528442542
408 => 0.16897800398028
409 => 0.16316395214647
410 => 0.16170173383314
411 => 0.16253467983853
412 => 0.14876793777954
413 => 0.16533024789459
414 => 0.16547347944023
415 => 0.16424704398807
416 => 0.17306596282038
417 => 0.19167663224632
418 => 0.18467454979584
419 => 0.18196313183195
420 => 0.17680872430056
421 => 0.1836766662977
422 => 0.1831493155089
423 => 0.18076443525013
424 => 0.17932205222834
425 => 0.18197968717186
426 => 0.17899274184809
427 => 0.17845620439217
428 => 0.17520537116782
429 => 0.17404497161022
430 => 0.1731858579746
501 => 0.17224005827655
502 => 0.17432625673185
503 => 0.16959865656989
504 => 0.16389763422692
505 => 0.16342365590502
506 => 0.16473235172439
507 => 0.16415335124527
508 => 0.16342088387349
509 => 0.16202240418514
510 => 0.1616075051354
511 => 0.16295572576665
512 => 0.16143366328011
513 => 0.16367954939004
514 => 0.16306879263869
515 => 0.1596571550738
516 => 0.15540499151795
517 => 0.15536713834309
518 => 0.15445101667993
519 => 0.15328419800208
520 => 0.1529596157391
521 => 0.15769426543012
522 => 0.1674948485944
523 => 0.16557075961118
524 => 0.16696111109013
525 => 0.17380026428513
526 => 0.17597422542532
527 => 0.17443119930111
528 => 0.17231900997258
529 => 0.1724119355835
530 => 0.17962992592225
531 => 0.18008010312591
601 => 0.1812175556869
602 => 0.18267950367181
603 => 0.17468017536458
604 => 0.17203516793959
605 => 0.17078181668221
606 => 0.16692197991745
607 => 0.17108448295085
608 => 0.16865917068944
609 => 0.16898642817397
610 => 0.16877330130785
611 => 0.16888968298832
612 => 0.16271071848667
613 => 0.16496200839426
614 => 0.16121880227803
615 => 0.15620706948301
616 => 0.15619026839734
617 => 0.15741688289881
618 => 0.15668724459591
619 => 0.15472380668352
620 => 0.15500270377181
621 => 0.15255927180908
622 => 0.15529938065184
623 => 0.15537795716887
624 => 0.15432286600967
625 => 0.1585443817441
626 => 0.16027394018493
627 => 0.1595794565817
628 => 0.16022521336397
629 => 0.16565071419517
630 => 0.16653530756185
701 => 0.16692818550237
702 => 0.16640178110843
703 => 0.16032438155944
704 => 0.16059394007253
705 => 0.15861609855832
706 => 0.15694503089861
707 => 0.1570118648414
708 => 0.15787101084208
709 => 0.1616229518153
710 => 0.16951869040443
711 => 0.16981832791218
712 => 0.17018149731261
713 => 0.16870430484673
714 => 0.16825876946419
715 => 0.1688465456362
716 => 0.17181176991206
717 => 0.17943913180013
718 => 0.17674311269451
719 => 0.17455120719561
720 => 0.17647409925163
721 => 0.17617808509173
722 => 0.17367942768407
723 => 0.17360929869268
724 => 0.16881357625829
725 => 0.16704070686761
726 => 0.16555916450779
727 => 0.16394135892751
728 => 0.16298226955018
729 => 0.16445586673208
730 => 0.16479289584267
731 => 0.16157084985037
801 => 0.16113169688749
802 => 0.16376288919749
803 => 0.1626049995626
804 => 0.16379591776637
805 => 0.16407222100515
806 => 0.1640277298199
807 => 0.1628187600583
808 => 0.16358932133235
809 => 0.16176671420384
810 => 0.15978490269833
811 => 0.15852063042904
812 => 0.1574173851927
813 => 0.15802952977081
814 => 0.15584734612302
815 => 0.15514922165542
816 => 0.16332827251088
817 => 0.16937022531742
818 => 0.16928237293074
819 => 0.1687475941206
820 => 0.16795302128467
821 => 0.17175364196003
822 => 0.17042958171254
823 => 0.17139294617152
824 => 0.17163816285861
825 => 0.17238035991589
826 => 0.17264563156988
827 => 0.17184379638853
828 => 0.16915273958399
829 => 0.16244688188508
830 => 0.15932528702412
831 => 0.15829510872573
901 => 0.15833255375028
902 => 0.15729965281099
903 => 0.15760388842898
904 => 0.15719385207882
905 => 0.15641734243005
906 => 0.15798158248814
907 => 0.15816184658293
908 => 0.1577967342621
909 => 0.15788273143091
910 => 0.15485975735592
911 => 0.15508958750928
912 => 0.15380986400993
913 => 0.1535699312811
914 => 0.150334901713
915 => 0.14460357790809
916 => 0.14777928764907
917 => 0.14394347685433
918 => 0.14249079718434
919 => 0.14936755680403
920 => 0.14867732086983
921 => 0.14749593698884
922 => 0.14574842400687
923 => 0.14510025444315
924 => 0.14116218135951
925 => 0.14092949899293
926 => 0.14288131435009
927 => 0.14198061872063
928 => 0.14071570093674
929 => 0.13613429694618
930 => 0.13098328201006
1001 => 0.13113875877285
1002 => 0.13277720078599
1003 => 0.13754119191321
1004 => 0.13567981816193
1005 => 0.13432937014856
1006 => 0.13407647182998
1007 => 0.13724202376556
1008 => 0.14172194295803
1009 => 0.1438238208106
1010 => 0.14174092369368
1011 => 0.13934820363692
1012 => 0.13949383741998
1013 => 0.14046267373358
1014 => 0.14056448473153
1015 => 0.13900706995017
1016 => 0.13944547308851
1017 => 0.13877949863295
1018 => 0.13469241462843
1019 => 0.13461849223907
1020 => 0.13361545591123
1021 => 0.13358508436985
1022 => 0.13187866935706
1023 => 0.13163993010088
1024 => 0.12825173952098
1025 => 0.13048185682106
1026 => 0.12898601122258
1027 => 0.12673141907137
1028 => 0.1263427265347
1029 => 0.12633104196769
1030 => 0.1286460039894
1031 => 0.130454805142
1101 => 0.12901203209719
1102 => 0.12868354064187
1103 => 0.13219096998097
1104 => 0.13174461762664
1105 => 0.13135807936646
1106 => 0.14132081533053
1107 => 0.13343453241299
1108 => 0.12999566292765
1109 => 0.12573940891593
1110 => 0.12712526668404
1111 => 0.12741728727827
1112 => 0.11718176362755
1113 => 0.11302921295721
1114 => 0.11160421405272
1115 => 0.11078410703666
1116 => 0.11115784010213
1117 => 0.10742005745321
1118 => 0.10993190921051
1119 => 0.10669530538344
1120 => 0.10615267821902
1121 => 0.11194012680008
1122 => 0.11274541646035
1123 => 0.10930980058575
1124 => 0.11151602215293
1125 => 0.1107160155439
1126 => 0.10675078766644
1127 => 0.10659934512777
1128 => 0.10460973316336
1129 => 0.10149637570385
1130 => 0.10007348780232
1201 => 0.099332435429128
1202 => 0.099638208081131
1203 => 0.099483600071481
1204 => 0.098474678227626
1205 => 0.099541430290569
1206 => 0.096816319582134
1207 => 0.095731158540326
1208 => 0.095241016473286
1209 => 0.092822323868029
1210 => 0.096671539400476
1211 => 0.097429883351508
1212 => 0.098189721474387
1213 => 0.10480359357053
1214 => 0.10447318321122
1215 => 0.10745993194305
1216 => 0.10734387237961
1217 => 0.10649200325917
1218 => 0.1028981075657
1219 => 0.10433057033409
1220 => 0.099921672587132
1221 => 0.10322511855506
1222 => 0.1017175637705
1223 => 0.10271541276593
1224 => 0.10092119029972
1225 => 0.10191418709415
1226 => 0.097609714835003
1227 => 0.093590259204967
1228 => 0.095207805485718
1229 => 0.09696626328175
1230 => 0.10077904783026
1231 => 0.098508184807956
]
'min_raw' => 0.092822323868029
'max_raw' => 0.27707689734579
'avg_raw' => 0.18494961060691
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.092822'
'max' => '$0.277076'
'avg' => '$0.184949'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.17583867613197
'max_diff' => 0.0084158973457926
'year' => 2026
]
1 => [
'items' => [
101 => 0.099324873021614
102 => 0.096589104217816
103 => 0.090944431741857
104 => 0.090976379975061
105 => 0.090108070090509
106 => 0.089357723574937
107 => 0.098769020743199
108 => 0.097598577169734
109 => 0.095733628519286
110 => 0.098229936398025
111 => 0.098889999822896
112 => 0.098908790900663
113 => 0.10073003268996
114 => 0.10170202975938
115 => 0.10187334845574
116 => 0.10473911176173
117 => 0.10569967782157
118 => 0.10965611347764
119 => 0.10161956259901
120 => 0.10145405512226
121 => 0.098265064569167
122 => 0.096242556344449
123 => 0.098403547437645
124 => 0.10031789054151
125 => 0.098324548545615
126 => 0.098584836928533
127 => 0.095908938161063
128 => 0.096865446057694
129 => 0.097689319513801
130 => 0.097234425016382
131 => 0.096553425936603
201 => 0.10016093623788
202 => 0.099957386368733
203 => 0.10331678289758
204 => 0.10593567272457
205 => 0.11062919147709
206 => 0.10573125998017
207 => 0.10555275988891
208 => 0.10729762691331
209 => 0.10569941069152
210 => 0.10670942817514
211 => 0.11046646204567
212 => 0.1105458422511
213 => 0.10921612153456
214 => 0.10913520790812
215 => 0.10939059531728
216 => 0.11088640734961
217 => 0.11036372466386
218 => 0.11096858630052
219 => 0.11172497503914
220 => 0.11485371956427
221 => 0.11560804927696
222 => 0.11377541915023
223 => 0.11394088513159
224 => 0.11325543115737
225 => 0.11259329120699
226 => 0.11408168511767
227 => 0.1168017542439
228 => 0.11678483283504
301 => 0.11741583600173
302 => 0.11780894574707
303 => 0.11612143094615
304 => 0.11502292086239
305 => 0.11544415952852
306 => 0.11611772932904
307 => 0.11522572992036
308 => 0.10971989635565
309 => 0.11139001454517
310 => 0.11111202521383
311 => 0.11071613460134
312 => 0.11239545135555
313 => 0.11223347715788
314 => 0.10738172108965
315 => 0.10769231477165
316 => 0.10740060932017
317 => 0.10834316931123
318 => 0.10564850935878
319 => 0.10647736861134
320 => 0.10699722136448
321 => 0.10730341862977
322 => 0.10840961311344
323 => 0.10827981395843
324 => 0.10840154461571
325 => 0.11004173901048
326 => 0.11833727941244
327 => 0.11878878737344
328 => 0.11656539704219
329 => 0.11745359762509
330 => 0.11574844673404
331 => 0.11689312595072
401 => 0.11767628639907
402 => 0.11413733492606
403 => 0.11392778118744
404 => 0.11221559253211
405 => 0.11313562573216
406 => 0.11167178675815
407 => 0.11203096163946
408 => 0.11102667735901
409 => 0.11283418911281
410 => 0.11485526811247
411 => 0.11536587248262
412 => 0.11402269221377
413 => 0.11305014117923
414 => 0.11134266194081
415 => 0.11418223796796
416 => 0.11501261653281
417 => 0.11417787634286
418 => 0.11398444880142
419 => 0.1136179039599
420 => 0.11406221302232
421 => 0.11500809411282
422 => 0.11456203405822
423 => 0.11485666458285
424 => 0.11373383684464
425 => 0.11612198958377
426 => 0.11991495087376
427 => 0.11992714586452
428 => 0.11948108340549
429 => 0.11929856425781
430 => 0.1197562514101
501 => 0.12000452791492
502 => 0.12148460423997
503 => 0.1230727851056
504 => 0.13048413222789
505 => 0.12840305561293
506 => 0.13497884368284
507 => 0.14017943828692
508 => 0.14173886921425
509 => 0.140304266138
510 => 0.13539656650991
511 => 0.13515577135274
512 => 0.14248994657445
513 => 0.14041770614781
514 => 0.14017121974287
515 => 0.13754902083973
516 => 0.13909906515714
517 => 0.13876004772714
518 => 0.13822489212859
519 => 0.14118226870919
520 => 0.14671821366124
521 => 0.1458553847247
522 => 0.14521132294906
523 => 0.14238923173175
524 => 0.14408876098146
525 => 0.14348359116798
526 => 0.14608378473696
527 => 0.14454348766803
528 => 0.14040200688847
529 => 0.14106155135312
530 => 0.1409618625341
531 => 0.14301345136534
601 => 0.14239761532177
602 => 0.14084161066278
603 => 0.14669929240323
604 => 0.14631892713314
605 => 0.14685819812252
606 => 0.14709560188955
607 => 0.15066106954104
608 => 0.15212172755561
609 => 0.15245332249734
610 => 0.15384083463983
611 => 0.15241879993124
612 => 0.1581079526592
613 => 0.16189090725202
614 => 0.16628500368066
615 => 0.17270595958467
616 => 0.17512029840174
617 => 0.17468416970434
618 => 0.17955246518941
619 => 0.18830068395994
620 => 0.17645243483902
621 => 0.18892866993314
622 => 0.1849788379474
623 => 0.17561385736366
624 => 0.17501086301993
625 => 0.18135293660091
626 => 0.19541904540155
627 => 0.19189564468347
628 => 0.1954248084229
629 => 0.19130785145829
630 => 0.19110340984456
701 => 0.19522485701235
702 => 0.20485484296827
703 => 0.20027999761524
704 => 0.19372083500356
705 => 0.19856401860415
706 => 0.19436840475383
707 => 0.1849145124707
708 => 0.19189295040534
709 => 0.18722666769292
710 => 0.18858853706164
711 => 0.19839636926599
712 => 0.19721626494685
713 => 0.19874342921053
714 => 0.19604802425799
715 => 0.19353009100597
716 => 0.1888301816069
717 => 0.18743877013657
718 => 0.18782330620923
719 => 0.18743857957959
720 => 0.1848090234652
721 => 0.18424117107266
722 => 0.18329472554025
723 => 0.18358806858606
724 => 0.18180847409271
725 => 0.18516693658464
726 => 0.18579029681781
727 => 0.18823430574691
728 => 0.18848805086162
729 => 0.19529458094087
730 => 0.19154565855231
731 => 0.19406075935694
801 => 0.19383578506793
802 => 0.17581682489001
803 => 0.1782996786199
804 => 0.18216221986118
805 => 0.18042215026753
806 => 0.17796209897569
807 => 0.17597547565793
808 => 0.17296553818885
809 => 0.17720196737585
810 => 0.18277242126273
811 => 0.18862932676484
812 => 0.19566601496597
813 => 0.19409550807556
814 => 0.18849778077354
815 => 0.18874889073116
816 => 0.19030115368108
817 => 0.18829083212298
818 => 0.18769794904935
819 => 0.1902197006511
820 => 0.19023706656846
821 => 0.18792394866038
822 => 0.18535334140166
823 => 0.18534257046338
824 => 0.18488515573081
825 => 0.19138922452306
826 => 0.19496580472327
827 => 0.19537585387927
828 => 0.19493820514797
829 => 0.19510663877499
830 => 0.19302550556106
831 => 0.19778235894723
901 => 0.20214771801842
902 => 0.20097770853505
903 => 0.19922369799282
904 => 0.19782654411134
905 => 0.20064858348276
906 => 0.20052292251185
907 => 0.20210959041519
908 => 0.20203760999405
909 => 0.20150407325576
910 => 0.20097772758932
911 => 0.20306462866133
912 => 0.2024636346672
913 => 0.2018617071634
914 => 0.20065444940402
915 => 0.20081853578395
916 => 0.19906482809637
917 => 0.1982534826759
918 => 0.1860527942418
919 => 0.18279237162322
920 => 0.18381816695105
921 => 0.18415588540773
922 => 0.18273694530578
923 => 0.18477134091617
924 => 0.18445428251525
925 => 0.18568777128028
926 => 0.18491714105175
927 => 0.18494876798513
928 => 0.18721502717156
929 => 0.18787293185473
930 => 0.18753831622293
1001 => 0.18777266954149
1002 => 0.19317324285344
1003 => 0.19240545402909
1004 => 0.19199758151875
1005 => 0.19211056499157
1006 => 0.19349052726237
1007 => 0.19387684135504
1008 => 0.19224000139856
1009 => 0.1930119445845
1010 => 0.19629878069604
1011 => 0.19744898731626
1012 => 0.20111989471753
1013 => 0.19956042800829
1014 => 0.20242289664523
1015 => 0.2112211493477
1016 => 0.21824980239921
1017 => 0.21178596258167
1018 => 0.2246931888172
1019 => 0.23474331587319
1020 => 0.23435757525742
1021 => 0.23260510314158
1022 => 0.22116330068478
1023 => 0.21063438347637
1024 => 0.21944226980264
1025 => 0.21946472291625
1026 => 0.21870811766949
1027 => 0.21400890746236
1028 => 0.21854459534041
1029 => 0.21890462177297
1030 => 0.2187031027095
1031 => 0.21510022926157
1101 => 0.2095993074289
1102 => 0.21067417438765
1103 => 0.21243482839279
1104 => 0.20910154305017
1105 => 0.20803635641232
1106 => 0.21001674103213
1107 => 0.21639795290669
1108 => 0.21519162176565
1109 => 0.21516011958439
1110 => 0.22032131576978
1111 => 0.21662701315689
1112 => 0.21068773190221
1113 => 0.2091879850559
1114 => 0.20386489410206
1115 => 0.20754157198408
1116 => 0.20767388907559
1117 => 0.20566021017434
1118 => 0.21085113084702
1119 => 0.21080329559918
1120 => 0.21573130221131
1121 => 0.22515179997894
1122 => 0.22236569523451
1123 => 0.21912575854407
1124 => 0.21947802949602
1125 => 0.22334157236012
1126 => 0.22100558614838
1127 => 0.2218456230772
1128 => 0.22334030086362
1129 => 0.22424207708293
1130 => 0.21934827777561
1201 => 0.2182072990596
1202 => 0.21587325703574
1203 => 0.21526434903867
1204 => 0.21716537756572
1205 => 0.21666452371317
1206 => 0.20766276833641
1207 => 0.20672203481424
1208 => 0.20675088576831
1209 => 0.20438536659738
1210 => 0.20077738207206
1211 => 0.21025894998303
1212 => 0.20949744738532
1213 => 0.20865680745307
1214 => 0.20875978104815
1215 => 0.21287540831815
1216 => 0.21048813665739
1217 => 0.21683508963365
1218 => 0.2155303469086
1219 => 0.2141921424559
1220 => 0.21400716183783
1221 => 0.21349206729378
1222 => 0.21172561644399
1223 => 0.20959252089563
1224 => 0.20818406644903
1225 => 0.19203879673112
1226 => 0.19503526487805
1227 => 0.19848242834443
1228 => 0.19967237535938
1229 => 0.19763688864848
1230 => 0.21180598986577
1231 => 0.21439482119503
]
'min_raw' => 0.089357723574937
'max_raw' => 0.23474331587319
'avg_raw' => 0.16205051972406
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.089357'
'max' => '$0.234743'
'avg' => '$0.16205'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0034646002930921
'max_diff' => -0.042333581472601
'year' => 2027
]
2 => [
'items' => [
101 => 0.20655308223342
102 => 0.2050862130498
103 => 0.21190215756525
104 => 0.2077913098071
105 => 0.20964242430088
106 => 0.20564132727082
107 => 0.21377124753764
108 => 0.21370931116655
109 => 0.21054658856018
110 => 0.2132197000497
111 => 0.21275518114635
112 => 0.2091844751132
113 => 0.21388444528785
114 => 0.21388677641442
115 => 0.2108427246693
116 => 0.20728793865962
117 => 0.20665242688139
118 => 0.20617365412549
119 => 0.20952467555223
120 => 0.21252919088508
121 => 0.218119849037
122 => 0.21952547332715
123 => 0.22501171850933
124 => 0.22174492662377
125 => 0.2231930531546
126 => 0.22476519935382
127 => 0.22551894405549
128 => 0.22429075751229
129 => 0.23281315450882
130 => 0.23353270593482
131 => 0.23377396530387
201 => 0.23090026098736
202 => 0.23345278301929
203 => 0.23225854249119
204 => 0.23536562457572
205 => 0.23585285471979
206 => 0.23544018812148
207 => 0.23559484265961
208 => 0.22832248027693
209 => 0.22794536992262
210 => 0.22280344348307
211 => 0.22489881651439
212 => 0.22098161706619
213 => 0.22222380136284
214 => 0.22277134436483
215 => 0.22248533897338
216 => 0.22501728576171
217 => 0.22286461374907
218 => 0.2171833583757
219 => 0.21150055514809
220 => 0.21142921218268
221 => 0.20993303040266
222 => 0.20885156501507
223 => 0.20905989361576
224 => 0.20979407077734
225 => 0.20880889330378
226 => 0.20901913086753
227 => 0.21251047523136
228 => 0.2132106394444
229 => 0.21083120787668
301 => 0.20127744678194
302 => 0.1989329298455
303 => 0.20061812212562
304 => 0.19981270875601
305 => 0.16126445070861
306 => 0.17032079214245
307 => 0.16493982158676
308 => 0.16741962038538
309 => 0.16192704284358
310 => 0.16454838873718
311 => 0.16406432186686
312 => 0.17862665089585
313 => 0.17839928015789
314 => 0.17850811049796
315 => 0.17331335481051
316 => 0.1815887416736
317 => 0.18566549481565
318 => 0.18491099630833
319 => 0.18510088732759
320 => 0.18183793047765
321 => 0.17853970305274
322 => 0.17488146124495
323 => 0.18167802235147
324 => 0.18092236077759
325 => 0.18265557654961
326 => 0.18706363225541
327 => 0.18771273520266
328 => 0.18858513614632
329 => 0.18827244250975
330 => 0.19572207353996
331 => 0.19481987406796
401 => 0.19699391521499
402 => 0.19252174763064
403 => 0.18746106550691
404 => 0.18842293573247
405 => 0.18833029989487
406 => 0.18715093935985
407 => 0.1860862654016
408 => 0.18431388323114
409 => 0.18992196268167
410 => 0.18969428489754
411 => 0.19338012357623
412 => 0.19272861578744
413 => 0.18837768732294
414 => 0.18853308158423
415 => 0.18957818267137
416 => 0.19319528946671
417 => 0.19426909303498
418 => 0.19377166443848
419 => 0.19494904103009
420 => 0.19587959148259
421 => 0.19506590383992
422 => 0.20658600494476
423 => 0.20180205578738
424 => 0.20413371932018
425 => 0.2046898073338
426 => 0.2032653995802
427 => 0.20357430261773
428 => 0.20404220654857
429 => 0.20688322759159
430 => 0.21433888886455
501 => 0.21764095048994
502 => 0.22757536581078
503 => 0.21736676023887
504 => 0.21676102383164
505 => 0.21855051202153
506 => 0.22438306547952
507 => 0.22910980223334
508 => 0.23067793350656
509 => 0.23088518794134
510 => 0.23382710645731
511 => 0.23551335928713
512 => 0.23346988016933
513 => 0.23173824557818
514 => 0.22553574541108
515 => 0.22625370169427
516 => 0.23119970852246
517 => 0.23818623448562
518 => 0.24418140058615
519 => 0.24208210237038
520 => 0.25809826588314
521 => 0.25968620307527
522 => 0.25946680149947
523 => 0.26308435873988
524 => 0.25590424432039
525 => 0.25283460629789
526 => 0.23211264463168
527 => 0.23793467062205
528 => 0.24639732731466
529 => 0.24527726296806
530 => 0.23913145547043
531 => 0.24417673844005
601 => 0.24250861010971
602 => 0.24119288808486
603 => 0.24722046574596
604 => 0.24059289650833
605 => 0.24633121224169
606 => 0.23897176295839
607 => 0.24209169178779
608 => 0.24032066929025
609 => 0.24146673789451
610 => 0.23476684425199
611 => 0.23838194423077
612 => 0.23461644420753
613 => 0.23461465887023
614 => 0.23453153524852
615 => 0.23896162932708
616 => 0.23910609453594
617 => 0.23583224831838
618 => 0.23536043593134
619 => 0.23710497361311
620 => 0.2350625768829
621 => 0.23601820145827
622 => 0.23509152177778
623 => 0.23488290666284
624 => 0.23322062593406
625 => 0.23250446969075
626 => 0.23278529300682
627 => 0.23182669825471
628 => 0.23124911024267
629 => 0.23441663845525
630 => 0.23272435590899
701 => 0.23415727188428
702 => 0.23252428328202
703 => 0.22686363332733
704 => 0.22360813367809
705 => 0.2129156906562
706 => 0.21594805423327
707 => 0.21795851442208
708 => 0.21729405734167
709 => 0.21872156826115
710 => 0.21880920583784
711 => 0.21834510748617
712 => 0.21780774104961
713 => 0.21754618078653
714 => 0.21949563669527
715 => 0.22062736146597
716 => 0.21816029099852
717 => 0.21758229090598
718 => 0.22007663535926
719 => 0.22159818403483
720 => 0.23283244457089
721 => 0.23200017426419
722 => 0.2340890094092
723 => 0.23385383862766
724 => 0.23604327063716
725 => 0.23962206664968
726 => 0.23234537370912
727 => 0.23360835599449
728 => 0.23329870190463
729 => 0.23667942406199
730 => 0.23668997830754
731 => 0.23466306649461
801 => 0.23576188827129
802 => 0.23514855610015
803 => 0.23625693023022
804 => 0.23198905878684
805 => 0.23718686551662
806 => 0.24013368699314
807 => 0.2401746036122
808 => 0.24157137360465
809 => 0.24299057281245
810 => 0.2457146021056
811 => 0.24291460111393
812 => 0.23787767190451
813 => 0.23824132192425
814 => 0.23528817217171
815 => 0.23533781515258
816 => 0.23507281703011
817 => 0.23586809634378
818 => 0.23216357787375
819 => 0.23303302095418
820 => 0.23181579555013
821 => 0.23360570998418
822 => 0.2316800579366
823 => 0.23329855258006
824 => 0.23399704121423
825 => 0.2365744793117
826 => 0.23129936823395
827 => 0.2205430596528
828 => 0.22280416612419
829 => 0.21945981204692
830 => 0.21976934474962
831 => 0.22039465007085
901 => 0.21836783093758
902 => 0.2187544841558
903 => 0.218740670182
904 => 0.21862162881878
905 => 0.21809437488275
906 => 0.21732975236149
907 => 0.22037577314779
908 => 0.22089335143499
909 => 0.22204386385306
910 => 0.2254670084092
911 => 0.22512495554474
912 => 0.22568285795832
913 => 0.22446496012196
914 => 0.21982583953724
915 => 0.22007776610447
916 => 0.21693623777423
917 => 0.22196352791054
918 => 0.22077299924927
919 => 0.22000545767651
920 => 0.21979602684715
921 => 0.22322765671654
922 => 0.22425445415767
923 => 0.22361462289817
924 => 0.22230231031808
925 => 0.22482233842224
926 => 0.22549659163146
927 => 0.22564753205951
928 => 0.23011253869262
929 => 0.22589707633026
930 => 0.22691178001897
1001 => 0.23482820853836
1002 => 0.22764910026374
1003 => 0.23145203403002
1004 => 0.23126590021168
1005 => 0.23321135244225
1006 => 0.23110631634527
1007 => 0.23113241079056
1008 => 0.23285984057496
1009 => 0.23043397698637
1010 => 0.22983329904684
1011 => 0.22900346677552
1012 => 0.23081537518115
1013 => 0.23190153232475
1014 => 0.24065516120769
1015 => 0.24631040468005
1016 => 0.24606489564627
1017 => 0.24830838864135
1018 => 0.24729767449902
1019 => 0.24403381192054
1020 => 0.24960482735638
1021 => 0.24784192497129
1022 => 0.24798725650199
1023 => 0.24798184725516
1024 => 0.24915402322564
1025 => 0.2483234291222
1026 => 0.2466862428856
1027 => 0.24777308351374
1028 => 0.25100061162669
1029 => 0.26101895792193
1030 => 0.26662535723418
1031 => 0.26068144564373
1101 => 0.26478147626668
1102 => 0.26232291888319
1103 => 0.26187612587087
1104 => 0.26445124809196
1105 => 0.26703087772361
1106 => 0.26686656646812
1107 => 0.26499388782099
1108 => 0.26393605917069
1109 => 0.27194629210938
1110 => 0.27784809528785
1111 => 0.27744563187727
1112 => 0.27922197448346
1113 => 0.28443737131545
1114 => 0.28491420184029
1115 => 0.28485413215398
1116 => 0.28367225794606
1117 => 0.28880749343201
1118 => 0.29309139722026
1119 => 0.28339868821455
1120 => 0.28708954491705
1121 => 0.28874648940278
1122 => 0.2911793755011
1123 => 0.29528406214803
1124 => 0.29974284056095
1125 => 0.30037336071656
1126 => 0.29992597649299
1127 => 0.29698529227127
1128 => 0.30186414081498
1129 => 0.30472205586881
1130 => 0.30642387888114
1201 => 0.31073941888407
1202 => 0.28875672212783
1203 => 0.27319627675284
1204 => 0.27076628851198
1205 => 0.27570776515434
1206 => 0.27701079313739
1207 => 0.27648554419128
1208 => 0.25897084822793
1209 => 0.27067407726249
1210 => 0.28326576766822
1211 => 0.28374946577798
1212 => 0.29005312927491
1213 => 0.29210586050542
1214 => 0.29718113586051
1215 => 0.2968636760052
1216 => 0.2980994247889
1217 => 0.29781534754371
1218 => 0.30721622641372
1219 => 0.31758679185136
1220 => 0.31722769214663
1221 => 0.31573680066601
1222 => 0.31795102874951
1223 => 0.32865456365848
1224 => 0.32766915368472
1225 => 0.32862639553721
1226 => 0.34124646641968
1227 => 0.35765435375105
1228 => 0.35003124276068
1229 => 0.36657120011869
1230 => 0.3769822265301
1231 => 0.3949870201884
]
'min_raw' => 0.16126445070861
'max_raw' => 0.3949870201884
'avg_raw' => 0.27812573544851
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.161264'
'max' => '$0.394987'
'avg' => '$0.278125'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.071906727133677
'max_diff' => 0.1602437043152
'year' => 2028
]
3 => [
'items' => [
101 => 0.3927327313469
102 => 0.3997418653928
103 => 0.38869708383634
104 => 0.36333603286408
105 => 0.35932254946952
106 => 0.36735764486302
107 => 0.3871111428348
108 => 0.36673553691516
109 => 0.37085749545546
110 => 0.36967037111855
111 => 0.36960711430759
112 => 0.37202136949789
113 => 0.36851936642528
114 => 0.35425157590912
115 => 0.36079042022206
116 => 0.35826545841174
117 => 0.36106709178866
118 => 0.37618635164241
119 => 0.36950176646293
120 => 0.36246009898795
121 => 0.37129191267268
122 => 0.38253784643379
123 => 0.38183409610991
124 => 0.38046852633676
125 => 0.3881661716491
126 => 0.40088042650663
127 => 0.4043170385046
128 => 0.40685387522307
129 => 0.40720366214634
130 => 0.41080668484737
131 => 0.39143232370529
201 => 0.42217993240666
202 => 0.42748919504384
203 => 0.42649127371444
204 => 0.43239229568774
205 => 0.43065606532871
206 => 0.42814053994469
207 => 0.43749491495573
208 => 0.42677087886471
209 => 0.4115494597521
210 => 0.40319868818138
211 => 0.41419565782322
212 => 0.42091112344214
213 => 0.42534961903242
214 => 0.42669270511622
215 => 0.39293630020902
216 => 0.37474347018008
217 => 0.38640486564741
218 => 0.40063257294407
219 => 0.39135328807288
220 => 0.39171701847182
221 => 0.37848719679867
222 => 0.4018031186029
223 => 0.3984061849138
224 => 0.41602948290196
225 => 0.41182354140128
226 => 0.42619465677814
227 => 0.42241026047089
228 => 0.43811907795954
301 => 0.44438575055502
302 => 0.45490846917253
303 => 0.46264902382275
304 => 0.46719442556657
305 => 0.46692153669525
306 => 0.48493268291443
307 => 0.47431213925049
308 => 0.46097023333865
309 => 0.46072892035387
310 => 0.46763888248189
311 => 0.48212026744668
312 => 0.48587507987247
313 => 0.48797350777755
314 => 0.48475969239411
315 => 0.47323185342814
316 => 0.4682541910101
317 => 0.47249530360703
318 => 0.46730878734394
319 => 0.47626216949347
320 => 0.48855707552401
321 => 0.48601822604803
322 => 0.49450521920064
323 => 0.50328836425588
324 => 0.51584865616059
325 => 0.51913238157074
326 => 0.52456025480483
327 => 0.53014731932618
328 => 0.53194173387483
329 => 0.53536782802233
330 => 0.53534977081501
331 => 0.54567453613124
401 => 0.55706307200642
402 => 0.56136198065408
403 => 0.57124708404618
404 => 0.55431919090255
405 => 0.56715919230562
406 => 0.57874119497726
407 => 0.5649326539222
408 => 0.58396451078918
409 => 0.58470347466421
410 => 0.59586095183883
411 => 0.58455071120836
412 => 0.57783472642556
413 => 0.59722352284885
414 => 0.60660515069672
415 => 0.60377932803872
416 => 0.58227467808329
417 => 0.5697580494314
418 => 0.53699961797205
419 => 0.57580339509457
420 => 0.59470358300926
421 => 0.58222573116254
422 => 0.58851883384073
423 => 0.62285196150754
424 => 0.63592379361767
425 => 0.63320494391776
426 => 0.63366438476097
427 => 0.64071770809706
428 => 0.67199602810539
429 => 0.65325333373062
430 => 0.66758142130477
501 => 0.67518098729034
502 => 0.68223988770615
503 => 0.66490545927331
504 => 0.64235362257551
505 => 0.63521050923162
506 => 0.58098505470796
507 => 0.57816238431079
508 => 0.5765779338812
509 => 0.56658819804755
510 => 0.55873900210123
511 => 0.55249703006276
512 => 0.53611623142318
513 => 0.54164427010065
514 => 0.51553669600755
515 => 0.5322393967167
516 => 0.49057107807468
517 => 0.52527369202053
518 => 0.50638663698404
519 => 0.51906878647533
520 => 0.51902453965048
521 => 0.49567268155787
522 => 0.4822038171509
523 => 0.49078670176707
524 => 0.49998823538583
525 => 0.5014811532578
526 => 0.51341118177912
527 => 0.51674059630432
528 => 0.50665231485747
529 => 0.48970759478751
530 => 0.49364346679185
531 => 0.48212405683035
601 => 0.46193673396055
602 => 0.47643562168249
603 => 0.48138617942185
604 => 0.4835726277466
605 => 0.46372071423385
606 => 0.45748281200213
607 => 0.45416180519503
608 => 0.48714496204267
609 => 0.48895185383005
610 => 0.47970753997706
611 => 0.52149271517439
612 => 0.51203544311592
613 => 0.52260153309314
614 => 0.49328632766131
615 => 0.49440620798697
616 => 0.48052791993853
617 => 0.48829883389811
618 => 0.48280660237973
619 => 0.48767102084385
620 => 0.49058673321449
621 => 0.50446274397242
622 => 0.52543213377404
623 => 0.50239013068936
624 => 0.49235039997781
625 => 0.49857899244567
626 => 0.5151665549819
627 => 0.54029756132599
628 => 0.52541949976165
629 => 0.53202213083804
630 => 0.53346451199762
701 => 0.52249398021585
702 => 0.54070206048099
703 => 0.55045991861726
704 => 0.56046946196084
705 => 0.56916046798503
706 => 0.55647143023484
707 => 0.57005051952966
708 => 0.55910817058997
709 => 0.54929175239183
710 => 0.5493066398462
711 => 0.54314865731552
712 => 0.53121679020659
713 => 0.52901637084402
714 => 0.54046323025045
715 => 0.54964252747278
716 => 0.55039857835788
717 => 0.55548070894948
718 => 0.55848826148348
719 => 0.58796636488611
720 => 0.5998227019303
721 => 0.61432040643897
722 => 0.61996807939096
723 => 0.63696555017361
724 => 0.62323871204953
725 => 0.62026882427553
726 => 0.57903851998713
727 => 0.58578998000459
728 => 0.59659971891154
729 => 0.57921676860024
730 => 0.59024224956914
731 => 0.59241891306402
801 => 0.57862610260033
802 => 0.58599343862114
803 => 0.56642797841275
804 => 0.52585860734035
805 => 0.54074722578836
806 => 0.55171026042088
807 => 0.53606465826786
808 => 0.56410879455873
809 => 0.54772598908608
810 => 0.5425334262646
811 => 0.52227538741569
812 => 0.53183640194895
813 => 0.54476781100573
814 => 0.5367777036463
815 => 0.55335837613777
816 => 0.57684103028952
817 => 0.59357616805429
818 => 0.59486088413083
819 => 0.58410131171524
820 => 0.6013435951779
821 => 0.6014691863891
822 => 0.58201982020642
823 => 0.57010719171405
824 => 0.5674006174562
825 => 0.57416217060745
826 => 0.58237194438464
827 => 0.59531646943835
828 => 0.6031385748241
829 => 0.62353447714602
830 => 0.62905302351798
831 => 0.63511623286205
901 => 0.64321855037024
902 => 0.6529474599304
903 => 0.63166115967991
904 => 0.63250690407149
905 => 0.61268539600712
906 => 0.59150327194856
907 => 0.60757786371997
908 => 0.62859325414776
909 => 0.62377230036368
910 => 0.62322984457983
911 => 0.62414210474359
912 => 0.62050726302802
913 => 0.60406700866205
914 => 0.59581081584089
915 => 0.60646341095961
916 => 0.61212479117275
917 => 0.62090509815908
918 => 0.61982273999322
919 => 0.64243986785389
920 => 0.6512281998341
921 => 0.64897976843964
922 => 0.64939353392774
923 => 0.66530438919247
924 => 0.6830005325638
925 => 0.69957530604283
926 => 0.71643587752879
927 => 0.69610980052316
928 => 0.68578947215785
929 => 0.69643741668678
930 => 0.69078746743906
1001 => 0.72325375170028
1002 => 0.72550164678143
1003 => 0.75796558336076
1004 => 0.78877772490821
1005 => 0.76942517085911
1006 => 0.78767375766923
1007 => 0.80741109213349
1008 => 0.84548761258215
1009 => 0.83266478004318
1010 => 0.82284269127774
1011 => 0.81356086485438
1012 => 0.83287487219294
1013 => 0.85772203408519
1014 => 0.86307387477363
1015 => 0.87174590124939
1016 => 0.86262832577507
1017 => 0.87360944116589
1018 => 0.91237760384207
1019 => 0.90190210407093
1020 => 0.88702521037528
1021 => 0.91762895147421
1022 => 0.92870432640888
1023 => 1.0064371079193
1024 => 1.1045779555572
1025 => 1.0639470002075
1026 => 1.0387260550693
1027 => 1.0446535754256
1028 => 1.0804912907056
1029 => 1.0920012274213
1030 => 1.0607132517149
1031 => 1.0717646936775
1101 => 1.1326592254452
1102 => 1.1653271880081
1103 => 1.120959706955
1104 => 0.99855158636918
1105 => 0.88568570886961
1106 => 0.9156228219992
1107 => 0.91222888242708
1108 => 0.97765246006396
1109 => 0.90165226686586
1110 => 0.90293191520596
1111 => 0.9697083831436
1112 => 0.95189356633632
1113 => 0.92303584465787
1114 => 0.88589640217373
1115 => 0.81724070775916
1116 => 0.7564304446105
1117 => 0.87569337441225
1118 => 0.87055054001363
1119 => 0.86310295367908
1120 => 0.87967675115361
1121 => 0.96015440713548
1122 => 0.95829913668435
1123 => 0.94649685264154
1124 => 0.95544878106745
1125 => 0.92146652832287
1126 => 0.93022452861666
1127 => 0.88566783033797
1128 => 0.90580931881203
1129 => 0.92297392894781
1130 => 0.92641997855897
1201 => 0.93418410429256
1202 => 0.86784049997776
1203 => 0.89762683056922
1204 => 0.91512350918995
1205 => 0.83607287864686
1206 => 0.91356093239127
1207 => 0.86668560542784
1208 => 0.85077541541267
1209 => 0.87219639025995
1210 => 0.86384861552938
1211 => 0.85667168901382
1212 => 0.85266684070289
1213 => 0.86839604048401
1214 => 0.86766225451376
1215 => 0.84192623076572
1216 => 0.80835463692093
1217 => 0.81962236576525
1218 => 0.81552869424059
1219 => 0.80069270054108
1220 => 0.81069036898984
1221 => 0.76666569684573
1222 => 0.69092353662513
1223 => 0.74096112771197
1224 => 0.73903473488555
1225 => 0.73806336026751
1226 => 0.77566522703183
1227 => 0.77205067516511
1228 => 0.76549022813321
1229 => 0.80057221278658
1230 => 0.78776681646882
1231 => 0.82723003058933
]
'min_raw' => 0.35425157590912
'max_raw' => 1.1653271880081
'avg_raw' => 0.75978938195862
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.354251'
'max' => '$1.16'
'avg' => '$0.759789'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.19298712520051
'max_diff' => 0.77034016781973
'year' => 2029
]
4 => [
'items' => [
101 => 0.85322305572976
102 => 0.84663038376787
103 => 0.87107694954764
104 => 0.81988195148021
105 => 0.83688687625139
106 => 0.84039156767892
107 => 0.80013930654159
108 => 0.77264206055242
109 => 0.7708083077365
110 => 0.72313187254519
111 => 0.74860023939365
112 => 0.77101134826766
113 => 0.76027816628931
114 => 0.75688036151966
115 => 0.77423900919388
116 => 0.77558792478493
117 => 0.74483250635732
118 => 0.75122753174585
119 => 0.77789585070056
120 => 0.75055555853205
121 => 0.69743783686001
122 => 0.68426390747539
123 => 0.68250626245179
124 => 0.64677752112317
125 => 0.68514425243047
126 => 0.66839614605036
127 => 0.72130321343199
128 => 0.6910829802899
129 => 0.68978024643956
130 => 0.68781097315526
131 => 0.657057769558
201 => 0.66379076667775
202 => 0.68617227456823
203 => 0.69415824872928
204 => 0.69332524619712
205 => 0.68606259296937
206 => 0.68938739842624
207 => 0.67867704161067
208 => 0.6748949917023
209 => 0.66295780185668
210 => 0.64541343051648
211 => 0.64785308295722
212 => 0.61309309259781
213 => 0.59415400499769
214 => 0.58891191516314
215 => 0.58190197355436
216 => 0.58970370672059
217 => 0.61299462191249
218 => 0.58490083674776
219 => 0.53673601263273
220 => 0.53963080063091
221 => 0.54613452979255
222 => 0.5340148735263
223 => 0.52254463599595
224 => 0.53251707691881
225 => 0.51210900599561
226 => 0.5486007476629
227 => 0.54761374831773
228 => 0.56121561297713
301 => 0.56972113808701
302 => 0.55011865640518
303 => 0.54518868527295
304 => 0.54799702088457
305 => 0.50158148886944
306 => 0.55742247376592
307 => 0.55790538892215
308 => 0.5537703761682
309 => 0.58350397672858
310 => 0.64625114805357
311 => 0.62264313820199
312 => 0.61350140323158
313 => 0.59612295837027
314 => 0.61927870431802
315 => 0.61750070431514
316 => 0.60945991401564
317 => 0.60459681895372
318 => 0.61355722071595
319 => 0.603486526015
320 => 0.60167755252252
321 => 0.5907171413407
322 => 0.58680477321572
323 => 0.58390821161185
324 => 0.58071938189625
325 => 0.587753145642
326 => 0.57181371162545
327 => 0.55259231676347
328 => 0.55099426575907
329 => 0.5554066250843
330 => 0.55345448454441
331 => 0.55098491966121
401 => 0.54626984775322
402 => 0.54487098663968
403 => 0.54941660662773
404 => 0.54428486668734
405 => 0.55185702850972
406 => 0.54979781948086
407 => 0.53829524523793
408 => 0.52395877893281
409 => 0.52383115431094
410 => 0.52074238616202
411 => 0.51680837552497
412 => 0.51571402376371
413 => 0.53167722575968
414 => 0.56472057615292
415 => 0.55823337581037
416 => 0.56292104289289
417 => 0.58597972538429
418 => 0.59330938714953
419 => 0.58810696684111
420 => 0.58098557305165
421 => 0.5812988782367
422 => 0.60563483660781
423 => 0.60715264048032
424 => 0.61098764120407
425 => 0.61591670090517
426 => 0.58894640702207
427 => 0.5800285798202
428 => 0.57580281854974
429 => 0.56278910941215
430 => 0.57682327900594
501 => 0.5686461693867
502 => 0.56974954084418
503 => 0.56903096873502
504 => 0.56942335769625
505 => 0.5485905474774
506 => 0.55618092858088
507 => 0.54356044781772
508 => 0.5266630407913
509 => 0.52660639475795
510 => 0.53074201118913
511 => 0.52828198470918
512 => 0.52166211670469
513 => 0.52260243770984
514 => 0.51436423625254
515 => 0.5236027045242
516 => 0.52386763073741
517 => 0.52031031723005
518 => 0.53454345226549
519 => 0.54037477930265
520 => 0.53803327934707
521 => 0.54021049342381
522 => 0.55850294827255
523 => 0.56148541656866
524 => 0.56281003197499
525 => 0.56103522280842
526 => 0.54054484591851
527 => 0.54145368126539
528 => 0.53478525051172
529 => 0.5291511292268
530 => 0.52937646453112
531 => 0.53227313525607
601 => 0.54492306619942
602 => 0.57154410011554
603 => 0.57255434889294
604 => 0.57377879988217
605 => 0.56879834234918
606 => 0.56729618870067
607 => 0.56927791710181
608 => 0.57927537777324
609 => 0.60499156090424
610 => 0.59590174425962
611 => 0.58851158183612
612 => 0.59499474665502
613 => 0.59399671424787
614 => 0.58557231634727
615 => 0.58533587155653
616 => 0.56916675854234
617 => 0.56318940561389
618 => 0.55819428210976
619 => 0.55273973764425
620 => 0.54950610084711
621 => 0.55447443662916
622 => 0.55561075380613
623 => 0.54474740078704
624 => 0.543266765912
625 => 0.55213801448916
626 => 0.54823410874383
627 => 0.5522493726151
628 => 0.55318094827553
629 => 0.5530309431382
630 => 0.54895481717936
701 => 0.5515528183137
702 => 0.54540777112958
703 => 0.53872595527309
704 => 0.53446337304849
705 => 0.53074370470804
706 => 0.53280759289171
707 => 0.525450208368
708 => 0.52309643298398
709 => 0.55067267398626
710 => 0.57104353970919
711 => 0.57074733925383
712 => 0.5689442951584
713 => 0.56626533736673
714 => 0.57907939532458
715 => 0.57461523375724
716 => 0.57786328429066
717 => 0.57869004947167
718 => 0.58119241866883
719 => 0.58208680057092
720 => 0.57938335727464
721 => 0.57031027137455
722 => 0.54770100395464
723 => 0.53717632893812
724 => 0.53370301088035
725 => 0.53382925939498
726 => 0.53034676176329
727 => 0.53137251339042
728 => 0.52999004720802
729 => 0.52737199071304
730 => 0.53264593528063
731 => 0.53325370826186
801 => 0.53202270658084
802 => 0.53231265203963
803 => 0.52212048388846
804 => 0.52289537229677
805 => 0.51858069517126
806 => 0.51777174522443
807 => 0.50686461717305
808 => 0.48754105881653
809 => 0.49824818592923
810 => 0.48531548202699
811 => 0.48041767109677
812 => 0.50360314627456
813 => 0.50127596763169
814 => 0.49729284939533
815 => 0.49140098736918
816 => 0.48921563843133
817 => 0.47593815008236
818 => 0.47515364523806
819 => 0.48173432698615
820 => 0.47869756878684
821 => 0.47443281016474
822 => 0.45898628674715
823 => 0.44161928025762
824 => 0.44214348101843
825 => 0.44766760265811
826 => 0.46372973135476
827 => 0.45745397979533
828 => 0.45290085003301
829 => 0.45204818569511
830 => 0.46272106505768
831 => 0.47782542539308
901 => 0.48491205332143
902 => 0.47788942026852
903 => 0.46982219754276
904 => 0.47031321201017
905 => 0.47357971128346
906 => 0.47392297417128
907 => 0.4686720415007
908 => 0.47015014828995
909 => 0.46790476891616
910 => 0.45412487984383
911 => 0.45387564534701
912 => 0.45049383833794
913 => 0.45039143856572
914 => 0.44463814121198
915 => 0.44383321514153
916 => 0.43240969404551
917 => 0.43992869022452
918 => 0.43488534235265
919 => 0.42728382750426
920 => 0.42597332347921
921 => 0.42593392814574
922 => 0.43373898422742
923 => 0.43983748359988
924 => 0.43497307354813
925 => 0.43386554167197
926 => 0.44569108456965
927 => 0.4441861764437
928 => 0.44288293571225
929 => 0.47647299559112
930 => 0.44988384213194
1001 => 0.43828945356791
1002 => 0.42393919600526
1003 => 0.42861171222794
1004 => 0.4295962800496
1005 => 0.39508649743977
1006 => 0.38108588293288
1007 => 0.37628139963615
1008 => 0.37351635157345
1009 => 0.37477641869691
1010 => 0.36217422353242
1011 => 0.37064310710403
1012 => 0.35973067132862
1013 => 0.35790116595873
1014 => 0.37741395291655
1015 => 0.38012904322969
1016 => 0.36854562444142
1017 => 0.37598405448865
1018 => 0.37328677635161
1019 => 0.3599177337194
1020 => 0.35940713462687
1021 => 0.35269901897859
1022 => 0.34220211693619
1023 => 0.33740475103333
1024 => 0.33490624121848
1025 => 0.33593717506307
1026 => 0.33541590336415
1027 => 0.33201425292692
1028 => 0.33561088198538
1029 => 0.32642298097074
1030 => 0.32276428475476
1031 => 0.32111173655511
1101 => 0.31295694556876
1102 => 0.32593484448005
1103 => 0.32849165405684
1104 => 0.33105350133833
1105 => 0.35335263287629
1106 => 0.35223863128135
1107 => 0.36230866315887
1108 => 0.36191736023771
1109 => 0.35904522402254
1110 => 0.34692815377421
1111 => 0.35175780200919
1112 => 0.33689289543591
1113 => 0.348030694156
1114 => 0.34294786794575
1115 => 0.34631218550145
1116 => 0.34026283918801
1117 => 0.34361079720926
1118 => 0.32909796845888
1119 => 0.31554609317278
1120 => 0.32099976339181
1121 => 0.32692852662273
1122 => 0.33978359592814
1123 => 0.33212722270186
1124 => 0.33488074403356
1125 => 0.32565690850627
1126 => 0.30662550115513
1127 => 0.30673321685393
1128 => 0.3038056494547
1129 => 0.30127580378993
1130 => 0.33300664926851
1201 => 0.32906041704282
1202 => 0.32277261246127
1203 => 0.33118908876109
1204 => 0.3334145386822
1205 => 0.33347789411284
1206 => 0.33961833796049
1207 => 0.34289549394272
1208 => 0.34347310688859
1209 => 0.35313522795594
1210 => 0.35637384349126
1211 => 0.36971324253521
1212 => 0.34261745015384
1213 => 0.34205943014063
1214 => 0.33130752584267
1215 => 0.32448849815602
1216 => 0.3317744305023
1217 => 0.33822877193217
1218 => 0.3315080802223
1219 => 0.33238566067806
1220 => 0.32336368115825
1221 => 0.32658861431299
1222 => 0.32936636119126
1223 => 0.3278326526335
1224 => 0.32553661669019
1225 => 0.33769958953926
1226 => 0.33701330694404
1227 => 0.34833974688663
1228 => 0.35716951678338
1229 => 0.37299404294851
1230 => 0.35648032494399
1231 => 0.35587849942382
]
'min_raw' => 0.30127580378993
'max_raw' => 0.87107694954764
'avg_raw' => 0.58617637666879
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.301275'
'max' => '$0.871076'
'avg' => '$0.586176'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.052975772119191
'max_diff' => -0.29425023846049
'year' => 2030
]
5 => [
'items' => [
101 => 0.36176144041932
102 => 0.35637294284365
103 => 0.35977828730686
104 => 0.37244538930906
105 => 0.37271302521381
106 => 0.36822977897988
107 => 0.36795697303911
108 => 0.36881802951968
109 => 0.37386126422096
110 => 0.37209900305338
111 => 0.3741383362915
112 => 0.37668855373314
113 => 0.38723733434155
114 => 0.38978060963351
115 => 0.3836017692111
116 => 0.3841596493197
117 => 0.38184859338876
118 => 0.37961614231691
119 => 0.38463436630313
120 => 0.39380526927137
121 => 0.39374821755997
122 => 0.39587568879173
123 => 0.39720108574418
124 => 0.39151151177436
125 => 0.38780780833145
126 => 0.38922804390423
127 => 0.39149903151383
128 => 0.38849159323005
129 => 0.36992829096162
130 => 0.37555921104152
131 => 0.3746219506023
201 => 0.37328717776209
202 => 0.37894911144505
203 => 0.37840300412895
204 => 0.36204496980609
205 => 0.36309215808993
206 => 0.36210865279403
207 => 0.36528655961133
208 => 0.35620132544651
209 => 0.35899588228562
210 => 0.36074860213777
211 => 0.36178096759572
212 => 0.36551057952943
213 => 0.36507295261603
214 => 0.36548337602604
215 => 0.3710134059427
216 => 0.39898239958403
217 => 0.40050469019783
218 => 0.39300837446388
219 => 0.3960030047413
220 => 0.3902539694623
221 => 0.39411333536028
222 => 0.39675381549042
223 => 0.38482199351747
224 => 0.38411546845712
225 => 0.37834270486448
226 => 0.38144466103312
227 => 0.37650922573027
228 => 0.37772020891939
301 => 0.37433419435099
302 => 0.38042834642534
303 => 0.38724255537995
304 => 0.38896409366315
305 => 0.38443546760888
306 => 0.38115644389459
307 => 0.37539955842985
308 => 0.38497338725827
309 => 0.38777306656484
310 => 0.38495868173473
311 => 0.38430652727407
312 => 0.38307069574953
313 => 0.38456871477415
314 => 0.38775781891008
315 => 0.38625389629308
316 => 0.38724726367731
317 => 0.38346157156462
318 => 0.39151339526009
319 => 0.4043016290654
320 => 0.40434274532817
321 => 0.40283881460447
322 => 0.40222343855497
323 => 0.40376656274364
324 => 0.40460364431372
325 => 0.40959382497928
326 => 0.41494848765099
327 => 0.43993636191751
328 => 0.43291986681407
329 => 0.45509059539862
330 => 0.4726247632002
331 => 0.47788249344766
401 => 0.47304562901532
402 => 0.45649897707456
403 => 0.45568711939038
404 => 0.48041480320612
405 => 0.47342809992851
406 => 0.47259705380514
407 => 0.4637561271271
408 => 0.46898220976389
409 => 0.46783918882922
410 => 0.46603487436534
411 => 0.47600587598427
412 => 0.49467070089744
413 => 0.49176161289711
414 => 0.48959011365356
415 => 0.48007523608228
416 => 0.48580531760504
417 => 0.48376494532726
418 => 0.49253167948481
419 => 0.48733846037682
420 => 0.47337516877957
421 => 0.47559886899004
422 => 0.47526276117669
423 => 0.48217983615856
424 => 0.48010350194136
425 => 0.47485732359681
426 => 0.49460690655502
427 => 0.49332447849066
428 => 0.49514266828204
429 => 0.4959430916576
430 => 0.50796431477757
501 => 0.51288902525359
502 => 0.51400702075084
503 => 0.51868511481228
504 => 0.51389062550894
505 => 0.53307200113522
506 => 0.5458264966624
507 => 0.56064149955755
508 => 0.58229020068475
509 => 0.59043031257026
510 => 0.58895987421746
511 => 0.60537367233889
512 => 0.63486890270486
513 => 0.59492170357533
514 => 0.63698620125811
515 => 0.62366906694972
516 => 0.59209438106955
517 => 0.59006134353996
518 => 0.61144408740765
519 => 0.65886895529336
520 => 0.64698956377639
521 => 0.65888838572221
522 => 0.64500777787927
523 => 0.64431848870492
524 => 0.65821423558137
525 => 0.69068240557593
526 => 0.67525799506267
527 => 0.65314332037129
528 => 0.66947245202096
529 => 0.65532664699622
530 => 0.62345218911396
531 => 0.64698047982958
601 => 0.63124778187518
602 => 0.6358394195345
603 => 0.66890721057243
604 => 0.66492840646823
605 => 0.67007734740641
606 => 0.66098960142176
607 => 0.6525002136661
608 => 0.63665414098993
609 => 0.63196290007246
610 => 0.63325939028888
611 => 0.6319622575963
612 => 0.62309652556691
613 => 0.62118197157927
614 => 0.61799096438802
615 => 0.61897999094751
616 => 0.61297996386587
617 => 0.62430325463778
618 => 0.62640495718555
619 => 0.63464510392526
620 => 0.63550062329541
621 => 0.65844931467436
622 => 0.64580956109993
623 => 0.65428939906147
624 => 0.65353088253886
625 => 0.59277870025539
626 => 0.60114981495301
627 => 0.614172642422
628 => 0.60830587629925
629 => 0.60001164161352
630 => 0.59331360239607
701 => 0.58316538807196
702 => 0.59744880485395
703 => 0.61622997905025
704 => 0.63597694486669
705 => 0.65970163042268
706 => 0.65440655679237
707 => 0.63553342837276
708 => 0.63638006312684
709 => 0.64161362603803
710 => 0.6348356865487
711 => 0.63283673987221
712 => 0.64133900146059
713 => 0.64139755186339
714 => 0.63359871333957
715 => 0.62493173149273
716 => 0.62489541652233
717 => 0.6233532108158
718 => 0.64528213284843
719 => 0.65734082270229
720 => 0.65872333206049
721 => 0.65724776880723
722 => 0.6578156545404
723 => 0.65079896860954
724 => 0.66683703191391
725 => 0.68155514480207
726 => 0.67761037614142
727 => 0.67169660713721
728 => 0.66698600527964
729 => 0.67650070804886
730 => 0.67607703331208
731 => 0.68142659492579
801 => 0.68118390791043
802 => 0.67938505154693
803 => 0.67761044038425
804 => 0.68464657305132
805 => 0.68262027984003
806 => 0.68059083923572
807 => 0.67652048541195
808 => 0.67707371409802
809 => 0.6711609661894
810 => 0.66842545845793
811 => 0.62728998557752
812 => 0.61629724308352
813 => 0.61975578365004
814 => 0.6208944250055
815 => 0.61611036938453
816 => 0.62296947622195
817 => 0.62190049168693
818 => 0.62605928517765
819 => 0.62346105155847
820 => 0.6235676839725
821 => 0.6312085350447
822 => 0.63342670661746
823 => 0.63229852665272
824 => 0.63308866522828
825 => 0.65129707520548
826 => 0.6487084215789
827 => 0.64733325093355
828 => 0.6477141826004
829 => 0.65236682174228
830 => 0.65366930667733
831 => 0.64815058648354
901 => 0.65075324683027
902 => 0.6618350442599
903 => 0.66571304618485
904 => 0.67808976678278
905 => 0.67283191589411
906 => 0.68248292875472
907 => 0.71214685201547
908 => 0.73584444650353
909 => 0.7140511592678
910 => 0.75756877367465
911 => 0.79145347872141
912 => 0.79015292730378
913 => 0.78424434521153
914 => 0.74566750938729
915 => 0.71016852991361
916 => 0.73986493360963
917 => 0.73994063584977
918 => 0.73738968843585
919 => 0.72154597313412
920 => 0.73683836148659
921 => 0.73805221574021
922 => 0.73737278014808
923 => 0.7252254407738
924 => 0.70667869875286
925 => 0.71030268774912
926 => 0.71623885565238
927 => 0.70500045139716
928 => 0.7014091002787
929 => 0.70808610529043
930 => 0.7296008066475
1001 => 0.72553357698212
1002 => 0.72542736517859
1003 => 0.74282869846086
1004 => 0.73037309927352
1005 => 0.71034839785599
1006 => 0.7052918966547
1007 => 0.68734472385747
1008 => 0.69974090003415
1009 => 0.70018701634626
1010 => 0.69339775734015
1011 => 0.71089930880659
1012 => 0.71073802892874
1013 => 0.72735314728396
1014 => 0.75911501322568
1015 => 0.74972146656022
1016 => 0.73879779380325
1017 => 0.73998549991252
1018 => 0.75301170442279
1019 => 0.74513576381656
1020 => 0.74796800697156
1021 => 0.75300741748356
1022 => 0.75604781896697
1023 => 0.73954803292818
1024 => 0.73570114352654
1025 => 0.7278317578855
1026 => 0.72577878206079
1027 => 0.7321882324653
1028 => 0.73049956873294
1029 => 0.70014952199768
1030 => 0.69697777324778
1031 => 0.69707504625372
1101 => 0.68909953321367
1102 => 0.67693496148513
1103 => 0.70890272967889
1104 => 0.7063352705043
1105 => 0.70350099428112
1106 => 0.7038481769463
1107 => 0.71772430163102
1108 => 0.70967544855279
1109 => 0.73107464364235
1110 => 0.72667561245062
1111 => 0.72216376270789
1112 => 0.72154008763914
1113 => 0.71980341042112
1114 => 0.7138476980514
1115 => 0.70665581748213
1116 => 0.70190711498027
1117 => 0.64747221089958
1118 => 0.65757501246369
1119 => 0.66919736476385
1120 => 0.67320935420422
1121 => 0.66634656864526
1122 => 0.71411868265444
1123 => 0.72284710822746
1124 => 0.69640813782566
1125 => 0.69146248595953
1126 => 0.71444291876742
1127 => 0.70058290854061
1128 => 0.70682407029708
1129 => 0.69333409231255
1130 => 0.72074468610505
1201 => 0.72053586330566
1202 => 0.70987252322403
1203 => 0.71888510524162
1204 => 0.71731894732731
1205 => 0.70528006263781
1206 => 0.72112634022308
1207 => 0.72113419977906
1208 => 0.7108709667915
1209 => 0.69888575757263
1210 => 0.69674308524231
1211 => 0.69512886946893
1212 => 0.70642707217006
1213 => 0.71655700538332
1214 => 0.73540629966979
1215 => 0.7401454601016
1216 => 0.75864271877071
1217 => 0.74762850184843
1218 => 0.75251096155209
1219 => 0.7578115622265
1220 => 0.76035286511295
1221 => 0.75621194843331
1222 => 0.78494580492186
1223 => 0.78737182279211
1224 => 0.78818524559903
1225 => 0.77849635086031
1226 => 0.78710235710234
1227 => 0.78307589178266
1228 => 0.79355163596018
1229 => 0.79519436640823
1230 => 0.79380303216056
1231 => 0.79432446073351
]
'min_raw' => 0.35620132544651
'max_raw' => 0.79519436640823
'avg_raw' => 0.57569784592737
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.3562013'
'max' => '$0.795194'
'avg' => '$0.575697'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.054925521656578
'max_diff' => -0.07588258313941
'year' => 2031
]
6 => [
'items' => [
101 => 0.76980518322017
102 => 0.76853372933161
103 => 0.75119736534285
104 => 0.7582620618122
105 => 0.74505495038246
106 => 0.74924306146515
107 => 0.75108914092461
108 => 0.75012485377908
109 => 0.75866148915079
110 => 0.75140360516545
111 => 0.73224885602152
112 => 0.713088888179
113 => 0.71284835039011
114 => 0.70780386905869
115 => 0.70415763299892
116 => 0.70486002742121
117 => 0.70733535698009
118 => 0.70401376234506
119 => 0.70472259296957
120 => 0.71649390425011
121 => 0.71885455677827
122 => 0.71083213712109
123 => 0.67862096456789
124 => 0.67071626202772
125 => 0.67639800545653
126 => 0.6736824980487
127 => 0.54371435468849
128 => 0.57424844212625
129 => 0.55610612421037
130 => 0.56446693899392
131 => 0.54594833033225
201 => 0.55478638102904
202 => 0.55315431577928
203 => 0.60225222480986
204 => 0.60148562849232
205 => 0.60185255758215
206 => 0.58433807609566
207 => 0.61223912067364
208 => 0.62598417852187
209 => 0.62344033412703
210 => 0.62408056495623
211 => 0.61307927812428
212 => 0.60195907408631
213 => 0.58962505642106
214 => 0.61254013671243
215 => 0.60999237095749
216 => 0.61583602894213
217 => 0.63069809651485
218 => 0.63288659242043
219 => 0.63582795311108
220 => 0.63477368468379
221 => 0.65989063581879
222 => 0.65684880730936
223 => 0.6641787388233
224 => 0.64910051357589
225 => 0.63203807047018
226 => 0.63528108309129
227 => 0.63496875489721
228 => 0.63099245851305
229 => 0.62740283592965
301 => 0.62142712569819
302 => 0.64033515710926
303 => 0.63956752556409
304 => 0.65199458800632
305 => 0.64979798400961
306 => 0.63512852491941
307 => 0.63565244752064
308 => 0.63917607880256
309 => 0.65137140690138
310 => 0.65499181060236
311 => 0.65331469535993
312 => 0.65728430274035
313 => 0.6604217185599
314 => 0.65767831386278
315 => 0.69651913904552
316 => 0.68038972045676
317 => 0.68825108684915
318 => 0.69012597641188
319 => 0.68532348622164
320 => 0.68636497437962
321 => 0.68794254515043
322 => 0.69752124595074
323 => 0.72265852847017
324 => 0.73379165978276
325 => 0.76728623463571
326 => 0.73286720820792
327 => 0.73082492561979
328 => 0.73685830999006
329 => 0.75652317118956
330 => 0.77245969416527
331 => 0.77774675823638
401 => 0.77844553103329
402 => 0.78836441470806
403 => 0.79404973385422
404 => 0.78716000133741
405 => 0.78132167441448
406 => 0.76040951205635
407 => 0.76283015179123
408 => 0.77950595913163
409 => 0.80306151920011
410 => 0.82327464027717
411 => 0.81619670977437
412 => 0.87019632327049
413 => 0.87555016437999
414 => 0.87481043664906
415 => 0.88700728345488
416 => 0.86279902638998
417 => 0.85244952748185
418 => 0.78258398696304
419 => 0.80221335407046
420 => 0.83074579195341
421 => 0.82696941680845
422 => 0.8062483977436
423 => 0.82325892152611
424 => 0.81763471039535
425 => 0.81319866172779
426 => 0.83352106064424
427 => 0.81117574823747
428 => 0.83052288036888
429 => 0.80570998328989
430 => 0.81622904116471
501 => 0.81025791516538
502 => 0.81412196548062
503 => 0.79153280629323
504 => 0.80372136826991
505 => 0.79102572204273
506 => 0.79101970265339
507 => 0.79073944555927
508 => 0.80567581704443
509 => 0.80616289158233
510 => 0.79512489048719
511 => 0.7935341420834
512 => 0.79941597267721
513 => 0.79252988950573
514 => 0.79575184448118
515 => 0.79262747923968
516 => 0.79192411881462
517 => 0.78631962328082
518 => 0.78390505250604
519 => 0.78485186792266
520 => 0.78161989878895
521 => 0.77967252048046
522 => 0.79035206299891
523 => 0.78464641424282
524 => 0.78947759049652
525 => 0.78397185541238
526 => 0.76488657887616
527 => 0.75391043451704
528 => 0.71786011634619
529 => 0.72808394185916
530 => 0.73486234875158
531 => 0.73262208531407
601 => 0.7374350380447
602 => 0.73773051425318
603 => 0.7361657742582
604 => 0.73435400579963
605 => 0.73347213711108
606 => 0.74004486381408
607 => 0.74386055289299
608 => 0.73554265256661
609 => 0.73359388489994
610 => 0.74200374137376
611 => 0.74713374896458
612 => 0.78501084271291
613 => 0.78220478526664
614 => 0.78924743879583
615 => 0.78845454408677
616 => 0.79583636696806
617 => 0.80790252758784
618 => 0.78336864929625
619 => 0.78762688224999
620 => 0.78658286186669
621 => 0.79798120265468
622 => 0.79801678703045
623 => 0.7911829123387
624 => 0.79488766667605
625 => 0.79281977443956
626 => 0.7965567352033
627 => 0.78216730865867
628 => 0.79969207694742
629 => 0.80962749129602
630 => 0.80976544453389
701 => 0.8144747520828
702 => 0.81925968129719
703 => 0.82844393624472
704 => 0.81900353741147
705 => 0.80202117891476
706 => 0.80324725034554
707 => 0.79329049977252
708 => 0.79345787454849
709 => 0.79256441487698
710 => 0.79524575460768
711 => 0.78275571194474
712 => 0.78568709999299
713 => 0.78158313955926
714 => 0.78761796104149
715 => 0.78112549071834
716 => 0.78658235840845
717 => 0.78893736160547
718 => 0.79762737410208
719 => 0.77984196880695
720 => 0.74357632344411
721 => 0.75119980177783
722 => 0.73992407851096
723 => 0.74096768962902
724 => 0.74307595017696
725 => 0.73624238796114
726 => 0.73754601628162
727 => 0.73749944150452
728 => 0.73709808523721
729 => 0.73532041178018
730 => 0.73274243356551
731 => 0.74301230531291
801 => 0.74475735664438
802 => 0.74863638958811
803 => 0.76017776045546
804 => 0.75902450534155
805 => 0.76090551228044
806 => 0.75679928469424
807 => 0.74115816574979
808 => 0.74200755376017
809 => 0.73141567166025
810 => 0.74836553134901
811 => 0.7443515808475
812 => 0.74176376084688
813 => 0.74105765018373
814 => 0.75262762987711
815 => 0.75608954913858
816 => 0.75393231337559
817 => 0.74950775988908
818 => 0.758004210585
819 => 0.76027750235475
820 => 0.76078640854623
821 => 0.77584049014657
822 => 0.7616277644777
823 => 0.76504890880854
824 => 0.79173970026904
825 => 0.76753483549182
826 => 0.78035669219721
827 => 0.7797291290332
828 => 0.7862883570557
829 => 0.77919108088584
830 => 0.77927906012997
831 => 0.78510321025336
901 => 0.77692424179607
902 => 0.77489901418495
903 => 0.77210117674515
904 => 0.77821015243812
905 => 0.78187220708086
906 => 0.81138567801854
907 => 0.83045272622207
908 => 0.82962497537379
909 => 0.83718906864239
910 => 0.83378137534573
911 => 0.82277703478675
912 => 0.84156010228456
913 => 0.83561635381133
914 => 0.83610634921381
915 => 0.83608811156045
916 => 0.84004018468364
917 => 0.83723977867368
918 => 0.83171989097227
919 => 0.83538425003084
920 => 0.84626608640246
921 => 0.88004364039547
922 => 0.89894600710303
923 => 0.87890569418516
924 => 0.89272923368542
925 => 0.88444003581602
926 => 0.88293364198087
927 => 0.89161584633858
928 => 0.90031324774568
929 => 0.89975926087595
930 => 0.8934453940709
1001 => 0.88987885092116
1002 => 0.91688591053057
1003 => 0.93678425199752
1004 => 0.93542731850965
1005 => 0.9414163816267
1006 => 0.95900045617314
1007 => 0.96060812357887
1008 => 0.96040559443756
1009 => 0.95642082302971
1010 => 0.9737346280013
1011 => 0.98817810871601
1012 => 0.95549846357991
1013 => 0.96794244463977
1014 => 0.97352894865757
1015 => 0.98173159399675
1016 => 0.99557083160694
1017 => 1.0106039143281
1018 => 1.0127297570542
1019 => 1.0112213699091
1020 => 1.0013066477435
1021 => 1.017756026239
1022 => 1.0273916863762
1023 => 1.0331295014798
1024 => 1.047679645901
1025 => 0.97356344900451
1026 => 0.92110032102714
1027 => 0.91290744601673
1028 => 0.92956797951931
1029 => 0.93396122933867
1030 => 0.93219031584515
1031 => 0.87313829556771
1101 => 0.91259654935106
1102 => 0.95505031267774
1103 => 0.95668113462551
1104 => 0.97793437621317
1105 => 0.98485530287392
1106 => 1.001966948078
1107 => 1.0008966100115
1108 => 1.005063023313
1109 => 1.0041052370472
1110 => 1.0358009565058
1111 => 1.0707660419286
1112 => 1.0695553122026
1113 => 1.0645286674849
1114 => 1.0719940920609
1115 => 1.1080818073035
1116 => 1.1047594287778
1117 => 1.1079868365159
1118 => 1.1505362866014
1119 => 1.2058566243012
1120 => 1.1801547733686
1121 => 1.2359203943841
1122 => 1.2710218968048
1123 => 1.3317263156783
1124 => 1.3241258234597
1125 => 1.3477576082576
1126 => 1.310519356118
1127 => 1.225012802113
1128 => 1.2114810626358
1129 => 1.2385719477474
1130 => 1.3051722453044
1201 => 1.236474467367
1202 => 1.2503719383716
1203 => 1.2463694657873
1204 => 1.2461561910327
1205 => 1.2542960209647
1206 => 1.2424887731034
1207 => 1.1943839212328
1208 => 1.2164300913614
1209 => 1.2079170063307
1210 => 1.2173629088648
1211 => 1.2683385490547
1212 => 1.2458010034193
1213 => 1.2220595298939
1214 => 1.2518366063495
1215 => 1.2897530571911
1216 => 1.2873803138398
1217 => 1.2827762000086
1218 => 1.3087293486116
1219 => 1.3515963465447
1220 => 1.3631831238325
1221 => 1.371736245945
1222 => 1.3729155769782
1223 => 1.3850634195697
1224 => 1.3197414083045
1225 => 1.4234091177707
1226 => 1.4413096674328
1227 => 1.4379451059981
1228 => 1.4578408135772
1229 => 1.4519869917021
1230 => 1.4435057222414
1231 => 1.4750446506928
]
'min_raw' => 0.54371435468849
'max_raw' => 1.4750446506928
'avg_raw' => 1.0093795026906
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.543714'
'max' => '$1.47'
'avg' => '$1.00'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.18751302924198
'max_diff' => 0.67985028428457
'year' => 2032
]
7 => [
'items' => [
101 => 1.4388878142836
102 => 1.3875677370199
103 => 1.359412527637
104 => 1.3964895785684
105 => 1.4191312397614
106 => 1.4340959375299
107 => 1.4386242460327
108 => 1.3248121700911
109 => 1.2634737734657
110 => 1.3027909824564
111 => 1.3507606909539
112 => 1.3194749341517
113 => 1.3207012765866
114 => 1.2760960091389
115 => 1.3547072673676
116 => 1.3432542682684
117 => 1.4026724478549
118 => 1.3884918224359
119 => 1.4369450412882
120 => 1.4241856849202
121 => 1.4771490598378
122 => 1.4982775840186
123 => 1.5337556645103
124 => 1.5598534849417
125 => 1.5751786242709
126 => 1.5742585603887
127 => 1.6349843973647
128 => 1.5991764928991
129 => 1.5541933256152
130 => 1.5533797220391
131 => 1.5766771417918
201 => 1.6255021422586
202 => 1.6381617545048
203 => 1.6452367506944
204 => 1.6344011477477
205 => 1.5955342338259
206 => 1.5787516974542
207 => 1.5930509046797
208 => 1.5755642029877
209 => 1.6057511560101
210 => 1.6472042900949
211 => 1.6386443818299
212 => 1.6672588717868
213 => 1.6968718585602
214 => 1.7392197596485
215 => 1.7502910691312
216 => 1.7685915227019
217 => 1.7874287008121
218 => 1.7934786947449
219 => 1.8050300103654
220 => 1.8049691292302
221 => 1.839779796346
222 => 1.8781770401713
223 => 1.8926711108171
224 => 1.9259994270595
225 => 1.868925853458
226 => 1.9122168146487
227 => 1.9512663452857
228 => 1.904709885037
301 => 1.9688771192259
302 => 1.9713685875233
303 => 2.0089868008078
304 => 1.9708535348664
305 => 1.948210123276
306 => 2.0135808040997
307 => 2.0452116173932
308 => 2.0356841590091
309 => 1.9631797302776
310 => 1.9209790428947
311 => 1.8105317041088
312 => 1.9413613478706
313 => 2.005084650994
314 => 1.9630147023169
315 => 1.9842323373669
316 => 2.0999888743579
317 => 2.1440614689634
318 => 2.1348946773762
319 => 2.1364437142562
320 => 2.1602244863311
321 => 2.2656815260218
322 => 2.2024892233641
323 => 2.2507973709755
324 => 2.2764198382806
325 => 2.3002194138692
326 => 2.2417751781567
327 => 2.1657400862111
328 => 2.1416565808559
329 => 1.9588316750291
330 => 1.9493148447125
331 => 1.9439727594663
401 => 1.910291667642
402 => 1.8838275554957
403 => 1.8627823109674
404 => 1.8075533046832
405 => 1.8261914730397
406 => 1.7381679642121
407 => 1.7944822857984
408 => 1.6539946403077
409 => 1.7709969260853
410 => 1.7073179013777
411 => 1.7500766538269
412 => 1.7499274725678
413 => 1.6711950526339
414 => 1.6257838359197
415 => 1.6547216306409
416 => 1.6857452436672
417 => 1.6907787205047
418 => 1.7310016445923
419 => 1.7422269981163
420 => 1.708213652877
421 => 1.6510833461185
422 => 1.664353413375
423 => 1.6255149184303
424 => 1.5574519499408
425 => 1.6063359621754
426 => 1.6230271132305
427 => 1.6303988764104
428 => 1.5634667639858
429 => 1.5424352410951
430 => 1.5312382347797
501 => 1.642443250902
502 => 1.6485353127163
503 => 1.6173674631435
504 => 1.7582490986691
505 => 1.7263632456384
506 => 1.7619875556974
507 => 1.6631492938617
508 => 1.6669250485672
509 => 1.6201334314608
510 => 1.6463336104234
511 => 1.6278161684038
512 => 1.6442168948784
513 => 1.6540474227046
514 => 1.7008313617671
515 => 1.7715311235193
516 => 1.693843401378
517 => 1.6599937483324
518 => 1.6809938827042
519 => 1.7369200079017
520 => 1.8216509503817
521 => 1.7714885270644
522 => 1.7937497587194
523 => 1.7986128475028
524 => 1.7616249336625
525 => 1.823014747524
526 => 1.8559140475023
527 => 1.8896619217292
528 => 1.9189642553264
529 => 1.8761822786313
530 => 1.9219651262505
531 => 1.88507223283
601 => 1.8519754935145
602 => 1.8520256876063
603 => 1.8312636195675
604 => 1.7910344965534
605 => 1.7836156290442
606 => 1.8222095147271
607 => 1.8531581561903
608 => 1.8557072345352
609 => 1.8728419926478
610 => 1.8829821659968
611 => 1.9823696497142
612 => 2.0223441178417
613 => 2.0712241407901
614 => 2.0902656644557
615 => 2.1475738239249
616 => 2.1012928308123
617 => 2.0912796468313
618 => 1.9522687973151
619 => 1.9750318161358
620 => 2.0114776055725
621 => 1.9528697749591
622 => 1.9900429538202
623 => 1.997381726763
624 => 1.9508783033014
625 => 1.9757177910666
626 => 1.9097514759571
627 => 1.7729690089235
628 => 1.8231670255111
629 => 1.8601296621893
630 => 1.8073794221893
701 => 1.9019321856731
702 => 1.8466964132111
703 => 1.8291893251253
704 => 1.7608879327751
705 => 1.7931235608027
706 => 1.8367227092798
707 => 1.809783504466
708 => 1.8656863993966
709 => 1.9448598073757
710 => 2.0012834927597
711 => 2.0056150027078
712 => 1.9693383530992
713 => 2.0274719156114
714 => 2.0278953551484
715 => 1.9623204591521
716 => 1.922156200477
717 => 1.9130307963996
718 => 1.9358278449256
719 => 1.9635076704035
720 => 2.00715104038
721 => 2.03352381481
722 => 2.1022900234848
723 => 2.1208961878705
724 => 2.1413387214938
725 => 2.1686562506584
726 => 2.2014579484912
727 => 2.1296897010347
728 => 2.1325411872989
729 => 2.0657115889663
730 => 1.9942945788142
731 => 2.0484911872637
801 => 2.1193460433387
802 => 2.1030918610674
803 => 2.1012629335191
804 => 2.1043386823532
805 => 2.0920835597326
806 => 2.0366540943158
807 => 2.0088177637903
808 => 2.0447337319735
809 => 2.0638214706271
810 => 2.093424888653
811 => 2.0897756425289
812 => 2.1660308681886
813 => 2.1956613430416
814 => 2.1880805996147
815 => 2.1894756388461
816 => 2.2431201982315
817 => 2.3027839811132
818 => 2.3586669871115
819 => 2.415513581044
820 => 2.3469827932981
821 => 2.3121870856721
822 => 2.3480873740672
823 => 2.3290381757116
824 => 2.4385005198219
825 => 2.446079455031
826 => 2.5555338837679
827 => 2.6594191702302
828 => 2.5941706831015
829 => 2.6556970676074
830 => 2.7222428687703
831 => 2.8506205158808
901 => 2.8073874407141
902 => 2.774271582685
903 => 2.7429772568622
904 => 2.8080957810651
905 => 2.8918697221583
906 => 2.9099138266929
907 => 2.9391521694175
908 => 2.9084116271371
909 => 2.9454352243542
910 => 3.0761447915236
911 => 3.0408259126692
912 => 2.9906674269028
913 => 3.0938500767028
914 => 3.131191476553
915 => 3.3932729765448
916 => 3.7241616963312
917 => 3.5871715936071
918 => 3.5021374162033
919 => 3.5221224649309
920 => 3.6429518241068
921 => 3.681758379342
922 => 3.5762687847911
923 => 3.613529492955
924 => 3.8188396583303
925 => 3.9289819749155
926 => 3.7793939149062
927 => 3.3666863900891
928 => 2.9861512040554
929 => 3.0870862711143
930 => 3.0756433668896
1001 => 3.2962235266207
1002 => 3.0399835690892
1003 => 3.0442979928101
1004 => 3.2694395166459
1005 => 3.2093756179894
1006 => 3.1120797945687
1007 => 2.9868615712404
1008 => 2.7553841041341
1009 => 2.5503580562914
1010 => 2.9524613507899
1011 => 2.9351219255537
1012 => 2.9100118682529
1013 => 2.9658915835839
1014 => 3.2372276194973
1015 => 3.2309724456404
1016 => 3.1911802209809
1017 => 3.2213622726726
1018 => 3.1067887349791
1019 => 3.1363169444337
1020 => 2.9860909253377
1021 => 3.0539993599618
1022 => 3.1118710414294
1023 => 3.123489638289
1024 => 3.1496669302737
1025 => 2.9259848363638
1026 => 3.0264115295681
1027 => 3.085402803117
1028 => 2.8188780831022
1029 => 3.0801344663446
1030 => 2.9220910287566
1031 => 2.8684487123064
1101 => 2.9406710245688
1102 => 2.9125259192416
1103 => 2.8883284104174
1104 => 2.8748257847275
1105 => 2.9278578799672
1106 => 2.9253838693372
1107 => 2.8386130684389
1108 => 2.7254240958974
1109 => 2.7634140303837
1110 => 2.7496119310273
1111 => 2.6995913424534
1112 => 2.7332991796433
1113 => 2.584866923805
1114 => 2.3294969424725
1115 => 2.4982021743348
1116 => 2.4917072064241
1117 => 2.4884321490802
1118 => 2.6152094681546
1119 => 2.603022754176
1120 => 2.5809037489721
1121 => 2.6991851095769
1122 => 2.6560108218474
1123 => 2.7890638034883
1124 => 2.8767011025243
1125 => 2.8544734487191
1126 => 2.9368967520504
1127 => 2.7642892417454
1128 => 2.8216225328574
1129 => 2.833438844695
1130 => 2.6977255359474
1201 => 2.6050166512985
1202 => 2.5988340256511
1203 => 2.4380895957412
1204 => 2.5239579727154
1205 => 2.5995185909777
1206 => 2.5633309185709
1207 => 2.5518749825629
1208 => 2.6104008751386
1209 => 2.6149488382321
1210 => 2.5112547977286
1211 => 2.5328160723125
1212 => 2.6227301715909
1213 => 2.5305504677065
1214 => 2.3514603605283
1215 => 2.3070435378337
1216 => 2.3011175149218
1217 => 2.1806555690313
1218 => 2.3100116823134
1219 => 2.2535442723375
1220 => 2.4319241438681
1221 => 2.3300345179203
1222 => 2.3256422597899
1223 => 2.3190027174216
1224 => 2.2153161443733
1225 => 2.2380169142454
1226 => 2.3134777307251
1227 => 2.340403000172
1228 => 2.3375944739765
1229 => 2.3131079315569
1230 => 2.3243177452852
1231 => 2.2882070295083
]
'min_raw' => 1.2634737734657
'max_raw' => 3.9289819749155
'avg_raw' => 2.5962278741906
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.26'
'max' => '$3.92'
'avg' => '$2.59'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.71975941877721
'max_diff' => 2.4539373242227
'year' => 2033
]
8 => [
'items' => [
101 => 2.2754555841879
102 => 2.2352085151954
103 => 2.176056442313
104 => 2.1842819008481
105 => 2.0670861664863
106 => 2.0032317103576
107 => 1.9855576384894
108 => 1.9619231309369
109 => 1.9882272190065
110 => 2.0667541656957
111 => 1.9720340075674
112 => 1.809642940303
113 => 1.8194029201465
114 => 1.8413306970908
115 => 1.8004684298218
116 => 1.7617957231618
117 => 1.7954185039868
118 => 1.7266112680232
119 => 1.8496457228265
120 => 1.8463179856242
121 => 1.8921776219752
122 => 1.92085459372
123 => 1.8547634581281
124 => 1.8381417162562
125 => 1.8476102158425
126 => 1.6911170090246
127 => 1.8793887882961
128 => 1.8810169704614
129 => 1.8670754862641
130 => 1.9673243964871
131 => 2.1788808654769
201 => 2.0992848120037
202 => 2.0684628142954
203 => 2.0098701741212
204 => 2.0879413882666
205 => 2.0819467371209
206 => 2.0548366512361
207 => 2.0384403867044
208 => 2.068651006841
209 => 2.0346969565433
210 => 2.0285978761149
211 => 1.9916440845839
212 => 1.9784532622978
213 => 1.9686873026188
214 => 1.9579359405957
215 => 1.9816507661462
216 => 1.9279098515037
217 => 1.8631035767316
218 => 1.8577156361979
219 => 1.872592213724
220 => 1.8660104355996
221 => 1.8576841251764
222 => 1.8417869310428
223 => 1.8370705731332
224 => 1.8523964482879
225 => 1.8350944287922
226 => 1.8606245010479
227 => 1.8536817340377
228 => 1.8149000018935
301 => 1.7665636048057
302 => 1.7661333094826
303 => 1.7557193120176
304 => 1.7424555204909
305 => 1.7387658371227
306 => 1.7925868871673
307 => 1.9039948500311
308 => 1.8821228011543
309 => 1.8979275980055
310 => 1.9756715559311
311 => 2.0003840223132
312 => 1.982843699022
313 => 1.958833422661
314 => 1.9598897529667
315 => 2.0419401356972
316 => 2.0470575174231
317 => 2.0599874901144
318 => 2.0766061590326
319 => 1.9856739301999
320 => 1.955606853166
321 => 1.9413594040095
322 => 1.8974827750639
323 => 1.9447999576838
324 => 1.917230261695
325 => 1.9209503555988
326 => 1.9185276395637
327 => 1.9198506063422
328 => 1.849611332189
329 => 1.8752028320228
330 => 1.832651999996
331 => 1.7756812124671
401 => 1.7754902264108
402 => 1.7894337459481
403 => 1.7811395949173
404 => 1.7588202477558
405 => 1.7619906056757
406 => 1.7342149342896
407 => 1.7653630750768
408 => 1.7662562923011
409 => 1.7542625614474
410 => 1.8022505699452
411 => 1.8219112961812
412 => 1.8140167656026
413 => 1.8213573948706
414 => 1.8830316835315
415 => 1.8930872836212
416 => 1.8975533169453
417 => 1.891569423927
418 => 1.8224846876502
419 => 1.8255488894751
420 => 1.8030658096141
421 => 1.7840699763402
422 => 1.7848297100512
423 => 1.7945960376394
424 => 1.8372461630049
425 => 1.9270008374743
426 => 1.9304069617606
427 => 1.9345352837593
428 => 1.9177433234624
429 => 1.9126787075594
430 => 1.9193602432237
501 => 1.9530673798778
502 => 2.0397712867506
503 => 2.0091243353025
504 => 1.984207886727
505 => 2.006066329554
506 => 2.0027013936129
507 => 1.9742979479184
508 => 1.9735007577984
509 => 1.9189854643796
510 => 1.8988324016559
511 => 1.8819909940133
512 => 1.8636006165237
513 => 1.8526981842968
514 => 1.8694492752641
515 => 1.8732804479614
516 => 1.8366538948025
517 => 1.8316618309467
518 => 1.8615718648953
519 => 1.848409574113
520 => 1.8619473165917
521 => 1.8650881889714
522 => 1.8645824361779
523 => 1.8508394929216
524 => 1.8595988351327
525 => 1.8388803795179
526 => 1.8163521708483
527 => 1.8019805772741
528 => 1.7894394557653
529 => 1.7963979988726
530 => 1.7715920632748
531 => 1.7636561452322
601 => 1.856631367083
602 => 1.9253131631163
603 => 1.924314502601
604 => 1.9182354135488
605 => 1.9092031203153
606 => 1.9524066113691
607 => 1.937355378967
608 => 1.9483064081121
609 => 1.9510939046428
610 => 1.9595308171008
611 => 1.9625462881275
612 => 1.9534314403057
613 => 1.9228408977309
614 => 1.846612174096
615 => 1.8111274974685
616 => 1.7994169631374
617 => 1.7998426188188
618 => 1.7881011349134
619 => 1.79155952814
620 => 1.7868984468853
621 => 1.7780714866256
622 => 1.7958529589503
623 => 1.7979021079898
624 => 1.7937516998765
625 => 1.7947292712341
626 => 1.760365664718
627 => 1.7629782550876
628 => 1.7484310199178
629 => 1.745703588693
630 => 1.7089294449564
701 => 1.6437787188296
702 => 1.6798785454379
703 => 1.6362750312989
704 => 1.6197617197934
705 => 1.6979331681135
706 => 1.6900869228407
707 => 1.6766575616144
708 => 1.6567927374365
709 => 1.6494246809164
710 => 1.6046587019432
711 => 1.6020136890882
712 => 1.6242009170505
713 => 1.6139622747618
714 => 1.5995833433115
715 => 1.5475043111672
716 => 1.4889502362621
717 => 1.4907176157257
718 => 1.5093425775157
719 => 1.5634971658385
720 => 1.5423380312969
721 => 1.5269868364139
722 => 1.5241120190675
723 => 1.5600963769951
724 => 1.6110217824186
725 => 1.6349148432516
726 => 1.6112375456092
727 => 1.5840383409537
728 => 1.5856938305121
729 => 1.5967070608718
730 => 1.5978643956639
731 => 1.5801605095566
801 => 1.5851440497947
802 => 1.5775735964686
803 => 1.5311137383801
804 => 1.5302734268731
805 => 1.5188714284317
806 => 1.5185261804504
807 => 1.4991285367399
808 => 1.4964146722952
809 => 1.4578994733552
810 => 1.4832502939323
811 => 1.466246294467
812 => 1.4406172564348
813 => 1.4361988006179
814 => 1.4360659765006
815 => 1.4623812680116
816 => 1.4829427844294
817 => 1.4665420863177
818 => 1.4628079652718
819 => 1.5026786087844
820 => 1.4976047059684
821 => 1.493210738853
822 => 1.6064619709177
823 => 1.5168147836346
824 => 1.4777234930967
825 => 1.4293405978212
826 => 1.4450943124906
827 => 1.4484138516417
828 => 1.3320617101766
829 => 1.2848576608749
830 => 1.2686590100016
831 => 1.2593364574088
901 => 1.2635848616906
902 => 1.2210956808363
903 => 1.2496491130766
904 => 1.2128570739779
905 => 1.2066887688913
906 => 1.2724774924589
907 => 1.2816316090112
908 => 1.242577303838
909 => 1.2676564900769
910 => 1.2585624285199
911 => 1.2134877678887
912 => 1.2117662473993
913 => 1.1891493671455
914 => 1.1537583290392
915 => 1.1375836749563
916 => 1.1291597746752
917 => 1.1326356401097
918 => 1.1308781361828
919 => 1.119409234238
920 => 1.1315355202172
921 => 1.1005578704676
922 => 1.0882223207334
923 => 1.0826506391011
924 => 1.0551561919413
925 => 1.0989120842086
926 => 1.1075325462075
927 => 1.1161699931795
928 => 1.1913530720354
929 => 1.187597137881
930 => 1.2215489534232
1001 => 1.2202296483046
1002 => 1.210546040529
1003 => 1.1696924922
1004 => 1.1859759884194
1005 => 1.135857918073
1006 => 1.1734097840741
1007 => 1.1562726806346
1008 => 1.1676157121628
1009 => 1.1472199187152
1010 => 1.1585077929308
1011 => 1.1095767775455
1012 => 1.0638856838567
1013 => 1.0822731137633
1014 => 1.1022623529294
1015 => 1.1456041166048
1016 => 1.1197901197215
1017 => 1.129073809136
1018 => 1.0979750036682
1019 => 1.0338092850534
1020 => 1.0341724560523
1021 => 1.0243019581696
1022 => 1.0157724068827
1023 => 1.1227551677906
1024 => 1.1094501703245
1025 => 1.0882503981773
1026 => 1.1166271356418
1027 => 1.1241303954268
1028 => 1.1243440026845
1029 => 1.145046937829
1030 => 1.1560960980268
1031 => 1.1580435604014
1101 => 1.1906200761677
1102 => 1.201539294558
1103 => 1.2465140097617
1104 => 1.1551586539802
1105 => 1.1532772505459
1106 => 1.1170264545313
1107 => 1.0940356265965
1108 => 1.1186006561895
1109 => 1.1403619189481
1110 => 1.1177026376245
1111 => 1.1206614614018
1112 => 1.0902432275563
1113 => 1.1011163148452
1114 => 1.1104816823813
1115 => 1.1053106768987
1116 => 1.0975694314117
1117 => 1.138577743564
1118 => 1.1362638938795
1119 => 1.1744517769328
1120 => 1.2042219626145
1121 => 1.2575754574134
1122 => 1.2018983042101
1123 => 1.1998692074508
1124 => 1.2197039537509
1125 => 1.2015362579617
1126 => 1.2130176145729
1127 => 1.2557256333622
1128 => 1.2566279865008
1129 => 1.2415124088129
1130 => 1.2405926245368
1201 => 1.2434957365781
1202 => 1.2604993544809
1203 => 1.2545577679173
1204 => 1.2614335223113
1205 => 1.2700317584662
1206 => 1.3055977087799
1207 => 1.3141725389925
1208 => 1.2933401471155
1209 => 1.2952210788516
1210 => 1.2874291924276
1211 => 1.2799023277742
1212 => 1.2968216203049
1213 => 1.3277419599543
1214 => 1.3275496061261
1215 => 1.3347225239193
1216 => 1.3391911922807
1217 => 1.3200083964081
1218 => 1.307521101666
1219 => 1.3123095250573
1220 => 1.3199663183384
1221 => 1.309826530192
1222 => 1.2472390605456
1223 => 1.2662241007333
1224 => 1.263064061725
1225 => 1.2585637819034
1226 => 1.277653386619
1227 => 1.2758121476748
1228 => 1.2206598928738
1229 => 1.2241905612851
1230 => 1.2208746045139
1231 => 1.2315891392228
]
'min_raw' => 1.0157724068827
'max_raw' => 2.2754555841879
'avg_raw' => 1.6456139955353
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.01'
'max' => '$2.27'
'avg' => '$1.64'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.24770136658304
'max_diff' => -1.6535263907276
'year' => 2034
]
9 => [
'items' => [
101 => 1.2009576379253
102 => 1.2103796814181
103 => 1.2162890987706
104 => 1.2197697909895
105 => 1.2323444380172
106 => 1.2308689483245
107 => 1.2322527195062
108 => 1.2508976014646
109 => 1.3451970162592
110 => 1.3503295253465
111 => 1.3250551734734
112 => 1.3351517785322
113 => 1.3157685047042
114 => 1.3287806262816
115 => 1.3376831893928
116 => 1.2974542185578
117 => 1.2950721199888
118 => 1.2756088444947
119 => 1.2860673062889
120 => 1.2694271415843
121 => 1.2735100559546
122 => 1.2620938714332
123 => 1.282640730632
124 => 1.3056153118753
125 => 1.3114195983911
126 => 1.2961510194706
127 => 1.2850955620837
128 => 1.2656858208064
129 => 1.2979646531248
130 => 1.3074039673743
131 => 1.2979150724255
201 => 1.2957162881294
202 => 1.2915495958615
203 => 1.2966002715913
204 => 1.3073525588417
205 => 1.302281978738
206 => 1.3056311862286
207 => 1.2928674609621
208 => 1.3200147467118
209 => 1.3631311698323
210 => 1.3632697961829
211 => 1.3581991887469
212 => 1.3561244054318
213 => 1.3613271563714
214 => 1.3641494353281
215 => 1.3809741778453
216 => 1.3990277968936
217 => 1.4832761595808
218 => 1.4596195564635
219 => 1.5343697157972
220 => 1.5934873867367
221 => 1.611214191349
222 => 1.5949063652163
223 => 1.5391181729477
224 => 1.5363809380834
225 => 1.6197520504999
226 => 1.5961958926034
227 => 1.5933939625766
228 => 1.5635861610278
301 => 1.5812062635112
302 => 1.5773524886268
303 => 1.5712691164386
304 => 1.6048870445499
305 => 1.6678168048812
306 => 1.658008611582
307 => 1.6506872502731
308 => 1.618607176234
309 => 1.6379265461495
310 => 1.6310472885608
311 => 1.6606049448468
312 => 1.6430956440452
313 => 1.5960174315392
314 => 1.6035147920526
315 => 1.6023815810936
316 => 1.6257029823297
317 => 1.6187024765514
318 => 1.6010146199862
319 => 1.6676017178017
320 => 1.6632779220465
321 => 1.6694080758701
322 => 1.6721067591645
323 => 1.7126371522085
324 => 1.7292411574107
325 => 1.7330105572856
326 => 1.7487830780279
327 => 1.7326181226011
328 => 1.797289469726
329 => 1.8402921418863
330 => 1.8902419584978
331 => 1.9632320658122
401 => 1.9906770213586
402 => 1.9857193357895
403 => 2.0410596021306
404 => 2.1405048306008
405 => 2.0058200597112
406 => 2.1476434504981
407 => 2.1027438024047
408 => 1.9962875444856
409 => 1.9894330165124
410 => 2.0615264303578
411 => 2.221422683533
412 => 2.1813704856409
413 => 2.2214881945805
414 => 2.1746887561249
415 => 2.172364769549
416 => 2.219215250313
417 => 2.3286839523049
418 => 2.2766794753615
419 => 2.2021183056422
420 => 2.2571731130626
421 => 2.2094795437932
422 => 2.1020125836395
423 => 2.18133985848
424 => 2.1282959689049
425 => 2.1437769958512
426 => 2.255267362055
427 => 2.2418525462265
428 => 2.2592125600871
429 => 2.2285725900137
430 => 2.1999500264854
501 => 2.1465238861202
502 => 2.130707039835
503 => 2.1350782471177
504 => 2.1307048736817
505 => 2.100813439159
506 => 2.0943583867198
507 => 2.0835996831855
508 => 2.0869342552825
509 => 2.0667047450682
510 => 2.1048820104726
511 => 2.1119680473486
512 => 2.1397502773902
513 => 2.1426347206771
514 => 2.2200078358877
515 => 2.1773920242321
516 => 2.2059823899628
517 => 2.2034249985489
518 => 1.9985947743983
519 => 2.0268185720539
520 => 2.0707259440903
521 => 2.0509457325029
522 => 2.0229811411751
523 => 2.0003982343112
524 => 1.9661828211918
525 => 2.0143403581086
526 => 2.0776623981711
527 => 2.1442406721104
528 => 2.2242301058671
529 => 2.2063773954322
530 => 2.1427453252858
531 => 2.1455998134693
601 => 2.1632451362201
602 => 2.1403928400112
603 => 2.1336532517294
604 => 2.1623192202836
605 => 2.1625166270545
606 => 2.1362222984739
607 => 2.1070009640679
608 => 2.1068785256098
609 => 2.1016788713968
610 => 2.1756137630583
611 => 2.2162704778114
612 => 2.2209317046363
613 => 2.2159567401074
614 => 2.2178714065053
615 => 2.19421416
616 => 2.2482876101726
617 => 2.2979107553608
618 => 2.2846106924065
619 => 2.2646720073226
620 => 2.2487898842761
621 => 2.2808693689579
622 => 2.2794409200028
623 => 2.2974773404779
624 => 2.2966591042617
625 => 2.29059413444
626 => 2.2846109090057
627 => 2.3083337215398
628 => 2.3015019325067
629 => 2.2946595318182
630 => 2.2809360497183
701 => 2.2828012988586
702 => 2.2628660564698
703 => 2.2536431011661
704 => 2.1149519823628
705 => 2.0778891835555
706 => 2.0895498945431
707 => 2.0933889033705
708 => 2.0772591258323
709 => 2.1003850834222
710 => 2.0967809274282
711 => 2.1108025900399
712 => 2.10204246399
713 => 2.1024019826187
714 => 2.1281636454758
715 => 2.1356423658012
716 => 2.131838628283
717 => 2.1345026356562
718 => 2.195893561165
719 => 2.1871657347289
720 => 2.1825292508868
721 => 2.1838135885973
722 => 2.1995002863011
723 => 2.2038917051962
724 => 2.1852849547581
725 => 2.1940600058291
726 => 2.2314230595694
727 => 2.2444980138129
728 => 2.2862269914238
729 => 2.2684997800613
730 => 2.301038843733
731 => 2.4010528320756
801 => 2.4809509264053
802 => 2.4074733369313
803 => 2.5541960122068
804 => 2.6684406610265
805 => 2.6640557611204
806 => 2.6441345640723
807 => 2.5140700687422
808 => 2.3943827809871
809 => 2.494506279385
810 => 2.494761514773
811 => 2.4861608174655
812 => 2.4327426251528
813 => 2.4843019801636
814 => 2.4883945745283
815 => 2.4861038099928
816 => 2.4451482071922
817 => 2.3826165715764
818 => 2.3948351034962
819 => 2.414849308032
820 => 2.3769582434452
821 => 2.3648497524092
822 => 2.3873617409798
823 => 2.4599000587137
824 => 2.4461871099319
825 => 2.4458290094209
826 => 2.5044988195043
827 => 2.462503897222
828 => 2.3949892183128
829 => 2.377940871479
830 => 2.3174307253616
831 => 2.3592252988147
901 => 2.3607294111078
902 => 2.3378389503577
903 => 2.3968466530462
904 => 2.3963028866778
905 => 2.452321918243
906 => 2.5594092668081
907 => 2.527738268389
908 => 2.4909083430224
909 => 2.4949127770928
910 => 2.5388315350597
911 => 2.5122772514252
912 => 2.5218263569632
913 => 2.5388170813448
914 => 2.5490680072202
915 => 2.4934378266122
916 => 2.4804677704133
917 => 2.4539355873015
918 => 2.4470138359743
919 => 2.4686237455067
920 => 2.4629302978343
921 => 2.3606029962938
922 => 2.3499092239391
923 => 2.35023718667
924 => 2.3233471876229
925 => 2.2823334847368
926 => 2.3901150471204
927 => 2.381458679259
928 => 2.3719027190897
929 => 2.3730732696849
930 => 2.4198575928595
1001 => 2.3927203227533
1002 => 2.4648692030418
1003 => 2.4500375622484
1004 => 2.4348255458335
1005 => 2.4327227817956
1006 => 2.4268674533041
1007 => 2.406787353235
1008 => 2.3825394257746
1009 => 2.3665288437458
1010 => 2.1829977641141
1011 => 2.2170600649426
1012 => 2.2562456371693
1013 => 2.2697723396757
1014 => 2.2466339790192
1015 => 2.4077009967437
1016 => 2.4371294929623
1017 => 2.3479886583427
1018 => 2.3313140477817
1019 => 2.408794181436
1020 => 2.3620641892813
1021 => 2.3831067018873
1022 => 2.3376242992722
1023 => 2.4300410299902
1024 => 2.4293369693425
1025 => 2.3933847737667
1026 => 2.4237713232774
1027 => 2.4184909125236
1028 => 2.3779009722649
1029 => 2.4313278034954
1030 => 2.4313543025371
1031 => 2.3967510959635
1101 => 2.3563421263015
1102 => 2.3491179569432
1103 => 2.3436755157623
1104 => 2.3817681949845
1105 => 2.4159219720624
1106 => 2.4794736837649
1107 => 2.4954520940384
1108 => 2.5578168930786
1109 => 2.5206816917371
1110 => 2.5371432455104
1111 => 2.5550145907603
1112 => 2.5635827708701
1113 => 2.5496213811751
1114 => 2.6464995844601
1115 => 2.6546790730888
1116 => 2.6574215848737
1117 => 2.624754799805
1118 => 2.6537705507022
1119 => 2.6401950417581
1120 => 2.6755147446457
1121 => 2.6810533250431
1122 => 2.6763623444872
1123 => 2.6781203773259
1124 => 2.5954519213084
1125 => 2.591165125753
1126 => 2.5327143641786
1127 => 2.5565334815664
1128 => 2.5120047832899
1129 => 2.5261252922098
1130 => 2.5323494779966
1201 => 2.529098316561
1202 => 2.5578801787256
1203 => 2.5334097161397
1204 => 2.4688281420591
1205 => 2.4042289727718
1206 => 2.4034179828227
1207 => 2.3864101618194
1208 => 2.3741166223718
1209 => 2.3764847942062
1210 => 2.3848305406359
1211 => 2.3736315524176
1212 => 2.3760214243571
1213 => 2.4157092221862
1214 => 2.4236683270004
1215 => 2.3966201790187
1216 => 2.2880179618434
1217 => 2.2613667053405
1218 => 2.2805230999974
1219 => 2.2713675771812
1220 => 1.8331709077562
1221 => 1.9361187153746
1222 => 1.874950623865
1223 => 1.9031396946412
1224 => 1.8407029126104
1225 => 1.8705010175876
1226 => 1.8649983956509
1227 => 2.030535423854
1228 => 2.0279507908474
1229 => 2.0291879178919
1230 => 1.9701366207382
1231 => 2.0642069405216
]
'min_raw' => 1.2009576379253
'max_raw' => 2.6810533250431
'avg_raw' => 1.9410054814842
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.20'
'max' => '$2.68'
'avg' => '$1.94'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.18518523104261
'max_diff' => 0.40559774085518
'year' => 2035
]
10 => [
'items' => [
101 => 2.1105493627061
102 => 2.1019726137234
103 => 2.1041311966636
104 => 2.0670395900243
105 => 2.0295470457224
106 => 1.9879620440305
107 => 2.0652218371126
108 => 2.0566318669905
109 => 2.0763341678769
110 => 2.1264426663347
111 => 2.1338213330763
112 => 2.1437383360041
113 => 2.1401837963948
114 => 2.224867350756
115 => 2.2146116135628
116 => 2.2393249894215
117 => 2.1884877002718
118 => 2.1309604820791
119 => 2.1418945255511
120 => 2.1408414892387
121 => 2.1274351283634
122 => 2.115332465204
123 => 2.0951849409478
124 => 2.1589346889669
125 => 2.156346565618
126 => 2.1982452742718
127 => 2.1908392705349
128 => 2.1413801650233
129 => 2.1431466066525
130 => 2.1550267755316
131 => 2.1961441756674
201 => 2.2083506195137
202 => 2.2026961083814
203 => 2.2160799168136
204 => 2.2266579332966
205 => 2.2174083528219
206 => 2.3483629067053
207 => 2.2939814458133
208 => 2.3204865914683
209 => 2.3268079125296
210 => 2.3106159815541
211 => 2.3141274315931
212 => 2.3194463215894
213 => 2.3517415801011
214 => 2.4364936831444
215 => 2.4740298126552
216 => 2.5869591102885
217 => 2.4709129596275
218 => 2.464027261294
219 => 2.4843692379358
220 => 2.5506706904267
221 => 2.6044017902918
222 => 2.6222274959386
223 => 2.6245834572101
224 => 2.658025666034
225 => 2.6771941164715
226 => 2.6539649022653
227 => 2.6342805754257
228 => 2.5637737599947
229 => 2.5719351158646
301 => 2.6281587645804
302 => 2.707577979948
303 => 2.7757279288943
304 => 2.7518641920388
305 => 2.9339276590736
306 => 2.9519785081675
307 => 2.9494844644765
308 => 2.990606985039
309 => 2.9089871561782
310 => 2.8740930980305
311 => 2.638536550315
312 => 2.7047183319964
313 => 2.8009174383899
314 => 2.7881851259306
315 => 2.7183227634581
316 => 2.7756749320277
317 => 2.7567125115304
318 => 2.7417560637327
319 => 2.8102744505441
320 => 2.7349356696648
321 => 2.8001658764195
322 => 2.7165074615365
323 => 2.7519731995786
324 => 2.7318411313812
325 => 2.7448690467984
326 => 2.6687081194734
327 => 2.709802707156
328 => 2.6669984495193
329 => 2.6669781547279
330 => 2.6660332483682
331 => 2.7163922676546
401 => 2.7180344734655
402 => 2.6808190821246
403 => 2.6754557628187
404 => 2.6952867653221
405 => 2.6720698551385
406 => 2.6829329012879
407 => 2.67239888574
408 => 2.6700274569598
409 => 2.6511315089742
410 => 2.6429906150271
411 => 2.6461828693088
412 => 2.6352860597256
413 => 2.6287203377969
414 => 2.6647271610197
415 => 2.6454901678829
416 => 2.6617788159242
417 => 2.6432158456899
418 => 2.5788685033565
419 => 2.5418616663198
420 => 2.420315501654
421 => 2.4547858431757
422 => 2.4776397152667
423 => 2.470086510677
424 => 2.4863137168379
425 => 2.4873099355043
426 => 2.4820343053646
427 => 2.4759258015129
428 => 2.4729525196593
429 => 2.4951129266316
430 => 2.507977788764
501 => 2.4799334070764
502 => 2.4733630008296
503 => 2.5017174190885
504 => 2.5190135978467
505 => 2.6467188639134
506 => 2.6372580453206
507 => 2.6610028433966
508 => 2.6583295435269
509 => 2.6832178747536
510 => 2.7238997777156
511 => 2.6411820941548
512 => 2.6555390238587
513 => 2.6520190362452
514 => 2.6904493380187
515 => 2.690569313226
516 => 2.6675284275769
517 => 2.6800192654829
518 => 2.673047222432
519 => 2.6856466465532
520 => 2.6371316903203
521 => 2.6962176701461
522 => 2.7297156132909
523 => 2.7301807322639
524 => 2.7460584914584
525 => 2.7621912143778
526 => 2.7931565711576
527 => 2.7613276073837
528 => 2.7040704000417
529 => 2.7082041854721
530 => 2.6746343057571
531 => 2.6751986215
601 => 2.6721862598381
602 => 2.6812265839453
603 => 2.6391155330803
604 => 2.648998912548
605 => 2.6351621234163
606 => 2.6555089453814
607 => 2.6336191283971
608 => 2.6520173388006
609 => 2.6599573965004
610 => 2.6892563803501
611 => 2.6292916446602
612 => 2.5070194893329
613 => 2.5327225787893
614 => 2.4947056905492
615 => 2.4982242982963
616 => 2.5053324459277
617 => 2.482292613813
618 => 2.4866878877119
619 => 2.4865308575992
620 => 2.4851776569222
621 => 2.4791841067486
622 => 2.4704922732091
623 => 2.505117862825
624 => 2.5110014252247
625 => 2.5240798556199
626 => 2.562992393292
627 => 2.5591041131577
628 => 2.5654460593799
629 => 2.5516016263854
630 => 2.4988665018361
701 => 2.5017302728155
702 => 2.466019002814
703 => 2.5231666381561
704 => 2.5096333237951
705 => 2.5009083079872
706 => 2.4985276065873
707 => 2.5375366009138
708 => 2.5492087034073
709 => 2.541935432419
710 => 2.5270177414268
711 => 2.5556641181513
712 => 2.5633286800692
713 => 2.5650444928244
714 => 2.6158003799824
715 => 2.567881183089
716 => 2.5794158100571
717 => 2.6694056769577
718 => 2.5877972854316
719 => 2.6310270705073
720 => 2.6289111974848
721 => 2.6510260927133
722 => 2.6270971305906
723 => 2.6273937587547
724 => 2.6470302875249
725 => 2.6194543243338
726 => 2.612626128046
727 => 2.603193023779
728 => 2.6237898618429
729 => 2.6361367347474
730 => 2.7356434625785
731 => 2.7999293468155
801 => 2.7971385270388
802 => 2.822641395602
803 => 2.8111521197348
804 => 2.7740502172417
805 => 2.8373786407024
806 => 2.8173388777457
807 => 2.8189909314555
808 => 2.8189294419339
809 => 2.8322541323937
810 => 2.822812368013
811 => 2.8042016812414
812 => 2.8165563236448
813 => 2.8532451947172
814 => 2.9671285762782
815 => 3.0308592253538
816 => 2.9632919111813
817 => 3.0098989397351
818 => 2.9819513303851
819 => 2.9768724183968
820 => 3.006145076561
821 => 3.0354689726382
822 => 3.0336011672288
823 => 3.0123135244755
824 => 3.000288675238
825 => 3.0913448622838
826 => 3.1584335097975
827 => 3.1538585138051
828 => 3.1740510582473
829 => 3.2333369932614
830 => 3.2387573561636
831 => 3.2380745150235
901 => 3.2246395800141
902 => 3.2830142822871
903 => 3.3317114859284
904 => 3.2215297807321
905 => 3.2634855316864
906 => 3.2823208200196
907 => 3.3099766114711
908 => 3.3566365672986
909 => 3.4073216552692
910 => 3.414489082442
911 => 3.4094034498699
912 => 3.375975271865
913 => 3.4314354999213
914 => 3.4639228008144
915 => 3.4832682450375
916 => 3.5323250728124
917 => 3.2824371403481
918 => 3.1055540415138
919 => 3.0779311914079
920 => 3.1341033433131
921 => 3.148915491806
922 => 3.1429447333214
923 => 2.9438467240756
924 => 3.0768829815935
925 => 3.2200188086765
926 => 3.2255172387337
927 => 3.2971740266005
928 => 3.3205084140409
929 => 3.3782015205435
930 => 3.3745928010236
1001 => 3.3886401543592
1002 => 3.3854109110936
1003 => 3.4922752421728
1004 => 3.6101624688599
1005 => 3.6060804090582
1006 => 3.5891327254435
1007 => 3.6143029256208
1008 => 3.7359751771248
1009 => 3.7247735459644
1010 => 3.7356549764841
1011 => 3.879113418155
1012 => 4.0656297990526
1013 => 3.9789742141872
1014 => 4.1669918988722
1015 => 4.2853390649923
1016 => 4.4900082514715
1017 => 4.4643826613073
1018 => 4.5440588736718
1019 => 4.4185075066914
1020 => 4.1302161899865
1021 => 4.0845929855832
1022 => 4.1759317961622
1023 => 4.4004793492601
1024 => 4.1688599946183
1025 => 4.2157162884007
1026 => 4.2022216726391
1027 => 4.2015026019136
1028 => 4.2289466068342
1029 => 4.1891376463139
1030 => 4.0269487796589
1031 => 4.1012789814619
1101 => 4.0725765209163
1102 => 4.1044240408018
1103 => 4.2762919707077
1104 => 4.2003050620766
1105 => 4.1202590265089
1106 => 4.2206545187481
1107 => 4.3484924800026
1108 => 4.3404926101342
1109 => 4.3249695189033
1110 => 4.4124723714092
1111 => 4.5570014478189
1112 => 4.5960670764075
1113 => 4.6249045247701
1114 => 4.6288807216866
1115 => 4.6698380211192
1116 => 4.4496002995013
1117 => 4.7991232198148
1118 => 4.8594761727771
1119 => 4.8481323189938
1120 => 4.9152120861709
1121 => 4.895475517018
1122 => 4.8668803248882
1123 => 4.9732160241396
1124 => 4.8513107257963
1125 => 4.6782815022483
1126 => 4.5833542480799
1127 => 4.708362113932
1128 => 4.7847000554346
1129 => 4.8351545787629
1130 => 4.8504220870365
1201 => 4.4666967268941
1202 => 4.2598900401615
1203 => 4.3924507553136
1204 => 4.5541839766511
1205 => 4.4487018632907
1206 => 4.4528365624303
1207 => 4.3024467889902
1208 => 4.5674901345708
1209 => 4.5288755484851
1210 => 4.7292080894057
1211 => 4.6813971207459
1212 => 4.8447605310022
1213 => 4.8017414701777
1214 => 4.9803111864971
1215 => 5.051547480919
1216 => 5.1711643062973
1217 => 5.2591549299736
1218 => 5.3108247071888
1219 => 5.3077226475732
1220 => 5.5124640466805
1221 => 5.3917351967466
1222 => 5.2400713076244
1223 => 5.2373281863636
1224 => 5.3158770636339
1225 => 5.4804939615604
1226 => 5.5231767281143
1227 => 5.5470305717278
1228 => 5.5104975798754
1229 => 5.3794550659868
1230 => 5.3228715728903
1231 => 5.3710823483901
]
'min_raw' => 1.9879620440305
'max_raw' => 5.5470305717278
'avg_raw' => 3.7674963078791
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.98'
'max' => '$5.54'
'avg' => '$3.76'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.78700440610517
'max_diff' => 2.8659772466847
'year' => 2036
]
11 => [
'items' => [
101 => 5.312124712753
102 => 5.4139021324535
103 => 5.5536642681861
104 => 5.5248039398367
105 => 5.6212796905265
106 => 5.7211219429455
107 => 5.8639008481007
108 => 5.9012285409959
109 => 5.9629297979065
110 => 6.0264406590746
111 => 6.0468386360161
112 => 6.0857847031179
113 => 6.08557943812
114 => 6.202946032704
115 => 6.332405021071
116 => 6.3812727921971
117 => 6.4936415373169
118 => 6.3012139991697
119 => 6.4471724973026
120 => 6.5788307161966
121 => 6.4218623599999
122 => 6.6382066700808
123 => 6.6466068293944
124 => 6.7734392619027
125 => 6.6448702934016
126 => 6.5685264503123
127 => 6.7889282647446
128 => 6.8955737601562
129 => 6.8634512690284
130 => 6.6189975254627
131 => 6.4767149615932
201 => 6.1043340476897
202 => 6.5454353258667
203 => 6.760282891366
204 => 6.6184411221714
205 => 6.6899778601102
206 => 7.0802591064389
207 => 7.2288529362016
208 => 7.1979464583602
209 => 7.2031691443515
210 => 7.2833476777226
211 => 7.638903449815
212 => 7.425846189459
213 => 7.5887204818979
214 => 7.6751084193206
215 => 7.7553503500508
216 => 7.5583015289
217 => 7.3019439078049
218 => 7.2207446880432
219 => 6.6043377536207
220 => 6.5722510957644
221 => 6.5542398823844
222 => 6.4406817297603
223 => 6.3514561279935
224 => 6.2805006167344
225 => 6.0942921660812
226 => 6.1571320519703
227 => 5.8603546463531
228 => 6.0502223133215
301 => 5.5765584080155
302 => 5.9710397833533
303 => 5.7563415056242
304 => 5.9005056248276
305 => 5.9000026497968
306 => 5.6345507990676
307 => 5.4814437114058
308 => 5.5790095066809
309 => 5.6836077839983
310 => 5.7005785025822
311 => 5.8361928994185
312 => 5.8740399625538
313 => 5.7593615943434
314 => 5.5667427763966
315 => 5.6114837346382
316 => 5.4805370373151
317 => 5.2510579870482
318 => 5.4158738472697
319 => 5.4721492283911
320 => 5.4970036426321
321 => 5.2713373525417
322 => 5.2004281047418
323 => 5.1626766161993
324 => 5.5376120921419
325 => 5.558151903883
326 => 5.4530673229787
327 => 5.9280595931949
328 => 5.8205542135025
329 => 5.9406640620764
330 => 5.6074239616303
331 => 5.6201541822346
401 => 5.462392978274
402 => 5.5507287108845
403 => 5.4882958622689
404 => 5.5435920566403
405 => 5.5767363675517
406 => 5.7344716844512
407 => 5.9728408672986
408 => 5.7109112881157
409 => 5.596784819565
410 => 5.6675882387822
411 => 5.8561470745231
412 => 6.1418233628197
413 => 5.972697250377
414 => 6.0477525471315
415 => 6.0641487904946
416 => 5.9394414565683
417 => 6.1464215001023
418 => 6.257343786935
419 => 6.3711271010922
420 => 6.4699219646389
421 => 6.3256795432691
422 => 6.4800396104737
423 => 6.3556526445267
424 => 6.2440646771841
425 => 6.2442339100691
426 => 6.174233148115
427 => 6.0385978511653
428 => 6.0135846213889
429 => 6.1437066015081
430 => 6.2480521069662
501 => 6.256646502577
502 => 6.3144175358643
503 => 6.3486058382748
504 => 6.6836976786405
505 => 6.8184743888607
506 => 6.9832767989254
507 => 7.0474766254005
508 => 7.240695086179
509 => 7.0846554866643
510 => 7.0508953377742
511 => 6.5822105532025
512 => 6.6589576604199
513 => 6.7818371840694
514 => 6.5842367912882
515 => 6.709568759167
516 => 6.7343119445204
517 => 6.5775224055542
518 => 6.6612704727921
519 => 6.4388604357796
520 => 5.9776887983289
521 => 6.1469349159677
522 => 6.271557026177
523 => 6.0937059091129
524 => 6.4124971526615
525 => 6.2262658893674
526 => 6.1672395195804
527 => 5.9369566066208
528 => 6.0456412771355
529 => 6.1926388502213
530 => 6.1018114403564
531 => 6.2902919536303
601 => 6.5572306263429
602 => 6.7474670209907
603 => 6.7620710091971
604 => 6.6397617522871
605 => 6.8357631170526
606 => 6.8371907730153
607 => 6.6161004328708
608 => 6.4806838305684
609 => 6.4499168936063
610 => 6.5267787343509
611 => 6.6201031984933
612 => 6.7672498674517
613 => 6.8561675177309
614 => 7.0880175913812
615 => 7.1507495736484
616 => 7.2196730030115
617 => 7.3117759598389
618 => 7.4223691742238
619 => 7.180397517225
620 => 7.1900115022492
621 => 6.9646908455776
622 => 6.7239034096732
623 => 6.906631058947
624 => 7.145523153132
625 => 7.0907210427736
626 => 7.0845546858528
627 => 7.0949247877889
628 => 7.0536057862483
629 => 6.8667214736338
630 => 6.7728693417966
701 => 6.8939625360991
702 => 6.9583181796328
703 => 7.0581281703517
704 => 7.0458244822623
705 => 7.3029242995438
706 => 7.4028255142445
707 => 7.3772665085101
708 => 7.381969980677
709 => 7.5628363579886
710 => 7.7639969675666
711 => 7.9524104239168
712 => 8.1440726842624
713 => 7.9130163487104
714 => 7.7957001910907
715 => 7.9167405198927
716 => 7.8525148176644
717 => 8.221574753249
718 => 8.2471276624509
719 => 8.6161609108016
720 => 8.9664174071481
721 => 8.7464275772898
722 => 8.9538680782866
723 => 9.1782318929869
724 => 9.6110660932608
725 => 9.4653027618993
726 => 9.353650334479
727 => 9.2481393300675
728 => 9.4676909808477
729 => 9.7501406721531
730 => 9.8109776303908
731 => 9.9095567442426
801 => 9.805912859708
802 => 9.9307405026305
803 => 10.371436934193
804 => 10.25235686825
805 => 10.083244031535
806 => 10.431131539318
807 => 10.557030676006
808 => 11.440656751174
809 => 12.556271171847
810 => 12.094399476169
811 => 11.807700810156
812 => 11.875081797252
813 => 12.28246641775
814 => 12.413305428113
815 => 12.057639895036
816 => 12.18326697407
817 => 12.875484530931
818 => 13.246837041189
819 => 12.742490452963
820 => 11.351018218723
821 => 10.068017270892
822 => 10.408326896542
823 => 10.369746346031
824 => 11.113447754979
825 => 10.249516848059
826 => 10.264063228858
827 => 11.023143595349
828 => 10.820633967501
829 => 10.492594305861
830 => 10.070412323452
831 => 9.2899698818631
901 => 8.5987102470999
902 => 9.9544295784569
903 => 9.8959684956731
904 => 9.8113081843552
905 => 9.9997105459908
906 => 10.91453893515
907 => 10.893449179769
908 => 10.759286916125
909 => 10.861047810647
910 => 10.474755129045
911 => 10.574311548815
912 => 10.067814036987
913 => 10.296772065538
914 => 10.491890480077
915 => 10.531063390574
916 => 10.61932195814
917 => 9.8651621615382
918 => 10.203757769244
919 => 10.402650966654
920 => 9.5040442649619
921 => 10.384888401402
922 => 9.8520339173335
923 => 9.6711751022349
924 => 9.9146776704281
925 => 9.8197844827892
926 => 9.7382008923722
927 => 9.6926758471355
928 => 9.8714772588189
929 => 9.86313595925
930 => 9.5705821458774
1001 => 9.188957622352
1002 => 9.3170433388451
1003 => 9.2705085972331
1004 => 9.1018606905303
1005 => 9.2155090170221
1006 => 8.7150593032541
1007 => 7.8540615818287
1008 => 8.4228630496757
1009 => 8.4009648119006
1010 => 8.3899227274083
1011 => 8.8173613099775
1012 => 8.7762729529494
1013 => 8.701697182605
1014 => 9.1004910480249
1015 => 8.9549259226122
1016 => 9.4035233396772
1017 => 9.6989986120179
1018 => 9.6240565253286
1019 => 9.901952447121
1020 => 9.3199941750563
1021 => 9.5132973689229
1022 => 9.5531368892721
1023 => 9.0955699936288
1024 => 8.7829955163075
1025 => 8.76215036228
1026 => 8.2201892940211
1027 => 8.5097005221282
1028 => 8.7644584220737
1029 => 8.6424491580114
1030 => 8.6038246699324
1031 => 8.8011488028988
1101 => 8.8164825779972
1102 => 8.4668708807531
1103 => 8.5395662233727
1104 => 8.8427178866917
1105 => 8.5319275792641
1106 => 7.9281127792409
1107 => 7.7783583604424
1108 => 7.7583783604531
1109 => 7.3522324994989
1110 => 7.7883656667851
1111 => 7.5979818516225
1112 => 8.199402042573
1113 => 7.8558740549832
1114 => 7.8410652500389
1115 => 7.8186795693862
1116 => 7.4690930491887
1117 => 7.5456302797296
1118 => 7.8000516909969
1119 => 7.8908321167994
1120 => 7.8813629746461
1121 => 7.7988048872825
1122 => 7.8365995569117
1123 => 7.7148497575002
1124 => 7.6718573693251
1125 => 7.5361615662563
1126 => 7.3367262226676
1127 => 7.3644589304016
1128 => 6.9693253296561
1129 => 6.7540355726424
1130 => 6.6944462053745
1201 => 6.6147608130526
1202 => 6.7034468824719
1203 => 6.9682059658111
1204 => 6.6488503395312
1205 => 6.1013375184668
1206 => 6.1342439719292
1207 => 6.2081750028455
1208 => 6.0704050158357
1209 => 5.9400172852894
1210 => 6.0533788383084
1211 => 5.8213904382894
1212 => 6.2362096926502
1213 => 6.2249899943372
1214 => 6.3796089601123
1215 => 6.476295372512
1216 => 6.2534644945284
1217 => 6.1974231313142
1218 => 6.2293468387389
1219 => 5.7017190659455
1220 => 6.3364905144753
1221 => 6.3419800443216
1222 => 6.294975356987
1223 => 6.6329715569594
1224 => 7.3462489625595
1225 => 7.0778853110556
1226 => 6.9739667938589
1227 => 6.7764176167042
1228 => 7.0396401659534
1229 => 7.0194287810825
1230 => 6.9280252337561
1231 => 6.8727440831367
]
'min_raw' => 5.1626766161993
'max_raw' => 13.246837041189
'avg_raw' => 9.2047568286942
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.16'
'max' => '$13.24'
'avg' => '$9.20'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.1747145721688
'max_diff' => 7.6998064694614
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.16205051972406
]
1 => [
'year' => 2028
'avg' => 0.27812573544851
]
2 => [
'year' => 2029
'avg' => 0.75978938195862
]
3 => [
'year' => 2030
'avg' => 0.58617637666879
]
4 => [
'year' => 2031
'avg' => 0.57569784592737
]
5 => [
'year' => 2032
'avg' => 1.0093795026906
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.16205051972406
'min' => '$0.16205'
'max_raw' => 1.0093795026906
'max' => '$1.00'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.0093795026906
]
1 => [
'year' => 2033
'avg' => 2.5962278741906
]
2 => [
'year' => 2034
'avg' => 1.6456139955353
]
3 => [
'year' => 2035
'avg' => 1.9410054814842
]
4 => [
'year' => 2036
'avg' => 3.7674963078791
]
5 => [
'year' => 2037
'avg' => 9.2047568286942
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.0093795026906
'min' => '$1.00'
'max_raw' => 9.2047568286942
'max' => '$9.20'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 9.2047568286942
]
]
]
]
'prediction_2025_max_price' => '$0.277076'
'last_price' => 0.268661
'sma_50day_nextmonth' => '$0.241561'
'sma_200day_nextmonth' => '$0.451265'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.250482'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.245922'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.238227'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.233424'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.249238'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.340473'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.480135'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.254411'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.2486039'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.242163'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.240786'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.268952'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.337767'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.431232'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.418072'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.518771'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.629847'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.84006'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.254799'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.256893'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.291197'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.374393'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.49520095'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.621548'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.84006'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '61.30'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 120.49
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.04
'momentum_10_action' => 'BUY'
'vwma_10' => '0.2401088'
'vwma_10_action' => 'BUY'
'hma_9' => '0.2523032'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 289.88
'cci_20_action' => 'SELL'
'adx_14' => 14.71
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.005840'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.25
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.090738'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767707105
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Stader pour 2026
La prévision du prix de Stader pour 2026 suggère que le prix moyen pourrait varier entre $0.092822 à la baisse et $0.277076 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Stader pourrait potentiellement gagner 3.13% d'ici 2026 si SD atteint l'objectif de prix prévu.
Prévision du prix de Stader de 2027 à 2032
La prévision du prix de SD pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.16205 à la baisse et $1.00 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Stader atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Stader | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.089357 | $0.16205 | $0.234743 |
| 2028 | $0.161264 | $0.278125 | $0.394987 |
| 2029 | $0.354251 | $0.759789 | $1.16 |
| 2030 | $0.301275 | $0.586176 | $0.871076 |
| 2031 | $0.3562013 | $0.575697 | $0.795194 |
| 2032 | $0.543714 | $1.00 | $1.47 |
Prévision du prix de Stader de 2032 à 2037
La prévision du prix de Stader pour 2032-2037 est actuellement estimée entre $1.00 à la baisse et $9.20 à la hausse. Par rapport au prix actuel, Stader pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Stader | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.543714 | $1.00 | $1.47 |
| 2033 | $1.26 | $2.59 | $3.92 |
| 2034 | $1.01 | $1.64 | $2.27 |
| 2035 | $1.20 | $1.94 | $2.68 |
| 2036 | $1.98 | $3.76 | $5.54 |
| 2037 | $5.16 | $9.20 | $13.24 |
Stader Histogramme des prix potentiels
Prévision du prix de Stader basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Stader est Haussier, avec 20 indicateurs techniques montrant des signaux haussiers et 15 indiquant des signaux baissiers. La prévision du prix de SD a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Stader et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Stader devrait augmenter au cours du prochain mois, atteignant $0.451265 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Stader devrait atteindre $0.241561 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 61.30, ce qui suggère que le marché de SD est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de SD pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.250482 | BUY |
| SMA 5 | $0.245922 | BUY |
| SMA 10 | $0.238227 | BUY |
| SMA 21 | $0.233424 | BUY |
| SMA 50 | $0.249238 | BUY |
| SMA 100 | $0.340473 | SELL |
| SMA 200 | $0.480135 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.254411 | BUY |
| EMA 5 | $0.2486039 | BUY |
| EMA 10 | $0.242163 | BUY |
| EMA 21 | $0.240786 | BUY |
| EMA 50 | $0.268952 | SELL |
| EMA 100 | $0.337767 | SELL |
| EMA 200 | $0.431232 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.418072 | SELL |
| SMA 50 | $0.518771 | SELL |
| SMA 100 | $0.629847 | SELL |
| SMA 200 | $0.84006 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.374393 | SELL |
| EMA 50 | $0.49520095 | SELL |
| EMA 100 | $0.621548 | SELL |
| EMA 200 | $0.84006 | SELL |
Oscillateurs de Stader
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 61.30 | NEUTRAL |
| Stoch RSI (14) | 120.49 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 289.88 | SELL |
| Indice Directionnel Moyen (14) | 14.71 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.005840 | BUY |
| Momentum (10) | 0.04 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 78.25 | SELL |
| VWMA (10) | 0.2401088 | BUY |
| Moyenne Mobile de Hull (9) | 0.2523032 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.090738 | SELL |
Prévision du cours de Stader basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Stader
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Stader par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.377513 | $0.530469 | $0.745398 | $1.04 | $1.47 | $2.06 |
| Action Amazon.com | $0.560577 | $1.16 | $2.44 | $5.09 | $10.62 | $22.17 |
| Action Apple | $0.381075 | $0.540525 | $0.766694 | $1.08 | $1.54 | $2.18 |
| Action Netflix | $0.4239049 | $0.668855 | $1.05 | $1.66 | $2.62 | $4.14 |
| Action Google | $0.347914 | $0.450548 | $0.583457 | $0.755575 | $0.978466 | $1.26 |
| Action Tesla | $0.609034 | $1.38 | $3.12 | $7.09 | $16.08 | $36.46 |
| Action Kodak | $0.201467 | $0.151078 | $0.113293 | $0.084957 | $0.0637093 | $0.047775 |
| Action Nokia | $0.177976 | $0.1179021 | $0.0781052 | $0.051741 | $0.034276 | $0.0227068 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Stader
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Stader maintenant ?", "Devrais-je acheter SD aujourd'hui ?", " Stader sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Stader avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Stader en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Stader afin de prendre une décision responsable concernant cet investissement.
Le cours de Stader est de $0.2686 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de Stader
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Stader
basée sur l'historique des cours sur 1 mois
Prévision du cours de Stader basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Stader présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.275644 | $0.2828092 | $0.29016 | $0.2977025 |
| Si Stader présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.282627 | $0.29732 | $0.312777 | $0.329037 |
| Si Stader présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.303577 | $0.343032 | $0.387615 | $0.437992 |
| Si Stader présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.338494 | $0.42648 | $0.537336 | $0.6770071 |
| Si Stader présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.408328 | $0.6206035 | $0.943233 | $1.43 |
| Si Stader présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.617829 | $1.42 | $3.26 | $7.51 |
| Si Stader présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.966997 | $3.48 | $12.52 | $45.09 |
Boîte à questions
Est-ce que SD est un bon investissement ?
La décision d'acquérir Stader dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Stader a connu une hausse de 8.2293% au cours des 24 heures précédentes, et Stader a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Stader dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Stader peut monter ?
Il semble que la valeur moyenne de Stader pourrait potentiellement s'envoler jusqu'à $0.277076 pour la fin de cette année. En regardant les perspectives de Stader sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.871076. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Stader la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Stader, le prix de Stader va augmenter de 0.86% durant la prochaine semaine et atteindre $0.27096 d'ici 13 janvier 2026.
Quel sera le prix de Stader le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Stader, le prix de Stader va diminuer de -11.62% durant le prochain mois et atteindre $0.237447 d'ici 5 février 2026.
Jusqu'où le prix de Stader peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Stader en 2026, SD devrait fluctuer dans la fourchette de $0.092822 et $0.277076. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Stader ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Stader dans 5 ans ?
L'avenir de Stader semble suivre une tendance haussière, avec un prix maximum de $0.871076 prévue après une période de cinq ans. Selon la prévision de Stader pour 2030, la valeur de Stader pourrait potentiellement atteindre son point le plus élevé d'environ $0.871076, tandis que son point le plus bas devrait être autour de $0.301275.
Combien vaudra Stader en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Stader, il est attendu que la valeur de SD en 2026 augmente de 3.13% jusqu'à $0.277076 si le meilleur scénario se produit. Le prix sera entre $0.277076 et $0.092822 durant 2026.
Combien vaudra Stader en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Stader, le valeur de SD pourrait diminuer de -12.62% jusqu'à $0.234743 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.234743 et $0.089357 tout au long de l'année.
Combien vaudra Stader en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Stader suggère que la valeur de SD en 2028 pourrait augmenter de 47.02%, atteignant $0.394987 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.394987 et $0.161264 durant l'année.
Combien vaudra Stader en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Stader pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $1.16 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $1.16 et $0.354251.
Combien vaudra Stader en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Stader, il est prévu que la valeur de SD en 2030 augmente de 224.23%, atteignant $0.871076 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.871076 et $0.301275 au cours de 2030.
Combien vaudra Stader en 2031 ?
Notre simulation expérimentale indique que le prix de Stader pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.795194 dans des conditions idéales. Il est probable que le prix fluctue entre $0.795194 et $0.3562013 durant l'année.
Combien vaudra Stader en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Stader, SD pourrait connaître une 449.04% hausse en valeur, atteignant $1.47 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $1.47 et $0.543714 tout au long de l'année.
Combien vaudra Stader en 2033 ?
Selon notre prédiction expérimentale de prix de Stader, la valeur de SD est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $3.92. Tout au long de l'année, le prix de SD pourrait osciller entre $3.92 et $1.26.
Combien vaudra Stader en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Stader suggèrent que SD pourrait augmenter de 746.96% en 2034, atteignant potentiellement $2.27 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $2.27 et $1.01.
Combien vaudra Stader en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Stader, SD pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $2.68 en 2035. La fourchette de prix attendue pour l'année se situe entre $2.68 et $1.20.
Combien vaudra Stader en 2036 ?
Notre récente simulation de prédiction de prix de Stader suggère que la valeur de SD pourrait augmenter de 1964.7% en 2036, pouvant atteindre $5.54 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $5.54 et $1.98.
Combien vaudra Stader en 2037 ?
Selon la simulation expérimentale, la valeur de Stader pourrait augmenter de 4830.69% en 2037, avec un maximum de $13.24 sous des conditions favorables. Il est prévu que le prix chute entre $13.24 et $5.16 au cours de l'année.
Prévisions liées
Prévision du cours de Ternoa
Prévision du cours de Atlas Navi
Prévision du cours de Altered State Machine
Prévision du cours de Whales MarketPrévision du cours de Scallop
Prévision du cours de Cream
Prévision du cours de Badmad Robots
Prévision du cours de Rivex
Prévision du cours de VIDT DAO
Prévision du cours de Vectorspace AI
Prévision du cours de Swarm
Prévision du cours de Inspect
Prévision du cours de Snowbank
Prévision du cours de Synesis One
Prévision du cours de Fidu
Prévision du cours de Aviator
Prévision du cours de DeRace
Prévision du cours de Datamall Coin
Prévision du cours de Alpaca Finance
Prévision du cours de Vite
Prévision du cours de Passage
Prévision du cours de Ascendia (ex AirDAO)
Prévision du cours de GET Protocol
Prévision du cours de ISKRA Token
Prévision du cours de Instadapp
Comment lire et prédire les mouvements de prix de Stader ?
Les traders de Stader utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Stader
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Stader. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de SD sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de SD au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de SD.
Comment lire les graphiques de Stader et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Stader dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de SD au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Stader ?
L'action du prix de Stader est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de SD. La capitalisation boursière de Stader peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de SD, de grands détenteurs de Stader, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Stader.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu


