Prédiction du prix de Torus jusqu'à $0.115545 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.0387084 | $0.115545 |
| 2027 | $0.037263 | $0.097891 |
| 2028 | $0.067249 | $0.164716 |
| 2029 | $0.147728 | $0.48596 |
| 2030 | $0.125636 | $0.363253 |
| 2031 | $0.148541 | $0.3316089 |
| 2032 | $0.226737 | $0.615117 |
| 2033 | $0.526889 | $1.63 |
| 2034 | $0.423593 | $0.9489019 |
| 2035 | $0.500818 | $1.11 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Torus aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.44, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.44
(39.54% ROI)
Prévision du prix à long terme de Torus pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Torus'
'name_with_ticker' => 'Torus <small>TORUS</small>'
'name_lang' => 'Torus'
'name_lang_with_ticker' => 'Torus <small>TORUS</small>'
'name_with_lang' => 'Torus'
'name_with_lang_with_ticker' => 'Torus <small>TORUS</small>'
'image' => '/uploads/coins/torus.jpg?1737028141'
'price_for_sd' => 0.112
'ticker' => 'TORUS'
'marketcap' => '$7.83M'
'low24h' => '$0.1088'
'high24h' => '$0.1148'
'volume24h' => '$4.34K'
'current_supply' => '69.89M'
'max_supply' => '144M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.112'
'change_24h_pct' => '-2.2914%'
'ath_price' => '$1.06'
'ath_days' => 354
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 janv. 2025'
'ath_pct' => '-89.39%'
'fdv' => '$16.13M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$5.52'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.112994'
'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' => '$0.0990196'
'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' => '$0.0387084'
'current_year_max_price_prediction' => '$0.115545'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.125636'
'grand_prediction_max_price' => '$0.363253'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11415902326906
107 => 0.11458525162223
108 => 0.11554556586566
109 => 0.10733978579843
110 => 0.11102394013957
111 => 0.11318803565641
112 => 0.10341057338086
113 => 0.11299476666416
114 => 0.10719694142368
115 => 0.10522907245664
116 => 0.10787854877373
117 => 0.10684604527626
118 => 0.10595835939978
119 => 0.10546301542832
120 => 0.10740849842356
121 => 0.10731773931648
122 => 0.10413455153429
123 => 0.099982212835754
124 => 0.10137587399885
125 => 0.10086954383266
126 => 0.099034537992467
127 => 0.1002711103693
128 => 0.094825871436671
129 => 0.085457620871967
130 => 0.091646574152286
131 => 0.091408306183279
201 => 0.091288160668714
202 => 0.095938988008769
203 => 0.095491918272866
204 => 0.094680482324481
205 => 0.09901963533494
206 => 0.097435786116278
207 => 0.10231683620638
208 => 0.10553181148225
209 => 0.10471638975874
210 => 0.10774008954502
211 => 0.10140798113725
212 => 0.10351125355022
213 => 0.10394473507952
214 => 0.09896609086034
215 => 0.095565064410664
216 => 0.095338254721011
217 => 0.089441343547588
218 => 0.092591425898227
219 => 0.095363368007524
220 => 0.094035822848568
221 => 0.093615561710526
222 => 0.095762584721262
223 => 0.095929426797205
224 => 0.092125409784579
225 => 0.092916385379056
226 => 0.096214885096776
227 => 0.092833271649248
228 => 0.086263349104122
301 => 0.084633917476645
302 => 0.084416521261156
303 => 0.079997373455586
304 => 0.084742803889423
305 => 0.082671296335424
306 => 0.089215163878036
307 => 0.085477341833162
308 => 0.085316211795497
309 => 0.08507264011093
310 => 0.08126889704198
311 => 0.082101675033597
312 => 0.084869955913402
313 => 0.085857709718233
314 => 0.085754678903961
315 => 0.084856389826861
316 => 0.085267621966373
317 => 0.083942899962229
318 => 0.083475113050862
319 => 0.08199864888366
320 => 0.07982865444151
321 => 0.08013040547804
322 => 0.075831078678208
323 => 0.073488577255115
324 => 0.072840203734876
325 => 0.071973171566217
326 => 0.07293813732541
327 => 0.075818899225566
328 => 0.072344089186248
329 => 0.066386771103422
330 => 0.066744816070975
331 => 0.067549236808564
401 => 0.066050204085843
402 => 0.064631495418068
403 => 0.065864947501226
404 => 0.063340753295596
405 => 0.067854273618834
406 => 0.067732195543085
407 => 0.069414556805364
408 => 0.070466571828195
409 => 0.068042017794477
410 => 0.067432249011688
411 => 0.067779601022811
412 => 0.062038646015121
413 => 0.068945398301646
414 => 0.069005128182229
415 => 0.068493684681616
416 => 0.072171317052137
417 => 0.079932268436239
418 => 0.077012286341994
419 => 0.075881581018176
420 => 0.073732109371058
421 => 0.076596152717845
422 => 0.076376238874848
423 => 0.075381705076967
424 => 0.074780207932874
425 => 0.075888484863775
426 => 0.074642880156378
427 => 0.074419135324001
428 => 0.073063485076577
429 => 0.072579579616402
430 => 0.072221315278521
501 => 0.07182690144484
502 => 0.072696880080136
503 => 0.070725394037333
504 => 0.068347975136873
505 => 0.068150318479329
506 => 0.06869606588896
507 => 0.068454613286314
508 => 0.068149162497161
509 => 0.067565973756095
510 => 0.067392954114476
511 => 0.067955184012539
512 => 0.067320459237665
513 => 0.06825703021824
514 => 0.068002334734359
515 => 0.066579626465503
516 => 0.064806405208443
517 => 0.064790619819798
518 => 0.06440858220863
519 => 0.063921999871069
520 => 0.063786643796255
521 => 0.06576106960716
522 => 0.069848071946142
523 => 0.069045695593323
524 => 0.069625494739071
525 => 0.072477532687846
526 => 0.073384109787988
527 => 0.072740642835763
528 => 0.071859825584243
529 => 0.071898577073087
530 => 0.074908596263043
531 => 0.075096327467756
601 => 0.075570663657684
602 => 0.076180319709132
603 => 0.072844469897552
604 => 0.071741458846949
605 => 0.071218791018451
606 => 0.069609176404581
607 => 0.071345007767712
608 => 0.070333613168126
609 => 0.070470084853769
610 => 0.070381207489461
611 => 0.070429740540234
612 => 0.067853011997918
613 => 0.068791836449873
614 => 0.067230858710501
615 => 0.065140884745456
616 => 0.065133878419886
617 => 0.065645396586966
618 => 0.065341125565479
619 => 0.064522340070179
620 => 0.064638644685228
621 => 0.063619693875934
622 => 0.064762363762176
623 => 0.064795131445844
624 => 0.064355141297992
625 => 0.066115581915806
626 => 0.066836835873307
627 => 0.066547224932489
628 => 0.066816515997656
629 => 0.069079037953295
630 => 0.069447927752817
701 => 0.069611764234273
702 => 0.069392245053297
703 => 0.066857870745635
704 => 0.066970281023171
705 => 0.066145488992
706 => 0.065448626640102
707 => 0.065476497479617
708 => 0.065834775314256
709 => 0.067399395630846
710 => 0.070692046847702
711 => 0.070817000554485
712 => 0.070968448092263
713 => 0.070352434844687
714 => 0.070166639354765
715 => 0.070411751563857
716 => 0.071648298241532
717 => 0.07482903201566
718 => 0.073704748265817
719 => 0.072790688076675
720 => 0.07359256529141
721 => 0.073469122579523
722 => 0.072427141862842
723 => 0.072397896934549
724 => 0.070398002797853
725 => 0.069658687470902
726 => 0.069040860246909
727 => 0.068366209047096
728 => 0.067966253201335
729 => 0.068580767157106
730 => 0.068721313769506
731 => 0.067377668265347
801 => 0.067194534348071
802 => 0.06829178427137
803 => 0.067808925489726
804 => 0.068305557720968
805 => 0.068420780658649
806 => 0.068402227111873
807 => 0.067898067087859
808 => 0.068219403652897
809 => 0.067459346881541
810 => 0.066632899299528
811 => 0.066105677231707
812 => 0.065645606051674
813 => 0.06590088028185
814 => 0.064990874262505
815 => 0.064699745022114
816 => 0.068110542054964
817 => 0.070630134495377
818 => 0.070593498623425
819 => 0.070370487174901
820 => 0.070039137398613
821 => 0.071624057941546
822 => 0.071071903315875
823 => 0.071473641940113
824 => 0.071575901280899
825 => 0.071885409506914
826 => 0.071996032094584
827 => 0.071661653802319
828 => 0.070539439412611
829 => 0.0677429878504
830 => 0.066441232099314
831 => 0.066011631018999
901 => 0.06602724620234
902 => 0.065596509736551
903 => 0.06572338092998
904 => 0.065552389113055
905 => 0.065228571979162
906 => 0.065880885486325
907 => 0.065956058541305
908 => 0.065803800774167
909 => 0.06583966299014
910 => 0.064579033708381
911 => 0.064674876614731
912 => 0.064141211133051
913 => 0.064041155288669
914 => 0.062692095422551
915 => 0.060302040320369
916 => 0.06162636285524
917 => 0.060026767461044
918 => 0.059420976447436
919 => 0.062288696886023
920 => 0.062000857292172
921 => 0.061508201028364
922 => 0.06077945973563
923 => 0.060509162501415
924 => 0.058866922072032
925 => 0.058769889746452
926 => 0.059583828447475
927 => 0.059208223742874
928 => 0.058680732484987
929 => 0.056770212619854
930 => 0.054622155740055
1001 => 0.054686992075052
1002 => 0.055370249002497
1003 => 0.057356910668793
1004 => 0.056580687586175
1005 => 0.056017528833602
1006 => 0.055912066127735
1007 => 0.057232152692791
1008 => 0.059100351749029
1009 => 0.059976868947618
1010 => 0.059108267024039
1011 => 0.058110463903081
1012 => 0.058171195555679
1013 => 0.058575216032156
1014 => 0.058617672871692
1015 => 0.057968205615766
1016 => 0.058151026844033
1017 => 0.057873304680772
1018 => 0.056168924277475
1019 => 0.056138097440628
1020 => 0.055719815002812
1021 => 0.055707149576831
1022 => 0.054995546804662
1023 => 0.054895988657758
1024 => 0.053483058162416
1025 => 0.054413053293198
1026 => 0.053789261386405
1027 => 0.052849059845234
1028 => 0.052686968745153
1029 => 0.052682096090953
1030 => 0.053647472848519
1031 => 0.054401772303716
1101 => 0.053800112513693
1102 => 0.053663126242189
1103 => 0.055125781236534
1104 => 0.054939645056107
1105 => 0.054778452324307
1106 => 0.058933075014129
1107 => 0.055644366965884
1108 => 0.054210302543956
1109 => 0.052435375500373
1110 => 0.053013300695722
1111 => 0.05313507802587
1112 => 0.048866698440699
1113 => 0.047135017374588
1114 => 0.046540769689723
1115 => 0.046198771745654
1116 => 0.046354624503306
1117 => 0.044795908437876
1118 => 0.045843391412629
1119 => 0.044493675054956
1120 => 0.044267390715235
1121 => 0.046680850760527
1122 => 0.047016669626601
1123 => 0.045583962013188
1124 => 0.046503992235292
1125 => 0.046170376487381
1126 => 0.044516812067987
1127 => 0.044453658069963
1128 => 0.043623957569911
1129 => 0.042325636949005
1130 => 0.041732269586658
1201 => 0.041423238712496
1202 => 0.041550750874067
1203 => 0.04148627682324
1204 => 0.041065540029667
1205 => 0.041510392963751
1206 => 0.040373977543089
1207 => 0.039921447765861
1208 => 0.039717050564098
1209 => 0.03870841646863
1210 => 0.040313601856137
1211 => 0.040629843599069
1212 => 0.040946708435926
1213 => 0.043704800507957
1214 => 0.043567014022326
1215 => 0.044812536747693
1216 => 0.044764138024955
1217 => 0.04440889476755
1218 => 0.042910181899237
1219 => 0.043507542136558
1220 => 0.041668960176475
1221 => 0.04304655079239
1222 => 0.042417875964846
1223 => 0.042833995200807
1224 => 0.04208577529459
1225 => 0.042499871083933
1226 => 0.040704836248114
1227 => 0.039028657975247
1228 => 0.039703201042942
1229 => 0.040436506500884
1230 => 0.042026499576458
1231 => 0.041079512817805
]
'min_raw' => 0.03870841646863
'max_raw' => 0.11554556586566
'avg_raw' => 0.077126991167143
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0387084'
'max' => '$0.115545'
'avg' => '$0.077126'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.07332758353137
'max_diff' => 0.0035095658656568
'year' => 2026
]
1 => [
'items' => [
101 => 0.04142008506575
102 => 0.040279225046238
103 => 0.03792530495543
104 => 0.037938627887509
105 => 0.037576528564474
106 => 0.037263621882006
107 => 0.041188285638723
108 => 0.040700191660823
109 => 0.039922477787199
110 => 0.040963478712165
111 => 0.041238735879633
112 => 0.041246572064225
113 => 0.042006059466957
114 => 0.042411398029941
115 => 0.042482840708505
116 => 0.043677910546516
117 => 0.044078482192865
118 => 0.045728380113155
119 => 0.042377007884815
120 => 0.042307988579204
121 => 0.040978127730006
122 => 0.040134708955177
123 => 0.041035877335095
124 => 0.041834189497951
125 => 0.041002933514193
126 => 0.0411114779969
127 => 0.039995584754813
128 => 0.040394464081202
129 => 0.040738032691936
130 => 0.040548334299118
131 => 0.040264346623564
201 => 0.041768737004429
202 => 0.041683853403387
203 => 0.043084776311834
204 => 0.044176895899927
205 => 0.046134169441517
206 => 0.04409165246589
207 => 0.044017215029029
208 => 0.04474485291449
209 => 0.044078370795296
210 => 0.044499564488446
211 => 0.046066308625921
212 => 0.046099411460703
213 => 0.045544896327515
214 => 0.045511154031266
215 => 0.045617654728326
216 => 0.046241432637493
217 => 0.046023465469271
218 => 0.046275702594591
219 => 0.046591128982196
220 => 0.047895866259346
221 => 0.0482104339997
222 => 0.047446197475314
223 => 0.047515199476673
224 => 0.047229354037791
225 => 0.046953230925463
226 => 0.047573915357433
227 => 0.048708228356439
228 => 0.048701171854144
301 => 0.048964310422019
302 => 0.049128243569848
303 => 0.048424522492968
304 => 0.04796642594846
305 => 0.048142089313065
306 => 0.048422978858518
307 => 0.048051000619209
308 => 0.045754978609109
309 => 0.04645144501652
310 => 0.046335518950859
311 => 0.046170426136268
312 => 0.046870728494534
313 => 0.04680318262368
314 => 0.044779921551693
315 => 0.044909444161068
316 => 0.044787798250562
317 => 0.045180861073818
318 => 0.044057144112918
319 => 0.044402791881741
320 => 0.044619578922101
321 => 0.044747268154309
322 => 0.045208569218372
323 => 0.045154440862821
324 => 0.045205204523791
325 => 0.04588919222283
326 => 0.049348567288336
327 => 0.049536853440471
328 => 0.048609663564935
329 => 0.0489800576322
330 => 0.048268982019329
331 => 0.048746331842042
401 => 0.049072922467371
402 => 0.047597122231275
403 => 0.047509734919157
404 => 0.046795724444289
405 => 0.047179393229863
406 => 0.046568948605253
407 => 0.046718730363686
408 => 0.046299927509369
409 => 0.047053689264323
410 => 0.047896512029097
411 => 0.048109442343558
412 => 0.047549314358474
413 => 0.04714374478304
414 => 0.046431698211502
415 => 0.047615847528963
416 => 0.047962128875685
417 => 0.047614028660465
418 => 0.047533366234459
419 => 0.04738051108293
420 => 0.047565795177448
421 => 0.047960242953103
422 => 0.047774228666411
423 => 0.047897094379921
424 => 0.047428856978594
425 => 0.048424755453926
426 => 0.050006481908773
427 => 0.050011567417964
428 => 0.049825552128585
429 => 0.049749438679927
430 => 0.049940301655181
501 => 0.050043836989647
502 => 0.050661052853334
503 => 0.051323350066035
504 => 0.054414002174799
505 => 0.053546159430102
506 => 0.056288369844714
507 => 0.058457102251214
508 => 0.05910741027275
509 => 0.058509157492294
510 => 0.056462567047336
511 => 0.056362151556331
512 => 0.059420621729297
513 => 0.058556463818626
514 => 0.058453674984879
515 => 0.05736017545829
516 => 0.058006569111055
517 => 0.057865193337173
518 => 0.05764202476176
519 => 0.058875298823063
520 => 0.061183877770689
521 => 0.060824064091985
522 => 0.060555479872109
523 => 0.059378622004303
524 => 0.060087353301443
525 => 0.059834987661385
526 => 0.060919310606266
527 => 0.060276981714413
528 => 0.058549916972529
529 => 0.058824957725154
530 => 0.0587833858687
531 => 0.059638931728711
601 => 0.059382118097489
602 => 0.058733238885493
603 => 0.061175987298821
604 => 0.06101736880414
605 => 0.061242253564361
606 => 0.061341254790603
607 => 0.06282811270374
608 => 0.063437230816606
609 => 0.06357551129234
610 => 0.064154126388677
611 => 0.063561114821637
612 => 0.06593358389988
613 => 0.067511137399503
614 => 0.069343546969475
615 => 0.072021189856466
616 => 0.073028008351556
617 => 0.072846135602101
618 => 0.074876293879501
619 => 0.078524443176106
620 => 0.073583530879525
621 => 0.078786323525297
622 => 0.077139179442775
623 => 0.073233830453972
624 => 0.072982372020134
625 => 0.075627119697385
626 => 0.081492915497998
627 => 0.080023600179249
628 => 0.081495318771491
629 => 0.079778480858705
630 => 0.07969322538569
701 => 0.081411935786121
702 => 0.085427796318757
703 => 0.083520011511983
704 => 0.080784734183446
705 => 0.082804420397209
706 => 0.081054781285712
707 => 0.077112354674358
708 => 0.080022476621516
709 => 0.078076560950953
710 => 0.07864448259419
711 => 0.082734507900603
712 => 0.082242385234871
713 => 0.08287923753366
714 => 0.081755209895623
715 => 0.080705190838808
716 => 0.078745252293822
717 => 0.078165011114454
718 => 0.078325368901541
719 => 0.078164931649099
720 => 0.077068364045944
721 => 0.076831560376448
722 => 0.076436877219348
723 => 0.076559206033281
724 => 0.075817086229302
725 => 0.077217619629186
726 => 0.077477570969662
727 => 0.078496762383304
728 => 0.078602578216906
729 => 0.081441011796618
730 => 0.079877650278851
731 => 0.080926488159108
801 => 0.080832670227053
802 => 0.073318471208614
803 => 0.074353861535015
804 => 0.075964603959513
805 => 0.075238966680587
806 => 0.074213085341158
807 => 0.073384631155292
808 => 0.072129438349914
809 => 0.07389609811964
810 => 0.076219067853508
811 => 0.078661492562841
812 => 0.081595905817098
813 => 0.080940978939084
814 => 0.078606635748188
815 => 0.078711352678493
816 => 0.079358671537044
817 => 0.0785203348001
818 => 0.078273092930098
819 => 0.079324704300763
820 => 0.079331946170317
821 => 0.078367338438084
822 => 0.077295353465059
823 => 0.07729086180888
824 => 0.077100112437077
825 => 0.079812414748197
826 => 0.081303906774619
827 => 0.081474903931789
828 => 0.081292397303508
829 => 0.081362636861304
830 => 0.080494770513913
831 => 0.082478455626278
901 => 0.084298881251509
902 => 0.083810968296226
903 => 0.083079517415343
904 => 0.082496881557273
905 => 0.083673717804498
906 => 0.083621315138921
907 => 0.084282981421777
908 => 0.084252964417217
909 => 0.08403047093282
910 => 0.083810976242169
911 => 0.084681247880047
912 => 0.084430623624473
913 => 0.084179610080206
914 => 0.083676163988927
915 => 0.083744590674086
916 => 0.083013266088511
917 => 0.082674921872088
918 => 0.077587036658371
919 => 0.07622738747782
920 => 0.076655160788233
921 => 0.07679599486915
922 => 0.076204273803336
923 => 0.077052649811043
924 => 0.076920431308894
925 => 0.077434816155517
926 => 0.077113450835341
927 => 0.077126639780178
928 => 0.078071706664506
929 => 0.078346063601628
930 => 0.078206523449076
1001 => 0.078304252588767
1002 => 0.080556379364059
1003 => 0.080236198955572
1004 => 0.080066109494996
1005 => 0.080113225437988
1006 => 0.080688692115218
1007 => 0.080849791365526
1008 => 0.080167202521725
1009 => 0.080489115366461
1010 => 0.081859779402523
1011 => 0.082339434242279
1012 => 0.083870262243395
1013 => 0.083219939300223
1014 => 0.084413635207733
1015 => 0.088082649466497
1016 => 0.091013711932872
1017 => 0.088318185757514
1018 => 0.093700708708459
1019 => 0.097891774902829
1020 => 0.097730914801703
1021 => 0.097000105469607
1022 => 0.092228688032576
1023 => 0.087837958569194
1024 => 0.091510990205534
1025 => 0.091520353518541
1026 => 0.091204836843529
1027 => 0.089245189872936
1028 => 0.091136645376733
1029 => 0.091286782245867
1030 => 0.091202745523768
1031 => 0.08970028878605
1101 => 0.087406315047975
1102 => 0.087854552025397
1103 => 0.088588773338202
1104 => 0.087198739218451
1105 => 0.086754539092053
1106 => 0.087580391639559
1107 => 0.090241460620833
1108 => 0.089738400944446
1109 => 0.089725264023272
1110 => 0.091877566649358
1111 => 0.090336982465058
1112 => 0.087860205729136
1113 => 0.087234786938644
1114 => 0.085014971564977
1115 => 0.08654820595028
1116 => 0.086603384326243
1117 => 0.085763647522688
1118 => 0.087928345742691
1119 => 0.087908397667506
1120 => 0.089963456454589
1121 => 0.093891957010659
1122 => 0.092730106086457
1123 => 0.091378999870632
1124 => 0.091525902578404
1125 => 0.093137062695884
1126 => 0.092162918509647
1127 => 0.092513227550992
1128 => 0.093136532461194
1129 => 0.093512587789309
1130 => 0.091471794003851
1201 => 0.09099598735001
1202 => 0.090022653921693
1203 => 0.089768729398374
1204 => 0.09056148916647
1205 => 0.090352624976192
1206 => 0.086598746797404
1207 => 0.08620644564134
1208 => 0.086218476957719
1209 => 0.085232017047892
1210 => 0.0837274289079
1211 => 0.087681396705509
1212 => 0.087363837755618
1213 => 0.087013277252047
1214 => 0.087056218913464
1215 => 0.088772502322004
1216 => 0.087776971270661
1217 => 0.090423753734986
1218 => 0.089879654829885
1219 => 0.08932160184094
1220 => 0.089244461919159
1221 => 0.089029659129259
1222 => 0.088293020438094
1223 => 0.08740348495339
1224 => 0.086816136576145
1225 => 0.080083296907877
1226 => 0.081332872787181
1227 => 0.082770395933895
1228 => 0.083266623163628
1229 => 0.082417792149291
1230 => 0.088326537460226
1231 => 0.089406122166621
]
'min_raw' => 0.037263621882006
'max_raw' => 0.097891774902829
'avg_raw' => 0.067577698392418
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.037263'
'max' => '$0.097891'
'avg' => '$0.067577'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014447945866235
'max_diff' => -0.017653790962828
'year' => 2027
]
2 => [
'items' => [
101 => 0.086135989671384
102 => 0.085524281400155
103 => 0.08836664095265
104 => 0.086652350678172
105 => 0.087424295483802
106 => 0.085755773045263
107 => 0.089146081824781
108 => 0.089120253352201
109 => 0.087801346663372
110 => 0.088916077565287
111 => 0.088722365638899
112 => 0.087233323235535
113 => 0.089193287124924
114 => 0.08919425924256
115 => 0.087924840230067
116 => 0.086442436735028
117 => 0.086177418002923
118 => 0.085977761988539
119 => 0.087375192343399
120 => 0.088628124029916
121 => 0.090959519270416
122 => 0.091545687426463
123 => 0.093833540762936
124 => 0.092471235494623
125 => 0.093075127775259
126 => 0.093730738271669
127 => 0.094045062052925
128 => 0.093532888318912
129 => 0.097086866268457
130 => 0.097386930898469
131 => 0.097487539973364
201 => 0.096289158605008
202 => 0.097353601744759
203 => 0.096855584050321
204 => 0.098151287737949
205 => 0.098354470620544
206 => 0.098182381947427
207 => 0.098246875401386
208 => 0.095214182186121
209 => 0.095056921044179
210 => 0.092912654215049
211 => 0.09378645879754
212 => 0.092152923013117
213 => 0.092670934037641
214 => 0.09289926836146
215 => 0.092779999468556
216 => 0.093835862397588
217 => 0.092938163209365
218 => 0.090568987456235
219 => 0.088199166222755
220 => 0.088169415047583
221 => 0.087545482947627
222 => 0.087094494318223
223 => 0.087181370727928
224 => 0.087487534527194
225 => 0.087076699521634
226 => 0.087164371999934
227 => 0.088620319298375
228 => 0.088912299145736
229 => 0.087920037540512
301 => 0.083935964012869
302 => 0.082958262375894
303 => 0.083661014923886
304 => 0.083325144469006
305 => 0.067249894847374
306 => 0.071026536298428
307 => 0.068782584190837
308 => 0.069816700561287
309 => 0.067526206528018
310 => 0.068619350335772
311 => 0.0684174865897
312 => 0.074490214284051
313 => 0.074395396993867
314 => 0.074440781013059
315 => 0.072274483529616
316 => 0.075725454242127
317 => 0.077425526508002
318 => 0.077110888377547
319 => 0.07719007601637
320 => 0.075829370020188
321 => 0.074453955621458
322 => 0.072928409378507
323 => 0.075762685734695
324 => 0.075447562586598
325 => 0.076170341710603
326 => 0.078008572525848
327 => 0.078279258996153
328 => 0.078643064357274
329 => 0.078512666032741
330 => 0.081619283152834
331 => 0.081243051321471
401 => 0.08214966178577
402 => 0.080284695276005
403 => 0.078174308645959
404 => 0.078575424150594
405 => 0.07853679350193
406 => 0.078044981006249
407 => 0.077600994675571
408 => 0.076861882527365
409 => 0.079200542732306
410 => 0.07910559739888
411 => 0.080642651985163
412 => 0.080370962656886
413 => 0.078556554828994
414 => 0.078621356759525
415 => 0.079057180885091
416 => 0.080565573159827
417 => 0.081013366686146
418 => 0.080805930883268
419 => 0.081296916042326
420 => 0.081684970692967
421 => 0.081345649731852
422 => 0.086149718976669
423 => 0.084154734487682
424 => 0.085127076046601
425 => 0.085358973779035
426 => 0.084764972613691
427 => 0.084893790196867
428 => 0.085088913734688
429 => 0.086273665647234
430 => 0.089382797476481
501 => 0.090759810799078
502 => 0.094902623320754
503 => 0.090645469011588
504 => 0.090392867092737
505 => 0.091139112728844
506 => 0.093571382240309
507 => 0.095542508227893
508 => 0.096196444434961
509 => 0.096282872900035
510 => 0.097509700697352
511 => 0.09821289551179
512 => 0.097360731533983
513 => 0.09663861178808
514 => 0.094052068491056
515 => 0.09435146792061
516 => 0.096414033090109
517 => 0.099327527876509
518 => 0.10182760950071
519 => 0.10095216805255
520 => 0.10763116833662
521 => 0.10829336393351
522 => 0.10820186991337
523 => 0.10971045003101
524 => 0.10671622571449
525 => 0.10543613680881
526 => 0.096794742273551
527 => 0.099222621660055
528 => 0.1027516869327
529 => 0.10228460191055
530 => 0.09972170037737
531 => 0.10182566531007
601 => 0.10113002870626
602 => 0.10058135125483
603 => 0.10309494902615
604 => 0.10033114502368
605 => 0.10272411587357
606 => 0.099655106006476
607 => 0.10095616699535
608 => 0.10021762185283
609 => 0.10069555107273
610 => 0.097901586618884
611 => 0.099409142018524
612 => 0.097838867357877
613 => 0.097838122843232
614 => 0.097803458943066
615 => 0.099650880117653
616 => 0.099711124455832
617 => 0.098345877416513
618 => 0.098149123988981
619 => 0.098876624533215
620 => 0.098024911928611
621 => 0.09842342289569
622 => 0.098036982419834
623 => 0.097949986529037
624 => 0.097256788470037
625 => 0.096958139686342
626 => 0.09707524756966
627 => 0.096675497990644
628 => 0.096434634409713
629 => 0.097755545114371
630 => 0.097049835810258
701 => 0.097647385042219
702 => 0.096966402275674
703 => 0.094605819316761
704 => 0.093248223094379
705 => 0.088789300711149
706 => 0.090053845567757
707 => 0.090892240115954
708 => 0.090615150722776
709 => 0.091210445958683
710 => 0.09124699225138
711 => 0.09105345570187
712 => 0.090829365171105
713 => 0.090720290293713
714 => 0.091533245066427
715 => 0.092005192674788
716 => 0.090976384225138
717 => 0.090735348799945
718 => 0.091775530944612
719 => 0.092410041451965
720 => 0.097094910537607
721 => 0.096747840303815
722 => 0.097618918481539
723 => 0.097520848446511
724 => 0.098433877150403
725 => 0.099926293206545
726 => 0.096891794078316
727 => 0.097418478201891
728 => 0.097289347417703
729 => 0.098699163459559
730 => 0.098703564751355
731 => 0.097858309608728
801 => 0.098316536134245
802 => 0.098060766658489
803 => 0.098522976670498
804 => 0.096743204969244
805 => 0.098910774786889
806 => 0.10013964719838
807 => 0.10015671009301
808 => 0.10073918586312
809 => 0.10133101498027
810 => 0.1024669794332
811 => 0.10129933354823
812 => 0.099198852269195
813 => 0.099350500233028
814 => 0.098118988827667
815 => 0.098139690756882
816 => 0.098029182236294
817 => 0.098360826625272
818 => 0.096815982262642
819 => 0.097178554146761
820 => 0.096670951385777
821 => 0.097417374772622
822 => 0.096614346596583
823 => 0.097289285146929
824 => 0.097580566250691
825 => 0.098655399794407
826 => 0.096455592808255
827 => 0.091970037449651
828 => 0.092912955568131
829 => 0.091518305606279
830 => 0.091647385770055
831 => 0.091908148243839
901 => 0.091062931750133
902 => 0.091224172421299
903 => 0.091218411769892
904 => 0.09116876958822
905 => 0.090948896134398
906 => 0.090630036125718
907 => 0.091900276260364
908 => 0.092116114811494
909 => 0.092595897173916
910 => 0.094023404044999
911 => 0.093880762445648
912 => 0.094113416812333
913 => 0.093605533636157
914 => 0.091670945013954
915 => 0.091776002483726
916 => 0.090465934152233
917 => 0.092562395781244
918 => 0.092065925995553
919 => 0.091745848694991
920 => 0.091658512638037
921 => 0.093089558022543
922 => 0.093517749230475
923 => 0.093250929204535
924 => 0.092703673546947
925 => 0.093754566191126
926 => 0.094035740729107
927 => 0.094098685338843
928 => 0.09596066561565
929 => 0.094202749352296
930 => 0.09462589726907
1001 => 0.097927176522843
1002 => 0.094933371785068
1003 => 0.09651925692448
1004 => 0.096441636099454
1005 => 0.09725292127335
1006 => 0.096375087035555
1007 => 0.096385968843007
1008 => 0.097106335116209
1009 => 0.096094710604239
1010 => 0.095844218148567
1011 => 0.095498164615119
1012 => 0.096253759845289
1013 => 0.096706705013143
1014 => 0.10035711041448
1015 => 0.10271543878246
1016 => 0.10261305752835
1017 => 0.10354863054117
1018 => 0.10312714633003
1019 => 0.10176606263034
1020 => 0.10408926653924
1021 => 0.10335410761548
1022 => 0.10341471322394
1023 => 0.10341245748017
1024 => 0.10390127389576
1025 => 0.10355490266594
1026 => 0.10287216941771
1027 => 0.10332539960971
1028 => 0.10467133124721
1029 => 0.10884914434824
1030 => 0.11118710390823
1031 => 0.10870839624709
1101 => 0.11041817560053
1102 => 0.10939291724514
1103 => 0.10920659730318
1104 => 0.11028046508883
1105 => 0.11135621253789
1106 => 0.11128769207597
1107 => 0.1105067546682
1108 => 0.1100656229421
1109 => 0.11340602016209
1110 => 0.11586716793159
1111 => 0.11569933415346
1112 => 0.11644009786768
1113 => 0.1186150030436
1114 => 0.11881384911609
1115 => 0.11878879908138
1116 => 0.11829593834328
1117 => 0.1204374149361
1118 => 0.12222387238553
1119 => 0.11818185532253
1120 => 0.11972100250623
1121 => 0.12041197526522
1122 => 0.1214265282778
1123 => 0.12313824926884
1124 => 0.12499763227669
1125 => 0.12526056942109
1126 => 0.12507400293443
1127 => 0.12384768985786
1128 => 0.1258822489321
1129 => 0.12707404592151
1130 => 0.12778373375491
1201 => 0.12958338401962
1202 => 0.12041624247774
1203 => 0.11392728405791
1204 => 0.11291393949895
1205 => 0.11497461550739
1206 => 0.11551799933723
1207 => 0.11529896199677
1208 => 0.10799504934495
1209 => 0.11287548591042
1210 => 0.1181264252961
1211 => 0.11832813526303
1212 => 0.12095686531147
1213 => 0.12181288757052
1214 => 0.12392935981504
1215 => 0.12379697389989
1216 => 0.124312301211
1217 => 0.1241938363864
1218 => 0.12811415554356
1219 => 0.13243884974693
1220 => 0.13228909933835
1221 => 0.13166737337915
1222 => 0.13259074244859
1223 => 0.13705429032886
1224 => 0.13664335836694
1225 => 0.13704254376484
1226 => 0.14230531827022
1227 => 0.14914767374815
1228 => 0.14596871266739
1229 => 0.15286614349123
1230 => 0.15720771057774
1231 => 0.16471600192744
]
'min_raw' => 0.067249894847374
'max_raw' => 0.16471600192744
'avg_raw' => 0.11598294838741
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.067249'
'max' => '$0.164716'
'avg' => '$0.115982'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.029986272965367
'max_diff' => 0.066824227024608
'year' => 2028
]
3 => [
'items' => [
101 => 0.16377592687134
102 => 0.16669884959539
103 => 0.16209299632134
104 => 0.1515170262076
105 => 0.14984333845391
106 => 0.15319410372132
107 => 0.16143163316834
108 => 0.15293467460415
109 => 0.15465359825523
110 => 0.15415854812808
111 => 0.15413216901063
112 => 0.155138952632
113 => 0.1536785604789
114 => 0.14772866012765
115 => 0.15045546439565
116 => 0.14940251431588
117 => 0.15057084093201
118 => 0.15687581782473
119 => 0.15408823724858
120 => 0.15115174755627
121 => 0.15483475728966
122 => 0.15952449429972
123 => 0.15923101898589
124 => 0.15866155421392
125 => 0.16187159731736
126 => 0.16717364806986
127 => 0.1686067710829
128 => 0.16966467319221
129 => 0.16981054001968
130 => 0.17131305899837
131 => 0.16323363576643
201 => 0.17605588792982
202 => 0.17826993667086
203 => 0.17785378727047
204 => 0.18031460926473
205 => 0.17959057300899
206 => 0.17854155807223
207 => 0.18244248436498
208 => 0.17797038715886
209 => 0.17162280819615
210 => 0.16814040083633
211 => 0.17272631576553
212 => 0.17552677398641
213 => 0.17737769872782
214 => 0.17793778743622
215 => 0.16386081839276
216 => 0.15627411282283
217 => 0.1611371041114
218 => 0.16707028910918
219 => 0.1632006766242
220 => 0.16335235810746
221 => 0.15783530762015
222 => 0.16755842565834
223 => 0.16614184914447
224 => 0.17349105060431
225 => 0.17173710469489
226 => 0.17773009319103
227 => 0.17615193847308
228 => 0.18270277047385
301 => 0.18531607471565
302 => 0.18970421926597
303 => 0.19293215626014
304 => 0.19482766260371
305 => 0.19471386351271
306 => 0.20222480398346
307 => 0.19779586480013
308 => 0.19223207336505
309 => 0.19213144193153
310 => 0.19501300835529
311 => 0.20105198106035
312 => 0.2026177988193
313 => 0.20349287733376
314 => 0.20215266412716
315 => 0.19734536806859
316 => 0.19526960200404
317 => 0.19703821483177
318 => 0.19487535332209
319 => 0.19860905907955
320 => 0.20373623456106
321 => 0.20267749309917
322 => 0.20621670707086
323 => 0.20987942119538
324 => 0.21511726689623
325 => 0.21648663371929
326 => 0.21875014500547
327 => 0.22108004164366
328 => 0.22182834165138
329 => 0.22325707854996
330 => 0.22324954840126
331 => 0.22755514321022
401 => 0.23230434761767
402 => 0.23409706233715
403 => 0.23821931098372
404 => 0.23116010463728
405 => 0.23651459374138
406 => 0.24134447694482
407 => 0.23558609107696
408 => 0.24352268446398
409 => 0.24383084440049
410 => 0.24848369357747
411 => 0.24376713955855
412 => 0.24096646483789
413 => 0.24905190781652
414 => 0.25296419898481
415 => 0.25178578504564
416 => 0.24281799678308
417 => 0.23759835936774
418 => 0.22393756145892
419 => 0.24011936668447
420 => 0.2480010519801
421 => 0.24279758512224
422 => 0.24542191113775
423 => 0.25973938293782
424 => 0.26519054921164
425 => 0.26405674473322
426 => 0.26424833902606
427 => 0.26718968940175
428 => 0.28023325679877
429 => 0.27241724886695
430 => 0.2783922940706
501 => 0.28156143650199
502 => 0.28450511261049
503 => 0.2772763744464
504 => 0.26787189230618
505 => 0.26489309803906
506 => 0.24228020289235
507 => 0.24110310349714
508 => 0.24044236193684
509 => 0.23627647986293
510 => 0.23300323768397
511 => 0.23040023397557
512 => 0.22356917492203
513 => 0.22587445682476
514 => 0.21498717444624
515 => 0.22195247189042
516 => 0.20457610633168
517 => 0.21904765991049
518 => 0.21117145123834
519 => 0.21646011353174
520 => 0.21644166188722
521 => 0.20670355783317
522 => 0.20108682264384
523 => 0.20466602491309
524 => 0.20850321386315
525 => 0.20912578486044
526 => 0.21410080049507
527 => 0.21548922042109
528 => 0.21128224322612
529 => 0.20421601977813
530 => 0.2058573423217
531 => 0.20105356129489
601 => 0.19263511982016
602 => 0.1986813914592
603 => 0.20074585443256
604 => 0.20165763889146
605 => 0.1933790685656
606 => 0.19077776203271
607 => 0.18939284826168
608 => 0.2031473603069
609 => 0.20390086352579
610 => 0.20004583452332
611 => 0.21747093116335
612 => 0.2135270951308
613 => 0.21793332624245
614 => 0.2057084095044
615 => 0.20617541778683
616 => 0.20038794629006
617 => 0.20362854360927
618 => 0.20133819387338
619 => 0.20336673537008
620 => 0.20458263477921
621 => 0.21036915660886
622 => 0.21911373269477
623 => 0.20950484321101
624 => 0.20531811246111
625 => 0.20791553667128
626 => 0.21483281962753
627 => 0.22531285739545
628 => 0.21910846410642
629 => 0.22186186849066
630 => 0.22246336485818
701 => 0.21788847494598
702 => 0.22548154011207
703 => 0.22955072542052
704 => 0.23372486754774
705 => 0.2373491582
706 => 0.23205762339078
707 => 0.23772032414837
708 => 0.233157186939
709 => 0.22906358113374
710 => 0.22906978944398
711 => 0.2265018107243
712 => 0.22152602836878
713 => 0.22060841776023
714 => 0.22538194402738
715 => 0.22920986003901
716 => 0.22952514553621
717 => 0.23164447652567
718 => 0.23289867477439
719 => 0.24519152261169
720 => 0.25013580770362
721 => 0.25618158592351
722 => 0.25853675726155
723 => 0.26562497861338
724 => 0.25990066419459
725 => 0.25866217276245
726 => 0.24146846630243
727 => 0.24428393477205
728 => 0.24879177144421
729 => 0.24154279886882
730 => 0.24614060348442
731 => 0.24704830751036
801 => 0.24129648155456
802 => 0.24436878031928
803 => 0.23620966567328
804 => 0.21929157909776
805 => 0.22550037477872
806 => 0.23007213825793
807 => 0.22354766807872
808 => 0.23524252834309
809 => 0.22841063240756
810 => 0.22624524938484
811 => 0.21779731819842
812 => 0.22178441652772
813 => 0.22717702410785
814 => 0.22384501958125
815 => 0.23075942927694
816 => 0.24055207741174
817 => 0.24753090163489
818 => 0.24806664910233
819 => 0.24357973267176
820 => 0.25077004488687
821 => 0.25082241846151
822 => 0.24271171690959
823 => 0.2377439573696
824 => 0.23661527194986
825 => 0.23943494942018
826 => 0.24285855841033
827 => 0.24825663557418
828 => 0.25151858054944
829 => 0.26002400304298
830 => 0.26232532650016
831 => 0.26485378326193
901 => 0.26823258124283
902 => 0.27228969452493
903 => 0.26341296163529
904 => 0.26376565078129
905 => 0.25549976002119
906 => 0.24666647029538
907 => 0.25336983611216
908 => 0.26213359520622
909 => 0.26012317918695
910 => 0.25989696631571
911 => 0.26027739361892
912 => 0.25876160559444
913 => 0.25190575253744
914 => 0.24846278605213
915 => 0.25290509121261
916 => 0.25526597870115
917 => 0.25892750930485
918 => 0.25847614837241
919 => 0.26790785798787
920 => 0.27157273514434
921 => 0.27063510273878
922 => 0.27080764966679
923 => 0.27744273470123
924 => 0.28482231386884
925 => 0.29173426358055
926 => 0.29876539570245
927 => 0.29028909149974
928 => 0.28598534697137
929 => 0.29042571276039
930 => 0.28806959217007
1001 => 0.30160855995285
1002 => 0.30254596870705
1003 => 0.31608395746836
1004 => 0.32893312087655
1005 => 0.32086279155654
1006 => 0.3284727486097
1007 => 0.33670353761159
1008 => 0.35258206499363
1009 => 0.34723473558469
1010 => 0.34313876506077
1011 => 0.33926809270726
1012 => 0.34732234742299
1013 => 0.35768401744492
1014 => 0.3599158219248
1015 => 0.36353219779713
1016 => 0.35973002075677
1017 => 0.36430932420582
1018 => 0.38047627762887
1019 => 0.37610782410432
1020 => 0.36990391783551
1021 => 0.38266617487229
1022 => 0.38728478608188
1023 => 0.41970061833628
1024 => 0.46062694558869
1025 => 0.44368317736944
1026 => 0.43316563366376
1027 => 0.43563750591407
1028 => 0.45058241518305
1029 => 0.45538224571253
1030 => 0.44233465173259
1031 => 0.44694328250416
1101 => 0.47233729116612
1102 => 0.48596036207592
1103 => 0.46745840195789
1104 => 0.41641222779062
1105 => 0.36934532395441
1106 => 0.38182958630208
1107 => 0.38041425838361
1108 => 0.40769695272379
1109 => 0.3760036379325
1110 => 0.37653727207155
1111 => 0.4043841436378
1112 => 0.39695507572017
1113 => 0.38492093713672
1114 => 0.36943318648384
1115 => 0.34080264695845
1116 => 0.31544377967916
1117 => 0.36517835821221
1118 => 0.3630337127494
1119 => 0.3599279483006
1120 => 0.36683949100259
1121 => 0.40039998048779
1122 => 0.39962630258045
1123 => 0.39470455846791
1124 => 0.39843765799901
1125 => 0.38426650673965
1126 => 0.3879187350903
1127 => 0.36933786831637
1128 => 0.37773719610373
1129 => 0.38489511728013
1130 => 0.38633217593113
1201 => 0.38956994244985
1202 => 0.36190358204394
1203 => 0.37432496562453
1204 => 0.38162136475188
1205 => 0.34865596804925
1206 => 0.3809697448509
1207 => 0.36142197226137
1208 => 0.3547871646468
1209 => 0.36372005903039
1210 => 0.36023890140158
1211 => 0.35724600649276
1212 => 0.35557591970918
1213 => 0.36213525145691
1214 => 0.36182925079079
1215 => 0.35109691094006
1216 => 0.33709701111093
1217 => 0.34179583702463
1218 => 0.34008870951846
1219 => 0.33390185921224
1220 => 0.33807104931548
1221 => 0.31971204607966
1222 => 0.28812633523039
1223 => 0.30899282331391
1224 => 0.30818948622106
1225 => 0.30778440723042
1226 => 0.32346499631781
1227 => 0.3219576694898
1228 => 0.31922185653717
1229 => 0.33385161386192
1230 => 0.32851155564038
1231 => 0.3449683568032
]
'min_raw' => 0.14772866012765
'max_raw' => 0.48596036207592
'avg_raw' => 0.31684451110178
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.147728'
'max' => '$0.48596'
'avg' => '$0.316844'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.080478765280276
'max_diff' => 0.32124436014848
'year' => 2029
]
4 => [
'items' => [
101 => 0.35580787040821
102 => 0.35305861913645
103 => 0.36325323407387
104 => 0.34190408848339
105 => 0.34899541826949
106 => 0.35045693151025
107 => 0.33367108492745
108 => 0.32220428680028
109 => 0.32143958209627
110 => 0.30155773436588
111 => 0.31217845694279
112 => 0.3215242532951
113 => 0.31704834210544
114 => 0.31563140233684
115 => 0.32287024031789
116 => 0.32343276002548
117 => 0.31060725107942
118 => 0.31327408052035
119 => 0.32439520261254
120 => 0.31299385677749
121 => 0.29084290421925
122 => 0.28534916172393
123 => 0.28461619520529
124 => 0.26971672984376
125 => 0.28571627986682
126 => 0.27873204752047
127 => 0.30079515381863
128 => 0.28819282582793
129 => 0.28764956465621
130 => 0.28682834571606
131 => 0.27400376039023
201 => 0.27681152953167
202 => 0.28614498179314
203 => 0.28947526270889
204 => 0.28912788712519
205 => 0.28609924278521
206 => 0.28748574065488
207 => 0.28301934792878
208 => 0.28144217169726
209 => 0.2764641696741
210 => 0.26914788190822
211 => 0.27016525659547
212 => 0.25566977612042
213 => 0.24777186902424
214 => 0.24558583243276
215 => 0.24266257294187
216 => 0.24591602237075
217 => 0.2556287122455
218 => 0.24391314759445
219 => 0.22382763375153
220 => 0.22503480735754
221 => 0.22774696803718
222 => 0.22269287455341
223 => 0.21790959922893
224 => 0.22206826904417
225 => 0.21355777204627
226 => 0.22877542094
227 => 0.22836382618439
228 => 0.23403602463888
301 => 0.2375829667377
302 => 0.22940841353606
303 => 0.22735253551219
304 => 0.22852365706903
305 => 0.20916762643993
306 => 0.23245422398799
307 => 0.23265560745059
308 => 0.23093123998042
309 => 0.24333063428173
310 => 0.26949722372555
311 => 0.25965230022816
312 => 0.25584004828558
313 => 0.24859295455601
314 => 0.25824927666082
315 => 0.25750782178526
316 => 0.25415468164957
317 => 0.25212669203308
318 => 0.25586332508303
319 => 0.2516636818467
320 => 0.25090931052298
321 => 0.24633864106531
322 => 0.24470712002113
323 => 0.24349920679274
324 => 0.24216941301539
325 => 0.24510260672426
326 => 0.23845560388619
327 => 0.23043997007721
328 => 0.22977355685635
329 => 0.23161358235079
330 => 0.23079950804328
331 => 0.22976965938176
401 => 0.22780339782432
402 => 0.22722005002276
403 => 0.22911564737771
404 => 0.22697562848416
405 => 0.23013334293446
406 => 0.22927461932829
407 => 0.22447785906952
408 => 0.21849931979899
409 => 0.21844609825907
410 => 0.21715803178
411 => 0.21551748545682
412 => 0.21506112300033
413 => 0.2217180374718
414 => 0.23549765120307
415 => 0.23279238330941
416 => 0.23474721660959
417 => 0.24436306167681
418 => 0.24741964966513
419 => 0.24525015591028
420 => 0.24228041905008
421 => 0.24241107240026
422 => 0.25255956225203
423 => 0.25319251111569
424 => 0.25479176869713
425 => 0.25684726663941
426 => 0.24560021609807
427 => 0.24188133733119
428 => 0.24011912625591
429 => 0.23469219820554
430 => 0.24054467483822
501 => 0.23713468733239
502 => 0.23759481114869
503 => 0.23729515490971
504 => 0.23745878747886
505 => 0.228771167297
506 => 0.23193647948339
507 => 0.22667353405111
508 => 0.21962704091064
509 => 0.21960341859482
510 => 0.22132803780819
511 => 0.22030216681572
512 => 0.21754157435254
513 => 0.2179337034823
514 => 0.21449823968789
515 => 0.21835083098802
516 => 0.21846130952128
517 => 0.21697785201866
518 => 0.22291330047166
519 => 0.22534505854572
520 => 0.22436861503876
521 => 0.22527654866627
522 => 0.23290479940395
523 => 0.2341485371181
524 => 0.23470092325403
525 => 0.23396079900903
526 => 0.22541597908638
527 => 0.22579497818533
528 => 0.22301413426709
529 => 0.2206646141943
530 => 0.2207585826756
531 => 0.22196654140925
601 => 0.22724176804493
602 => 0.23834317150813
603 => 0.23876446165453
604 => 0.23927507760188
605 => 0.23719814592901
606 => 0.23657172346291
607 => 0.23739813638905
608 => 0.24156723984576
609 => 0.25229130583698
610 => 0.2485007046794
611 => 0.24541888693406
612 => 0.24812247194882
613 => 0.2477062762272
614 => 0.24419316549214
615 => 0.24409456417458
616 => 0.23735178146456
617 => 0.2348591282224
618 => 0.23277608060138
619 => 0.23050144697857
620 => 0.22915296792056
621 => 0.23122484462644
622 => 0.2316987073428
623 => 0.22716851271519
624 => 0.22655106392709
625 => 0.23025051865104
626 => 0.2286225265566
627 => 0.23029695679799
628 => 0.23068543897699
629 => 0.23062288439867
630 => 0.22892307367838
701 => 0.23000648234241
702 => 0.22744389787231
703 => 0.22465747214882
704 => 0.2228799061377
705 => 0.22132874403307
706 => 0.22218941892279
707 => 0.21912127009398
708 => 0.218139707534
709 => 0.2296394478645
710 => 0.23813442968968
711 => 0.23801090928956
712 => 0.2372590106207
713 => 0.23614184171584
714 => 0.24148551198196
715 => 0.2396238841113
716 => 0.24097837393142
717 => 0.24132314843839
718 => 0.24236667703158
719 => 0.24273964880933
720 => 0.24161226905141
721 => 0.23782864488601
722 => 0.228400213202
723 => 0.22401125280153
724 => 0.22256282276546
725 => 0.22261547044631
726 => 0.22116321237884
727 => 0.22159096746535
728 => 0.22101445661632
729 => 0.21992268454121
730 => 0.22212200507368
731 => 0.22237545627696
801 => 0.22186210858476
802 => 0.22198302054973
803 => 0.21773272091196
804 => 0.21805586196225
805 => 0.21625657153143
806 => 0.21591922626643
807 => 0.21137077673946
808 => 0.20331253909413
809 => 0.2077775849817
810 => 0.20238443742998
811 => 0.20034197073262
812 => 0.21001069040917
813 => 0.20904021912218
814 => 0.20737919413259
815 => 0.20492219198504
816 => 0.20401086598834
817 => 0.19847393772311
818 => 0.19814678646283
819 => 0.20089103762072
820 => 0.19962466013527
821 => 0.19784618653104
822 => 0.19140473541751
823 => 0.18416241167472
824 => 0.18438101190489
825 => 0.18668466033925
826 => 0.19338282885146
827 => 0.19076573853425
828 => 0.18886700948146
829 => 0.18851143460546
830 => 0.19296219862504
831 => 0.19926096217664
901 => 0.20221620110816
902 => 0.19928764907897
903 => 0.19592348619227
904 => 0.19612824719915
905 => 0.1974904304434
906 => 0.19763357664214
907 => 0.19544385244443
908 => 0.1960602469797
909 => 0.19512388731632
910 => 0.18937744979057
911 => 0.18927351495788
912 => 0.18786324651523
913 => 0.18782054414727
914 => 0.18542132571838
915 => 0.18508565847517
916 => 0.18032186466246
917 => 0.18345740817608
918 => 0.18135425021057
919 => 0.17818429507173
920 => 0.17763779361097
921 => 0.17762136511714
922 => 0.18087620025573
923 => 0.18341937353243
924 => 0.18139083554382
925 => 0.18092897676537
926 => 0.18586042019811
927 => 0.18523284907019
928 => 0.18468937652081
929 => 0.19869697698604
930 => 0.18760886819112
1001 => 0.18277381986941
1002 => 0.17678952942052
1003 => 0.17873804456609
1004 => 0.1791486253369
1005 => 0.16475748555675
1006 => 0.15891900194025
1007 => 0.15691545438168
1008 => 0.15576238443571
1009 => 0.15628785288943
1010 => 0.15103253284875
1011 => 0.15456419483106
1012 => 0.15001353189697
1013 => 0.14925059844694
1014 => 0.15738774749204
1015 => 0.15851998424513
1016 => 0.15368951049806
1017 => 0.15679145662634
1018 => 0.15566664783995
1019 => 0.15009153995178
1020 => 0.14987861183817
1021 => 0.14708121867441
1022 => 0.14270384005517
1023 => 0.14070326056543
1024 => 0.13966134139735
1025 => 0.1400912575527
1026 => 0.13987387878891
1027 => 0.13845533531447
1028 => 0.13995518804037
1029 => 0.13612368410762
1030 => 0.13459794836908
1031 => 0.13390880893277
1101 => 0.13050812865932
1102 => 0.13592012326377
1103 => 0.13698635437935
1104 => 0.13805468629962
1105 => 0.14735378628431
1106 => 0.14688922952806
1107 => 0.15108859635625
1108 => 0.15092541668345
1109 => 0.14972768923881
1110 => 0.14467467416651
1111 => 0.14668871591299
1112 => 0.14048980846888
1113 => 0.14513445141074
1114 => 0.143014830337
1115 => 0.14441780539357
1116 => 0.14189512974071
1117 => 0.14329128260572
1118 => 0.13723919733143
1119 => 0.13158784525743
1120 => 0.13386211430526
1121 => 0.13633450485446
1122 => 0.14169527751853
1123 => 0.13850244554522
1124 => 0.13965070865717
1125 => 0.13580421944908
1126 => 0.12786781351747
1127 => 0.12791273271315
1128 => 0.12669188956457
1129 => 0.12563690283818
1130 => 0.13886918070523
1201 => 0.1372235377811
1202 => 0.13460142115793
1203 => 0.13811122845682
1204 => 0.13903927721478
1205 => 0.13906569745823
1206 => 0.14162636226226
1207 => 0.1429929895272
1208 => 0.14323386350594
1209 => 0.14726312490191
1210 => 0.1486136801746
1211 => 0.15417642620505
1212 => 0.14287704075186
1213 => 0.14264433734422
1214 => 0.13816061864323
1215 => 0.13531697335827
1216 => 0.13835532546874
1217 => 0.14104689066218
1218 => 0.1382442530765
1219 => 0.13861021837828
1220 => 0.13484790640341
1221 => 0.13619275590119
1222 => 0.13735112145948
1223 => 0.13671154008377
1224 => 0.13575405580826
1225 => 0.14082621301052
1226 => 0.14054002202323
1227 => 0.14526333141837
1228 => 0.14894548885898
1229 => 0.15554457325693
1230 => 0.14865808466962
1231 => 0.14840711365418
]
'min_raw' => 0.12563690283818
'max_raw' => 0.36325323407387
'avg_raw' => 0.24444506845602
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.125636'
'max' => '$0.363253'
'avg' => '$0.244445'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.022091757289468
'max_diff' => -0.12270712800205
'year' => 2030
]
5 => [
'items' => [
101 => 0.15086039558707
102 => 0.14861330458991
103 => 0.15003338853317
104 => 0.15531577577925
105 => 0.15542738429789
106 => 0.15355779781133
107 => 0.15344403330372
108 => 0.1538031078395
109 => 0.15590621861104
110 => 0.15517132708539
111 => 0.15602176216404
112 => 0.15708524425222
113 => 0.16148425707598
114 => 0.162544844175
115 => 0.15996816737574
116 => 0.16020081244089
117 => 0.15923706458661
118 => 0.1583060962351
119 => 0.16039877713229
120 => 0.16422319260364
121 => 0.16419940111348
122 => 0.16508659116682
123 => 0.16563930322017
124 => 0.16326665847724
125 => 0.16172215399415
126 => 0.16231441529234
127 => 0.16326145400592
128 => 0.16200730340139
129 => 0.15426610489121
130 => 0.15661429000952
131 => 0.15622343718545
201 => 0.15566681523464
202 => 0.15802793352908
203 => 0.1578001979096
204 => 0.15097863194582
205 => 0.1514153264663
206 => 0.15100518878599
207 => 0.15233042753736
208 => 0.14854173734828
209 => 0.14970711293322
210 => 0.15043802557538
211 => 0.15086853873675
212 => 0.15242384748125
213 => 0.15224134995139
214 => 0.15241250317855
215 => 0.15471861546036
216 => 0.16638214001957
217 => 0.16701695992721
218 => 0.16389087452751
219 => 0.16513968398538
220 => 0.16274224291087
221 => 0.16435166116565
222 => 0.16545278426078
223 => 0.1604770207277
224 => 0.16018238830371
225 => 0.15777505213707
226 => 0.15906861823453
227 => 0.15701046156277
228 => 0.15751546121876
301 => 0.15610343815555
302 => 0.15864479853834
303 => 0.16148643433378
304 => 0.16220434375531
305 => 0.16031583314671
306 => 0.15894842700717
307 => 0.15654771227773
308 => 0.16054015437621
309 => 0.16170766611328
310 => 0.16053402193408
311 => 0.16026206293313
312 => 0.15974670111775
313 => 0.16037139937854
314 => 0.16170130759362
315 => 0.16107414743893
316 => 0.16148839777024
317 => 0.15990970268038
318 => 0.16326744392137
319 => 0.1686003450965
320 => 0.1686174912458
321 => 0.16799032771049
322 => 0.16773370590426
323 => 0.16837721375096
324 => 0.16872629035972
325 => 0.17080727673677
326 => 0.17304025802951
327 => 0.18346060739665
328 => 0.18053461499206
329 => 0.18978016885994
330 => 0.19709220158451
331 => 0.19928476048218
401 => 0.1972677094642
402 => 0.19036748689064
403 => 0.19002892905193
404 => 0.20034077477565
405 => 0.19742720604624
406 => 0.19708064631678
407 => 0.19339383631719
408 => 0.19557319764725
409 => 0.19509653935506
410 => 0.19434411092192
411 => 0.19850218052406
412 => 0.20628571562581
413 => 0.20507257868667
414 => 0.20416702823741
415 => 0.20019916977051
416 => 0.20258870682085
417 => 0.20173783844579
418 => 0.20539370895947
419 => 0.20322805225462
420 => 0.19740513289755
421 => 0.19833245199775
422 => 0.19819228958126
423 => 0.20107682218059
424 => 0.20021095709277
425 => 0.19802321552623
426 => 0.20625911234901
427 => 0.2057243190198
428 => 0.20648253368984
429 => 0.20681632323616
430 => 0.21182936849941
501 => 0.21388305274421
502 => 0.21434927502258
503 => 0.21630011621749
504 => 0.21430073631647
505 => 0.22229968145427
506 => 0.22761851321952
507 => 0.23379661001943
508 => 0.24282446995997
509 => 0.24621902880999
510 => 0.24560583213725
511 => 0.25245065251063
512 => 0.26475064256979
513 => 0.24809201179838
514 => 0.26563359045099
515 => 0.26008012917684
516 => 0.24691297239833
517 => 0.24606516273238
518 => 0.25498211417661
519 => 0.27475905425517
520 => 0.26980515507369
521 => 0.27476715705954
522 => 0.26897871817079
523 => 0.26869127339117
524 => 0.27448602550275
525 => 0.28802577966696
526 => 0.28159354999364
527 => 0.27237137150951
528 => 0.2791808845892
529 => 0.27328185416889
530 => 0.25998968759727
531 => 0.26980136692034
601 => 0.26324057637755
602 => 0.26515536384874
603 => 0.27894516972576
604 => 0.27728594379934
605 => 0.27943313578832
606 => 0.27564339812957
607 => 0.27210318556953
608 => 0.26549511592657
609 => 0.26353879227918
610 => 0.26407944975417
611 => 0.26353852435619
612 => 0.25984137012225
613 => 0.25904297001744
614 => 0.25771226819738
615 => 0.25812470833428
616 => 0.25562259960201
617 => 0.26034459574184
618 => 0.26122103983548
619 => 0.26465731484425
620 => 0.26501408031506
621 => 0.27458405730216
622 => 0.2693130747946
623 => 0.27284930493541
624 => 0.27253299122732
625 => 0.24719834461203
626 => 0.25068923538614
627 => 0.25611996592878
628 => 0.2536734291805
629 => 0.25021459861987
630 => 0.2474214074914
701 => 0.2431894373133
702 => 0.24914585407118
703 => 0.25697790871348
704 => 0.26521271414565
705 => 0.27510629330657
706 => 0.27289816161181
707 => 0.26502776056506
708 => 0.26538082100669
709 => 0.26756330173265
710 => 0.26473679089325
711 => 0.26390319766666
712 => 0.26744877882402
713 => 0.26747319529283
714 => 0.26422095297685
715 => 0.26060668079669
716 => 0.26059153686429
717 => 0.25994841203956
718 => 0.2690931286484
719 => 0.27412179814813
720 => 0.27469832700217
721 => 0.27408299316271
722 => 0.27431981073579
723 => 0.27139373875307
724 => 0.27808187160588
725 => 0.2842195636994
726 => 0.28257453110567
727 => 0.28010839339251
728 => 0.27814399591868
729 => 0.28211178149029
730 => 0.28193510224466
731 => 0.28416595631337
801 => 0.28406475188677
802 => 0.28331459957013
803 => 0.28257455789597
804 => 0.2855087394835
805 => 0.28466374230781
806 => 0.28381743261811
807 => 0.28212002897188
808 => 0.28235073431829
809 => 0.27988502241857
810 => 0.27874427127046
811 => 0.26159011104761
812 => 0.25700595890771
813 => 0.25844822648995
814 => 0.25892305842648
815 => 0.25692802954044
816 => 0.25978838848215
817 => 0.25934260457095
818 => 0.26107688899454
819 => 0.25999338338056
820 => 0.2600378508289
821 => 0.26322420981187
822 => 0.26414922338037
823 => 0.26367875401366
824 => 0.26400825463136
825 => 0.27160145729273
826 => 0.27052194669123
827 => 0.26994847819963
828 => 0.27010733289096
829 => 0.27204755897104
830 => 0.27259071634105
831 => 0.27028932039734
901 => 0.2713746720286
902 => 0.27599596152289
903 => 0.27761315130356
904 => 0.28277444478832
905 => 0.28058183558132
906 => 0.28460646467468
907 => 0.29697680241049
908 => 0.30685908415613
909 => 0.29777092946028
910 => 0.31591848138514
911 => 0.33004895367036
912 => 0.32950660260852
913 => 0.32704262792188
914 => 0.3109554609032
915 => 0.29615180996647
916 => 0.30853569257126
917 => 0.30856726163479
918 => 0.30750347513632
919 => 0.30089638855678
920 => 0.30727356284504
921 => 0.30777975978155
922 => 0.30749642410573
923 => 0.30243078631634
924 => 0.29469649369829
925 => 0.29620775596257
926 => 0.29868323438039
927 => 0.29399663729656
928 => 0.29249898555735
929 => 0.29528340508045
930 => 0.30425538494072
1001 => 0.30255928411928
1002 => 0.30251499207235
1003 => 0.30977163064517
1004 => 0.30457744350765
1005 => 0.29622681781946
1006 => 0.29411817470197
1007 => 0.28663391218709
1008 => 0.29180331896414
1009 => 0.29198935671113
1010 => 0.2891581254494
1011 => 0.29645655663254
1012 => 0.29638930030432
1013 => 0.3033180744846
1014 => 0.31656328838854
1015 => 0.31264602687975
1016 => 0.30809067794187
1017 => 0.30858597067754
1018 => 0.31401810950123
1019 => 0.31073371436476
1020 => 0.31191480575545
1021 => 0.31401632177796
1022 => 0.31528421857204
1023 => 0.3084035398407
1024 => 0.30679932448751
1025 => 0.30351766287797
1026 => 0.30266153861916
1027 => 0.30533438352601
1028 => 0.30463018332606
1029 => 0.29197372095887
1030 => 0.29065105022161
1031 => 0.29069161464478
1101 => 0.28736569618637
1102 => 0.2822928722254
1103 => 0.29562395071225
1104 => 0.29455327854143
1105 => 0.29337133932829
1106 => 0.29351612013785
1107 => 0.29930268947682
1108 => 0.29594618703146
1109 => 0.30486999890239
1110 => 0.30303553145606
1111 => 0.30115401684182
1112 => 0.3008939342098
1113 => 0.3001697116066
1114 => 0.29768608282887
1115 => 0.2946869518368
1116 => 0.29270666577557
1117 => 0.27000642676215
1118 => 0.27421945908182
1119 => 0.27906616873563
1120 => 0.28073923348615
1121 => 0.27787734045783
1122 => 0.29779908780907
1123 => 0.30143898302087
1124 => 0.29041350299982
1125 => 0.28835108585527
1126 => 0.29793429953371
1127 => 0.29215445018538
1128 => 0.29475711599303
1129 => 0.28913157609898
1130 => 0.30056223885292
1201 => 0.30047515635434
1202 => 0.29602837036983
1203 => 0.29978676343366
1204 => 0.29913365014931
1205 => 0.29411323972474
1206 => 0.30072139481813
1207 => 0.30072467238061
1208 => 0.29644473755198
1209 => 0.29144671067035
1210 => 0.29055318151204
1211 => 0.28988002732001
1212 => 0.29459156132689
1213 => 0.29881590798488
1214 => 0.30667636981104
1215 => 0.30865267667411
1216 => 0.31636633393085
1217 => 0.31177322660561
1218 => 0.31380929159219
1219 => 0.3160197281541
1220 => 0.31707949272799
1221 => 0.31535266322494
1222 => 0.32733514801264
1223 => 0.32834683686257
1224 => 0.32868604738288
1225 => 0.32464562093116
1226 => 0.32823446529387
1227 => 0.32655536386659
1228 => 0.33092391931257
1229 => 0.33160896458702
1230 => 0.33102875561075
1231 => 0.33124619979357
]
'min_raw' => 0.14854173734828
'max_raw' => 0.33160896458702
'avg_raw' => 0.24007535096765
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.148541'
'max' => '$0.3316089'
'avg' => '$0.240075'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022904834510094
'max_diff' => -0.031644269486851
'year' => 2031
]
6 => [
'items' => [
101 => 0.32102126288242
102 => 0.32049104596274
103 => 0.3132615006404
104 => 0.31620759379736
105 => 0.31070001385035
106 => 0.31244652418591
107 => 0.31321636930046
108 => 0.31281424590094
109 => 0.31637416148417
110 => 0.31334750599572
111 => 0.30535966453347
112 => 0.29736964678916
113 => 0.29726933862491
114 => 0.29516570798836
115 => 0.2936451683373
116 => 0.29393807821814
117 => 0.29497033084304
118 => 0.29358517193821
119 => 0.29388076581989
120 => 0.29878959378758
121 => 0.29977402422834
122 => 0.29642854494883
123 => 0.28299596289126
124 => 0.27969957356125
125 => 0.28206895284142
126 => 0.28093654215306
127 => 0.22673771571564
128 => 0.23947092604456
129 => 0.23190528484608
130 => 0.23539188038875
131 => 0.2276693198384
201 => 0.2313549305071
202 => 0.23067433279355
203 => 0.25114895819936
204 => 0.25082927508557
205 => 0.25098229047489
206 => 0.2436784672634
207 => 0.25531365595971
208 => 0.26104556829937
209 => 0.2599847438752
210 => 0.2602517305282
211 => 0.25566401526061
212 => 0.25102670958693
213 => 0.24588322391858
214 => 0.25543918453632
215 => 0.25437672484132
216 => 0.25681362512073
217 => 0.26301134865551
218 => 0.26392398698886
219 => 0.26515058216396
220 => 0.26471093510868
221 => 0.27518511162615
222 => 0.27391661973905
223 => 0.27697332021695
224 => 0.27068545542147
225 => 0.26357013955579
226 => 0.26492252848465
227 => 0.26479228255558
228 => 0.26313410238914
229 => 0.26163717147712
301 => 0.25914520326628
302 => 0.26703015942728
303 => 0.26671004460676
304 => 0.27189233145814
305 => 0.27097631191911
306 => 0.26485890924947
307 => 0.26507739348258
308 => 0.26654680495019
309 => 0.27163245481705
310 => 0.27314222195498
311 => 0.27244283766287
312 => 0.27409822840612
313 => 0.27540658175387
314 => 0.27426253744284
315 => 0.29045979231114
316 => 0.28373356282115
317 => 0.28701188027377
318 => 0.28779373966925
319 => 0.28579102326846
320 => 0.28622534074389
321 => 0.28688321337475
322 => 0.29087768716463
323 => 0.30136034219959
324 => 0.30600303875673
325 => 0.31997082041549
326 => 0.30561752743711
327 => 0.30476586243161
328 => 0.30728188169495
329 => 0.31548244816849
330 => 0.32212823705525
331 => 0.32433302863375
401 => 0.32462442823799
402 => 0.32876076381102
403 => 0.33113163422339
404 => 0.32825850387603
405 => 0.32582382673592
406 => 0.31710311542332
407 => 0.31811256150346
408 => 0.32506664397613
409 => 0.33488969506219
410 => 0.3433188948083
411 => 0.34036728284448
412 => 0.3628859986151
413 => 0.36511863730305
414 => 0.36481015882623
415 => 0.36989644201857
416 => 0.35980120568534
417 => 0.35548529656689
418 => 0.32635023156837
419 => 0.3345359964291
420 => 0.34643448638728
421 => 0.34485967662426
422 => 0.33621867516909
423 => 0.34331233983384
424 => 0.34096695245627
425 => 0.33911704812137
426 => 0.34759181850115
427 => 0.3382734603442
428 => 0.34634152863649
429 => 0.33599414759815
430 => 0.34038076555931
501 => 0.33789070904772
502 => 0.33950208078056
503 => 0.33008203455607
504 => 0.33516486284011
505 => 0.32987057218866
506 => 0.32986806200556
507 => 0.32975119024599
508 => 0.33597989971894
509 => 0.33618301771123
510 => 0.33157999199967
511 => 0.33091662408186
512 => 0.33336944295921
513 => 0.33049783444811
514 => 0.33184144199677
515 => 0.330538530952
516 => 0.33024521823232
517 => 0.32790805257886
518 => 0.32690113735364
519 => 0.32729597475846
520 => 0.32594819114318
521 => 0.32513610276352
522 => 0.32958964542731
523 => 0.32721029723744
524 => 0.32922497619255
525 => 0.32692899525045
526 => 0.31897012499384
527 => 0.31439289454573
528 => 0.29935932641865
529 => 0.30362282769041
530 => 0.3064495334445
531 => 0.30551530720963
601 => 0.30752238665968
602 => 0.30764560503709
603 => 0.30699308304812
604 => 0.30623754617815
605 => 0.30586979261365
606 => 0.30861072638855
607 => 0.31020193070047
608 => 0.30673323118336
609 => 0.30592056341877
610 => 0.30942761014271
611 => 0.31156690661836
612 => 0.32736226982772
613 => 0.32619209830282
614 => 0.32912899919575
615 => 0.32879834922562
616 => 0.33187668924642
617 => 0.33690847417687
618 => 0.32667744850408
619 => 0.32845320079862
620 => 0.32801782734411
621 => 0.33277112055944
622 => 0.33278595982202
623 => 0.32993612309482
624 => 0.33148106581796
625 => 0.33061872117319
626 => 0.33217709449915
627 => 0.32617646994868
628 => 0.33348458292376
629 => 0.33762781205624
630 => 0.33768534079676
701 => 0.33964919852285
702 => 0.34164459171153
703 => 0.34547457517508
704 => 0.34153777555146
705 => 0.33445585626829
706 => 0.33496714796607
707 => 0.33081502128152
708 => 0.33088481928123
709 => 0.33051223208861
710 => 0.33163039430072
711 => 0.32642184367452
712 => 0.32764428009579
713 => 0.32593286194744
714 => 0.3284494805098
715 => 0.32574201494865
716 => 0.32801761739385
717 => 0.32899969197178
718 => 0.3326235683069
719 => 0.32520676546747
720 => 0.31008340240446
721 => 0.31326251667336
722 => 0.30856035695562
723 => 0.30899555973988
724 => 0.3098747386261
725 => 0.30702503220644
726 => 0.30756866638674
727 => 0.30754924394832
728 => 0.30738187186691
729 => 0.30664055316627
730 => 0.30556549438491
731 => 0.30984819768421
801 => 0.31057591242871
802 => 0.31219353216095
803 => 0.31700647124215
804 => 0.31652554513102
805 => 0.31730995557171
806 => 0.31559759198396
807 => 0.30907499137554
808 => 0.30942919996976
809 => 0.30501221312408
810 => 0.31208057987657
811 => 0.31040669733169
812 => 0.30932753436576
813 => 0.30903307475214
814 => 0.3138579441784
815 => 0.31530162073129
816 => 0.31440201838506
817 => 0.31255690772733
818 => 0.31610006564816
819 => 0.31704806523394
820 => 0.31726028738032
821 => 0.32353808388289
822 => 0.3176111464672
823 => 0.31903781921184
824 => 0.3301683127039
825 => 0.32007449100972
826 => 0.32542141348021
827 => 0.32515970944932
828 => 0.32789501405523
829 => 0.32493533463408
830 => 0.32497202340764
831 => 0.32740078859211
901 => 0.32399002592064
902 => 0.32314547311752
903 => 0.32197872946881
904 => 0.3245262715413
905 => 0.32605340779834
906 => 0.33836100447212
907 => 0.34631227321798
908 => 0.34596708767174
909 => 0.34912143740408
910 => 0.34770037395913
911 => 0.34311138523779
912 => 0.35094422941756
913 => 0.34846558977896
914 => 0.34866992581922
915 => 0.3486623204216
916 => 0.35031039909483
917 => 0.34914258431065
918 => 0.34684070149731
919 => 0.34836879873318
920 => 0.35290670121895
921 => 0.36699248977465
922 => 0.37487508366229
923 => 0.36651794772493
924 => 0.37228258818801
925 => 0.36882585806158
926 => 0.3681976673688
927 => 0.3718182875832
928 => 0.37544524521399
929 => 0.37521422369268
930 => 0.37258123869906
1001 => 0.37109393228568
1002 => 0.38235631473196
1003 => 0.3906542462687
1004 => 0.39008838296793
1005 => 0.39258591954891
1006 => 0.39991876419657
1007 => 0.40058918761295
1008 => 0.40050472967199
1009 => 0.39884301528304
1010 => 0.40606315312886
1011 => 0.41208631914608
1012 => 0.39845837641354
1013 => 0.40364771860322
1014 => 0.40597738150234
1015 => 0.40939801781807
1016 => 0.41516920464792
1017 => 0.42143824427684
1018 => 0.42232475521689
1019 => 0.42169573328147
1020 => 0.41756113312537
1021 => 0.42442079109253
1022 => 0.42843901785092
1023 => 0.43083177993006
1024 => 0.43689942644511
1025 => 0.40599176870729
1026 => 0.3841137923502
1027 => 0.38069723042023
1028 => 0.38764494345448
1029 => 0.38947699997464
1030 => 0.38873850028857
1031 => 0.36411284884008
1101 => 0.38056758146175
1102 => 0.39827149020946
1103 => 0.39895156944589
1104 => 0.40781451633627
1105 => 0.41070065514824
1106 => 0.417836489088
1107 => 0.41739014073219
1108 => 0.4191276027406
1109 => 0.41872819031352
1110 => 0.4319458200598
1111 => 0.44652682850697
1112 => 0.44602193454921
1113 => 0.44392574207027
1114 => 0.44703894535543
1115 => 0.46208810866873
1116 => 0.46070262286877
1117 => 0.46204850430803
1118 => 0.47979231598809
1119 => 0.50286179519995
1120 => 0.49214370596819
1121 => 0.515398875554
1122 => 0.53003677210469
1123 => 0.55535150060236
1124 => 0.55218197191679
1125 => 0.56203680995287
1126 => 0.54650785406901
1127 => 0.51085023243988
1128 => 0.50520727732518
1129 => 0.51650461636719
1130 => 0.54427802202377
1201 => 0.51562993298591
1202 => 0.52142540408692
1203 => 0.51975630801994
1204 => 0.51966736898374
1205 => 0.52306181025457
1206 => 0.51813799614908
1207 => 0.49807749170605
1208 => 0.507271102675
1209 => 0.50372100796643
1210 => 0.50766010272268
1211 => 0.52891777251591
1212 => 0.51951924998077
1213 => 0.50961866996396
1214 => 0.52203619441962
1215 => 0.53784797017602
1216 => 0.53685849766568
1217 => 0.53493850742819
1218 => 0.54576139186949
1219 => 0.56363762615892
1220 => 0.56846950045482
1221 => 0.57203629127674
1222 => 0.57252809146965
1223 => 0.57759393910882
1224 => 0.55035359959504
1225 => 0.59358471798494
1226 => 0.60104953789534
1227 => 0.59964646113727
1228 => 0.60794329430003
1229 => 0.6055021555132
1230 => 0.60196532841403
1231 => 0.61511757376403
]
'min_raw' => 0.22673771571564
'max_raw' => 0.61511757376403
'avg_raw' => 0.42092764473983
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.226737'
'max' => '$0.615117'
'avg' => '$0.420927'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.078195978367364
'max_diff' => 0.28350860917701
'year' => 2032
]
7 => [
'items' => [
101 => 0.60003958580173
102 => 0.57863828015514
103 => 0.5668971006076
104 => 0.58235883296974
105 => 0.59180077338321
106 => 0.59804129537631
107 => 0.5999296735608
108 => 0.55246818960819
109 => 0.52688908209231
110 => 0.54328499674493
111 => 0.5632891442067
112 => 0.55024247554586
113 => 0.55075388025675
114 => 0.53215275935059
115 => 0.56493493066279
116 => 0.56015884404406
117 => 0.58493718987077
118 => 0.57902363878057
119 => 0.59922941791241
120 => 0.5939085590976
121 => 0.61599514655267
122 => 0.62480608425899
123 => 0.63960101998084
124 => 0.65048423492406
125 => 0.65687506690144
126 => 0.65649138532093
127 => 0.68181504551518
128 => 0.66688256783993
129 => 0.64812385656504
130 => 0.64778457066106
131 => 0.65749997304331
201 => 0.67786079114605
202 => 0.68314005504223
203 => 0.68609044334977
204 => 0.68157182095302
205 => 0.66536368665685
206 => 0.65836509644487
207 => 0.66432809807415
208 => 0.65703585948811
209 => 0.66962430912839
210 => 0.68691093923226
211 => 0.68334131847455
212 => 0.6952740254801
213 => 0.70762312187346
214 => 0.72528288434859
215 => 0.7298998001987
216 => 0.73753138653334
217 => 0.74538679571721
218 => 0.74790974143785
219 => 0.75272682764264
220 => 0.75270143922056
221 => 0.76721805272599
222 => 0.78323032696459
223 => 0.78927458980465
224 => 0.80317303892279
225 => 0.77937243186773
226 => 0.79742546572066
227 => 0.81370975415275
228 => 0.7942949541616
301 => 0.82105373288118
302 => 0.82209271562216
303 => 0.8377801214739
304 => 0.82187793029985
305 => 0.81243525994229
306 => 0.83969589545232
307 => 0.85288645827366
308 => 0.84891335340351
309 => 0.81867782916531
310 => 0.80107945719604
311 => 0.75502112328002
312 => 0.8095792093755
313 => 0.83615286163142
314 => 0.81860900982569
315 => 0.82745710821159
316 => 0.87572946399948
317 => 0.89410845167994
318 => 0.89028575072123
319 => 0.89093172425623
320 => 0.90084869240638
321 => 0.94482599055826
322 => 0.91847377411987
323 => 0.93861905618831
324 => 0.94930404115819
325 => 0.9592288506789
326 => 0.9348566552643
327 => 0.90314878712856
328 => 0.89310557428422
329 => 0.81686461951514
330 => 0.81289594672173
331 => 0.81066821041969
401 => 0.7966226481549
402 => 0.78558668361807
403 => 0.77681047487929
404 => 0.75377908235096
405 => 0.76155150123565
406 => 0.72484426857069
407 => 0.74832825520528
408 => 0.68974262554488
409 => 0.73853447880745
410 => 0.71197929136998
411 => 0.72981038553476
412 => 0.72974817452701
413 => 0.69691547681609
414 => 0.67797826197735
415 => 0.69004579232002
416 => 0.70298314276912
417 => 0.70508218435301
418 => 0.72185579690966
419 => 0.72653695162663
420 => 0.712352834292
421 => 0.68852856858917
422 => 0.69406240213829
423 => 0.6778661190171
424 => 0.64948275582824
425 => 0.66986818279646
426 => 0.67682866384736
427 => 0.67990280880929
428 => 0.65199103096434
429 => 0.64322054437128
430 => 0.63855121090064
501 => 0.68492550857048
502 => 0.68746599728089
503 => 0.67446849784952
504 => 0.73321842775279
505 => 0.7199215092192
506 => 0.73477742504536
507 => 0.69356026474661
508 => 0.69513481577629
509 => 0.67562195155656
510 => 0.68654785166955
511 => 0.67882577762789
512 => 0.68566514691227
513 => 0.68976463666155
514 => 0.70927429901226
515 => 0.73875724781269
516 => 0.70636020604697
517 => 0.69224435101546
518 => 0.70100174808643
519 => 0.7243238505227
520 => 0.75965802955011
521 => 0.73873948439926
522 => 0.74802277951728
523 => 0.75005076651551
524 => 0.73462620576791
525 => 0.76022675510624
526 => 0.77394629747514
527 => 0.78801970908637
528 => 0.80023925806035
529 => 0.78239847900789
530 => 0.80149066996924
531 => 0.78610573427978
601 => 0.77230385650092
602 => 0.77232478825234
603 => 0.7636666687084
604 => 0.74689047109875
605 => 0.74379668286648
606 => 0.75989095995313
607 => 0.77279704604291
608 => 0.77386005310924
609 => 0.78100552550719
610 => 0.78523414246808
611 => 0.82668033721076
612 => 0.84335033959717
613 => 0.86373410296828
614 => 0.87167472756728
615 => 0.8955731607388
616 => 0.87627323501696
617 => 0.87209757468481
618 => 0.81412779292861
619 => 0.82362034144366
620 => 0.83881882751095
621 => 0.81437841036591
622 => 0.82988022963588
623 => 0.8329406171332
624 => 0.81354793434356
625 => 0.82390640412986
626 => 0.79639737944969
627 => 0.73935686937723
628 => 0.76029025749985
629 => 0.77570427726034
630 => 0.75370657052718
701 => 0.79313660841755
702 => 0.7701023942832
703 => 0.76280165423988
704 => 0.73431886442912
705 => 0.74776164481668
706 => 0.76594319777292
707 => 0.75470911187836
708 => 0.77802152691605
709 => 0.81103812380341
710 => 0.83456771691769
711 => 0.83637402690888
712 => 0.82124607489671
713 => 0.84548871454151
714 => 0.84566529570503
715 => 0.8183194991516
716 => 0.80157035102466
717 => 0.79776490932971
718 => 0.80727164878449
719 => 0.81881458552351
720 => 0.83701457956314
721 => 0.84801245478895
722 => 0.87668908055557
723 => 0.88444815326473
724 => 0.89297302176823
725 => 0.90436487506099
726 => 0.91804371575018
727 => 0.88811519105906
728 => 0.88930430713879
729 => 0.86143527933505
730 => 0.83165322630389
731 => 0.85425409216922
801 => 0.88380171782095
802 => 0.87702345984922
803 => 0.87626076736015
804 => 0.87754340457351
805 => 0.87243281942003
806 => 0.84931783217798
807 => 0.8377096302925
808 => 0.85268717229291
809 => 0.86064706929243
810 => 0.87299217536271
811 => 0.87147038046598
812 => 0.90327004793542
813 => 0.91562643714202
814 => 0.91246514402327
815 => 0.91304689803789
816 => 0.93541755047836
817 => 0.96029831686773
818 => 0.98360243789768
819 => 1.0073083907446
820 => 0.97872993932854
821 => 0.96421956417329
822 => 0.97919056744741
823 => 0.97124674237804
824 => 1.0168943175182
825 => 1.0200548565808
826 => 1.0656991308817
827 => 1.1090209824124
828 => 1.0818113036576
829 => 1.1074688051726
830 => 1.1352194849478
831 => 1.1887550486197
901 => 1.1707261541788
902 => 1.1569163035859
903 => 1.1438660615043
904 => 1.1710215436085
905 => 1.2059566375162
906 => 1.2134813221397
907 => 1.2256741858806
908 => 1.2128548805295
909 => 1.2282943218247
910 => 1.2828023340311
911 => 1.2680737879774
912 => 1.2471568848492
913 => 1.2901857254811
914 => 1.3057576956354
915 => 1.4150499372822
916 => 1.5530359069986
917 => 1.4959088094713
918 => 1.4604481765562
919 => 1.4687822664287
920 => 1.5191700714493
921 => 1.5353530351929
922 => 1.4913621611356
923 => 1.5069004815463
924 => 1.5925181547031
925 => 1.638449289408
926 => 1.5760686391044
927 => 1.4039628989694
928 => 1.2452735465793
929 => 1.2873651087079
930 => 1.2825932318157
1001 => 1.3745787406005
1002 => 1.2677225170251
1003 => 1.2695217017821
1004 => 1.3634093734742
1005 => 1.3383617523089
1006 => 1.2977878138781
1007 => 1.2455697812317
1008 => 1.1490399183014
1009 => 1.0635407267697
1010 => 1.2312243306512
1011 => 1.223993508739
1012 => 1.2135222070624
1013 => 1.2368249558306
1014 => 1.3499764892485
1015 => 1.3473679801675
1016 => 1.3307739762668
1017 => 1.3433603819726
1018 => 1.2955813561035
1019 => 1.3078950989782
1020 => 1.2452484093751
1021 => 1.2735673294326
1022 => 1.2977007604289
1023 => 1.302545904003
1024 => 1.3134622598745
1025 => 1.2201831941624
1026 => 1.2620627561376
1027 => 1.2866630752138
1028 => 1.1755179386604
1029 => 1.284466093223
1030 => 1.2185594131555
1031 => 1.1961896960555
1101 => 1.2263075731445
1102 => 1.2145706071523
1103 => 1.20447985301
1104 => 1.1988490388174
1105 => 1.2209642837628
1106 => 1.2199325811527
1107 => 1.183747748038
1108 => 1.1365461083222
1109 => 1.1523885279518
1110 => 1.1466328283769
1111 => 1.1257734306174
1112 => 1.139830146134
1113 => 1.0779314849398
1114 => 0.9714380555676
1115 => 1.0417908769928
1116 => 1.0390823698971
1117 => 1.0377166177984
1118 => 1.0905848186903
1119 => 1.0855027610515
1120 => 1.0762787766734
1121 => 1.1256040249108
1122 => 1.1075996457859
1123 => 1.1630848998835
1124 => 1.1996310767935
1125 => 1.1903617841842
1126 => 1.2247336402109
1127 => 1.1527535053029
1128 => 1.1766624187776
1129 => 1.1815900127084
1130 => 1.1249953590041
1201 => 1.0863342485321
1202 => 1.0837559932325
1203 => 1.0167229555033
1204 => 1.0525314631865
1205 => 1.0840414680909
1206 => 1.0689506210169
1207 => 1.0641733096594
1208 => 1.0885795573121
1209 => 1.0904761317801
1210 => 1.04723403292
1211 => 1.0562254345722
1212 => 1.093721074158
1213 => 1.0552806406585
1214 => 0.98059715757833
1215 => 0.9620746211945
1216 => 0.95960337340282
1217 => 0.90936878568898
1218 => 0.96331238564462
1219 => 0.93976455866538
1220 => 1.0141518619465
1221 => 0.97166223325944
1222 => 0.96983059028968
1223 => 0.96706179329729
1224 => 0.92382280848731
1225 => 0.93328939817986
1226 => 0.96475778412021
1227 => 0.97598605874047
1228 => 0.97481485770703
1229 => 0.96460357186158
1230 => 0.96927824623139
1231 => 0.95421949132173
]
'min_raw' => 0.52688908209231
'max_raw' => 1.638449289408
'avg_raw' => 1.0826691857501
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.526889'
'max' => '$1.63'
'avg' => '$1.08'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.30015136637667
'max_diff' => 1.0233317156439
'year' => 2033
]
8 => [
'items' => [
101 => 0.94890193154226
102 => 0.93211825016818
103 => 0.9074508751586
104 => 0.91088102494748
105 => 0.86200850048374
106 => 0.83538015529469
107 => 0.82800978030231
108 => 0.81815380683333
109 => 0.82912303873138
110 => 0.86187005076244
111 => 0.82237020658682
112 => 0.75465049433964
113 => 0.75872056443447
114 => 0.7678648035229
115 => 0.75082457447681
116 => 0.7346974277627
117 => 0.74871867339385
118 => 0.72002493858152
119 => 0.77133230428903
120 => 0.76994458383387
121 => 0.78906879694342
122 => 0.80102755986918
123 => 0.77346648302077
124 => 0.76653494672648
125 => 0.77048346482047
126 => 0.70522325615954
127 => 0.78373564561117
128 => 0.78441462401544
129 => 0.77860079869829
130 => 0.82040622228321
131 => 0.90862870548599
201 => 0.87543585856394
202 => 0.86258258497661
203 => 0.83814850249142
204 => 0.87070546665068
205 => 0.86820559977101
206 => 0.85690025369476
207 => 0.85006274511302
208 => 0.86266106432434
209 => 0.84850167394332
210 => 0.84595825835686
211 => 0.83054792716637
212 => 0.82504714005677
213 => 0.82097457627346
214 => 0.81649108370988
215 => 0.82638055108839
216 => 0.80396971694092
217 => 0.77694444792023
218 => 0.77469758921863
219 => 0.7809013636396
220 => 0.77815665527501
221 => 0.77468444861094
222 => 0.76805506049002
223 => 0.76608826264901
224 => 0.77247940147764
225 => 0.76526417836666
226 => 0.77591063310044
227 => 0.77301538650807
228 => 0.75684277439652
301 => 0.73668571183764
302 => 0.7365062717
303 => 0.7321634656359
304 => 0.726632249168
305 => 0.72509359128372
306 => 0.74753784319523
307 => 0.79399677295211
308 => 0.78487577337286
309 => 0.7914666303265
310 => 0.82388712332752
311 => 0.8341926231343
312 => 0.82687802347059
313 => 0.81686534830603
314 => 0.81730585519809
315 => 0.85152219727826
316 => 0.85365622856318
317 => 0.85904823715559
318 => 0.86597849197828
319 => 0.82805827583416
320 => 0.81551981642781
321 => 0.80957839875384
322 => 0.79128113193601
323 => 0.81101316550993
324 => 0.79951615455633
325 => 0.80106749412779
326 => 0.80005718219673
327 => 0.80060888082808
328 => 0.77131796283466
329 => 0.78199003386614
330 => 0.7642456458941
331 => 0.74048790230056
401 => 0.74040825801349
402 => 0.74622293210044
403 => 0.7427641364253
404 => 0.73345660619728
405 => 0.73477869693587
406 => 0.7231957908966
407 => 0.73618507144432
408 => 0.73655755753255
409 => 0.73155597699078
410 => 0.75156775584985
411 => 0.75976659797646
412 => 0.75647445051963
413 => 0.7595356121347
414 => 0.78525479208423
415 => 0.78944814062249
416 => 0.79131054904613
417 => 0.78881516848029
418 => 0.76000571153081
419 => 0.76128353345379
420 => 0.75190772403114
421 => 0.74398615306745
422 => 0.74430297436283
423 => 0.74837569157031
424 => 0.76616148647707
425 => 0.80359064332848
426 => 0.80501105247064
427 => 0.80673262978718
428 => 0.79973010964535
429 => 0.79761808256548
430 => 0.80040439144427
501 => 0.81446081482609
502 => 0.85061775204584
503 => 0.83783747559174
504 => 0.8274469118977
505 => 0.83656223753323
506 => 0.83515900459992
507 => 0.82331430647911
508 => 0.82298186525285
509 => 0.80024810257995
510 => 0.79184394814251
511 => 0.78482080765453
512 => 0.77715172158538
513 => 0.77260523029349
514 => 0.77959070726117
515 => 0.78118836849341
516 => 0.76591450101834
517 => 0.76383272932037
518 => 0.77630569920984
519 => 0.77081681020067
520 => 0.7764622686645
521 => 0.77777206345395
522 => 0.77756115632572
523 => 0.77183012580526
524 => 0.77548291375721
525 => 0.76684298130235
526 => 0.75744835243358
527 => 0.75145516452137
528 => 0.74622531318695
529 => 0.74912713866803
530 => 0.73878266068037
531 => 0.73547325397892
601 => 0.77424543138942
602 => 0.8028868557137
603 => 0.80247039806078
604 => 0.79993531920282
605 => 0.79616870624185
606 => 0.81418526362721
607 => 0.80790865528659
608 => 0.81247541228256
609 => 0.81363784360423
610 => 0.81715617311299
611 => 0.81841367350173
612 => 0.81461263393678
613 => 0.8018558808989
614 => 0.7700672652042
615 => 0.75526957878658
616 => 0.75038609579381
617 => 0.75056360112554
618 => 0.74566721165766
619 => 0.74710941779673
620 => 0.74516567121852
621 => 0.74148468544219
622 => 0.74889984816909
623 => 0.74975437659634
624 => 0.74802358901129
625 => 0.74843125214299
626 => 0.73410107016779
627 => 0.73519056277985
628 => 0.7291241294699
629 => 0.72798674635623
630 => 0.71265133121345
701 => 0.68548242038405
702 => 0.70053663433352
703 => 0.68235326082537
704 => 0.67546694175476
705 => 0.70806570519268
706 => 0.70479369349246
707 => 0.69919343177099
708 => 0.69090947748813
709 => 0.68783687826349
710 => 0.66916873804127
711 => 0.66806572472629
712 => 0.67731815910261
713 => 0.67304847899476
714 => 0.66705223106905
715 => 0.64533442891201
716 => 0.62091642877032
717 => 0.62165345470852
718 => 0.62942036624055
719 => 0.65200370903065
720 => 0.64318000630676
721 => 0.63677830874025
722 => 0.63557946322037
723 => 0.65058552485482
724 => 0.67182224593467
725 => 0.68178604032048
726 => 0.67191222268907
727 => 0.66056971263821
728 => 0.66126007866887
729 => 0.66585277458146
730 => 0.66633540198465
731 => 0.65895259397041
801 => 0.66103081118137
802 => 0.65787380920175
803 => 0.63849929388021
804 => 0.6381488703353
805 => 0.63339405181913
806 => 0.63325007780414
807 => 0.62516094536307
808 => 0.62402921981704
809 => 0.60796775638005
810 => 0.61853946025287
811 => 0.61144851633435
812 => 0.60076079126456
813 => 0.59891822343408
814 => 0.59886283362013
815 => 0.60983673753521
816 => 0.6184112237963
817 => 0.6115718663397
818 => 0.61001467722221
819 => 0.62664138305809
820 => 0.62452548318468
821 => 0.62269312754041
822 => 0.66992073048836
823 => 0.63253639753924
824 => 0.6162346945503
825 => 0.59605824149205
826 => 0.60262779634632
827 => 0.60401209808096
828 => 0.55549136555489
829 => 0.53580651041194
830 => 0.52905140993499
831 => 0.52516375410741
901 => 0.52693540768615
902 => 0.50921672925427
903 => 0.52112397420038
904 => 0.50578109640098
905 => 0.50320881300787
906 => 0.53064377913104
907 => 0.53446119439433
908 => 0.51817491490317
909 => 0.52863334284564
910 => 0.52484097149068
911 => 0.50604410600412
912 => 0.50532620400292
913 => 0.49589459764354
914 => 0.48113596000997
915 => 0.47439086658431
916 => 0.47087796336464
917 => 0.4723274556982
918 => 0.47159454801915
919 => 0.46681182965555
920 => 0.47186868783731
921 => 0.45895050482098
922 => 0.453806380255
923 => 0.45148289853133
924 => 0.44001726756147
925 => 0.45826418522376
926 => 0.46185905787184
927 => 0.46546101352955
928 => 0.49681357837037
929 => 0.49524729283235
930 => 0.50940575128404
1001 => 0.50885557962434
1002 => 0.5048173579221
1003 => 0.48778076481556
1004 => 0.49457124717976
1005 => 0.47367119793803
1006 => 0.48933093589514
1007 => 0.4821844854578
1008 => 0.48691471381359
1009 => 0.47840933672239
1010 => 0.48311656358307
1011 => 0.46271153553768
1012 => 0.44365760745539
1013 => 0.45132546433454
1014 => 0.45966130168797
1015 => 0.47773552100208
1016 => 0.46697066508767
1017 => 0.47084211433876
1018 => 0.45787340742039
1019 => 0.43111526071979
1020 => 0.43126670892419
1021 => 0.42715055101221
1022 => 0.42359358960737
1023 => 0.46820713828425
1024 => 0.46265873827045
1025 => 0.45381808900509
1026 => 0.46565164936021
1027 => 0.46878063054196
1028 => 0.46886970823737
1029 => 0.47750316840407
1030 => 0.48211084764267
1031 => 0.48292297107929
1101 => 0.49650790718984
1102 => 0.50106139858445
1103 => 0.51981658520465
1104 => 0.48171991825133
1105 => 0.48093534246564
1106 => 0.46581817182201
1107 => 0.45623062320681
1108 => 0.4664746394782
1109 => 0.47554943944698
1110 => 0.46610015115295
1111 => 0.46733402871878
1112 => 0.45464913121926
1113 => 0.45918338519544
1114 => 0.46308889554969
1115 => 0.46093250228736
1116 => 0.45770427720304
1117 => 0.47480540933719
1118 => 0.47384049644231
1119 => 0.48976546383896
1120 => 0.50218011473
1121 => 0.52442938851103
1122 => 0.50121111143965
1123 => 0.50036494513888
1124 => 0.50863635645829
1125 => 0.50106013227448
1126 => 0.50584804443627
1127 => 0.52365798184093
1128 => 0.52403427775376
1129 => 0.51773083638398
1130 => 0.51734727140378
1201 => 0.51855791627093
1202 => 0.52564870107169
1203 => 0.5231709629845
1204 => 0.52603826422765
1205 => 0.52962386833788
1206 => 0.54445544720246
1207 => 0.54803129065464
1208 => 0.53934384492811
1209 => 0.54012822400801
1210 => 0.53687888083057
1211 => 0.53374005603532
1212 => 0.5407956757865
1213 => 0.55368995956034
1214 => 0.5536097448902
1215 => 0.55660096809667
1216 => 0.55846447537367
1217 => 0.55046493797008
1218 => 0.54525753327149
1219 => 0.5472543835887
1220 => 0.55044739073166
1221 => 0.54621893440652
1222 => 0.5201189431562
1223 => 0.52803601322765
1224 => 0.52671822564281
1225 => 0.52484153587356
1226 => 0.53280221105129
1227 => 0.5320343845102
1228 => 0.50903499859679
1229 => 0.51050734466164
1230 => 0.50912453683756
1231 => 0.51359267181304
]
'min_raw' => 0.42359358960737
'max_raw' => 0.94890193154226
'avg_raw' => 0.68624776057481
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.423593'
'max' => '$0.9489019'
'avg' => '$0.686247'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10329549248494
'max_diff' => -0.6895473578657
'year' => 2034
]
9 => [
'items' => [
101 => 0.50081883832263
102 => 0.5047479834712
103 => 0.50721230647493
104 => 0.50866381165595
105 => 0.51390764367622
106 => 0.51329234051273
107 => 0.51386939556765
108 => 0.52164461413338
109 => 0.56096900150603
110 => 0.56310934114635
111 => 0.55256952596495
112 => 0.55677997424126
113 => 0.54869683427457
114 => 0.55412310028654
115 => 0.55783561367972
116 => 0.54105947953122
117 => 0.54006610574316
118 => 0.53194960378249
119 => 0.53631095219399
120 => 0.52937173327925
121 => 0.53107437487736
122 => 0.52631364053544
123 => 0.53488201449814
124 => 0.54446278797914
125 => 0.54688326971666
126 => 0.54051602434817
127 => 0.53590571907947
128 => 0.52781154175659
129 => 0.54127233903504
130 => 0.54520868636962
131 => 0.54125166307825
201 => 0.54033473431897
202 => 0.53859715597699
203 => 0.54070336977828
204 => 0.54518724817666
205 => 0.54307273392822
206 => 0.54446940784226
207 => 0.53914672712581
208 => 0.55046758614982
209 => 0.56844783479305
210 => 0.5685056442325
211 => 0.56639111858604
212 => 0.56552590024959
213 => 0.56769553188301
214 => 0.56887246804119
215 => 0.57588865890127
216 => 0.58341731123151
217 => 0.61855024664837
218 => 0.60868505897002
219 => 0.63985708933954
220 => 0.66451011818028
221 => 0.67190248358332
222 => 0.66510185525019
223 => 0.64183727308529
224 => 0.64069580169473
225 => 0.67546290950233
226 => 0.66563960911226
227 => 0.66447115878835
228 => 0.65204082146987
301 => 0.65938869035232
302 => 0.65778160364099
303 => 0.65524473864579
304 => 0.66926396061653
305 => 0.69550669264116
306 => 0.69141651675234
307 => 0.68836339018913
308 => 0.67498547834094
309 => 0.68304196933834
310 => 0.68017320720609
311 => 0.69249922988768
312 => 0.68519756710594
313 => 0.66556518795033
314 => 0.66869170904003
315 => 0.668219141667
316 => 0.67794454471728
317 => 0.67502522012093
318 => 0.66764909668608
319 => 0.69541699783605
320 => 0.69361390478855
321 => 0.69617027848545
322 => 0.6972956732453
323 => 0.71419750534998
324 => 0.72112164516497
325 => 0.7226935461271
326 => 0.72927094341914
327 => 0.7225298944906
328 => 0.7494988964912
329 => 0.7674317091367
330 => 0.78826159383856
331 => 0.81869965393316
401 => 0.83014464609652
402 => 0.82807721070236
403 => 0.85115500048131
404 => 0.89262527572363
405 => 0.83645953900938
406 => 0.89560219615055
407 => 0.87687831373447
408 => 0.8324843253542
409 => 0.82962587587325
410 => 0.85969000022917
411 => 0.92636933448587
412 => 0.90966691752531
413 => 0.92639665365654
414 => 0.90688052780721
415 => 0.90591138766397
416 => 0.92544879898485
417 => 0.97109902546492
418 => 0.94941231403739
419 => 0.91831909540621
420 => 0.94127784417941
421 => 0.92138885126018
422 => 0.87657338363454
423 => 0.90965414550184
424 => 0.88753398212703
425 => 0.89398982177236
426 => 0.94048311506024
427 => 0.93488891900584
428 => 0.94212832670883
429 => 0.92935096160134
430 => 0.91741488778541
501 => 0.89513531962348
502 => 0.88853943786017
503 => 0.89036230228459
504 => 0.88853853453909
505 => 0.8760733209123
506 => 0.87338145921642
507 => 0.86889490512344
508 => 0.87028547584065
509 => 0.86184944155817
510 => 0.87776998122284
511 => 0.88072497367591
512 => 0.89231061478103
513 => 0.89351347447445
514 => 0.92577932004092
515 => 0.90800783450842
516 => 0.91993048131986
517 => 0.91886400756874
518 => 0.83344647769675
519 => 0.84521625966786
520 => 0.86352634685387
521 => 0.85527767739531
522 => 0.8436159886723
523 => 0.83419854976828
524 => 0.81993016684612
525 => 0.84001264180903
526 => 0.86641896085215
527 => 0.89418318230245
528 => 0.92754007519113
529 => 0.92009520501541
530 => 0.89355959839246
531 => 0.8947499663213
601 => 0.90210835246482
602 => 0.89257857382908
603 => 0.88976805606602
604 => 0.90172223048262
605 => 0.90180455231193
606 => 0.89083939027928
607 => 0.87865361928346
608 => 0.87860256045804
609 => 0.87643422020992
610 => 0.90726627072036
611 => 0.92422078102919
612 => 0.92616458831254
613 => 0.92408994731157
614 => 0.92488839429329
615 => 0.91502293831172
616 => 0.93757244517549
617 => 0.95826610258878
618 => 0.95271976034651
619 => 0.94440500486634
620 => 0.9377819016335
621 => 0.9511595677101
622 => 0.95056388129811
623 => 0.95808536154403
624 => 0.9577441437539
625 => 0.95521495284438
626 => 0.95271985067189
627 => 0.96261264875226
628 => 0.95976368177859
629 => 0.9569102895723
630 => 0.9511873746701
701 => 0.95196521385286
702 => 0.94365189403245
703 => 0.9398057718919
704 => 0.88196932303535
705 => 0.86651353404039
706 => 0.8713762398898
707 => 0.87297716891553
708 => 0.86625078973779
709 => 0.87589468961363
710 => 0.8743916980334
711 => 0.88023895905141
712 => 0.87658584422592
713 => 0.87673576933261
714 => 0.88747880110819
715 => 0.89059754893677
716 => 0.88901132861977
717 => 0.89012226295734
718 => 0.91572327587062
719 => 0.91208363050866
720 => 0.91015014145094
721 => 0.91068573113363
722 => 0.91722733882488
723 => 0.9190586318199
724 => 0.91129931471735
725 => 0.91495865351899
726 => 0.93053965369712
727 => 0.93599212195122
728 => 0.9533937832851
729 => 0.94600124826061
730 => 0.95957056623949
731 => 1.0012780235852
801 => 1.0345968264495
802 => 1.0039554783777
803 => 1.065141216714
804 => 1.1127830905817
805 => 1.110954516111
806 => 1.1026470534257
807 => 1.0484080466521
808 => 0.99849650396103
809 => 1.0402496287782
810 => 1.0403560660799
811 => 1.0367694356291
812 => 1.0144931819342
813 => 1.0359942702871
814 => 1.0377009486001
815 => 1.0367456625872
816 => 1.0196665111087
817 => 0.99358980355592
818 => 0.99868512979292
819 => 1.007031378111
820 => 0.9912301888351
821 => 0.98618075143364
822 => 0.99556861625773
823 => 1.0258182727603
824 => 1.0200997504228
825 => 1.0199504166942
826 => 1.0444166802848
827 => 1.0269041157041
828 => 0.99874939817427
829 => 0.99163996068289
830 => 0.96640624707946
831 => 0.98383526294475
901 => 0.98446250219747
902 => 0.97491680832827
903 => 0.99952397862243
904 => 0.99929721921616
905 => 1.0226580651165
906 => 1.067315228545
907 => 1.0541079078736
908 => 1.0387492308852
909 => 1.0404191449238
910 => 1.0587339802277
911 => 1.0476604127159
912 => 1.0516425448008
913 => 1.0587279527939
914 => 1.0630027553568
915 => 1.0398040666205
916 => 1.0343953425545
917 => 1.0233309913196
918 => 1.0204445086083
919 => 1.0294561918239
920 => 1.027081931684
921 => 0.98440978516707
922 => 0.97995030843046
923 => 0.98008707421531
924 => 0.96887350792455
925 => 0.95177012776688
926 => 0.99671678963149
927 => 0.99310694365563
928 => 0.98912195307817
929 => 0.98961009168587
930 => 1.0091199142176
1001 => 0.99780323187953
1002 => 1.027890486643
1003 => 1.0217054515693
1004 => 1.0153617936842
1005 => 1.014484906932
1006 => 1.0120431398617
1007 => 1.0036694120361
1008 => 0.99355763250374
1009 => 0.98688095978912
1010 => 0.91034551907531
1011 => 0.92455005168561
1012 => 0.94089107166988
1013 => 0.94653192628593
1014 => 0.93688285412993
1015 => 1.0040504162166
1016 => 1.0163225770526
1017 => 0.97914940138719
1018 => 0.97219581799096
1019 => 1.0045062919864
1020 => 0.98501912637236
1021 => 0.99379419585516
1022 => 0.97482729533972
1023 => 1.013366572878
1024 => 1.0130729681541
1025 => 0.99808031874268
1026 => 1.01075200336
1027 => 1.0085499863229
1028 => 0.99162332206263
1029 => 1.0139031783266
1030 => 1.0139142288574
1031 => 0.99948412976714
1101 => 0.98263293318464
1102 => 0.97962033724318
1103 => 0.97735075088662
1104 => 0.99323601673962
1105 => 1.0074786964315
1106 => 1.0339807922783
1107 => 1.0406440488485
1108 => 1.0666511828399
1109 => 1.0511652008124
1110 => 1.0580299360682
1111 => 1.0654825772644
1112 => 1.0690556475157
1113 => 1.0632335212827
1114 => 1.1036333053349
1115 => 1.1070442849263
1116 => 1.1081879568784
1117 => 1.0945653770028
1118 => 1.1066654163368
1119 => 1.1010042086436
1120 => 1.1157330983326
1121 => 1.1180427763037
1122 => 1.1160865612313
1123 => 1.1168196894751
1124 => 1.0823456007969
1125 => 1.0805579374337
1126 => 1.0561830206287
1127 => 1.066115979397
1128 => 1.0475467890787
1129 => 1.0534352706125
1130 => 1.0560308571651
1201 => 1.0546750700482
1202 => 1.0666775739825
1203 => 1.0564729936888
1204 => 1.0295414285056
1205 => 1.0026025258354
1206 => 1.0022643298563
1207 => 0.99517179229439
1208 => 0.99004518670016
1209 => 0.99103275281372
1210 => 0.99451306460815
1211 => 0.98984290465181
1212 => 0.99083952006161
1213 => 1.0073899762781
1214 => 1.0107090522399
1215 => 0.9994295352751
1216 => 0.95414064703505
1217 => 0.94302664026236
1218 => 0.95101516793023
1219 => 0.94719716623206
1220 => 0.76446203885707
1221 => 0.80739294648537
1222 => 0.7818848589685
1223 => 0.79364015926695
1224 => 0.76760300719947
1225 => 0.78002930089013
1226 => 0.77773461818106
1227 => 0.84676624722945
1228 => 0.84568841329176
1229 => 0.84620431536003
1230 => 0.82157896546585
1231 => 0.86080781649839
]
'min_raw' => 0.50081883832263
'max_raw' => 1.1180427763037
'avg_raw' => 0.80943080731316
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.500818'
'max' => '$1.11'
'avg' => '$0.80943'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.07722524871526
'max_diff' => 0.16914084476143
'year' => 2035
]
10 => [
'items' => [
101 => 0.88013335914087
102 => 0.87655671553041
103 => 0.87745687967141
104 => 0.86198907734269
105 => 0.84635407749751
106 => 0.82901245645999
107 => 0.86123104485857
108 => 0.85764888781829
109 => 0.86586506724926
110 => 0.88676112485801
111 => 0.8898381487173
112 => 0.89397369998828
113 => 0.89249139924622
114 => 0.92780581665853
115 => 0.92352900769787
116 => 0.93383488677115
117 => 0.91263491160849
118 => 0.88864512739183
119 => 0.89320480108628
120 => 0.89276566784293
121 => 0.88717499764134
122 => 0.88212799055909
123 => 0.87372614575258
124 => 0.90031082595945
125 => 0.89923153649237
126 => 0.91670397842751
127 => 0.91361555459723
128 => 0.8929903043931
129 => 0.89372693923912
130 => 0.89868116259321
131 => 0.91582778618805
201 => 0.92091807150216
202 => 0.91856004853187
203 => 0.92414131399843
204 => 0.92855251865668
205 => 0.92469529338741
206 => 0.97930546903212
207 => 0.95662751669627
208 => 0.96768059287259
209 => 0.97031668641213
210 => 0.96356438824166
211 => 0.96502871993317
212 => 0.9672467834393
213 => 0.98071443070714
214 => 1.0160574340331
215 => 1.0317106096182
216 => 1.0788039606801
217 => 1.0304108312886
218 => 1.0275393832612
219 => 1.0360223178704
220 => 1.0636711002812
221 => 1.0860778415071
222 => 1.0935114502476
223 => 1.0944939243582
224 => 1.1084398685324
225 => 1.1164334236566
226 => 1.1067464640949
227 => 1.0985377801333
228 => 1.0691352930822
229 => 1.0725387110187
301 => 1.0959848855939
302 => 1.129103988154
303 => 1.157523623606
304 => 1.147572057795
305 => 1.2234954802222
306 => 1.2310229774365
307 => 1.2299829207146
308 => 1.2471316796105
309 => 1.2130948854861
310 => 1.1985434965661
311 => 1.1003125907783
312 => 1.1279114685181
313 => 1.1680280581381
314 => 1.1627184770724
315 => 1.1335847373709
316 => 1.1575015230519
317 => 1.1495938857587
318 => 1.1433568041374
319 => 1.1719300841624
320 => 1.1405125890493
321 => 1.1677146445913
322 => 1.1328277269894
323 => 1.1476175157094
324 => 1.1392221163303
325 => 1.14465496863
326 => 1.1128946250975
327 => 1.1300317355289
328 => 1.112181664962
329 => 1.1121732017044
330 => 1.1117791604073
331 => 1.1327796892699
401 => 1.1334645157622
402 => 1.1179450932026
403 => 1.1157085019529
404 => 1.1239783520482
405 => 1.1142965234637
406 => 1.1188265901217
407 => 1.114433734568
408 => 1.1134448102551
409 => 1.1055648930788
410 => 1.1021700080964
411 => 1.1035012299734
412 => 1.0989570834152
413 => 1.096219070745
414 => 1.1112345007724
415 => 1.1032123622295
416 => 1.110004992987
417 => 1.1022639329404
418 => 1.0754300461997
419 => 1.0599975941719
420 => 1.0093108696212
421 => 1.0236855618271
422 => 1.0332159976313
423 => 1.0300661886549
424 => 1.0368331971505
425 => 1.0372486365128
426 => 1.0350486130694
427 => 1.0325012677623
428 => 1.0312613609439
429 => 1.0405026105319
430 => 1.0458674669638
501 => 1.034172504365
502 => 1.031432538258
503 => 1.043256791142
504 => 1.0504695785706
505 => 1.103724748428
506 => 1.099779433433
507 => 1.1096813998414
508 => 1.1085665903819
509 => 1.1189454286848
510 => 1.1359104428858
511 => 1.1014158255226
512 => 1.1074028983627
513 => 1.105935006364
514 => 1.1219610663039
515 => 1.1220110979137
516 => 1.1124026744187
517 => 1.1176115566742
518 => 1.1147041014974
519 => 1.119958265968
520 => 1.0997267413459
521 => 1.1243665544775
522 => 1.1383357407687
523 => 1.1385297029339
524 => 1.1451509863696
525 => 1.1518785938191
526 => 1.1647916504674
527 => 1.1515184556778
528 => 1.1276412703707
529 => 1.1293651260271
530 => 1.1153659410179
531 => 1.115601269847
601 => 1.1143450661139
602 => 1.1181150280796
603 => 1.100554035994
604 => 1.1046755657361
605 => 1.0989053999615
606 => 1.1073903551492
607 => 1.0982619459806
608 => 1.1059342985021
609 => 1.1092454315078
610 => 1.1214635835827
611 => 1.0964573149849
612 => 1.0454678405384
613 => 1.0561864462547
614 => 1.040332786472
615 => 1.0418001030441
616 => 1.0447643160413
617 => 1.0351563318872
618 => 1.0369892324814
619 => 1.0369237483743
620 => 1.0363594417163
621 => 1.0338600339598
622 => 1.0302353982203
623 => 1.0446748314026
624 => 1.0471283724712
625 => 1.052582290337
626 => 1.068809450478
627 => 1.0671879745171
628 => 1.0698326690837
629 => 1.0640593156942
630 => 1.0420679123494
701 => 1.0432621513549
702 => 1.0283699718205
703 => 1.0522014638241
704 => 1.0465578519573
705 => 1.042919378673
706 => 1.0419265875271
707 => 1.0581939716594
708 => 1.0630614279517
709 => 1.0600283558332
710 => 1.0538074364291
711 => 1.0657534407346
712 => 1.0689496875253
713 => 1.0696652093087
714 => 1.0908312385188
715 => 1.0708481552163
716 => 1.075658281982
717 => 1.1131855178967
718 => 1.0791534933266
719 => 1.0971810157461
720 => 1.0962986623343
721 => 1.105520932786
722 => 1.0955421669794
723 => 1.095665865741
724 => 1.1038546171314
725 => 1.0923549926527
726 => 1.0895075239122
727 => 1.0855737662411
728 => 1.0941629822022
729 => 1.0993118287141
730 => 1.1408077501887
731 => 1.1676160079052
801 => 1.166452190736
802 => 1.1770873010882
803 => 1.1722960864681
804 => 1.1568239906011
805 => 1.183232971625
806 => 1.1748760650303
807 => 1.1755649982563
808 => 1.1755393561273
809 => 1.1810959684393
810 => 1.1771585993602
811 => 1.1693976407427
812 => 1.1745497272617
813 => 1.1898495823188
814 => 1.2373408018726
815 => 1.26391751751
816 => 1.2357408502206
817 => 1.2551767380162
818 => 1.2435221310537
819 => 1.2414041422741
820 => 1.2536113161106
821 => 1.2658398569889
822 => 1.2650609518004
823 => 1.2561836590653
824 => 1.2511691016522
825 => 1.2891410103842
826 => 1.3171180659034
827 => 1.3152102182775
828 => 1.3236308372328
829 => 1.3483540349252
830 => 1.350614414281
831 => 1.3503296584364
901 => 1.3447270723569
902 => 1.369070271198
903 => 1.3893777959491
904 => 1.3434302355537
905 => 1.3609264650545
906 => 1.3687810861708
907 => 1.3803140003304
908 => 1.3997719596587
909 => 1.420908464458
910 => 1.4238973979866
911 => 1.4217766066144
912 => 1.4078365135195
913 => 1.4309643292818
914 => 1.4445120613414
915 => 1.4525794257485
916 => 1.4730369196035
917 => 1.3688295936367
918 => 1.2950664688773
919 => 1.2835472917937
920 => 1.3069719913625
921 => 1.3131488978303
922 => 1.3106589945783
923 => 1.2276318914116
924 => 1.2831101712783
925 => 1.3428001356687
926 => 1.3450930702959
927 => 1.374975114528
928 => 1.3847059330364
929 => 1.4087648953723
930 => 1.4072600007276
1001 => 1.4131179751947
1002 => 1.4117713283107
1003 => 1.4563354898257
1004 => 1.5054963778189
1005 => 1.5037940925897
1006 => 1.4967266332955
1007 => 1.5072230155283
1008 => 1.5579623203381
1009 => 1.553291058232
1010 => 1.5578287914709
1011 => 1.6176532913836
1012 => 1.695433651206
1013 => 1.6592968650481
1014 => 1.7377032929307
1015 => 1.7870559831367
1016 => 1.8724063576845
1017 => 1.8617200704316
1018 => 1.8949463449131
1019 => 1.8425893859536
1020 => 1.7223672250953
1021 => 1.7033416079475
1022 => 1.7414313752827
1023 => 1.8350713515311
1024 => 1.7384823191943
1025 => 1.7580221546382
1026 => 1.7523946807158
1027 => 1.7520948165457
1028 => 1.7635394122827
1029 => 1.7469384292563
1030 => 1.6793030379469
1031 => 1.7102999392061
1101 => 1.6983305470365
1102 => 1.711611480026
1103 => 1.783283197897
1104 => 1.7515954229859
1105 => 1.7182149262228
1106 => 1.7600814768889
1107 => 1.8133919827946
1108 => 1.8100559071432
1109 => 1.803582526008
1110 => 1.8400726365316
1111 => 1.9003436085172
1112 => 1.9166346100565
1113 => 1.928660294338
1114 => 1.9303184330248
1115 => 1.9473982920264
1116 => 1.855555585496
1117 => 2.0013123194478
1118 => 2.0264804809528
1119 => 2.0217499097033
1120 => 2.0497232619779
1121 => 2.0414927921233
1122 => 2.029568132625
1123 => 2.073911846083
1124 => 2.0230753569566
1125 => 1.9509193607777
1126 => 1.9113331541902
1127 => 1.9634634643528
1128 => 1.995297625672
1129 => 2.0163379812711
1130 => 2.0227047801625
1201 => 1.8626850733613
1202 => 1.7764433264952
1203 => 1.8317232974727
1204 => 1.8991686772851
1205 => 1.8551809230057
1206 => 1.8569051596936
1207 => 1.7941901818697
1208 => 1.9047175612269
1209 => 1.8886146517361
1210 => 1.9721565746597
1211 => 1.9522186242882
1212 => 2.0203438193536
1213 => 2.002404172369
1214 => 2.0768706440101
1215 => 2.1065773356469
1216 => 2.1564594943826
1217 => 2.1931530134055
1218 => 2.2147001496109
1219 => 2.2134065403744
1220 => 2.2987870287608
1221 => 2.2484411377264
1222 => 2.1851948329717
1223 => 2.1840509068582
1224 => 2.2168070642977
1225 => 2.285454984078
1226 => 2.3032543908904
1227 => 2.3132018310588
1228 => 2.297966980168
1229 => 2.2433201237727
1230 => 2.2197238882471
1231 => 2.2398285645637
]
'min_raw' => 0.82901245645999
'max_raw' => 2.3132018310588
'avg_raw' => 1.5711071437594
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.829012'
'max' => '$2.31'
'avg' => '$1.57'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32819361813735
'max_diff' => 1.1951590547551
'year' => 2036
]
11 => [
'items' => [
101 => 2.215242273043
102 => 2.2576851099027
103 => 2.3159681902118
104 => 2.3039329646043
105 => 2.3441649193885
106 => 2.3858007600651
107 => 2.4453418822152
108 => 2.4609081363466
109 => 2.4866385624942
110 => 2.5131236230048
111 => 2.5216299106484
112 => 2.537871053106
113 => 2.5377854542684
114 => 2.5867292302196
115 => 2.6407157307563
116 => 2.6610943849185
117 => 2.707953976479
118 => 2.6277085680876
119 => 2.6885756321453
120 => 2.7434792475268
121 => 2.6780208938586
122 => 2.7682399845499
123 => 2.7717429874006
124 => 2.8246341714895
125 => 2.7710188236906
126 => 2.7391822013139
127 => 2.8310933372128
128 => 2.8755662407006
129 => 2.8621706402376
130 => 2.7602294592916
131 => 2.7008953195181
201 => 2.5456064310301
202 => 2.7295528274249
203 => 2.8191477513189
204 => 2.7599974300833
205 => 2.7898294115458
206 => 2.952583029353
207 => 3.0145490694975
208 => 3.0016605663228
209 => 3.0038385111965
210 => 3.0372742616953
211 => 3.1855467928113
212 => 3.0966984552363
213 => 3.1646196802287
214 => 3.2006448530565
215 => 3.2341070412836
216 => 3.1519344828309
217 => 3.0450291916386
218 => 3.0111677983392
219 => 2.7541160963618
220 => 2.7407354389549
221 => 2.733224470477
222 => 2.6858688766714
223 => 2.6486603517291
224 => 2.619070751231
225 => 2.5414188033212
226 => 2.5676240562439
227 => 2.4438630584968
228 => 2.523040959035
301 => 2.3255154183169
302 => 2.49002055813
303 => 2.4004878896606
304 => 2.4606066685644
305 => 2.4603969198084
306 => 2.3496991871702
307 => 2.2858510451873
308 => 2.3265375662657
309 => 2.3701567465618
310 => 2.3772338118123
311 => 2.4337872176433
312 => 2.4495700575993
313 => 2.4017473157022
314 => 2.3214221405279
315 => 2.3400798466987
316 => 2.2854729473672
317 => 2.1897764567129
318 => 2.2585073470013
319 => 2.2819750948297
320 => 2.2923397891988
321 => 2.1982332814564
322 => 2.1686629735721
323 => 2.1529199897734
324 => 2.3092741721173
325 => 2.3178396071757
326 => 2.2740176303864
327 => 2.4720971208444
328 => 2.4272656316472
329 => 2.477353389062
330 => 2.3383868554245
331 => 2.3436955641528
401 => 2.2779065800913
402 => 2.3147440151442
403 => 2.2887085033747
404 => 2.3117679144265
405 => 2.3255896303335
406 => 2.39136781907
407 => 2.4907716393844
408 => 2.3815427511821
409 => 2.3339501604058
410 => 2.3634763360525
411 => 2.4421084327136
412 => 2.5612400842581
413 => 2.4907117487958
414 => 2.5220110264252
415 => 2.5288485261793
416 => 2.4768435427103
417 => 2.5631575821778
418 => 2.6094139771424
419 => 2.6568634669638
420 => 2.6980625294713
421 => 2.6379110972925
422 => 2.7022817520929
423 => 2.650410367274
424 => 2.6038763727262
425 => 2.6039469455876
426 => 2.5747554910546
427 => 2.5181933695369
428 => 2.5077624465104
429 => 2.5620254253746
430 => 2.6055391957004
501 => 2.6091231982414
502 => 2.633214657312
503 => 2.6474717346282
504 => 2.7872104738841
505 => 2.8434145507923
506 => 2.9121398321469
507 => 2.9389122023791
508 => 3.0194874383522
509 => 2.9544163913032
510 => 2.9403378609581
511 => 2.7448886944462
512 => 2.7768934845132
513 => 2.8281362414135
514 => 2.7457336686336
515 => 2.7979991346047
516 => 2.8083174447214
517 => 2.7429336607422
518 => 2.777857964832
519 => 2.6851093675041
520 => 2.4927933053535
521 => 2.5633716849314
522 => 2.6153411287264
523 => 2.5411743246447
524 => 2.6741154503094
525 => 2.596453989158
526 => 2.5718390343805
527 => 2.4758073199287
528 => 2.5211305925503
529 => 2.5824309677378
530 => 2.5445544628054
531 => 2.6231538977258
601 => 2.7344716592768
602 => 2.8138033252453
603 => 2.8198934254931
604 => 2.7688884790842
605 => 2.8506242312137
606 => 2.851219586935
607 => 2.7590213246326
608 => 2.7025504023344
609 => 2.6897200899724
610 => 2.7217727257836
611 => 2.7606905429013
612 => 2.8220530934889
613 => 2.8591331976599
614 => 2.9558184435701
615 => 2.9819786989302
616 => 3.010720888277
617 => 3.0491293170074
618 => 3.0952484834171
619 => 2.9943423728782
620 => 2.9983515607624
621 => 2.9043891877687
622 => 2.8039769166576
623 => 2.8801773138646
624 => 2.9797991966988
625 => 2.9569458267042
626 => 2.9543743557279
627 => 2.9586988566436
628 => 2.9414681619889
629 => 2.8635343686655
630 => 2.8243965055498
701 => 2.8748943341028
702 => 2.9017316825789
703 => 2.9433540696027
704 => 2.93822323186
705 => 3.0454380309151
706 => 3.0870984598207
707 => 3.0764399393564
708 => 3.0784013636335
709 => 3.1538255802056
710 => 3.237712821207
711 => 3.3162842923012
712 => 3.3962105674215
713 => 3.2998563231884
714 => 3.2509335802705
715 => 3.3014093630512
716 => 3.2746262022097
717 => 3.4285301888067
718 => 3.439186166918
719 => 3.5930790245051
720 => 3.7391416715759
721 => 3.6474023399349
722 => 3.7339083976421
723 => 3.8274717519948
724 => 4.0079706426484
725 => 3.9471849663038
726 => 3.9006240908569
727 => 3.85662428854
728 => 3.9481808923895
729 => 4.0659670005894
730 => 4.0913370001543
731 => 4.1324460915353
801 => 4.0892249085288
802 => 4.141280062803
803 => 4.3250576315849
804 => 4.2753993102506
805 => 4.2048765109823
806 => 4.3499512513503
807 => 4.4024532359257
808 => 4.7709396591786
809 => 5.2361689899503
810 => 5.0435609921503
811 => 4.9240029924946
812 => 4.9521019583674
813 => 5.1219879609585
814 => 5.1765499530786
815 => 5.0282316498497
816 => 5.0806201819652
817 => 5.3692861446486
818 => 5.5241461721153
819 => 5.313825454339
820 => 4.7335589354348
821 => 4.1985267045148
822 => 4.3404413449702
823 => 4.3243526288665
824 => 4.6344881939576
825 => 4.2742149757098
826 => 4.2802810527329
827 => 4.5968298928708
828 => 4.512380089343
829 => 4.3755822231417
830 => 4.1995254803277
831 => 3.8740683079584
901 => 3.5858018143463
902 => 4.1511587921284
903 => 4.1267795712114
904 => 4.0914748465256
905 => 4.1700416909437
906 => 4.55153998585
907 => 4.5427452153629
908 => 4.4867973726556
909 => 4.5292333182474
910 => 4.3681429967046
911 => 4.4096596405246
912 => 4.1984419526759
913 => 4.2939211688134
914 => 4.3752887163598
915 => 4.3916244561969
916 => 4.4284297121734
917 => 4.1139328295886
918 => 4.2551326967258
919 => 4.3380743900306
920 => 3.9633408022351
921 => 4.3306671118602
922 => 4.1084581385552
923 => 4.0330370755487
924 => 4.1345816009175
925 => 4.095009600626
926 => 4.0609879185212
927 => 4.04200323534
928 => 4.1165663277105
929 => 4.1130878703293
930 => 3.9910881791385
1001 => 3.8319445553237
1002 => 3.8853583791873
1003 => 3.8659526362204
1004 => 3.7956237203176
1005 => 3.8430169180904
1006 => 3.6343212602476
1007 => 3.2752712279853
1008 => 3.5124706772977
1009 => 3.5033387565225
1010 => 3.498734027968
1011 => 3.676982858415
1012 => 3.6598483462677
1013 => 3.6287490389388
1014 => 3.7950525571502
1015 => 3.734349535905
1016 => 3.9214219439519
1017 => 4.0446399309764
1018 => 4.0133878637827
1019 => 4.1292749761434
1020 => 3.8865889258084
1021 => 3.9671994968553
1022 => 3.9838132238267
1023 => 3.7930003975501
1024 => 3.6626517643611
1025 => 3.6539589966106
1026 => 3.4279524298091
1027 => 3.5486833135332
1028 => 3.654921495027
1029 => 3.6040416505074
1030 => 3.5879346117246
1031 => 3.6702219796754
1101 => 3.6766164129088
1102 => 3.5308226575352
1103 => 3.5611377959651
1104 => 3.6875569626905
1105 => 3.5579523573218
1106 => 3.3061517798826
1107 => 3.2437017552623
1108 => 3.2353697707956
1109 => 3.0660003510515
1110 => 3.2478749645238
1111 => 3.1684818218066
1112 => 3.4192838083745
1113 => 3.276027058725
1114 => 3.2698515465712
1115 => 3.2605163542001
1116 => 3.1147330980637
1117 => 3.1466503661484
1118 => 3.2527482263988
1119 => 3.2906051382141
1120 => 3.2866563521592
1121 => 3.2522282890021
1122 => 3.2679892800152
1123 => 3.2172176364686
1124 => 3.199289112412
1125 => 3.14270175886
1126 => 3.0595339817941
1127 => 3.0710989712927
1128 => 2.9063218428925
1129 => 2.816542517956
1130 => 2.791692784086
1201 => 2.7584626814133
1202 => 2.7954462126048
1203 => 2.9058550499909
1204 => 2.7726785675618
1205 => 2.5443568296811
1206 => 2.558079355169
1207 => 2.588909795686
1208 => 2.5314574737463
1209 => 2.4770836726383
1210 => 2.5243572812158
1211 => 2.4276143509635
1212 => 2.6006007166122
1213 => 2.5959219202101
1214 => 2.6604005399189
1215 => 2.7007203440572
1216 => 2.6077962492099
1217 => 2.5844260906493
1218 => 2.5977387950799
1219 => 2.3777094452573
1220 => 2.6424194478534
1221 => 2.6447086709482
1222 => 2.6251069529831
1223 => 2.7660568573611
1224 => 3.0635051189764
1225 => 2.9515931181281
1226 => 2.9082574088416
1227 => 2.8258761938096
1228 => 2.9356442715272
1229 => 2.9272157958072
1230 => 2.8890990321971
1231 => 2.8660458946342
]
'min_raw' => 2.1529199897734
'max_raw' => 5.5241461721153
'avg_raw' => 3.8385330809443
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.15'
'max' => '$5.52'
'avg' => '$3.83'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.3239075333134
'max_diff' => 3.2109443410565
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.067577698392418
]
1 => [
'year' => 2028
'avg' => 0.11598294838741
]
2 => [
'year' => 2029
'avg' => 0.31684451110178
]
3 => [
'year' => 2030
'avg' => 0.24444506845602
]
4 => [
'year' => 2031
'avg' => 0.24007535096765
]
5 => [
'year' => 2032
'avg' => 0.42092764473983
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.067577698392418
'min' => '$0.067577'
'max_raw' => 0.42092764473983
'max' => '$0.420927'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.42092764473983
]
1 => [
'year' => 2033
'avg' => 1.0826691857501
]
2 => [
'year' => 2034
'avg' => 0.68624776057481
]
3 => [
'year' => 2035
'avg' => 0.80943080731316
]
4 => [
'year' => 2036
'avg' => 1.5711071437594
]
5 => [
'year' => 2037
'avg' => 3.8385330809443
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.42092764473983
'min' => '$0.420927'
'max_raw' => 3.8385330809443
'max' => '$3.83'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.8385330809443
]
]
]
]
'prediction_2025_max_price' => '$0.115545'
'last_price' => 0.112036
'sma_50day_nextmonth' => '$0.1063036'
'sma_200day_nextmonth' => '$0.190029'
'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' => '$0.11381'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.1128021'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.112635'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.111051'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.11277'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.126411'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.233493'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.112696'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.112862'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.112551'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.1121082'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.116659'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.141829'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.184563'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.143248'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.228282'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.113822'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.114355'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.121811'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.156917'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.23974'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.131263'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.065631'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '49.61'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 60.73
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.111612'
'vwma_10_action' => 'BUY'
'hma_9' => '0.1131091'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 46.94
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 28.01
'cci_20_action' => 'NEUTRAL'
'adx_14' => 7.58
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001726'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -53.06
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 53.84
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.016575'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 26
'buy_signals' => 5
'sell_pct' => 83.87
'buy_pct' => 16.13
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767706140
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Torus pour 2026
La prévision du prix de Torus pour 2026 suggère que le prix moyen pourrait varier entre $0.0387084 à la baisse et $0.115545 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Torus pourrait potentiellement gagner 3.13% d'ici 2026 si TORUS atteint l'objectif de prix prévu.
Prévision du prix de Torus de 2027 à 2032
La prévision du prix de TORUS pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.067577 à la baisse et $0.420927 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Torus atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Torus | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.037263 | $0.067577 | $0.097891 |
| 2028 | $0.067249 | $0.115982 | $0.164716 |
| 2029 | $0.147728 | $0.316844 | $0.48596 |
| 2030 | $0.125636 | $0.244445 | $0.363253 |
| 2031 | $0.148541 | $0.240075 | $0.3316089 |
| 2032 | $0.226737 | $0.420927 | $0.615117 |
Prévision du prix de Torus de 2032 à 2037
La prévision du prix de Torus pour 2032-2037 est actuellement estimée entre $0.420927 à la baisse et $3.83 à la hausse. Par rapport au prix actuel, Torus pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Torus | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.226737 | $0.420927 | $0.615117 |
| 2033 | $0.526889 | $1.08 | $1.63 |
| 2034 | $0.423593 | $0.686247 | $0.9489019 |
| 2035 | $0.500818 | $0.80943 | $1.11 |
| 2036 | $0.829012 | $1.57 | $2.31 |
| 2037 | $2.15 | $3.83 | $5.52 |
Torus Histogramme des prix potentiels
Prévision du prix de Torus basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 16.13%
Baissier 83.87%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Torus est Baissier, avec 5 indicateurs techniques montrant des signaux haussiers et 26 indiquant des signaux baissiers. La prévision du prix de TORUS a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Torus et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Torus devrait augmenter au cours du prochain mois, atteignant $0.190029 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Torus devrait atteindre $0.1063036 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 49.61, ce qui suggère que le marché de TORUS est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de TORUS 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 | $0.11381 | SELL |
| SMA 5 | $0.1128021 | SELL |
| SMA 10 | $0.112635 | SELL |
| SMA 21 | $0.111051 | BUY |
| SMA 50 | $0.11277 | SELL |
| SMA 100 | $0.126411 | SELL |
| SMA 200 | $0.233493 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.112696 | SELL |
| EMA 5 | $0.112862 | SELL |
| EMA 10 | $0.112551 | SELL |
| EMA 21 | $0.1121082 | SELL |
| EMA 50 | $0.116659 | SELL |
| EMA 100 | $0.141829 | SELL |
| EMA 200 | $0.184563 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.143248 | SELL |
| SMA 50 | $0.228282 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.156917 | SELL |
| EMA 50 | $0.23974 | SELL |
| EMA 100 | $0.131263 | SELL |
| EMA 200 | $0.065631 | BUY |
Oscillateurs de Torus
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) | 49.61 | NEUTRAL |
| Stoch RSI (14) | 60.73 | NEUTRAL |
| Stochastique Rapide (14) | 46.94 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 28.01 | NEUTRAL |
| Indice Directionnel Moyen (14) | 7.58 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.001726 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -53.06 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 53.84 | NEUTRAL |
| VWMA (10) | 0.111612 | BUY |
| Moyenne Mobile de Hull (9) | 0.1131091 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.016575 | SELL |
Prévision du cours de Torus basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Torus
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 Torus par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.157429 | $0.221214 | $0.310843 | $0.436786 | $0.613758 | $0.862432 |
| Action Amazon.com | $0.233769 | $0.487774 | $1.01 | $2.12 | $4.43 | $9.24 |
| Action Apple | $0.158914 | $0.2254081 | $0.319724 | $0.4535043 | $0.643261 | $0.912417 |
| Action Netflix | $0.176775 | $0.278923 | $0.440097 | $0.6944053 | $1.09 | $1.72 |
| Action Google | $0.145086 | $0.187885 | $0.243311 | $0.315087 | $0.408036 | $0.5284053 |
| Action Tesla | $0.253977 | $0.575746 | $1.30 | $2.95 | $6.70 | $15.20 |
| Action Kodak | $0.084015 | $0.0630023 | $0.047245 | $0.035428 | $0.026567 | $0.019923 |
| Action Nokia | $0.074219 | $0.049167 | $0.032571 | $0.021577 | $0.014293 | $0.009469 |
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 Torus
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Torus maintenant ?", "Devrais-je acheter TORUS aujourd'hui ?", " Torus sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Torus avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Torus 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 Torus afin de prendre une décision responsable concernant cet investissement.
Le cours de Torus est de $0.112 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 du cours de Torus basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Torus présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.114948 | $0.117936 | $0.1210015 | $0.124146 |
| Si Torus présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.11786 | $0.123987 | $0.130433 | $0.137213 |
| Si Torus présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.126596 | $0.14305 | $0.161641 | $0.182649 |
| Si Torus présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.141157 | $0.177849 | $0.224077 | $0.282322 |
| Si Torus présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.170279 | $0.2588017 | $0.393343 | $0.597828 |
| Si Torus présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.257644 | $0.592495 | $1.36 | $3.13 |
| Si Torus présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.403253 | $1.45 | $5.22 | $18.80 |
Boîte à questions
Est-ce que TORUS est un bon investissement ?
La décision d'acquérir Torus dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Torus a connu une baisse de -2.2914% au cours des 24 heures précédentes, et Torus a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Torus dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Torus peut monter ?
Il semble que la valeur moyenne de Torus pourrait potentiellement s'envoler jusqu'à $0.115545 pour la fin de cette année. En regardant les perspectives de Torus sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.363253. 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 Torus la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Torus, le prix de Torus va augmenter de 0.86% durant la prochaine semaine et atteindre $0.112994 d'ici 13 janvier 2026.
Quel sera le prix de Torus le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Torus, le prix de Torus va diminuer de -11.62% durant le prochain mois et atteindre $0.0990196 d'ici 5 février 2026.
Jusqu'où le prix de Torus peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Torus en 2026, TORUS devrait fluctuer dans la fourchette de $0.0387084 et $0.115545. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Torus ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Torus dans 5 ans ?
L'avenir de Torus semble suivre une tendance haussière, avec un prix maximum de $0.363253 prévue après une période de cinq ans. Selon la prévision de Torus pour 2030, la valeur de Torus pourrait potentiellement atteindre son point le plus élevé d'environ $0.363253, tandis que son point le plus bas devrait être autour de $0.125636.
Combien vaudra Torus en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Torus, il est attendu que la valeur de TORUS en 2026 augmente de 3.13% jusqu'à $0.115545 si le meilleur scénario se produit. Le prix sera entre $0.115545 et $0.0387084 durant 2026.
Combien vaudra Torus en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Torus, le valeur de TORUS pourrait diminuer de -12.62% jusqu'à $0.097891 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.097891 et $0.037263 tout au long de l'année.
Combien vaudra Torus en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Torus suggère que la valeur de TORUS en 2028 pourrait augmenter de 47.02%, atteignant $0.164716 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.164716 et $0.067249 durant l'année.
Combien vaudra Torus en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Torus pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.48596 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.48596 et $0.147728.
Combien vaudra Torus en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Torus, il est prévu que la valeur de TORUS en 2030 augmente de 224.23%, atteignant $0.363253 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.363253 et $0.125636 au cours de 2030.
Combien vaudra Torus en 2031 ?
Notre simulation expérimentale indique que le prix de Torus pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.3316089 dans des conditions idéales. Il est probable que le prix fluctue entre $0.3316089 et $0.148541 durant l'année.
Combien vaudra Torus en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Torus, TORUS pourrait connaître une 449.04% hausse en valeur, atteignant $0.615117 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.615117 et $0.226737 tout au long de l'année.
Combien vaudra Torus en 2033 ?
Selon notre prédiction expérimentale de prix de Torus, la valeur de TORUS est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $1.63. Tout au long de l'année, le prix de TORUS pourrait osciller entre $1.63 et $0.526889.
Combien vaudra Torus en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Torus suggèrent que TORUS pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.9489019 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.9489019 et $0.423593.
Combien vaudra Torus en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Torus, TORUS pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $1.11 en 2035. La fourchette de prix attendue pour l'année se situe entre $1.11 et $0.500818.
Combien vaudra Torus en 2036 ?
Notre récente simulation de prédiction de prix de Torus suggère que la valeur de TORUS pourrait augmenter de 1964.7% en 2036, pouvant atteindre $2.31 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $2.31 et $0.829012.
Combien vaudra Torus en 2037 ?
Selon la simulation expérimentale, la valeur de Torus pourrait augmenter de 4830.69% en 2037, avec un maximum de $5.52 sous des conditions favorables. Il est prévu que le prix chute entre $5.52 et $2.15 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Torus ?
Les traders de Torus 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 Torus
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Torus. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de TORUS 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 TORUS 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 TORUS.
Comment lire les graphiques de Torus 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 Torus 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 TORUS 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 Torus ?
L'action du prix de Torus 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 TORUS. La capitalisation boursière de Torus peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de TORUS, de grands détenteurs de Torus, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Torus.
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