Predicción del precio de Syscoin - Pronóstico de SYS
Predicción de precio de Syscoin hasta $0.021146 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.007084 | $0.021146 |
| 2027 | $0.006819 | $0.017915 |
| 2028 | $0.0123079 | $0.030146 |
| 2029 | $0.027037 | $0.088939 |
| 2030 | $0.022993 | $0.066482 |
| 2031 | $0.027185 | $0.06069 |
| 2032 | $0.041497 | $0.112577 |
| 2033 | $0.09643 | $0.299866 |
| 2034 | $0.077525 | $0.173666 |
| 2035 | $0.091659 | $0.204622 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Syscoin hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.54, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Syscoin para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Syscoin'
'name_with_ticker' => 'Syscoin <small>SYS</small>'
'name_lang' => 'Syscoin'
'name_lang_with_ticker' => 'Syscoin <small>SYS</small>'
'name_with_lang' => 'Syscoin'
'name_with_lang_with_ticker' => 'Syscoin <small>SYS</small>'
'image' => '/uploads/coins/syscoin.png?1717145228'
'price_for_sd' => 0.0205
'ticker' => 'SYS'
'marketcap' => '$17.33M'
'low24h' => '$0.01959'
'high24h' => '$0.02076'
'volume24h' => '$9.69M'
'current_supply' => '848.97M'
'max_supply' => '848.97M'
'algo' => 'SHA-256'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0205'
'change_24h_pct' => '3.6278%'
'ath_price' => '$1.3'
'ath_days' => 1465
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 ene. 2022'
'ath_pct' => '-98.43%'
'fdv' => '$17.33M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.01'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.02068'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.018122'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.007084'
'current_year_max_price_prediction' => '$0.021146'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.022993'
'grand_prediction_max_price' => '$0.066482'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.020893202332054
107 => 0.02097120996533
108 => 0.021146965146268
109 => 0.019645156368238
110 => 0.020319424418784
111 => 0.020715493728107
112 => 0.018926038179459
113 => 0.020680121945449
114 => 0.019619013218635
115 => 0.019258856979436
116 => 0.019743759908541
117 => 0.019554792765485
118 => 0.019392329912409
119 => 0.019301672848926
120 => 0.019657732043277
121 => 0.019641121456278
122 => 0.019058539506208
123 => 0.01829858510142
124 => 0.01855365074432
125 => 0.018460983005001
126 => 0.018125143163334
127 => 0.01835145866716
128 => 0.017354879723963
129 => 0.015640317449859
130 => 0.016773009806595
131 => 0.016729402382993
201 => 0.016707413542573
202 => 0.017558600543343
203 => 0.017476778553445
204 => 0.017328270840575
205 => 0.018122415702726
206 => 0.017832542145285
207 => 0.018725864146517
208 => 0.019314263792974
209 => 0.019165026609898
210 => 0.019718419321372
211 => 0.018559526941572
212 => 0.018944464503449
213 => 0.019023799601452
214 => 0.018112616078399
215 => 0.017490165642902
216 => 0.017448655295308
217 => 0.01636941201911
218 => 0.016945935065908
219 => 0.017453251488945
220 => 0.017210286291655
221 => 0.017133370768572
222 => 0.017526315495063
223 => 0.017556850665655
224 => 0.016860645540178
225 => 0.017005408631714
226 => 0.017609094788279
227 => 0.016990197289467
228 => 0.015787780545609
301 => 0.01548956456842
302 => 0.015449777059852
303 => 0.014640991677908
304 => 0.015509492785991
305 => 0.01513036877793
306 => 0.016328016976791
307 => 0.015643926748718
308 => 0.015614436986259
309 => 0.015569858885096
310 => 0.014873703896353
311 => 0.01502611759593
312 => 0.015532763946586
313 => 0.01571354107228
314 => 0.015694684537007
315 => 0.015530281103068
316 => 0.015605544153244
317 => 0.015363095645244
318 => 0.01527748203094
319 => 0.015007261914316
320 => 0.014610112993092
321 => 0.014665338986444
322 => 0.013878483053832
323 => 0.013449762180139
324 => 0.013331097892752
325 => 0.013172415048335
326 => 0.013349021542267
327 => 0.013876253989838
328 => 0.013240299799464
329 => 0.012150000947069
330 => 0.012215529765876
331 => 0.012362753566057
401 => 0.012088402988404
402 => 0.011828753191154
403 => 0.012054497623809
404 => 0.011592523626893
405 => 0.012418580916477
406 => 0.012396238381793
407 => 0.01270414145631
408 => 0.012896679567612
409 => 0.012452941556013
410 => 0.012341342646092
411 => 0.012404914457071
412 => 0.011354214029544
413 => 0.012618276815362
414 => 0.012629208482825
415 => 0.012535604909198
416 => 0.013208679319086
417 => 0.014629076261123
418 => 0.014094665796194
419 => 0.013887725911532
420 => 0.013494333039516
421 => 0.014018505684119
422 => 0.013978257403381
423 => 0.013796239414174
424 => 0.013686154366372
425 => 0.01388898944234
426 => 0.013661020855783
427 => 0.013620071433479
428 => 0.013371962487731
429 => 0.013283398882337
430 => 0.013217829914721
501 => 0.013145644924051
502 => 0.013304867026091
503 => 0.012944048795455
504 => 0.012508937380755
505 => 0.012472762574594
506 => 0.012572644394927
507 => 0.012528454124757
508 => 0.012472551008581
509 => 0.012365816735495
510 => 0.012334150956687
511 => 0.012437049375761
512 => 0.012320883059977
513 => 0.012492292786822
514 => 0.012445678825653
515 => 0.012185297027794
516 => 0.011860764901972
517 => 0.011857875885323
518 => 0.011787955971154
519 => 0.01169890244793
520 => 0.011674129795038
521 => 0.012035486057343
522 => 0.012783482705831
523 => 0.01263663306569
524 => 0.012742746980448
525 => 0.013264722416258
526 => 0.013430642710952
527 => 0.013312876415816
528 => 0.013151670647524
529 => 0.013158762883195
530 => 0.013709651793754
531 => 0.013744010059371
601 => 0.01383082231219
602 => 0.013942400590202
603 => 0.013331878679039
604 => 0.013130007356083
605 => 0.013034349523872
606 => 0.012739760424901
607 => 0.01305744951198
608 => 0.012872345685742
609 => 0.012897322515949
610 => 0.01288105632251
611 => 0.012889938764043
612 => 0.01241835001663
613 => 0.012590172170212
614 => 0.012304484514426
615 => 0.011921980813274
616 => 0.011920698526744
617 => 0.012014315765709
618 => 0.01195862856873
619 => 0.011808775753508
620 => 0.011830061638625
621 => 0.01164357488694
622 => 0.011852704506731
623 => 0.011858701595925
624 => 0.011778175300938
625 => 0.012100368334553
626 => 0.012232371083309
627 => 0.012179366950908
628 => 0.012228652172082
629 => 0.012642735331224
630 => 0.012710248953879
701 => 0.012740234045363
702 => 0.012700057995038
703 => 0.012236220852088
704 => 0.012256794001765
705 => 0.01210584187993
706 => 0.011978303243921
707 => 0.01198340412051
708 => 0.01204897555828
709 => 0.012335329872737
710 => 0.012937945646004
711 => 0.012960814474093
712 => 0.012988532160868
713 => 0.012875790398962
714 => 0.012841786404778
715 => 0.012886646450282
716 => 0.013112957250689
717 => 0.013695090072119
718 => 0.013489325453682
719 => 0.013322035615975
720 => 0.01346879390466
721 => 0.013446201616447
722 => 0.013255499967849
723 => 0.013250147607724
724 => 0.01288413017306
725 => 0.012748821861279
726 => 0.012635748108302
727 => 0.012512274521917
728 => 0.012439075241036
729 => 0.012551542604948
730 => 0.012577265221749
731 => 0.012331353364963
801 => 0.012297836487559
802 => 0.012498653418186
803 => 0.012410281374227
804 => 0.012501174212961
805 => 0.012522262131211
806 => 0.012518866490677
807 => 0.012426595927319
808 => 0.012485406432855
809 => 0.012346302055005
810 => 0.012195046936896
811 => 0.012098555595069
812 => 0.012014354101605
813 => 0.012061073983998
814 => 0.011894526133981
815 => 0.011841244124814
816 => 0.012465482756858
817 => 0.012926614546044
818 => 0.012919909507201
819 => 0.012879094307641
820 => 0.012818451200154
821 => 0.013108520829654
822 => 0.013007466370862
823 => 0.013080991933016
824 => 0.013099707274442
825 => 0.013156352976239
826 => 0.013176598945769
827 => 0.01311540156412
828 => 0.012910015676673
829 => 0.012398213572662
830 => 0.012159968311661
831 => 0.012081343407242
901 => 0.012084201273187
902 => 0.01200536857233
903 => 0.012028588335766
904 => 0.011997293686199
905 => 0.011938029190908
906 => 0.012057414568417
907 => 0.012071172621023
908 => 0.012043306647364
909 => 0.012049870092923
910 => 0.011819151732734
911 => 0.011836692748565
912 => 0.011739022143412
913 => 0.011720710082382
914 => 0.011473807297708
915 => 0.011036383225526
916 => 0.011278758623297
917 => 0.010986003225928
918 => 0.010875132320976
919 => 0.011399977941055
920 => 0.01134729799775
921 => 0.011257132834234
922 => 0.011123759765327
923 => 0.0110742903967
924 => 0.010773730173018
925 => 0.010755971471577
926 => 0.010904937234242
927 => 0.010836194660371
928 => 0.010739654051807
929 => 0.010389993753755
930 => 0.0099968598101977
1001 => 0.010008726052802
1002 => 0.01013377464573
1003 => 0.01049737029477
1004 => 0.010355307184422
1005 => 0.010252238767878
1006 => 0.010232937151684
1007 => 0.010474537289016
1008 => 0.010816452100135
1009 => 0.010976870879599
1010 => 0.010817900741141
1011 => 0.01063528440564
1012 => 0.01064639941582
1013 => 0.01072034259893
1014 => 0.010728112981975
1015 => 0.010609248520826
1016 => 0.010642708170387
1017 => 0.01059187990309
1018 => 0.010279946920509
1019 => 0.010274305042004
1020 => 0.01019775165748
1021 => 0.010195433651421
1022 => 0.010065197247208
1023 => 0.010046976273977
1024 => 0.0097883839886286
1025 => 0.0099585902139345
1026 => 0.0098444248142272
1027 => 0.0096723506279729
1028 => 0.009642684973404
1029 => 0.0096417931880053
1030 => 0.0098184749022045
1031 => 0.009956525585235
1101 => 0.0098464107702335
1102 => 0.0098213397613437
1103 => 0.010089032545179
1104 => 0.010054966198362
1105 => 0.010025464961723
1106 => 0.010785837378954
1107 => 0.010183943278116
1108 => 0.0099214830952366
1109 => 0.0095966387790863
1110 => 0.0097024097264321
1111 => 0.0097246972191363
1112 => 0.008943505196384
1113 => 0.0086265756900447
1114 => 0.0085178174267055
1115 => 0.0084552255085377
1116 => 0.0084837494316266
1117 => 0.0081984757037978
1118 => 0.0083901843668907
1119 => 0.0081431614321789
1120 => 0.0081017472332923
1121 => 0.0085434548408265
1122 => 0.0086049158739965
1123 => 0.0083427040120471
1124 => 0.0085110864756631
1125 => 0.0084500286536646
1126 => 0.0081473959313957
1127 => 0.0081358375874207
1128 => 0.0079839871254407
1129 => 0.0077463705564855
1130 => 0.0076377734083693
1201 => 0.0075812150707467
1202 => 0.0076045521431498
1203 => 0.0075927522052166
1204 => 0.0075157496284168
1205 => 0.0075971659027828
1206 => 0.007389180965305
1207 => 0.0073063596873528
1208 => 0.0072689512375408
1209 => 0.007084352634363
1210 => 0.0073781311033904
1211 => 0.0074360091627125
1212 => 0.0074940012596908
1213 => 0.0079987828710012
1214 => 0.0079735654081981
1215 => 0.0082015189905351
1216 => 0.0081926611335052
1217 => 0.0081276450792195
1218 => 0.0078533530408099
1219 => 0.0079626809585345
1220 => 0.0076261866211089
1221 => 0.007878311058099
1222 => 0.0077632519940249
1223 => 0.0078394094727965
1224 => 0.0077024714591221
1225 => 0.0077782586099216
1226 => 0.0074497341977122
1227 => 0.0071429627240542
1228 => 0.0072664165202718
1229 => 0.0074006249154143
1230 => 0.0076916229117465
1231 => 0.0075183069058124
]
'min_raw' => 0.007084352634363
'max_raw' => 0.021146965146268
'avg_raw' => 0.014115658890315
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.007084'
'max' => '$0.021146'
'avg' => '$0.014115'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.013420297365637
'max_diff' => 0.00064231514626762
'year' => 2026
]
1 => [
'items' => [
101 => 0.00758063789535
102 => 0.0073718395144805
103 => 0.0069410288144377
104 => 0.0069434671562141
105 => 0.0068771963157338
106 => 0.0068199286338577
107 => 0.0075382143339824
108 => 0.0074488841527553
109 => 0.007306548200215
110 => 0.0074970705288961
111 => 0.0075474476565953
112 => 0.007548881822599
113 => 0.0076878819955116
114 => 0.0077620664127123
115 => 0.0077751417377775
116 => 0.0079938615131531
117 => 0.0080671734968753
118 => 0.0083691351823271
119 => 0.0077557723832105
120 => 0.0077431405799973
121 => 0.0074997515687732
122 => 0.0073453904100268
123 => 0.0075103208093743
124 => 0.0076564266279514
125 => 0.0075042914838247
126 => 0.0075241571218995
127 => 0.0073199281208074
128 => 0.0073929303788302
129 => 0.0074558097579055
130 => 0.0074210914606592
131 => 0.0073691164892968
201 => 0.0076444476169969
202 => 0.0076289123557406
203 => 0.0078853070316902
204 => 0.0080851850165521
205 => 0.0084434020978882
206 => 0.0080695838992352
207 => 0.0080559604782835
208 => 0.0081891316033516
209 => 0.0080671531090699
210 => 0.0081442393069015
211 => 0.0084309823196695
212 => 0.0084370407476856
213 => 0.0083355542725729
214 => 0.0083293788113391
215 => 0.0083488703990249
216 => 0.0084630332369092
217 => 0.0084231412334828
218 => 0.0084693052697898
219 => 0.0085270341040806
220 => 0.0087658250392258
221 => 0.0088233967252664
222 => 0.0086835273756846
223 => 0.0086961560119011
224 => 0.008643841035658
225 => 0.0085933054241119
226 => 0.0087069020987342
227 => 0.0089145022543545
228 => 0.0089132107845609
301 => 0.0089613699854944
302 => 0.0089913727687037
303 => 0.00886257885979
304 => 0.0087787387609705
305 => 0.008810888389742
306 => 0.0088622963462754
307 => 0.0087942174822973
308 => 0.0083740031966267
309 => 0.0085014693675067
310 => 0.0084802527638949
311 => 0.0084500377403247
312 => 0.0085782059608112
313 => 0.0085658438232768
314 => 0.008195549809391
315 => 0.008219254830744
316 => 0.0081969913902529
317 => 0.0082689291211508
318 => 0.008063268235522
319 => 0.0081265281387942
320 => 0.0081662041571018
321 => 0.0081895736366905
322 => 0.0082740002215671
323 => 0.0082640937362798
324 => 0.0082733844205323
325 => 0.0083985667581122
326 => 0.0090316960642006
327 => 0.0090661558954099
328 => 0.0088964630834441
329 => 0.0089642520147817
330 => 0.0088341120904231
331 => 0.0089214758935067
401 => 0.0089812479887766
402 => 0.0087111493837651
403 => 0.0086951558973017
404 => 0.0085644788391819
405 => 0.0086346972882886
406 => 0.0085229746868747
407 => 0.008550387505371
408 => 0.0084737388750489
409 => 0.0086116911490387
410 => 0.0087659432269754
411 => 0.0088049133934614
412 => 0.0087023996631483
413 => 0.0086281729664177
414 => 0.0084978553387525
415 => 0.0087145764578774
416 => 0.0087779523175659
417 => 0.0087142435714664
418 => 0.0086994808629315
419 => 0.0086715055569336
420 => 0.0087054159563468
421 => 0.0087776071590234
422 => 0.0087435631210033
423 => 0.0087660498078943
424 => 0.0086803537456365
425 => 0.0088626214959329
426 => 0.0091521065485265
427 => 0.0091530372903062
428 => 0.009118993068776
429 => 0.0091050629068189
430 => 0.0091399943440849
501 => 0.0091589432158392
502 => 0.0092719050786275
503 => 0.0093931176579985
504 => 0.0099587638767314
505 => 0.0097999326819812
506 => 0.010301807657685
507 => 0.010698725603158
508 => 0.010817743939887
509 => 0.010708252670341
510 => 0.010333688951829
511 => 0.010315311068849
512 => 0.010875067401028
513 => 0.010716910598723
514 => 0.01069809835034
515 => 0.010497967811336
516 => 0.010616269746537
517 => 0.010590395377924
518 => 0.01054955142125
519 => 0.01077526327263
520 => 0.011197775708975
521 => 0.011131923183474
522 => 0.011082767327998
523 => 0.010867380678358
524 => 0.010997091549791
525 => 0.010950903992922
526 => 0.011149355048581
527 => 0.011031797039438
528 => 0.010715712405394
529 => 0.010766049925194
530 => 0.010758441510342
531 => 0.010915022148873
601 => 0.010868020527756
602 => 0.01074926368947
603 => 0.011196331607401
604 => 0.011167301503533
605 => 0.011208459553612
606 => 0.011226578600112
607 => 0.011498700963536
608 => 0.011610180788887
609 => 0.01163548866097
610 => 0.011741385872894
611 => 0.011632853841868
612 => 0.012067059348001
613 => 0.012355780672986
614 => 0.01269114534942
615 => 0.013181203279217
616 => 0.01336546959411
617 => 0.013332183533629
618 => 0.013703739863047
619 => 0.014371418327778
620 => 0.013467140441009
621 => 0.014419347251535
622 => 0.014117889569079
623 => 0.013403138826967
624 => 0.013357117305532
625 => 0.013841154806517
626 => 0.014914703396819
627 => 0.014645791651036
628 => 0.0149151432401
629 => 0.014600930304005
630 => 0.014585326983333
701 => 0.01489988261913
702 => 0.015634859007706
703 => 0.015285699275672
704 => 0.014785093182322
705 => 0.015154732931358
706 => 0.014834516772199
707 => 0.014112980142754
708 => 0.014645586019292
709 => 0.014289447637393
710 => 0.014393387750589
711 => 0.015141937657754
712 => 0.015051870152506
713 => 0.015168425844323
714 => 0.01496270809906
715 => 0.014770535286274
716 => 0.014411830460267
717 => 0.014305635645221
718 => 0.014334984071611
719 => 0.014305621101598
720 => 0.014104929048116
721 => 0.014061589618274
722 => 0.013989355336461
723 => 0.014011743760848
724 => 0.013875922178154
725 => 0.014132245566868
726 => 0.014179821446527
727 => 0.014366352233236
728 => 0.014385718478304
729 => 0.014905204064189
730 => 0.014619080133084
731 => 0.014811036768821
801 => 0.014793866360555
802 => 0.013418629642862
803 => 0.013608125128744
804 => 0.013902920637817
805 => 0.013770115660565
806 => 0.01358236049431
807 => 0.013430738130765
808 => 0.01320101474581
809 => 0.013524345998687
810 => 0.013949492213774
811 => 0.014396500887917
812 => 0.01493355252073
813 => 0.014813688848257
814 => 0.014386461081207
815 => 0.014405626206746
816 => 0.014524097471634
817 => 0.014370666419355
818 => 0.014325416606708
819 => 0.014517880842235
820 => 0.014519206237649
821 => 0.014342665269239
822 => 0.014146472289508
823 => 0.014145650233759
824 => 0.014110739588016
825 => 0.014607140830328
826 => 0.014880111321773
827 => 0.014911406948704
828 => 0.01487800487673
829 => 0.014890860008552
830 => 0.014732024494074
831 => 0.015095075378962
901 => 0.015428246772946
902 => 0.015338949722189
903 => 0.015205080748782
904 => 0.015098447663459
905 => 0.015313830356136
906 => 0.015304239703874
907 => 0.015425336811472
908 => 0.01541984314718
909 => 0.015379122744588
910 => 0.015338951176443
911 => 0.015498226903349
912 => 0.01545235805189
913 => 0.015406417953435
914 => 0.015314278052908
915 => 0.015326801395671
916 => 0.015192955536629
917 => 0.015131032317867
918 => 0.014199855682254
919 => 0.013951014858145
920 => 0.014029305247032
921 => 0.014055080475862
922 => 0.013946784630311
923 => 0.014102053053911
924 => 0.014077854634563
925 => 0.014171996528645
926 => 0.014113180760388
927 => 0.014115594580033
928 => 0.014288559213631
929 => 0.014338771582608
930 => 0.014313233166483
1001 => 0.014331119397732
1002 => 0.014743300047549
1003 => 0.014684701139941
1004 => 0.014653571638193
1005 => 0.01466219472292
1006 => 0.014767515716201
1007 => 0.014796999844007
1008 => 0.014672073522681
1009 => 0.014730989498009
1010 => 0.014981846243403
1011 => 0.015069631907029
1012 => 0.015349801605814
1013 => 0.015230780538151
1014 => 0.015449248858958
1015 => 0.01612074599578
1016 => 0.016657184372741
1017 => 0.016163853472034
1018 => 0.017148954236307
1019 => 0.017915996485605
1020 => 0.017886556126502
1021 => 0.01775280456833
1022 => 0.016879547360377
1023 => 0.016075963058087
1024 => 0.016748195448944
1025 => 0.016749909107554
1026 => 0.016692163749006
1027 => 0.01633351228648
1028 => 0.016679683455532
1029 => 0.016707161265823
1030 => 0.016691780999
1031 => 0.016416803763584
1101 => 0.015996964349392
1102 => 0.016078999965971
1103 => 0.01621337597941
1104 => 0.015958974152198
1105 => 0.015877677353653
1106 => 0.016028823569496
1107 => 0.016515848169508
1108 => 0.016423778990017
1109 => 0.01642137469166
1110 => 0.016815285684929
1111 => 0.016533330425061
1112 => 0.016080034697811
1113 => 0.015965571548444
1114 => 0.015559304479808
1115 => 0.015839914591189
1116 => 0.015850013249537
1117 => 0.0156963259593
1118 => 0.016092505574395
1119 => 0.016088854709495
1120 => 0.016464968290474
1121 => 0.017183956195496
1122 => 0.016971316092735
1123 => 0.016724038788401
1124 => 0.016750924687638
1125 => 0.017045796642215
1126 => 0.016867510327206
1127 => 0.016931623329139
1128 => 0.017045699599507
1129 => 0.017114524645775
1130 => 0.016741021822638
1201 => 0.016653940447859
1202 => 0.016475802516472
1203 => 0.016429329655275
1204 => 0.01657441928342
1205 => 0.016536193292496
1206 => 0.015849164496406
1207 => 0.015777366164623
1208 => 0.015779568116954
1209 => 0.01559902779786
1210 => 0.0153236604766
1211 => 0.016047309355543
1212 => 0.015989190223104
1213 => 0.015925031198956
1214 => 0.015932890313328
1215 => 0.016247001764941
1216 => 0.016064801259996
1217 => 0.016549211164466
1218 => 0.016449631050801
1219 => 0.016347497082972
1220 => 0.016333379057541
1221 => 0.016294066193587
1222 => 0.016159247755418
1223 => 0.015996446389995
1224 => 0.015888950826931
1225 => 0.014656717251081
1226 => 0.014885412635186
1227 => 0.015148505828358
1228 => 0.015239324544362
1229 => 0.015083972846174
1230 => 0.016165381987342
1231 => 0.016362965858151
]
'min_raw' => 0.0068199286338577
'max_raw' => 0.017915996485605
'avg_raw' => 0.012367962559732
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006819'
'max' => '$0.017915'
'avg' => '$0.012367'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00026442400050529
'max_diff' => -0.0032309686606622
'year' => 2027
]
2 => [
'items' => [
101 => 0.015764471425393
102 => 0.015652517553391
103 => 0.016172721664552
104 => 0.015858974993156
105 => 0.016000255100074
106 => 0.015694884785003
107 => 0.016315373689604
108 => 0.016310646603754
109 => 0.016069262405487
110 => 0.016273278676935
111 => 0.016237825829177
112 => 0.015965303663836
113 => 0.016324013128334
114 => 0.016324191043753
115 => 0.016091864001066
116 => 0.015820556878136
117 => 0.015772053572545
118 => 0.015735512847284
119 => 0.015991268321647
120 => 0.016220577880235
121 => 0.016647266118106
122 => 0.016754545678969
123 => 0.017173264947023
124 => 0.016923938009968
125 => 0.017034461411841
126 => 0.017154450199063
127 => 0.017211977236098
128 => 0.01711824001632
129 => 0.017768683391334
130 => 0.017823600741255
131 => 0.017842014053651
201 => 0.017622688207274
202 => 0.01781750089271
203 => 0.017726354488713
204 => 0.017963492110714
205 => 0.018000678317769
206 => 0.017969182923331
207 => 0.017980986412394
208 => 0.017425947737894
209 => 0.017397166054559
210 => 0.017004725760029
211 => 0.017164648080822
212 => 0.016865680967376
213 => 0.016960486518752
214 => 0.017002275902458
215 => 0.016980447499937
216 => 0.017173689848894
217 => 0.017009394375477
218 => 0.016575791608452
219 => 0.016142070706643
220 => 0.016136625694022
221 => 0.016022434636385
222 => 0.01593989541685
223 => 0.015955795398768
224 => 0.016011829008917
225 => 0.015936638641564
226 => 0.015952684318687
227 => 0.016219149470719
228 => 0.016272587156616
229 => 0.016090985020485
301 => 0.015361826238856
302 => 0.015182888844888
303 => 0.01531150549519
304 => 0.015250035020319
305 => 0.01230796847783
306 => 0.012999163371698
307 => 0.012588478836523
308 => 0.012777741165018
309 => 0.012358538600849
310 => 0.012558604036759
311 => 0.012521659255967
312 => 0.013633080191362
313 => 0.013615726882166
314 => 0.013624032992961
315 => 0.013227560683223
316 => 0.013859151838033
317 => 0.014170296352175
318 => 0.014112711783451
319 => 0.014127204578788
320 => 0.013878170337967
321 => 0.013626444188774
322 => 0.013347241148943
323 => 0.013865965886411
324 => 0.013808292550531
325 => 0.013940574432828
326 => 0.014277004504286
327 => 0.014326545110281
328 => 0.014393128187131
329 => 0.014369262893786
330 => 0.014937831003425
331 => 0.014868973653815
401 => 0.015034900054764
402 => 0.014693576859145
403 => 0.014307337264606
404 => 0.014380748784404
405 => 0.014373678664709
406 => 0.01428366792629
407 => 0.014202410256297
408 => 0.014067139129965
409 => 0.014495156990039
410 => 0.014477780246572
411 => 0.014759089525042
412 => 0.01470936537758
413 => 0.014377295351265
414 => 0.014389155297219
415 => 0.014468919133452
416 => 0.014744982681385
417 => 0.014826937138251
418 => 0.01478897256851
419 => 0.014878831889101
420 => 0.014949853032236
421 => 0.014887751051218
422 => 0.015766984140945
423 => 0.015401865262173
424 => 0.015579821663206
425 => 0.015622263216272
426 => 0.015513550070543
427 => 0.015537126059125
428 => 0.015572837257756
429 => 0.015789668662872
430 => 0.016358697010569
501 => 0.016610715792257
502 => 0.017368926731353
503 => 0.016589789140709
504 => 0.016543558340472
505 => 0.01668013502638
506 => 0.017125285112408
507 => 0.017486037446313
508 => 0.01760571980777
509 => 0.017621537807577
510 => 0.017846069874004
511 => 0.017974767467205
512 => 0.01781880577536
513 => 0.017686644571392
514 => 0.017213259543228
515 => 0.017268055149223
516 => 0.017645542536337
517 => 0.018178765704533
518 => 0.01863632665526
519 => 0.018476104757924
520 => 0.019698484735562
521 => 0.01981967871737
522 => 0.019802933627755
523 => 0.020079031554397
524 => 0.019531033396377
525 => 0.01929675356686
526 => 0.017715219323783
527 => 0.018159565936144
528 => 0.018805449832773
529 => 0.018719964677113
530 => 0.018250906526856
531 => 0.018635970832591
601 => 0.018508656531041
602 => 0.018408238459133
603 => 0.018868273113544
604 => 0.018362446113837
605 => 0.018800403821513
606 => 0.018238718531326
607 => 0.018476836638055
608 => 0.018341669284199
609 => 0.018429139127632
610 => 0.017917792210226
611 => 0.018193702594614
612 => 0.017906313431127
613 => 0.017906177171244
614 => 0.017899833039531
615 => 0.018237945115895
616 => 0.018248970938567
617 => 0.017999105603275
618 => 0.017963096104829
619 => 0.018096242093925
620 => 0.017940363011684
621 => 0.018013297853173
622 => 0.017942572133732
623 => 0.017926650284575
624 => 0.017799782281607
625 => 0.01774512405762
626 => 0.017766556955615
627 => 0.017693395425344
628 => 0.017649312956988
629 => 0.017891063927036
630 => 0.017761906135946
701 => 0.017871268643168
702 => 0.017746636263539
703 => 0.017314606136005
704 => 0.017066141041024
705 => 0.016250076179325
706 => 0.016481511161778
707 => 0.01663495279458
708 => 0.016584240335854
709 => 0.016693190320314
710 => 0.016699878964505
711 => 0.016664458213943
712 => 0.016623445522472
713 => 0.016603482812408
714 => 0.016752268498084
715 => 0.016838643596514
716 => 0.016650352715216
717 => 0.016606238796198
718 => 0.016796611273014
719 => 0.016912738373898
720 => 0.017770155640642
721 => 0.0177066354001
722 => 0.017866058738642
723 => 0.017848110117273
724 => 0.018015211174194
725 => 0.018288350780085
726 => 0.017732981590274
727 => 0.017829374478403
728 => 0.017805741168271
729 => 0.018063763451311
730 => 0.018064568968714
731 => 0.017909871720863
801 => 0.017993735608599
802 => 0.01794692508715
803 => 0.01803151802623
804 => 0.017705787048561
805 => 0.018102492218876
806 => 0.018327398487328
807 => 0.018330521311083
808 => 0.018437125097363
809 => 0.018545440718298
810 => 0.018753343120381
811 => 0.018539642433143
812 => 0.018155215700146
813 => 0.018182970068578
814 => 0.017957580815677
815 => 0.017961369649739
816 => 0.017941144556584
817 => 0.018001841583615
818 => 0.017719106632705
819 => 0.017785463960561
820 => 0.017692563312974
821 => 0.017829172530539
822 => 0.017682203594752
823 => 0.017805729771573
824 => 0.017859039574532
825 => 0.018055753895127
826 => 0.017653148729656
827 => 0.016832209543289
828 => 0.017004780913189
829 => 0.016749534301919
830 => 0.016773158347584
831 => 0.016820882679568
901 => 0.01666619250518
902 => 0.016695702515606
903 => 0.016694648210374
904 => 0.016685562777474
905 => 0.016645321888698
906 => 0.016586964638555
907 => 0.016819441961709
908 => 0.016858944389031
909 => 0.016946753391652
910 => 0.017208013422037
911 => 0.017181907384065
912 => 0.017224487415125
913 => 0.017131535446398
914 => 0.016777470122821
915 => 0.016796697573351
916 => 0.016556930957144
917 => 0.016940622020207
918 => 0.016849758911999
919 => 0.016791178875038
920 => 0.016775194769213
921 => 0.017037102412679
922 => 0.017115469284504
923 => 0.017066636308988
924 => 0.016966478451519
925 => 0.017158811146871
926 => 0.017210271262283
927 => 0.017221791284347
928 => 0.017562567944374
929 => 0.017240836914086
930 => 0.017318280770808
1001 => 0.017922475633628
1002 => 0.017374554266242
1003 => 0.017664800434651
1004 => 0.017650594395075
1005 => 0.017799074513438
1006 => 0.01763841469156
1007 => 0.017640406262601
1008 => 0.017772246548793
1009 => 0.017587100644357
1010 => 0.017541255914706
1011 => 0.01747792174904
1012 => 0.017616209582739
1013 => 0.017699106884821
1014 => 0.018367198258241
1015 => 0.018798815754139
1016 => 0.018780078100332
1017 => 0.01895130518071
1018 => 0.018874165812739
1019 => 0.018625062445224
1020 => 0.019050251518653
1021 => 0.018915703905154
1022 => 0.018926795846935
1023 => 0.018926383004308
1024 => 0.019015845404929
1025 => 0.018952453094981
1026 => 0.018827500344985
1027 => 0.018910449811733
1028 => 0.019156780072996
1029 => 0.019921396762291
1030 => 0.020349286391444
1031 => 0.019895637269342
1101 => 0.020208558359164
1102 => 0.020020917210456
1103 => 0.019986817231895
1104 => 0.02018335480099
1105 => 0.020380236383083
1106 => 0.020367695877446
1107 => 0.020224769958828
1108 => 0.020144034734011
1109 => 0.020755388904607
1110 => 0.021205824243355
1111 => 0.021175107573009
1112 => 0.021310680966319
1113 => 0.021708728642205
1114 => 0.021745121133192
1115 => 0.021740536515799
1116 => 0.021650333929724
1117 => 0.022042263559656
1118 => 0.02236921815229
1119 => 0.021629454637251
1120 => 0.021911146899562
1121 => 0.022037607631672
1122 => 0.022223289505617
1123 => 0.022536565950858
1124 => 0.022876867262863
1125 => 0.022924989599595
1126 => 0.022890844498818
1127 => 0.02266640663576
1128 => 0.023038768391995
1129 => 0.02325688917584
1130 => 0.023386775111014
1201 => 0.023716144231657
1202 => 0.022038388610101
1203 => 0.020850789791299
1204 => 0.020665329086608
1205 => 0.021042470722479
1206 => 0.02114191996421
1207 => 0.021101832099567
1208 => 0.019765081657244
1209 => 0.020658291372176
1210 => 0.021619309922237
1211 => 0.021656226558616
1212 => 0.022137332538727
1213 => 0.022294000367051
1214 => 0.022681353741043
1215 => 0.022657124682035
1216 => 0.022751439064463
1217 => 0.02272975782124
1218 => 0.023447248379683
1219 => 0.024238747014025
1220 => 0.024211339933129
1221 => 0.024097552639856
1222 => 0.024266546173983
1223 => 0.025083457586772
1224 => 0.025008249474621
1225 => 0.025081307749364
1226 => 0.026044492344152
1227 => 0.027296769328788
1228 => 0.026714960942871
1229 => 0.027977317729457
1230 => 0.028771904411955
1231 => 0.030146059917539
]
'min_raw' => 0.01230796847783
'max_raw' => 0.030146059917539
'avg_raw' => 0.021227014197685
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0123079'
'max' => '$0.030146'
'avg' => '$0.021227'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0054880398439726
'max_diff' => 0.012230063431934
'year' => 2028
]
3 => [
'items' => [
101 => 0.029974008880381
102 => 0.030508957534686
103 => 0.029666001615734
104 => 0.027730404436321
105 => 0.027424088773511
106 => 0.028037340487605
107 => 0.02954495998648
108 => 0.027989860184423
109 => 0.028304454849013
110 => 0.028213851564447
111 => 0.028209023700452
112 => 0.028393283632812
113 => 0.028126004990572
114 => 0.027037063719576
115 => 0.027536119086902
116 => 0.02734340984297
117 => 0.027557235116539
118 => 0.028711161929735
119 => 0.028200983379441
120 => 0.027663551720247
121 => 0.028337610286509
122 => 0.029195918473015
123 => 0.029142207089231
124 => 0.029037984555075
125 => 0.029625481523201
126 => 0.030595854394084
127 => 0.03085814228181
128 => 0.03105175783829
129 => 0.031078454152366
130 => 0.031353442779025
131 => 0.029874759627425
201 => 0.032221467764291
202 => 0.032626679433024
203 => 0.032550516433605
204 => 0.033000892149488
205 => 0.032868380188946
206 => 0.03267639114861
207 => 0.033390332455946
208 => 0.032571856359178
209 => 0.031410132583091
210 => 0.030772787943238
211 => 0.031612094778122
212 => 0.032124630174413
213 => 0.032463383467988
214 => 0.032565890009943
215 => 0.029989545591213
216 => 0.028601038840129
217 => 0.029491055748311
218 => 0.03057693780198
219 => 0.029868727497789
220 => 0.029896488000894
221 => 0.028886766221513
222 => 0.03066627577453
223 => 0.030407016200687
224 => 0.031752055328409
225 => 0.031431050945964
226 => 0.032527878140504
227 => 0.032239046781499
228 => 0.033437969604383
301 => 0.033916252377971
302 => 0.034719363593594
303 => 0.035310135473058
304 => 0.035657048020344
305 => 0.035636220692241
306 => 0.037010861035734
307 => 0.036200283651452
308 => 0.035182007418372
309 => 0.035163590013936
310 => 0.035690969704134
311 => 0.036796212855236
312 => 0.037082786323683
313 => 0.037242941797473
314 => 0.036997658114311
315 => 0.036117834458277
316 => 0.035737931064409
317 => 0.036061619762846
318 => 0.035665776299545
319 => 0.036349113171262
320 => 0.037287480649009
321 => 0.037093711475561
322 => 0.037741452770899
323 => 0.038411796867201
324 => 0.039370419031951
325 => 0.039621038363493
326 => 0.040035302588332
327 => 0.0404617165544
328 => 0.040598669228122
329 => 0.040860154376177
330 => 0.040858776220374
331 => 0.041646779314018
401 => 0.042515971128732
402 => 0.04284407091695
403 => 0.043598518288429
404 => 0.04230655360376
405 => 0.043286523658102
406 => 0.044170481177359
407 => 0.04311659058161
408 => 0.044569133242835
409 => 0.044625532182838
410 => 0.045477089216976
411 => 0.044613873024289
412 => 0.044101298004555
413 => 0.045581082880592
414 => 0.046297104169319
415 => 0.04608143272998
416 => 0.044440162427596
417 => 0.043484872714214
418 => 0.040984695272669
419 => 0.043946263451807
420 => 0.045388756921737
421 => 0.04443642671799
422 => 0.04491672667902
423 => 0.047537087528616
424 => 0.048534751284341
425 => 0.048327244197347
426 => 0.048362309479191
427 => 0.048900630732903
428 => 0.051287843630788
429 => 0.049857370327213
430 => 0.050950913568984
501 => 0.051530924961356
502 => 0.052069671866977
503 => 0.05074667973948
504 => 0.049025486420221
505 => 0.048480312245231
506 => 0.044341736247604
507 => 0.044126305394003
508 => 0.044005377527654
509 => 0.043242944435908
510 => 0.042643880873796
511 => 0.042167483287401
512 => 0.040917273756337
513 => 0.041339182772786
514 => 0.039346609719279
515 => 0.040621387346459
516 => 0.037441192640703
517 => 0.040089753291653
518 => 0.038648262144617
519 => 0.039616184681071
520 => 0.039612807690525
521 => 0.037830555420793
522 => 0.036802589506267
523 => 0.037457649396035
524 => 0.038159925596585
525 => 0.038273867547383
526 => 0.03918438697268
527 => 0.039438493372731
528 => 0.038668539117483
529 => 0.037375290174084
530 => 0.037675682407768
531 => 0.036796502067239
601 => 0.035255772337645
602 => 0.036362351328
603 => 0.036740186048151
604 => 0.036907059385338
605 => 0.035391928650288
606 => 0.034915841678246
607 => 0.034662376969088
608 => 0.037179705822386
609 => 0.037317610779519
610 => 0.036612069521034
611 => 0.039801182911552
612 => 0.039079388332087
613 => 0.039885809721315
614 => 0.037648424961124
615 => 0.037733896072001
616 => 0.036674682270845
617 => 0.037267771222801
618 => 0.036848595067708
619 => 0.037219855496502
620 => 0.037442387466757
621 => 0.038501427461351
622 => 0.040101845827232
623 => 0.03834324220203
624 => 0.037576993418862
625 => 0.038052369854393
626 => 0.039318359946585
627 => 0.041236399741097
628 => 0.040100881578598
629 => 0.040604805256766
630 => 0.040714890162442
701 => 0.039877601108582
702 => 0.04126727178281
703 => 0.042012007586793
704 => 0.042775952420319
705 => 0.043439264314021
706 => 0.042470816054302
707 => 0.043507194513806
708 => 0.042672056420871
709 => 0.041922851216519
710 => 0.041923987451555
711 => 0.041454000082724
712 => 0.040543340333393
713 => 0.040375400703589
714 => 0.041249043866266
715 => 0.041949622948417
716 => 0.04200732599717
717 => 0.042395202574102
718 => 0.042624743936884
719 => 0.044874561338497
720 => 0.045779456508891
721 => 0.04688594519446
722 => 0.047316984895775
723 => 0.048614259860446
724 => 0.047566604966953
725 => 0.047339938240687
726 => 0.044193173511802
727 => 0.044708456059872
728 => 0.045533473136702
729 => 0.044206777739526
730 => 0.045048260605848
731 => 0.045214387148705
801 => 0.044161697137596
802 => 0.044723984356579
803 => 0.043230716209502
804 => 0.040134394992207
805 => 0.041270718873455
806 => 0.042107435732536
807 => 0.040913337608183
808 => 0.043053712278107
809 => 0.041803349582239
810 => 0.041407044635643
811 => 0.039860917746056
812 => 0.040590630122059
813 => 0.041577576559079
814 => 0.040967758405839
815 => 0.042233222638467
816 => 0.044025457478852
817 => 0.045302710755541
818 => 0.045400762402408
819 => 0.044579574114821
820 => 0.045895533586433
821 => 0.045905118914518
822 => 0.044420711254687
823 => 0.043511519828257
824 => 0.043304949623217
825 => 0.043821002495882
826 => 0.044447585951911
827 => 0.045435533423418
828 => 0.046032529389331
829 => 0.047589178246236
830 => 0.048010362794294
831 => 0.048473116917434
901 => 0.049091499134036
902 => 0.049834025535012
903 => 0.048209420041728
904 => 0.048273968646619
905 => 0.046761158505468
906 => 0.045144503910727
907 => 0.046371343229295
908 => 0.047975272438727
909 => 0.047607329305899
910 => 0.04756592818706
911 => 0.047635553385235
912 => 0.047358136278982
913 => 0.046103388988957
914 => 0.04547326275504
915 => 0.04628628635914
916 => 0.046718372221201
917 => 0.047388499711412
918 => 0.047305892353568
919 => 0.049032068801911
920 => 0.049702808772871
921 => 0.049531204785718
922 => 0.049562784049235
923 => 0.050777126727941
924 => 0.052127725535281
925 => 0.053392739545565
926 => 0.054679566130442
927 => 0.053128246456677
928 => 0.052340581998434
929 => 0.053153250661862
930 => 0.052722037229908
1001 => 0.05519991751613
1002 => 0.055371480570968
1003 => 0.057849181678242
1004 => 0.060200815068205
1005 => 0.058723796269858
1006 => 0.060116558470312
1007 => 0.061622944343671
1008 => 0.06452900709568
1009 => 0.063550347397324
1010 => 0.062800709405935
1011 => 0.062092305126298
1012 => 0.063566381976211
1013 => 0.065462758294672
1014 => 0.065871219590402
1015 => 0.066533082933709
1016 => 0.065837214557021
1017 => 0.066675311369354
1018 => 0.069634161395291
1019 => 0.068834653999791
1020 => 0.067699224970954
1021 => 0.070034952895454
1022 => 0.070880243751418
1023 => 0.076812937660832
1024 => 0.084303208788828
1025 => 0.081202187358066
1026 => 0.079277283286655
1027 => 0.079729681402772
1028 => 0.082464874857037
1029 => 0.083343332183846
1030 => 0.080955382347179
1031 => 0.081798846599298
1101 => 0.086446417556047
1102 => 0.088939690262415
1103 => 0.085553491035969
1104 => 0.076211101668812
1105 => 0.067596992009905
1106 => 0.069881841789861
1107 => 0.069622810731957
1108 => 0.0746160459287
1109 => 0.068815586012823
1110 => 0.068913250881698
1111 => 0.074009740894381
1112 => 0.072650084734956
1113 => 0.07044761588829
1114 => 0.067613072469884
1115 => 0.062373156797428
1116 => 0.057732017360475
1117 => 0.066834360586918
1118 => 0.066441850995457
1119 => 0.065873438940358
1120 => 0.067138378460372
1121 => 0.073280565710209
1122 => 0.07313896841378
1123 => 0.072238198657476
1124 => 0.072921424578613
1125 => 0.070327843080966
1126 => 0.070996268087663
1127 => 0.067595627490925
1128 => 0.069132859063947
1129 => 0.070442890379324
1130 => 0.070705898561232
1201 => 0.071298469424599
1202 => 0.06623501627653
1203 => 0.068508358084839
1204 => 0.069843733413899
1205 => 0.063810459095835
1206 => 0.069724474979087
1207 => 0.066146872822389
1208 => 0.064932580916624
1209 => 0.066567464996943
1210 => 0.065930349080866
1211 => 0.065382594228925
1212 => 0.065076937609919
1213 => 0.066277416042933
1214 => 0.066221412289151
1215 => 0.064257196569916
1216 => 0.06169495723585
1217 => 0.062554928859002
1218 => 0.062242493106034
1219 => 0.061110185632264
1220 => 0.061873224154259
1221 => 0.058513188668351
1222 => 0.052732422254292
1223 => 0.056551373617083
1224 => 0.056404348143835
1225 => 0.056330211233149
1226 => 0.059200047634224
1227 => 0.058924179082651
1228 => 0.058423474960235
1229 => 0.061100989808399
1230 => 0.060123660871162
1231 => 0.063135558368068
]
'min_raw' => 0.027037063719576
'max_raw' => 0.088939690262415
'avg_raw' => 0.057988376990996
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.027037'
'max' => '$0.088939'
'avg' => '$0.057988'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.014729095241746
'max_diff' => 0.058793630344876
'year' => 2029
]
4 => [
'items' => [
101 => 0.065119388856846
102 => 0.064616225274698
103 => 0.06648202743808
104 => 0.062574740868301
105 => 0.063872584733653
106 => 0.064140068555568
107 => 0.061067949690792
108 => 0.058969314589413
109 => 0.058829359554342
110 => 0.055190615498281
111 => 0.057134403202113
112 => 0.058844855942085
113 => 0.058025681816133
114 => 0.057766355759988
115 => 0.059091196339875
116 => 0.059194147799425
117 => 0.05684684361139
118 => 0.057334922481538
119 => 0.05937029250642
120 => 0.057283636379133
121 => 0.053229604377158
122 => 0.052224148389291
123 => 0.052090002026279
124 => 0.049363125643462
125 => 0.052291337766175
126 => 0.051013094703405
127 => 0.055051049222992
128 => 0.052744591257388
129 => 0.05264516446435
130 => 0.052494866283934
131 => 0.050147731135399
201 => 0.050661604564708
202 => 0.052369798108863
203 => 0.052979300809596
204 => 0.052915724684401
205 => 0.052361427028595
206 => 0.05261518165696
207 => 0.051797749585024
208 => 0.051509097307047
209 => 0.050598031317685
210 => 0.049259016001726
211 => 0.049445214294068
212 => 0.046792274580738
213 => 0.045346812222748
214 => 0.044946727292944
215 => 0.044411717004111
216 => 0.045007158128676
217 => 0.046784759135855
218 => 0.044640595182106
219 => 0.040964576479019
220 => 0.041185511466705
221 => 0.041681886787851
222 => 0.040756894660748
223 => 0.039881467241149
224 => 0.040642580356818
225 => 0.039085002772222
226 => 0.041870112597534
227 => 0.041794783181939
228 => 0.04283289989478
301 => 0.043482055579618
302 => 0.041985961892714
303 => 0.041609698376325
304 => 0.041824035175484
305 => 0.038281525326515
306 => 0.042543401262946
307 => 0.042580258143022
308 => 0.042264667159346
309 => 0.044533984524838
310 => 0.049322951983863
311 => 0.047521149790008
312 => 0.046823437520788
313 => 0.045497085986976
314 => 0.047264370654819
315 => 0.047128670766264
316 => 0.046514984407565
317 => 0.046143824983006
318 => 0.046827697603126
319 => 0.04605908559729
320 => 0.045921021760996
321 => 0.045084505127992
322 => 0.044785906749092
323 => 0.044564836396898
324 => 0.044321459661056
325 => 0.044858288094618
326 => 0.043641764238504
327 => 0.042174755725335
328 => 0.042052789840717
329 => 0.042389548371497
330 => 0.042240557790351
331 => 0.042052076531135
401 => 0.041692214477475
402 => 0.04158545109339
403 => 0.041932380297435
404 => 0.041540717453298
405 => 0.042118637314801
406 => 0.041961475090237
407 => 0.041083579679476
408 => 0.039989396959159
409 => 0.039979656437822
410 => 0.039743916565549
411 => 0.039443666394482
412 => 0.039360143665685
413 => 0.040578481533134
414 => 0.04310040445697
415 => 0.04260529064252
416 => 0.042963061114764
417 => 0.044722937739757
418 => 0.045282349597506
419 => 0.044885292311272
420 => 0.044341775808448
421 => 0.044365687776179
422 => 0.046223048199963
423 => 0.04633888949131
424 => 0.046631583062726
425 => 0.047007777017189
426 => 0.044949359768426
427 => 0.044268736508873
428 => 0.043946219448956
429 => 0.042952991734222
430 => 0.044024102671654
501 => 0.043400012197956
502 => 0.043484223324824
503 => 0.043429380717977
504 => 0.043459328489756
505 => 0.041869334102577
506 => 0.042448644489621
507 => 0.041485428612064
508 => 0.040195790678071
509 => 0.040191467359511
510 => 0.040507104416827
511 => 0.040319351144256
512 => 0.039814111915346
513 => 0.039885878763151
514 => 0.039257125659756
515 => 0.039962220773846
516 => 0.039982440378766
517 => 0.039710940353051
518 => 0.040797236660683
519 => 0.041242293144253
520 => 0.041063586011233
521 => 0.041229754575403
522 => 0.042625864856815
523 => 0.042853491749247
524 => 0.042954588578677
525 => 0.042819132220004
526 => 0.041255272908472
527 => 0.041324636718981
528 => 0.040815691101072
529 => 0.040385685685307
530 => 0.040402883646856
531 => 0.040623962327351
601 => 0.041589425891164
602 => 0.043621187044022
603 => 0.043698290894575
604 => 0.043791743010723
605 => 0.043411626289078
606 => 0.043296979448603
607 => 0.04344822822405
608 => 0.044211250888138
609 => 0.046173952338803
610 => 0.045480202561716
611 => 0.044916173194085
612 => 0.045410979010723
613 => 0.045334807533667
614 => 0.044691843611056
615 => 0.044673797755207
616 => 0.043439744419716
617 => 0.042983542999619
618 => 0.042602306946903
619 => 0.042186007129755
620 => 0.041939210643654
621 => 0.042318402213302
622 => 0.042405127811744
623 => 0.041576018817573
624 => 0.04146301432533
625 => 0.042140082627531
626 => 0.041842130111383
627 => 0.042148581663108
628 => 0.042219681051801
629 => 0.042208232412663
630 => 0.041897135766176
701 => 0.042095419491612
702 => 0.041626419369734
703 => 0.041116452178732
704 => 0.040791124882951
705 => 0.040507233668979
706 => 0.040664753014345
707 => 0.040103225310011
708 => 0.039923581296075
709 => 0.042028245426959
710 => 0.043582983449396
711 => 0.043560376942806
712 => 0.04342276564786
713 => 0.043218303177003
714 => 0.044196293184876
715 => 0.043855581021661
716 => 0.044103477587854
717 => 0.044166577668136
718 => 0.044357562606623
719 => 0.044425823306421
720 => 0.044219492061525
721 => 0.043527019202415
722 => 0.041801442675857
723 => 0.04099818214464
724 => 0.040733092789976
725 => 0.040742728284541
726 => 0.040476938329678
727 => 0.040555225383255
728 => 0.040449713287317
729 => 0.040249898903726
730 => 0.040652415039221
731 => 0.040698801274139
801 => 0.040604849198405
802 => 0.040626978313355
803 => 0.039849095253734
804 => 0.039908236013284
805 => 0.039578932748867
806 => 0.039517192356598
807 => 0.038684742379866
808 => 0.037209936580532
809 => 0.038027122156226
810 => 0.037040076894468
811 => 0.036666267897664
812 => 0.038435821549308
813 => 0.038258207442461
814 => 0.037954209298536
815 => 0.037504532684906
816 => 0.037337743254737
817 => 0.036324383476151
818 => 0.036264508774368
819 => 0.036766757243651
820 => 0.036534986856392
821 => 0.03620949345437
822 => 0.035030589346983
823 => 0.033705110808545
824 => 0.033745118673959
825 => 0.034166728735632
826 => 0.035392616851807
827 => 0.034913641156738
828 => 0.034566138794352
829 => 0.03450106204776
830 => 0.035315633778758
831 => 0.036468423436175
901 => 0.03700928655122
902 => 0.036473307630467
903 => 0.035857603905461
904 => 0.035895078938306
905 => 0.036144383542712
906 => 0.036170581931657
907 => 0.035769822102044
908 => 0.035882633646616
909 => 0.035711262594707
910 => 0.034659558765469
911 => 0.034640536778187
912 => 0.034382431697477
913 => 0.034374616378211
914 => 0.033935515248593
915 => 0.033874081965197
916 => 0.033002220020807
917 => 0.033576082192846
918 => 0.033191165576959
919 => 0.032611005444166
920 => 0.032510985618597
921 => 0.032507978901863
922 => 0.033103673636809
923 => 0.033569121153037
924 => 0.033197861366289
925 => 0.033113332709415
926 => 0.034015877619829
927 => 0.0339010205531
928 => 0.03380155507406
929 => 0.036365203766261
930 => 0.034335875782382
1001 => 0.033450972951419
1002 => 0.032355737659613
1003 => 0.032712351793281
1004 => 0.032787495630996
1005 => 0.030153652185201
1006 => 0.029085102227267
1007 => 0.028718416149159
1008 => 0.028507383127028
1009 => 0.028603553525199
1010 => 0.027641733234649
1011 => 0.028288092376938
1012 => 0.027455237305967
1013 => 0.027315606442973
1014 => 0.028804854480815
1015 => 0.02901207464522
1016 => 0.02812800904561
1017 => 0.02869572227778
1018 => 0.028489861567991
1019 => 0.027469514215719
1020 => 0.02743054445203
1021 => 0.026918570017604
1022 => 0.026117429165512
1023 => 0.025751286298628
1024 => 0.025560595914556
1025 => 0.025639278483505
1026 => 0.025599494168918
1027 => 0.025339874605089
1028 => 0.025614375258417
1029 => 0.024913139520666
1030 => 0.024633901799653
1031 => 0.024507776599338
1101 => 0.023885389520461
1102 => 0.024875884139744
1103 => 0.025071024057666
1104 => 0.025266548461507
1105 => 0.026968454906767
1106 => 0.026883432470299
1107 => 0.027651993888359
1108 => 0.027622129004947
1109 => 0.027402922838647
1110 => 0.02647812808069
1111 => 0.02684673478833
1112 => 0.025712220636415
1113 => 0.026562275778494
1114 => 0.026174346110801
1115 => 0.026431116367624
1116 => 0.025969420293814
1117 => 0.026224941964025
1118 => 0.025117298971419
1119 => 0.02408299752988
1120 => 0.024499230623097
1121 => 0.024951723597451
1122 => 0.025932843658916
1123 => 0.025348496644372
1124 => 0.025558649927409
1125 => 0.02485467160847
1126 => 0.023402163255033
1127 => 0.023410384294572
1128 => 0.02318694752901
1129 => 0.022993865541263
1130 => 0.025415615928339
1201 => 0.025114432985498
1202 => 0.02463453738393
1203 => 0.025276896716922
1204 => 0.025446746720179
1205 => 0.025451582110991
1206 => 0.025920230898648
1207 => 0.02617034884063
1208 => 0.026214433211978
1209 => 0.026951862205184
1210 => 0.027199038676782
1211 => 0.028217123581575
1212 => 0.02614912808073
1213 => 0.026106539074272
1214 => 0.025285936030052
1215 => 0.024765496606187
1216 => 0.025321570962659
1217 => 0.025814176930775
1218 => 0.025301242670615
1219 => 0.025368221056359
1220 => 0.024679648720363
1221 => 0.024925780930142
1222 => 0.025137783146793
1223 => 0.025020727983672
1224 => 0.024845490738948
1225 => 0.025773788858994
1226 => 0.025721410641031
1227 => 0.0265858631919
1228 => 0.027259765772897
1229 => 0.028467519672539
1230 => 0.027207165516628
1231 => 0.027161233201732
]
'min_raw' => 0.022993865541263
'max_raw' => 0.06648202743808
'avg_raw' => 0.044737946489671
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.022993'
'max' => '$0.066482'
'avg' => '$0.044737'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0040431981783131
'max_diff' => -0.022457662824335
'year' => 2030
]
5 => [
'items' => [
101 => 0.02761022894761
102 => 0.027198969937873
103 => 0.027458871435849
104 => 0.028425645523154
105 => 0.028446071936196
106 => 0.028103903199794
107 => 0.028083082201088
108 => 0.028148799449829
109 => 0.028533707428351
110 => 0.028399208753628
111 => 0.028554854025108
112 => 0.028749490820417
113 => 0.02955459113011
114 => 0.029748698089123
115 => 0.029277118811641
116 => 0.029319697140349
117 => 0.02914331354543
118 => 0.028972929202819
119 => 0.029355928322374
120 => 0.030055866741228
121 => 0.030051512460651
122 => 0.030213884568967
123 => 0.030315041047284
124 => 0.029880803391278
125 => 0.029598130644579
126 => 0.029706525362598
127 => 0.029879850877239
128 => 0.029650318234223
129 => 0.02823353643166
130 => 0.028663297526185
131 => 0.028591764265813
201 => 0.0284898922043
202 => 0.028922020308089
203 => 0.028880340498296
204 => 0.027631868377377
205 => 0.0277117915119
206 => 0.027636728767901
207 => 0.027879271850155
208 => 0.027185871815473
209 => 0.027399156996021
210 => 0.027532927461836
211 => 0.027611719293874
212 => 0.027896369419261
213 => 0.027862969012467
214 => 0.027894293203079
215 => 0.028316354194181
216 => 0.030450993853335
217 => 0.030567177580165
218 => 0.029995046417049
219 => 0.030223601531926
220 => 0.029784825690871
221 => 0.030079378852514
222 => 0.030280904644871
223 => 0.029370248340392
224 => 0.029316325184151
225 => 0.028875738359119
226 => 0.029112484762778
227 => 0.028735804211888
228 => 0.02882822844335
301 => 0.028569802234783
302 => 0.02903491795806
303 => 0.029554989608359
304 => 0.029686380245477
305 => 0.029340748046447
306 => 0.029090487556077
307 => 0.028651112575917
308 => 0.029381802960032
309 => 0.029595479095733
310 => 0.029380680610256
311 => 0.029330907107731
312 => 0.029236586410386
313 => 0.029350917689556
314 => 0.029594315369609
315 => 0.029479533518545
316 => 0.029555348953369
317 => 0.029266418696359
318 => 0.029880947142011
319 => 0.030856966208031
320 => 0.030860104268924
321 => 0.030745321799143
322 => 0.030698355285532
323 => 0.030816129065109
324 => 0.030880016509197
325 => 0.031260875316333
326 => 0.031669551990474
327 => 0.03357666770909
328 => 0.03304115724675
329 => 0.034733263767128
330 => 0.036071500332214
331 => 0.036472778964091
401 => 0.036103621504383
402 => 0.034840753776216
403 => 0.034778791460643
404 => 0.036666049015527
405 => 0.0361328123144
406 => 0.036069385505546
407 => 0.035394631420626
408 => 0.035793494654733
409 => 0.035706257414463
410 => 0.035568549162905
411 => 0.036329552428528
412 => 0.037754082606544
413 => 0.037532056219141
414 => 0.037366323820452
415 => 0.036640132693374
416 => 0.037077461952535
417 => 0.036921737379838
418 => 0.037590828969401
419 => 0.037194473933937
420 => 0.036128772521936
421 => 0.036298488984395
422 => 0.036272836682517
423 => 0.036800759237435
424 => 0.036642289990292
425 => 0.036241893018671
426 => 0.037749213717262
427 => 0.037651336695254
428 => 0.037790103934659
429 => 0.037851193564965
430 => 0.038768673112227
501 => 0.039144535126669
502 => 0.039229862384338
503 => 0.039586902227847
504 => 0.039220978907776
505 => 0.040684933086966
506 => 0.041658377192032
507 => 0.042789082613043
508 => 0.044441347138105
509 => 0.04506261388383
510 => 0.044950387606958
511 => 0.046203115712826
512 => 0.048454240272489
513 => 0.04540540424258
514 => 0.048615835985227
515 => 0.047599450361722
516 => 0.045189618332388
517 => 0.045034453559752
518 => 0.046666419788742
519 => 0.050285963813713
520 => 0.049379309087986
521 => 0.050287446776044
522 => 0.049228055924351
523 => 0.049175448239318
524 => 0.050235994526982
525 => 0.052714018735479
526 => 0.051536802321371
527 => 0.049848973926439
528 => 0.051095240147738
529 => 0.050015609010355
530 => 0.047582897888103
531 => 0.049378615786205
601 => 0.048177870366845
602 => 0.048528311715352
603 => 0.051052099989444
604 => 0.05074843110719
605 => 0.051141406759808
606 => 0.0504478150189
607 => 0.049799890963513
608 => 0.048590492598662
609 => 0.048232449365448
610 => 0.048331399634063
611 => 0.048232400330609
612 => 0.04755575306042
613 => 0.047409631146846
614 => 0.047166088222476
615 => 0.047241572358407
616 => 0.046783640409595
617 => 0.047647852610571
618 => 0.047808258010484
619 => 0.048437159581037
620 => 0.048502454228393
621 => 0.05025393615053
622 => 0.049289249340275
623 => 0.049936444539646
624 => 0.049878553309377
625 => 0.045241846699714
626 => 0.045880743960516
627 => 0.04687466760132
628 => 0.04642690634837
629 => 0.045793876696695
630 => 0.045282671312065
701 => 0.044508142880916
702 => 0.045598276774257
703 => 0.047031686921185
704 => 0.048538807875206
705 => 0.050349514950985
706 => 0.049945386210625
707 => 0.048504957965926
708 => 0.048569574524749
709 => 0.048969008665719
710 => 0.048451705160745
711 => 0.048299142258164
712 => 0.048948048865667
713 => 0.04895251752884
714 => 0.04835729732815
715 => 0.047695818999231
716 => 0.04769304738088
717 => 0.047575343701372
718 => 0.049248995147456
719 => 0.050169334217555
720 => 0.050274849608741
721 => 0.050162232191026
722 => 0.050205574165479
723 => 0.049670049138876
724 => 0.050894100544677
725 => 0.052017411160778
726 => 0.051716339919632
727 => 0.051264991329355
728 => 0.050905470437306
729 => 0.051631648223203
730 => 0.051599312669507
731 => 0.052007600022501
801 => 0.051989077749787
802 => 0.051851786069439
803 => 0.05171634482275
804 => 0.052253354056289
805 => 0.052098704021134
806 => 0.051943813771759
807 => 0.051633157664127
808 => 0.051675380988606
809 => 0.051224110330027
810 => 0.051015331874628
811 => 0.047875804834985
812 => 0.047036820622987
813 => 0.04730078213518
814 => 0.047387685118752
815 => 0.047022558114503
816 => 0.047546056445164
817 => 0.047464469784853
818 => 0.047781875753525
819 => 0.047583574284464
820 => 0.047591712645924
821 => 0.048174874984104
822 => 0.048344169491827
823 => 0.048258064938825
824 => 0.048318369616256
825 => 0.049708065454651
826 => 0.049510495146403
827 => 0.049405539857868
828 => 0.049434613190069
829 => 0.049789710272194
830 => 0.049889118067607
831 => 0.04946792025318
901 => 0.049666559577379
902 => 0.050512340608736
903 => 0.05080831610265
904 => 0.051752927802928
905 => 0.051351639963516
906 => 0.052088221160088
907 => 0.054352220639315
908 => 0.05616086008017
909 => 0.054497560505174
910 => 0.057818896509459
911 => 0.060405033006148
912 => 0.06030577277997
913 => 0.059854820063357
914 => 0.056910572417873
915 => 0.054201231838238
916 => 0.05646771027778
917 => 0.056473487997428
918 => 0.056278795489431
919 => 0.055069577043279
920 => 0.056236717308638
921 => 0.056329360664471
922 => 0.056277505021061
923 => 0.055350400073559
924 => 0.053934882176359
925 => 0.054211470985201
926 => 0.054664529096343
927 => 0.053806795574128
928 => 0.053532697741874
929 => 0.054042297761281
930 => 0.055684335203191
1001 => 0.055373917536473
1002 => 0.055365811276699
1003 => 0.056693909692495
1004 => 0.055743277848362
1005 => 0.05421495965584
1006 => 0.053829039156188
1007 => 0.052459281369622
1008 => 0.053405377951713
1009 => 0.053439426283399
1010 => 0.052921258854261
1011 => 0.054257006086931
1012 => 0.054244696941028
1013 => 0.05551279013871
1014 => 0.057936908058624
1015 => 0.057219977106107
1016 => 0.056386264410196
1017 => 0.056476912096587
1018 => 0.057471093478743
1019 => 0.056869988720138
1020 => 0.057086150182384
1021 => 0.057470766292481
1022 => 0.057702814741183
1023 => 0.056443523895842
1024 => 0.056149922960949
1025 => 0.055549318488083
1026 => 0.055392631991925
1027 => 0.055881811803051
1028 => 0.055752930205798
1029 => 0.053436564652963
1030 => 0.053194491564555
1031 => 0.053201915600576
1101 => 0.052593211309827
1102 => 0.051664791160667
1103 => 0.054104623879574
1104 => 0.053908671166809
1105 => 0.053692354537451
1106 => 0.053718852090262
1107 => 0.054777900779937
1108 => 0.054163599056685
1109 => 0.055796820870022
1110 => 0.055461079564342
1111 => 0.055116727761038
1112 => 0.055069127852609
1113 => 0.054936581787053
1114 => 0.054482032010041
1115 => 0.053933135840092
1116 => 0.053570707044119
1117 => 0.04941614551134
1118 => 0.050187207965851
1119 => 0.051074245035212
1120 => 0.051380446676978
1121 => 0.050856667580229
1122 => 0.054502714001251
1123 => 0.05516888181655
1124 => 0.05315101605096
1125 => 0.052773555755134
1126 => 0.054527460235406
1127 => 0.053469641427699
1128 => 0.053945977172038
1129 => 0.052916399834499
1130 => 0.055008421497515
1201 => 0.054992483797538
1202 => 0.054178640120172
1203 => 0.054866495223321
1204 => 0.054746963471866
1205 => 0.053828135964529
1206 => 0.055037549968381
1207 => 0.055038149822638
1208 => 0.054254842977661
1209 => 0.053340112070645
1210 => 0.053176579789451
1211 => 0.053053380183041
1212 => 0.053915677621135
1213 => 0.054688810807795
1214 => 0.056127419992199
1215 => 0.056489120521669
1216 => 0.057900861767959
1217 => 0.057060238592227
1218 => 0.057432875958137
1219 => 0.057837426531605
1220 => 0.058031382953381
1221 => 0.057715341372373
1222 => 0.059908356623741
1223 => 0.060093514303208
1224 => 0.060155596071525
1225 => 0.059416123667625
1226 => 0.06007294823796
1227 => 0.059765641773243
1228 => 0.06056516782224
1229 => 0.060690543715584
1230 => 0.060584354794298
1231 => 0.060624151081769
]
'min_raw' => 0.027185871815473
'max_raw' => 0.060690543715584
'avg_raw' => 0.043938207765528
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.027185'
'max' => '$0.06069'
'avg' => '$0.043938'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0041920062742101
'max_diff' => -0.005791483722496
'year' => 2031
]
6 => [
'items' => [
101 => 0.058752799439127
102 => 0.05865575998429
103 => 0.057332620131977
104 => 0.057871809401951
105 => 0.05686382090575
106 => 0.057183464441327
107 => 0.057324360266134
108 => 0.057250764283023
109 => 0.057902294354282
110 => 0.057348360694912
111 => 0.055886438692708
112 => 0.054424118390833
113 => 0.054405760150623
114 => 0.054020757027236
115 => 0.053742470285867
116 => 0.053796078185007
117 => 0.053984999413766
118 => 0.053731489840612
119 => 0.053785588961306
120 => 0.054683994825382
121 => 0.054864163714285
122 => 0.054251879433263
123 => 0.051793469692761
124 => 0.051190169775988
125 => 0.051623809792207
126 => 0.051416557794448
127 => 0.041497175037923
128 => 0.043827586880284
129 => 0.042442935296861
130 => 0.043081046451259
131 => 0.041667675738373
201 => 0.042342210323668
202 => 0.042217648415823
203 => 0.045964881696441
204 => 0.045906373802915
205 => 0.045934378435377
206 => 0.044597644362281
207 => 0.046727098037008
208 => 0.047776143489857
209 => 0.047581993095975
210 => 0.047630856567309
211 => 0.046791220237366
212 => 0.045942507950405
213 => 0.045001155408281
214 => 0.046750072076857
215 => 0.046555622398314
216 => 0.047001620000105
217 => 0.048135917474822
218 => 0.048302947086751
219 => 0.048527436579031
220 => 0.048446973076299
221 => 0.050363940154104
222 => 0.050131782792426
223 => 0.050691215237839
224 => 0.049540420253382
225 => 0.048238186494007
226 => 0.048485698558435
227 => 0.048461861156264
228 => 0.048158383667334
229 => 0.047884417759723
301 => 0.047428341712967
302 => 0.048871433811458
303 => 0.048812846907655
304 => 0.049761300780403
305 => 0.049593652345605
306 => 0.048474055067497
307 => 0.048514041703314
308 => 0.04878297104611
309 => 0.049713738572105
310 => 0.049990053745306
311 => 0.049862053547824
312 => 0.050165020520972
313 => 0.05040447326359
314 => 0.050195092098765
315 => 0.053159487846877
316 => 0.05192846405531
317 => 0.052528456485911
318 => 0.052671551145249
319 => 0.052305017184312
320 => 0.052384505275842
321 => 0.052504908075302
322 => 0.053235970296335
323 => 0.055154489098886
324 => 0.056004188016737
325 => 0.058560549134497
326 => 0.055933632349989
327 => 0.055777761979259
328 => 0.056238239811278
329 => 0.057739094405708
330 => 0.058955396086391
331 => 0.059358913524001
401 => 0.059412245014728
402 => 0.060169270553015
403 => 0.060603183473872
404 => 0.060077347740919
405 => 0.059631757014538
406 => 0.058035706341397
407 => 0.058220453552715
408 => 0.0594931786337
409 => 0.061290977773724
410 => 0.062833676464985
411 => 0.062293477151783
412 => 0.066414816590231
413 => 0.066823430561392
414 => 0.066766973322649
415 => 0.067697856758864
416 => 0.065850242709092
417 => 0.065060351906978
418 => 0.059728098787251
419 => 0.061226244414116
420 => 0.063403887065772
421 => 0.063115667895085
422 => 0.061534205592897
423 => 0.062832476784015
424 => 0.062403227727538
425 => 0.062064661187134
426 => 0.063615700143076
427 => 0.06191026909785
428 => 0.063386874086509
429 => 0.061493112915031
430 => 0.062295944736742
501 => 0.061840218566133
502 => 0.062135129250216
503 => 0.060411087417081
504 => 0.061341338541491
505 => 0.060372385911924
506 => 0.060371926502216
507 => 0.060350536819214
508 => 0.061490505290906
509 => 0.061527679621842
510 => 0.060685241198865
511 => 0.060563832660752
512 => 0.061012743658945
513 => 0.060487186450038
514 => 0.060733091360268
515 => 0.060494634659261
516 => 0.060440953033198
517 => 0.060013208703552
518 => 0.059828924685265
519 => 0.059901187197249
520 => 0.059654517989968
521 => 0.059505890870166
522 => 0.060320971144195
523 => 0.059885506634026
524 => 0.060254229962571
525 => 0.0598340231931
526 => 0.058377403454737
527 => 0.05753968603973
528 => 0.054788266382683
529 => 0.055568565584296
530 => 0.056085904762243
531 => 0.055914924167018
601 => 0.056282256646269
602 => 0.056304807877144
603 => 0.056185384343628
604 => 0.056047107190919
605 => 0.055979801520186
606 => 0.056481442847326
607 => 0.056772662522201
608 => 0.056137826669855
609 => 0.055989093511948
610 => 0.056630947608918
611 => 0.057022478237283
612 => 0.059913320415071
613 => 0.059699157489243
614 => 0.060236664405719
615 => 0.06017614937564
616 => 0.060739542255673
617 => 0.061660451506933
618 => 0.059787985508847
619 => 0.060112980861112
620 => 0.060033299505975
621 => 0.060903239647784
622 => 0.06090595550595
623 => 0.060384382934202
624 => 0.060667135886895
625 => 0.060509310945623
626 => 0.060794521945821
627 => 0.0596962972128
628 => 0.061033816391586
629 => 0.061792103578126
630 => 0.061802632396447
701 => 0.062162054504727
702 => 0.062527248183065
703 => 0.063228205646969
704 => 0.062507698859842
705 => 0.061211577289724
706 => 0.061305153080639
707 => 0.060545237478311
708 => 0.060558011796876
709 => 0.060489821483234
710 => 0.060694465747601
711 => 0.059741205120683
712 => 0.05996493348447
713 => 0.059651712465016
714 => 0.060112299979786
715 => 0.059616783951737
716 => 0.060033261081213
717 => 0.060212998803859
718 => 0.0608762348699
719 => 0.059518823445522
720 => 0.056750969662542
721 => 0.057332806084708
722 => 0.05647222431406
723 => 0.0565518744334
724 => 0.056712780350687
725 => 0.056191231627617
726 => 0.05629072668809
727 => 0.056287172024394
728 => 0.056256539853046
729 => 0.056120864887008
730 => 0.055924109343779
731 => 0.056707922869841
801 => 0.056841108061528
802 => 0.057137162244493
803 => 0.058018018677527
804 => 0.057930000347842
805 => 0.058073561895404
806 => 0.05776016784314
807 => 0.056566411884648
808 => 0.056631238576528
809 => 0.055822848690016
810 => 0.057116489897587
811 => 0.056810138584404
812 => 0.056612631899862
813 => 0.056558740371099
814 => 0.057441780276853
815 => 0.05770599965661
816 => 0.057541355870248
817 => 0.057203666660995
818 => 0.057852129771614
819 => 0.058025631143554
820 => 0.058064471702247
821 => 0.059213424003796
822 => 0.058128685372635
823 => 0.05838979274253
824 => 0.060426877906065
825 => 0.058579522761276
826 => 0.059558107982407
827 => 0.059510211328144
828 => 0.060010822413756
829 => 0.059469146607381
830 => 0.059475861328194
831 => 0.059920370057885
901 => 0.059296137714606
902 => 0.059141569007811
903 => 0.058928033446415
904 => 0.05939428053268
905 => 0.059673774574354
906 => 0.061926291284491
907 => 0.063381519806482
908 => 0.06331834449845
909 => 0.06389564855464
910 => 0.063635567789827
911 => 0.062795698394409
912 => 0.064229253041227
913 => 0.063775616368499
914 => 0.06381301362463
915 => 0.063811621696889
916 => 0.064113250426647
917 => 0.063899518827747
918 => 0.063478231907216
919 => 0.063757901825701
920 => 0.064588421499779
921 => 0.06716638005157
922 => 0.068609039810561
923 => 0.067079530122622
924 => 0.068134565424411
925 => 0.067501920190853
926 => 0.067386949732351
927 => 0.068049589868371
928 => 0.06871338986823
929 => 0.068671108677925
930 => 0.068189223964535
1001 => 0.067917019517312
1002 => 0.06997824278686
1003 => 0.07149691697984
1004 => 0.0713933535812
1005 => 0.071850448742177
1006 => 0.073192494272226
1007 => 0.073315194096431
1008 => 0.073299736738805
1009 => 0.072995612422109
1010 => 0.074317030533076
1011 => 0.075419380769385
1012 => 0.07292521642979
1013 => 0.073874961559299
1014 => 0.074301332746812
1015 => 0.074927372148713
1016 => 0.075983605556106
1017 => 0.07713095518861
1018 => 0.077293203006695
1019 => 0.077178080415491
1020 => 0.076421372490441
1021 => 0.077676816149055
1022 => 0.078412225600494
1023 => 0.07885014509928
1024 => 0.079960636085345
1025 => 0.074303965870112
1026 => 0.070299893537019
1027 => 0.069674599822702
1028 => 0.070946159179228
1029 => 0.071281459241048
1030 => 0.071146300206559
1031 => 0.066639352761333
1101 => 0.069650871677137
1102 => 0.072891012814839
1103 => 0.073015479831828
1104 => 0.074637562233519
1105 => 0.075165778754913
1106 => 0.076471767699474
1107 => 0.076390077735409
1108 => 0.076708065260587
1109 => 0.076634965435325
1110 => 0.079054034946707
1111 => 0.08172262785306
1112 => 0.081630222966319
1113 => 0.081246581162672
1114 => 0.081816354661735
1115 => 0.084570628524887
1116 => 0.084317059123907
1117 => 0.084563380197969
1118 => 0.087810824306697
1119 => 0.092032963591583
1120 => 0.0900713559979
1121 => 0.094327480038812
1122 => 0.097006484515124
1123 => 0.10163954574267
1124 => 0.10105946365868
1125 => 0.10286308039559
1126 => 0.10002099566154
1127 => 0.093494994632068
1128 => 0.092462229988626
1129 => 0.094529850958563
1130 => 0.09961289535765
1201 => 0.094369767801416
1202 => 0.095430445677379
1203 => 0.095124970377746
1204 => 0.095108692897215
1205 => 0.095729938123785
1206 => 0.094828789520673
1207 => 0.091157347998058
1208 => 0.092839948011932
1209 => 0.092190215341486
1210 => 0.092911142180125
1211 => 0.096801686995415
1212 => 0.095081584393571
1213 => 0.093269596032316
1214 => 0.095542231549736
1215 => 0.098436077525703
1216 => 0.098254985845268
1217 => 0.097903592294774
1218 => 0.09988437934054
1219 => 0.10315605922399
1220 => 0.10404038114982
1221 => 0.10469316951629
1222 => 0.10478317800308
1223 => 0.10571032135695
1224 => 0.10072483787297
1225 => 0.10863692819835
1226 => 0.11000312763045
1227 => 0.10974633876038
1228 => 0.11126481193071
1229 => 0.11081803860405
1230 => 0.11017073415032
1231 => 0.11257783711379
]
'min_raw' => 0.041497175037923
'max_raw' => 0.11257783711379
'avg_raw' => 0.077037506075856
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.041497'
'max' => '$0.112577'
'avg' => '$0.077037'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.01431130322245
'max_diff' => 0.051887293398206
'year' => 2032
]
7 => [
'items' => [
101 => 0.10981828780936
102 => 0.10590145498932
103 => 0.10375260303807
104 => 0.10658238463041
105 => 0.10831043350309
106 => 0.10945256388338
107 => 0.10979817184636
108 => 0.10111184676398
109 => 0.096430399310259
110 => 0.099431153455192
111 => 0.103092280613
112 => 0.10070450012676
113 => 0.10079809660115
114 => 0.097393749125443
115 => 0.10339348982483
116 => 0.10251937807069
117 => 0.10705427139744
118 => 0.10597198271022
119 => 0.10967001217464
120 => 0.10869619708219
121 => 0.11273844908566
122 => 0.11435101284945
123 => 0.11705875838436
124 => 0.11905058702235
125 => 0.12022022689618
126 => 0.12015000610537
127 => 0.12478470199778
128 => 0.12205178375396
129 => 0.11861859434036
130 => 0.11855649877544
131 => 0.12033459622142
201 => 0.12406100067097
202 => 0.12502720312776
203 => 0.12556717848934
204 => 0.1247401874264
205 => 0.12177380054276
206 => 0.12049292972632
207 => 0.12158426877232
208 => 0.1202496548989
209 => 0.12255357287095
210 => 0.1257173443369
211 => 0.12506403804009
212 => 0.12724794304117
213 => 0.12950805496379
214 => 0.1327401165211
215 => 0.13358509709508
216 => 0.13498181785213
217 => 0.13641950231
218 => 0.13688124781118
219 => 0.13776286324416
220 => 0.13775821669565
221 => 0.14041502414249
222 => 0.14334556503083
223 => 0.144451776374
224 => 0.14699544836078
225 => 0.14263949922433
226 => 0.14594353668186
227 => 0.14892386117398
228 => 0.14537059545012
301 => 0.15026794444573
302 => 0.1504580974096
303 => 0.15332918140401
304 => 0.15041878774254
305 => 0.14869060527666
306 => 0.1536798033015
307 => 0.15609391906745
308 => 0.15536676775202
309 => 0.1498331103377
310 => 0.14661228437283
311 => 0.13818276157185
312 => 0.1481678954579
313 => 0.15303136290345
314 => 0.14982051513194
315 => 0.15143987998403
316 => 0.16027460953619
317 => 0.16363830254328
318 => 0.1629386779118
319 => 0.16305690295771
320 => 0.16487189064899
321 => 0.1729205456041
322 => 0.16809760498864
323 => 0.17178456237702
324 => 0.1737401112815
325 => 0.17555653408791
326 => 0.17109597376169
327 => 0.16529285031593
328 => 0.16345475752211
329 => 0.14950125959996
330 => 0.14877491943614
331 => 0.14836720269183
401 => 0.14579660629163
402 => 0.14377682166669
403 => 0.14217061394314
404 => 0.13795544522232
405 => 0.13937794092802
406 => 0.13265984176111
407 => 0.13695784353328
408 => 0.12623559504872
409 => 0.1351654022
410 => 0.13030531415607
411 => 0.13356873256592
412 => 0.13355734680652
413 => 0.12754835884624
414 => 0.12408249999512
415 => 0.1262910801483
416 => 0.12865885338981
417 => 0.1290430166321
418 => 0.13211289644493
419 => 0.13296963391384
420 => 0.13037367938578
421 => 0.12601340028136
422 => 0.12702619366994
423 => 0.12406197576943
424 => 0.11886729791579
425 => 0.12259820624065
426 => 0.12387210237921
427 => 0.12443472748627
428 => 0.11932635843
429 => 0.11772119796443
430 => 0.11686662400116
501 => 0.12535397398434
502 => 0.12581893017553
503 => 0.12344014856323
504 => 0.13419246701615
505 => 0.1317588861974
506 => 0.13447779221372
507 => 0.12693429328552
508 => 0.12722246510325
509 => 0.1236512518207
510 => 0.12565089263037
511 => 0.12423761095753
512 => 0.12548934141378
513 => 0.12623962348818
514 => 0.12981025076977
515 => 0.13520617302798
516 => 0.12927691812383
517 => 0.12669345685359
518 => 0.12829622169571
519 => 0.13256459568014
520 => 0.1390314007606
521 => 0.13520292199639
522 => 0.13690193586016
523 => 0.13727309480553
524 => 0.13445011630279
525 => 0.13913548800465
526 => 0.14164641676357
527 => 0.14422211010673
528 => 0.14645851246731
529 => 0.14319332154476
530 => 0.14668754387862
531 => 0.14387181749081
601 => 0.1413458198365
602 => 0.14134965073225
603 => 0.13976505550476
604 => 0.13669470257966
605 => 0.13612848239261
606 => 0.13907403131139
607 => 0.14143608259973
608 => 0.1416306324573
609 => 0.14293838541711
610 => 0.14371230014779
611 => 0.15129771659456
612 => 0.15434863383931
613 => 0.15807923769528
614 => 0.15953251814249
615 => 0.16390637125873
616 => 0.16037412964039
617 => 0.15960990694742
618 => 0.14900036996388
619 => 0.15073768105058
620 => 0.15351928372597
621 => 0.14904623756747
622 => 0.15188335580174
623 => 0.15244346303956
624 => 0.14889424517064
625 => 0.15079003578708
626 => 0.14575537797255
627 => 0.1353159148102
628 => 0.13914711011143
629 => 0.14196815941953
630 => 0.137942174224
701 => 0.14515859685984
702 => 0.14094291173318
703 => 0.13960674193661
704 => 0.13439386718123
705 => 0.13685414340382
706 => 0.14018170222263
707 => 0.13812565774284
708 => 0.14239225875504
709 => 0.14843490364923
710 => 0.15274125224657
711 => 0.15307184021973
712 => 0.15030314657459
713 => 0.15473999581049
714 => 0.15477231341335
715 => 0.1497675293502
716 => 0.14670212697827
717 => 0.14600566110971
718 => 0.14774556939956
719 => 0.14985813926822
720 => 0.1531890731447
721 => 0.1552018867247
722 => 0.16045023702751
723 => 0.16187029013745
724 => 0.16343049797208
725 => 0.16551541678942
726 => 0.16801889639185
727 => 0.16254142554491
728 => 0.16275905567294
729 => 0.15765851066101
730 => 0.15220784682363
731 => 0.15634422124136
801 => 0.16175198055373
802 => 0.16051143459243
803 => 0.16037184782973
804 => 0.16060659404645
805 => 0.15967126290407
806 => 0.1554407948121
807 => 0.15331628022044
808 => 0.15605744606516
809 => 0.15751425371637
810 => 0.15977363533642
811 => 0.15949511886199
812 => 0.16531504327537
813 => 0.16757648991703
814 => 0.16699791509333
815 => 0.16710438678507
816 => 0.17119862790903
817 => 0.17575226608378
818 => 0.18001734913991
819 => 0.18435597481418
820 => 0.1791255922244
821 => 0.17646992651046
822 => 0.17920989564792
823 => 0.17775602945573
824 => 0.1861103758408
825 => 0.18668881265834
826 => 0.19504255492908
827 => 0.20297125108914
828 => 0.19799137908835
829 => 0.20268717408673
830 => 0.20776605923127
831 => 0.21756405269449
901 => 0.21426443319364
902 => 0.21173697636762
903 => 0.20934854187962
904 => 0.21431849489586
905 => 0.22071226005432
906 => 0.22208941583073
907 => 0.22432093430251
908 => 0.22197476548653
909 => 0.22480046740336
910 => 0.23477643684612
911 => 0.23208084184237
912 => 0.22825266359852
913 => 0.23612773337129
914 => 0.23897769050849
915 => 0.25898018223154
916 => 0.28423415429361
917 => 0.2737788440334
918 => 0.26728889556412
919 => 0.26881418739804
920 => 0.2780360830942
921 => 0.28099786330347
922 => 0.27294672370782
923 => 0.27579052232263
924 => 0.29146013228635
925 => 0.29986637529061
926 => 0.28844956818177
927 => 0.2569510501656
928 => 0.22790797803267
929 => 0.2356115085889
930 => 0.23473816729221
1001 => 0.25157320837458
1002 => 0.23201655279302
1003 => 0.23234583671717
1004 => 0.24952900862051
1005 => 0.24494483295084
1006 => 0.23751905546285
1007 => 0.22796219442619
1008 => 0.21029545289727
1009 => 0.19464752725158
1010 => 0.22533671294484
1011 => 0.22401333945308
1012 => 0.22209689852406
1013 => 0.22636173043104
1014 => 0.24707054357768
1015 => 0.24659313840677
1016 => 0.24355613028365
1017 => 0.24585967417807
1018 => 0.23711523308068
1019 => 0.2393688746587
1020 => 0.22790337746166
1021 => 0.23308626103618
1022 => 0.23750312307944
1023 => 0.23838987352739
1024 => 0.24038776756521
1025 => 0.22331598175748
1026 => 0.23098071238385
1027 => 0.23548302353871
1028 => 0.21514141794559
1029 => 0.23508093539938
1030 => 0.22301879994787
1031 => 0.21892473000843
1101 => 0.22443685582918
1102 => 0.22228877503612
1103 => 0.22044198130977
1104 => 0.21941143867853
1105 => 0.22345893553017
1106 => 0.22327011496423
1107 => 0.21664762452967
1108 => 0.20800885572503
1109 => 0.21090831009379
1110 => 0.20985491113909
1111 => 0.20603725743609
1112 => 0.20860989508665
1113 => 0.19728130085572
1114 => 0.1777910432905
1115 => 0.19066690444082
1116 => 0.19017119779277
1117 => 0.18992124002232
1118 => 0.19959709381412
1119 => 0.19866698373197
1120 => 0.19697882482519
1121 => 0.2060062530739
1122 => 0.20271112032708
1123 => 0.21286594302186
1124 => 0.2195545660214
1125 => 0.21785811487443
1126 => 0.22414879713442
1127 => 0.21097510766637
1128 => 0.21535087887097
1129 => 0.21625271925168
1130 => 0.2058948560106
1201 => 0.19881916124427
1202 => 0.19834729307219
1203 => 0.18607901343818
1204 => 0.19263262939257
1205 => 0.19839954022538
1206 => 0.19563763746683
1207 => 0.19476330156296
1208 => 0.19923009407547
1209 => 0.19957720210918
1210 => 0.19166310215568
1211 => 0.19330869414296
1212 => 0.20017108628685
1213 => 0.19313577946802
1214 => 0.17946732752989
1215 => 0.1760773624681
1216 => 0.1756250786394
1217 => 0.16643122453031
1218 => 0.17630389614327
1219 => 0.17199421041306
1220 => 0.18560845599683
1221 => 0.17783207193405
1222 => 0.17749684755956
1223 => 0.17699010675081
1224 => 0.16907657672578
1225 => 0.17080913687019
1226 => 0.17656843066658
1227 => 0.17862341157621
1228 => 0.17840906023138
1229 => 0.176540206985
1230 => 0.17739575843111
1231 => 0.1746397291293
]
'min_raw' => 0.096430399310259
'max_raw' => 0.29986637529061
'avg_raw' => 0.19814838730043
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.09643'
'max' => '$0.299866'
'avg' => '$0.198148'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.054933224272336
'max_diff' => 0.18728853817682
'year' => 2033
]
8 => [
'items' => [
101 => 0.17366651782104
102 => 0.17059479522931
103 => 0.16608021160449
104 => 0.16670799214707
105 => 0.15776342068124
106 => 0.15288994342232
107 => 0.15154102914845
108 => 0.14973720460642
109 => 0.15174477593027
110 => 0.15773808183411
111 => 0.1505088833633
112 => 0.13811492965441
113 => 0.13885982739058
114 => 0.14053339144164
115 => 0.13741471590423
116 => 0.13446315123866
117 => 0.13702929724736
118 => 0.1317778156743
119 => 0.1411680079005
120 => 0.14091402951649
121 => 0.14441411249282
122 => 0.14660278620686
123 => 0.14155860188754
124 => 0.14029000317215
125 => 0.14101265465503
126 => 0.12906883536909
127 => 0.14343804764344
128 => 0.14356231318789
129 => 0.14249827615257
130 => 0.150149438089
131 => 0.16629577623213
201 => 0.16022087433774
202 => 0.15786848870935
203 => 0.15339660191019
204 => 0.1593551255557
205 => 0.15889760390718
206 => 0.15682851750261
207 => 0.15557712758918
208 => 0.15788285187438
209 => 0.15529142283393
210 => 0.15482593097055
211 => 0.15200555673866
212 => 0.15099881145672
213 => 0.15025345732966
214 => 0.14943289567275
215 => 0.15124285021667
216 => 0.14714125510079
217 => 0.14219513347538
218 => 0.14178391698
219 => 0.14291932187826
220 => 0.14241698973173
221 => 0.14178151200695
222 => 0.14056821196827
223 => 0.14020825176484
224 => 0.1413779477981
225 => 0.14005742917407
226 => 0.1420059263362
227 => 0.14147604292337
228 => 0.13851615725329
301 => 0.13482704381834
302 => 0.13479420297059
303 => 0.13399938953239
304 => 0.13298707511784
305 => 0.13270547240633
306 => 0.13681318358807
307 => 0.14531602280082
308 => 0.14364671200766
309 => 0.14485296013357
310 => 0.15078650704539
311 => 0.15267260318068
312 => 0.15133389681849
313 => 0.14950139298211
314 => 0.14958201385079
315 => 0.15584423419634
316 => 0.1562348011979
317 => 0.15722163800914
318 => 0.15849000219164
319 => 0.15154990472333
320 => 0.14925513588415
321 => 0.14816774709922
322 => 0.14481901051405
323 => 0.14843033582218
324 => 0.1463261712175
325 => 0.14661009491117
326 => 0.14642518923319
327 => 0.14652616023663
328 => 0.1411653831504
329 => 0.14311856856647
330 => 0.1398710189857
331 => 0.1355229146516
401 => 0.13550833828123
402 => 0.13657253065705
403 => 0.13593950739006
404 => 0.13423605805512
405 => 0.13447802499309
406 => 0.13235814000685
407 => 0.13473541741218
408 => 0.13480358922185
409 => 0.13388820792963
410 => 0.1375507317736
411 => 0.1390512707808
412 => 0.13844874720489
413 => 0.13900899612051
414 => 0.1437160794076
415 => 0.14448353936784
416 => 0.14482439438662
417 => 0.14436769381609
418 => 0.13909503296209
419 => 0.13932889789205
420 => 0.13761295220782
421 => 0.13616315892654
422 => 0.13622114305463
423 => 0.13696652526114
424 => 0.14022165307305
425 => 0.14707187765295
426 => 0.1473318386683
427 => 0.14764691900252
428 => 0.14636532893659
429 => 0.14597878910954
430 => 0.14648873491581
501 => 0.14906131910032
502 => 0.15567870407268
503 => 0.15333967826317
504 => 0.15143801387093
505 => 0.15310628622796
506 => 0.15284946877495
507 => 0.15068167101956
508 => 0.15062082815664
509 => 0.14646013117718
510 => 0.14492201623835
511 => 0.14363665226957
512 => 0.14223306837093
513 => 0.14140097678726
514 => 0.14267944763864
515 => 0.14297184904877
516 => 0.14017645018838
517 => 0.13979544765307
518 => 0.14207823070534
519 => 0.14107366299476
520 => 0.14210688579717
521 => 0.14234660235015
522 => 0.14230800246398
523 => 0.14125911840027
524 => 0.1419276458243
525 => 0.14034637916885
526 => 0.13862698917961
527 => 0.13753012548826
528 => 0.1365729664397
529 => 0.13710405391026
530 => 0.13521082405048
531 => 0.13460514171515
601 => 0.14170116377538
602 => 0.14694307156637
603 => 0.14686685215107
604 => 0.14640288606244
605 => 0.14571352656684
606 => 0.14901088815946
607 => 0.14786215331342
608 => 0.14869795389392
609 => 0.1489107002201
610 => 0.14955461927435
611 => 0.14978476498953
612 => 0.14908910479178
613 => 0.14675438420038
614 => 0.14093648246518
615 => 0.13822823350232
616 => 0.13733446623513
617 => 0.13736695297778
618 => 0.1364708235881
619 => 0.13673477385506
620 => 0.13637903245699
621 => 0.13570534431212
622 => 0.13706245556571
623 => 0.13721884999532
624 => 0.13690208401246
625 => 0.13697669386852
626 => 0.13435400682295
627 => 0.13455340402285
628 => 0.13344313507564
629 => 0.13323497303254
630 => 0.13042830981618
701 => 0.12545589909607
702 => 0.1282110973186
703 => 0.12488320530528
704 => 0.12362288217405
705 => 0.12958905585686
706 => 0.128990217495
707 => 0.12796526652829
708 => 0.12644915043001
709 => 0.12588680822133
710 => 0.12247019497731
711 => 0.12226832323993
712 => 0.12396168901999
713 => 0.12318025897765
714 => 0.12208283524751
715 => 0.118108077741
716 => 0.1136391343067
717 => 0.1137740236182
718 => 0.11519551137701
719 => 0.11932867874947
720 => 0.11771377875252
721 => 0.1165421502759
722 => 0.11632273948125
723 => 0.1190691249439
724 => 0.12295583575908
725 => 0.12477939351331
726 => 0.12297230316114
727 => 0.12089641506522
728 => 0.12102276475488
729 => 0.12186331263453
730 => 0.12195164233197
731 => 0.12060045258627
801 => 0.12098080458505
802 => 0.12040301511879
803 => 0.1168571222309
804 => 0.1167929882727
805 => 0.11592276897277
806 => 0.11589641907821
807 => 0.11441595896265
808 => 0.11420883235854
809 => 0.11126928894157
810 => 0.11320410532038
811 => 0.1119063320759
812 => 0.1099502816827
813 => 0.10961305785763
814 => 0.10960292050224
815 => 0.11161134689119
816 => 0.11318063568866
817 => 0.11192890739711
818 => 0.11164391312886
819 => 0.11468690630799
820 => 0.11429965768845
821 => 0.11396430288141
822 => 0.1226078234354
823 => 0.11576580245459
824 => 0.11278229077806
825 => 0.10908962852485
826 => 0.11029197797451
827 => 0.11054533066975
828 => 0.10166514360317
829 => 0.098062452816221
830 => 0.096826145102677
831 => 0.096114632534707
901 => 0.096438877746544
902 => 0.093196033484804
903 => 0.095375278460387
904 => 0.092567249440523
905 => 0.092096474237225
906 => 0.097117577972787
907 => 0.097816235224728
908 => 0.094835546332154
909 => 0.096749631130885
910 => 0.096055557375096
911 => 0.092615385038536
912 => 0.092483995759474
913 => 0.090757838208893
914 => 0.088056735892199
915 => 0.086822259653218
916 => 0.086179333709743
917 => 0.086444617484398
918 => 0.086310481890115
919 => 0.085435156404607
920 => 0.086360654522325
921 => 0.083996389273782
922 => 0.083054919801632
923 => 0.082629679882988
924 => 0.080531258392876
925 => 0.083870780155917
926 => 0.084528708013423
927 => 0.085187932192052
928 => 0.090926028595558
929 => 0.090639369514931
930 => 0.093230627995165
1001 => 0.093129936455642
1002 => 0.092390867561475
1003 => 0.089272857467916
1004 => 0.090515640718023
1005 => 0.086690547045593
1006 => 0.089556567306064
1007 => 0.088248635347053
1008 => 0.089114354195061
1009 => 0.08755771364762
1010 => 0.088419222798687
1011 => 0.084684727115952
1012 => 0.081197507593185
1013 => 0.082600866527431
1014 => 0.084126478182516
1015 => 0.087434392969361
1016 => 0.08546422621202
1017 => 0.086172772678213
1018 => 0.083799260625713
1019 => 0.078902027301207
1020 => 0.078929745109985
1021 => 0.078176412455037
1022 => 0.077525423052794
1023 => 0.085690523564035
1024 => 0.084675064244325
1025 => 0.083057062718396
1026 => 0.085222822057676
1027 => 0.085795483202204
1028 => 0.085811786059923
1029 => 0.087391868167522
1030 => 0.088235158271593
1031 => 0.088383791807464
1101 => 0.090870085143705
1102 => 0.091703457875011
1103 => 0.095136002211937
1104 => 0.088163610998003
1105 => 0.088020019189261
1106 => 0.085253298732998
1107 => 0.083498600879516
1108 => 0.085373444396235
1109 => 0.087034299810387
1110 => 0.085304906140332
1111 => 0.085530728444148
1112 => 0.083209158738754
1113 => 0.084039010668425
1114 => 0.084753790943384
1115 => 0.084359131288394
1116 => 0.083768306683131
1117 => 0.086898128606572
1118 => 0.08672153178778
1119 => 0.089636093917184
1120 => 0.091908203519391
1121 => 0.09598023011472
1122 => 0.091730858082947
1123 => 0.091575994076385
1124 => 0.093089814581495
1125 => 0.091703226116979
1126 => 0.092579502163146
1127 => 0.095839048496507
1128 => 0.095907917574206
1129 => 0.094754271789968
1130 => 0.094684072339154
1201 => 0.094905642631519
1202 => 0.096203386754522
1203 => 0.095749915082295
1204 => 0.096274683981894
1205 => 0.096930915526388
1206 => 0.099645367430825
1207 => 0.10029981259525
1208 => 0.09870985013661
1209 => 0.09885340594457
1210 => 0.098258716339593
1211 => 0.097684253632623
1212 => 0.098975561904349
1213 => 0.10133545315166
1214 => 0.10132077239068
1215 => 0.10186822129033
1216 => 0.1022092774195
1217 => 0.10074521484477
1218 => 0.099792163943691
1219 => 0.10015762430337
1220 => 0.10074200337718
1221 => 0.099968118045794
1222 => 0.095191339281907
1223 => 0.096640308817061
1224 => 0.096399129435421
1225 => 0.096055660667551
1226 => 0.097512610739699
1227 => 0.097372084350987
1228 => 0.09316277342977
1229 => 0.09343223985787
1230 => 0.093179160575763
1231 => 0.0939969115114
]
'min_raw' => 0.077525423052794
'max_raw' => 0.17366651782104
'avg_raw' => 0.12559597043692
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.077525'
'max' => '$0.173666'
'avg' => '$0.125595'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.018904976257465
'max_diff' => -0.12619985746957
'year' => 2034
]
9 => [
'items' => [
101 => 0.091659064882825
102 => 0.092378170760137
103 => 0.092829187225189
104 => 0.093094839387976
105 => 0.094054557159356
106 => 0.093941945355906
107 => 0.09404755705154
108 => 0.095470565150398
109 => 0.10266765179702
110 => 0.10305937334372
111 => 0.10113039318235
112 => 0.10190098270936
113 => 0.1004216193269
114 => 0.10141472587642
115 => 0.10209418415543
116 => 0.099023842844888
117 => 0.098842037158828
118 => 0.097356567917443
119 => 0.098154774946485
120 => 0.096884770170163
121 => 0.097196384919392
122 => 0.096325082914464
123 => 0.097893253048835
124 => 0.099646710928064
125 => 0.10008970363451
126 => 0.098924380544206
127 => 0.098080609828295
128 => 0.096599226406506
129 => 0.099062800051723
130 => 0.099783224061631
131 => 0.099059015971093
201 => 0.098891201132256
202 => 0.098573192315895
203 => 0.098958668205971
204 => 0.099779300477754
205 => 0.09939230545308
206 => 0.099647922484852
207 => 0.098673773950876
208 => 0.1007456995104
209 => 0.10403641593496
210 => 0.10404699612635
211 => 0.10365999901563
212 => 0.10350164813589
213 => 0.10389873065644
214 => 0.10411413163466
215 => 0.10539822369363
216 => 0.1067761056334
217 => 0.11320607942928
218 => 0.11140056851735
219 => 0.11710562378991
220 => 0.12161758180179
221 => 0.12297052072554
222 => 0.12172588057638
223 => 0.11746803386026
224 => 0.11725912358724
225 => 0.12362214419764
226 => 0.1218242994304
227 => 0.12161045151603
228 => 0.11933547100889
301 => 0.12068026625043
302 => 0.12038613980415
303 => 0.11992184681954
304 => 0.12248762246113
305 => 0.12729052541384
306 => 0.12654194794732
307 => 0.12598316959407
308 => 0.12353476550808
309 => 0.1250092516387
310 => 0.12448421536951
311 => 0.1267401043782
312 => 0.12540376570351
313 => 0.12181067898805
314 => 0.12238288989046
315 => 0.12229640136369
316 => 0.12407632911597
317 => 0.12354203898526
318 => 0.12219207264062
319 => 0.12727410961369
320 => 0.12694411040043
321 => 0.1274119738365
322 => 0.12761794179022
323 => 0.13071128814019
324 => 0.13197853316373
325 => 0.13226621997032
326 => 0.13347000473044
327 => 0.13223626870887
328 => 0.13717209243402
329 => 0.14045412719795
330 => 0.14426637946822
331 => 0.1498371046719
401 => 0.15193174888057
402 => 0.1515533701527
403 => 0.15577703042432
404 => 0.16336685404572
405 => 0.15308749050795
406 => 0.16391168527347
407 => 0.16048487018204
408 => 0.15235995324605
409 => 0.15183680438185
410 => 0.15733909246313
411 => 0.16954263785181
412 => 0.16648578814341
413 => 0.16954763776285
414 => 0.16597582754206
415 => 0.16579845705902
416 => 0.16937416291285
417 => 0.17772899454193
418 => 0.17375992721114
419 => 0.16806929593721
420 => 0.17227116951385
421 => 0.16863111775672
422 => 0.16042906236158
423 => 0.16648345062805
424 => 0.16243505361331
425 => 0.16361659108684
426 => 0.17212571945821
427 => 0.1711018786202
428 => 0.17242682346969
429 => 0.17008833049019
430 => 0.16790380930084
501 => 0.16382623827625
502 => 0.16261907051769
503 => 0.16295268825681
504 => 0.1626189051933
505 => 0.16033754167986
506 => 0.15984488144634
507 => 0.1590237594732
508 => 0.15927825950762
509 => 0.15773430997042
510 => 0.16064806174338
511 => 0.16118887974833
512 => 0.16330926530195
513 => 0.16352941076424
514 => 0.16943465434929
515 => 0.16618214541623
516 => 0.16836420921664
517 => 0.16816902489195
518 => 0.15253604483295
519 => 0.15469013155413
520 => 0.15804121450263
521 => 0.15653155617662
522 => 0.15439725250928
523 => 0.15267368786378
524 => 0.15006231118231
525 => 0.15373777371443
526 => 0.1585706161023
527 => 0.1636519796226
528 => 0.16975690494812
529 => 0.16839435668463
530 => 0.16353785229014
531 => 0.1637557115296
601 => 0.16510243162348
602 => 0.16335830673948
603 => 0.16284393026183
604 => 0.16503176419424
605 => 0.16504683060412
606 => 0.16304000414054
607 => 0.16080978377165
608 => 0.16080043906687
609 => 0.1604035928936
610 => 0.16604642559469
611 => 0.16914941302555
612 => 0.16950516553378
613 => 0.16912546804725
614 => 0.16927159854016
615 => 0.16746603852381
616 => 0.17159301329901
617 => 0.17538033346823
618 => 0.17436525075859
619 => 0.17284349747432
620 => 0.17163134768583
621 => 0.17407970679109
622 => 0.17397068521421
623 => 0.17534725453054
624 => 0.1752848053949
625 => 0.17482191690921
626 => 0.17436526728979
627 => 0.17617583141346
628 => 0.17565441802261
629 => 0.17513219473275
630 => 0.17408479597655
701 => 0.17422715486297
702 => 0.17270566433086
703 => 0.17200175319204
704 => 0.1614166185831
705 => 0.15858792473635
706 => 0.15947788940391
707 => 0.15977088888039
708 => 0.15853983769321
709 => 0.16030484886453
710 => 0.16002977374309
711 => 0.16109993012704
712 => 0.16043134287914
713 => 0.160458781933
714 => 0.16242495447127
715 => 0.16299574272382
716 => 0.16270543521175
717 => 0.16290875664205
718 => 0.16759421318666
719 => 0.16692809109848
720 => 0.16657422701544
721 => 0.16667224978479
722 => 0.16786948438926
723 => 0.16820464471193
724 => 0.1667845468735
725 => 0.16745427322359
726 => 0.17030588302136
727 => 0.17130378506344
728 => 0.17448860936161
729 => 0.17313563939401
730 => 0.1756190743247
731 => 0.18325230663632
801 => 0.18935026078633
802 => 0.18374233014136
803 => 0.19494044636809
804 => 0.20365978612496
805 => 0.20332512334227
806 => 0.2018047047737
807 => 0.19187796827614
808 => 0.18274323735178
809 => 0.19038482765117
810 => 0.19040430763635
811 => 0.18974788825264
812 => 0.1856709238365
813 => 0.18960601872829
814 => 0.18991837227064
815 => 0.18974353734844
816 => 0.18661773828953
817 => 0.18184522087082
818 => 0.18277775935064
819 => 0.18430527640386
820 => 0.18141336794867
821 => 0.18048922797033
822 => 0.1822073800149
823 => 0.18774362389369
824 => 0.18669702905768
825 => 0.18666969823689
826 => 0.19114747477062
827 => 0.18794235313713
828 => 0.18278952164727
829 => 0.18148836373859
830 => 0.17687012972775
831 => 0.18005996040862
901 => 0.18017475673608
902 => 0.17842771907144
903 => 0.18293128412528
904 => 0.18288978298048
905 => 0.1871652477319
906 => 0.1953383305454
907 => 0.19292114778447
908 => 0.19011022722224
909 => 0.19041585222573
910 => 0.19376780416719
911 => 0.19174113750576
912 => 0.19246994096764
913 => 0.19376670103587
914 => 0.19454906858177
915 => 0.19030328157583
916 => 0.18931338552527
917 => 0.18728840561214
918 => 0.18676012615084
919 => 0.1884094300375
920 => 0.18797489673413
921 => 0.18016510854927
922 => 0.1793489422307
923 => 0.17937397288647
924 => 0.17732168387184
925 => 0.17419145051872
926 => 0.18241751687419
927 => 0.18175684862212
928 => 0.1810275220035
929 => 0.1811168603528
930 => 0.18468751695046
1001 => 0.18261635580134
1002 => 0.18812287717291
1003 => 0.1869909019201
1004 => 0.18582989577339
1005 => 0.1856694093588
1006 => 0.1852225210447
1007 => 0.18368997473586
1008 => 0.18183933297617
1009 => 0.18061737898658
1010 => 0.16660998471659
1011 => 0.16920967561583
1012 => 0.17220038302613
1013 => 0.17323276323966
1014 => 0.17146680544589
1015 => 0.18375970551319
1016 => 0.18600573681282
1017 => 0.17920236150125
1018 => 0.17792972776044
1019 => 0.18384313916937
1020 => 0.18027662920464
1021 => 0.18188262842338
1022 => 0.17841133654707
1023 => 0.18546473364422
1024 => 0.18541099857601
1025 => 0.18266706779702
1026 => 0.18498621930179
1027 => 0.18458320965632
1028 => 0.18148531856485
1029 => 0.18556294231742
1030 => 0.18556496476793
1031 => 0.18292399105136
1101 => 0.17983991193388
1102 => 0.17928855143037
1103 => 0.17887317535584
1104 => 0.18178047137206
1105 => 0.18438714388932
1106 => 0.18923751519502
1107 => 0.19045701378326
1108 => 0.19521679795975
1109 => 0.19238257823233
1110 => 0.19363895112821
1111 => 0.19500292163148
1112 => 0.1956568592491
1113 => 0.19459130299341
1114 => 0.20198520702483
1115 => 0.20260947906845
1116 => 0.20281879208474
1117 => 0.20032560924668
1118 => 0.20254013914359
1119 => 0.20150403394235
1120 => 0.20419969183767
1121 => 0.20462240541554
1122 => 0.20426438205355
1123 => 0.20439855801525
1124 => 0.19808916529848
1125 => 0.19776199000142
1126 => 0.19330093161067
1127 => 0.19511884587938
1128 => 0.19172034228893
1129 => 0.19279804278593
1130 => 0.1932730828963
1201 => 0.19302494890093
1202 => 0.19522162802456
1203 => 0.19335400201758
1204 => 0.18842502991901
1205 => 0.1834947149253
1206 => 0.1834328188367
1207 => 0.18213475392614
1208 => 0.18119649074825
1209 => 0.18137723352299
1210 => 0.18201419463581
1211 => 0.18115946941045
1212 => 0.18134186837295
1213 => 0.18437090646837
1214 => 0.1849783584563
1215 => 0.18291399925451
1216 => 0.17462529917372
1217 => 0.17259123138327
1218 => 0.17405327897373
1219 => 0.17335451439341
1220 => 0.1399106228806
1221 => 0.14776776911128
1222 => 0.14309931962448
1223 => 0.14525075593303
1224 => 0.14048547789615
1225 => 0.14275971834497
1226 => 0.14233974917603
1227 => 0.15497380780511
1228 => 0.1547765443572
1229 => 0.15487096393076
1230 => 0.15036407167553
1231 => 0.15754367341358
]
'min_raw' => 0.091659064882825
'max_raw' => 0.20462240541554
'avg_raw' => 0.14814073514918
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.091659'
'max' => '$0.204622'
'avg' => '$0.14814'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.014133641830031
'max_diff' => 0.030955887594501
'year' => 2035
]
10 => [
'items' => [
101 => 0.16108060339987
102 => 0.16042601179175
103 => 0.16059075839689
104 => 0.15775986588895
105 => 0.15489837315826
106 => 0.15172453733936
107 => 0.15762113199292
108 => 0.15696553132567
109 => 0.15846924337867
110 => 0.1622936065088
111 => 0.16285675850705
112 => 0.16361364050363
113 => 0.16334235218639
114 => 0.16980554052757
115 => 0.16902280577397
116 => 0.170908971322
117 => 0.16702898568597
118 => 0.16263841364717
119 => 0.16347291785314
120 => 0.16339254838744
121 => 0.16236935284539
122 => 0.16144565766019
123 => 0.15990796542634
124 => 0.16477345118988
125 => 0.1645759213533
126 => 0.1677736998042
127 => 0.16720846140144
128 => 0.16343366101051
129 => 0.16356847874495
130 => 0.16447519280023
131 => 0.16761334049824
201 => 0.1685449563964
202 => 0.1681133947939
203 => 0.16913486909634
204 => 0.16994220073614
205 => 0.16923625752041
206 => 0.17923092475266
207 => 0.17508044209206
208 => 0.17710335846197
209 => 0.17758581209647
210 => 0.17635001725659
211 => 0.17661801690687
212 => 0.1770239633515
213 => 0.17948879067085
214 => 0.18595721076035
215 => 0.18882202998597
216 => 0.19744097997393
217 => 0.18858414662949
218 => 0.18805861879205
219 => 0.18961115195224
220 => 0.19467138800369
221 => 0.19877223403958
222 => 0.20013272125317
223 => 0.20031253209764
224 => 0.20286489655381
225 => 0.20432786426131
226 => 0.20255497237498
227 => 0.20105263213084
228 => 0.19567143585364
229 => 0.19629432397524
301 => 0.20058540544461
302 => 0.20664681076353
303 => 0.2118481271089
304 => 0.21002680740892
305 => 0.22392219106838
306 => 0.22529986160067
307 => 0.22510951207853
308 => 0.22824805057593
309 => 0.22201869081083
310 => 0.21935551882309
311 => 0.20137745514391
312 => 0.20642855772207
313 => 0.21377063196028
314 => 0.21279888090349
315 => 0.20746687033749
316 => 0.21184408230075
317 => 0.21039683913762
318 => 0.20925533840869
319 => 0.21448477453873
320 => 0.20873479470036
321 => 0.21371327151289
322 => 0.20732832350507
323 => 0.2100351270439
324 => 0.2084986144419
325 => 0.20949292640329
326 => 0.20368019899412
327 => 0.20681660560813
328 => 0.20354971416743
329 => 0.20354816523553
330 => 0.20347604842591
331 => 0.20731953171827
401 => 0.20744486757045
402 => 0.20460452761021
403 => 0.20419519024749
404 => 0.20570872501986
405 => 0.2039367721968
406 => 0.20476585777017
407 => 0.20396188435422
408 => 0.20378089300401
409 => 0.20233872313245
410 => 0.2017173966985
411 => 0.20196103480286
412 => 0.20112937234862
413 => 0.20062826563739
414 => 0.20337636568837
415 => 0.20190816668917
416 => 0.20315134313481
417 => 0.20173458667363
418 => 0.1968234915278
419 => 0.19399906877554
420 => 0.18472246530382
421 => 0.18735329854081
422 => 0.18909754369873
423 => 0.18852107068444
424 => 0.18975955778457
425 => 0.18983559083394
426 => 0.18943294605281
427 => 0.18896673497825
428 => 0.18873980921024
429 => 0.19043112796817
430 => 0.19141299543432
501 => 0.18927260203531
502 => 0.18877113780921
503 => 0.19093519370997
504 => 0.19225526655929
505 => 0.20200194279386
506 => 0.20127987753706
507 => 0.20309211963349
508 => 0.20288808898455
509 => 0.20478760741442
510 => 0.20789251725087
511 => 0.20157936740692
512 => 0.20267511192754
513 => 0.20240646067552
514 => 0.20533952460091
515 => 0.20534868130633
516 => 0.20359016296565
517 => 0.20454348428683
518 => 0.20401136647835
519 => 0.20497297527831
520 => 0.20127023391533
521 => 0.20577977320921
522 => 0.20833639140055
523 => 0.20837189004662
524 => 0.20958370677874
525 => 0.21081498276226
526 => 0.2131783097911
527 => 0.21074907085413
528 => 0.20637910648816
529 => 0.20669460380048
530 => 0.20413249529162
531 => 0.20417556479853
601 => 0.2039456563952
602 => 0.20463562882031
603 => 0.20142164406213
604 => 0.20217595986085
605 => 0.20111991332537
606 => 0.20267281628861
607 => 0.20100214940422
608 => 0.20240633112375
609 => 0.20301232940454
610 => 0.20524847610686
611 => 0.20067186871813
612 => 0.19133985644343
613 => 0.19330155856329
614 => 0.19040004703965
615 => 0.19066859297799
616 => 0.19121109851222
617 => 0.18945266057902
618 => 0.18978811512193
619 => 0.1897761303251
620 => 0.18967285182073
621 => 0.18921541420021
622 => 0.18855203914918
623 => 0.19119472117641
624 => 0.19164376434887
625 => 0.19264193169659
626 => 0.19561180065999
627 => 0.19531504071621
628 => 0.19579906849697
629 => 0.19474243856928
630 => 0.19071760700985
701 => 0.19093617472758
702 => 0.18821063178522
703 => 0.19257223343569
704 => 0.19153934859453
705 => 0.19087344101812
706 => 0.19069174196631
707 => 0.19366897266044
708 => 0.1945598067465
709 => 0.19400469872572
710 => 0.19286615598001
711 => 0.19505249463171
712 => 0.19563746662069
713 => 0.19576842027608
714 => 0.19964219317804
715 => 0.19598492114905
716 => 0.19686526287659
717 => 0.20373343773019
718 => 0.19750495088132
719 => 0.200804319277
720 => 0.20064283236311
721 => 0.2023306775898
722 => 0.20050437979001
723 => 0.20052701894004
724 => 0.2020257111568
725 => 0.19992106822892
726 => 0.19939992904232
727 => 0.1986799789885
728 => 0.20025196359217
729 => 0.20119429726733
730 => 0.20878881462125
731 => 0.21369521918395
801 => 0.21348221922217
802 => 0.21542864015369
803 => 0.21455175969687
804 => 0.2117200813924
805 => 0.21655341097174
806 => 0.21502394325774
807 => 0.21515003071778
808 => 0.21514533773622
809 => 0.21616230005764
810 => 0.21544168904968
811 => 0.2140212907838
812 => 0.21496421743991
813 => 0.21776437250609
814 => 0.22645613975077
815 => 0.2313201678515
816 => 0.22616331915166
817 => 0.22972044433185
818 => 0.22758743675703
819 => 0.22719980582921
820 => 0.22943394331186
821 => 0.23167199135642
822 => 0.23152943737133
823 => 0.22990472941601
824 => 0.2289869731175
825 => 0.23593653128079
826 => 0.24105684735287
827 => 0.24070767612379
828 => 0.24224880437239
829 => 0.24677360457557
830 => 0.24718729559951
831 => 0.24713518003907
901 => 0.24610980367205
902 => 0.25056505709164
903 => 0.25428170787699
904 => 0.24587245866906
905 => 0.24907459068228
906 => 0.25051213090927
907 => 0.25262286646146
908 => 0.25618403113834
909 => 0.26005240052972
910 => 0.26059943037618
911 => 0.26021128652233
912 => 0.25765999292136
913 => 0.26189280886866
914 => 0.26437229317883
915 => 0.26584876934355
916 => 0.26959286723507
917 => 0.25052100866832
918 => 0.23702099924189
919 => 0.23491277782745
920 => 0.23919992897542
921 => 0.24033041654375
922 => 0.23987471842247
923 => 0.22467923044587
924 => 0.23483277672804
925 => 0.24575713879323
926 => 0.24617678803102
927 => 0.25164575209849
928 => 0.25342667097928
929 => 0.2578299038871
930 => 0.25755448046984
1001 => 0.25862659761216
1002 => 0.25838013644762
1003 => 0.26653619819929
1004 => 0.27553354549826
1005 => 0.27522199597111
1006 => 0.2739285208451
1007 => 0.27584955197751
1008 => 0.28513577860439
1009 => 0.28428085166533
1010 => 0.28511134036412
1011 => 0.296060324906
1012 => 0.31029556228535
1013 => 0.30368186532818
1014 => 0.3180316846852
1015 => 0.32706413531921
1016 => 0.3426848247179
1017 => 0.34072903747167
1018 => 0.34681005722466
1019 => 0.33722777011579
1020 => 0.31522490201409
1021 => 0.3117428639134
1022 => 0.31871399237023
1023 => 0.33585183144858
1024 => 0.31817426082926
1025 => 0.32175041034223
1026 => 0.32072047904192
1027 => 0.32066559837985
1028 => 0.32276017003519
1029 => 0.31972188460361
1030 => 0.30734336317825
1031 => 0.31301636660041
1101 => 0.31082574753911
1102 => 0.31325640270909
1103 => 0.326373646183
1104 => 0.32057420016716
1105 => 0.3144649548982
1106 => 0.32212730421553
1107 => 0.33188410796537
1108 => 0.33127354472137
1109 => 0.33008879683236
1110 => 0.3367671586513
1111 => 0.34779785579976
1112 => 0.35077940891406
1113 => 0.35298033046786
1114 => 0.35328380036526
1115 => 0.35640972891392
1116 => 0.33960082327234
1117 => 0.36627698820884
1118 => 0.37088322497919
1119 => 0.37001744337532
1120 => 0.37513708168549
1121 => 0.37363075422195
1122 => 0.37144832206282
1123 => 0.37956403776273
1124 => 0.37026002461726
1125 => 0.35705414929996
1126 => 0.34980914491829
1127 => 0.3593499511259
1128 => 0.36517618854864
1129 => 0.36902696086678
1130 => 0.37019220224355
1201 => 0.34090565076848
1202 => 0.32512182383002
1203 => 0.33523907593563
1204 => 0.34758282175991
1205 => 0.33953225314103
1206 => 0.33984782018915
1207 => 0.32836982499085
1208 => 0.34859836964735
1209 => 0.34565124083974
1210 => 0.36094095030702
1211 => 0.35729193843507
1212 => 0.36976010296253
1213 => 0.36647681738875
1214 => 0.38010555223947
1215 => 0.38554242355469
1216 => 0.39467177667439
1217 => 0.4013873659924
1218 => 0.40533088848868
1219 => 0.40509413418979
1220 => 0.42072033497518
1221 => 0.41150611030991
1222 => 0.39993087250431
1223 => 0.39972151297181
1224 => 0.40571649265372
1225 => 0.41828032542464
1226 => 0.42153794446581
1227 => 0.42335850909726
1228 => 0.42057025098988
1229 => 0.41056887050516
1230 => 0.40625032512
1231 => 0.40992985090846
]
'min_raw' => 0.15172453733936
'max_raw' => 0.42335850909726
'avg_raw' => 0.28754152321831
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.151724'
'max' => '$0.423358'
'avg' => '$0.287541'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.060065472456532
'max_diff' => 0.21873610368172
'year' => 2036
]
11 => [
'items' => [
101 => 0.40543010705443
102 => 0.41319792735162
103 => 0.42386480373654
104 => 0.42166213594445
105 => 0.42902532413098
106 => 0.43664544927406
107 => 0.44754257046988
108 => 0.4503914814697
109 => 0.45510062301802
110 => 0.45994787654365
111 => 0.46150468373894
112 => 0.46447711172365
113 => 0.46446144556094
114 => 0.47341905736033
115 => 0.48329958056921
116 => 0.48702924934592
117 => 0.49560541704283
118 => 0.48091903040663
119 => 0.49205882337524
120 => 0.50210719548003
121 => 0.49012711201094
122 => 0.50663886607163
123 => 0.50727998006537
124 => 0.51696004020521
125 => 0.50714744477835
126 => 0.5013207569368
127 => 0.51814218641222
128 => 0.52628154626532
129 => 0.52382990483726
130 => 0.50517279251726
131 => 0.49431355290582
201 => 0.46589282825182
202 => 0.49955840428843
203 => 0.51595592433754
204 => 0.50513032690168
205 => 0.51059012856093
206 => 0.54037703606717
207 => 0.55171796188612
208 => 0.54935912859483
209 => 0.54975773259136
210 => 0.55587709031089
211 => 0.58301369243117
212 => 0.56675281141919
213 => 0.57918364566926
214 => 0.58577691533279
215 => 0.59190111164319
216 => 0.57686202107697
217 => 0.55729638521844
218 => 0.55109912703253
219 => 0.50405393458589
220 => 0.50160502801213
221 => 0.50023038254281
222 => 0.49156343730623
223 => 0.48475359242638
224 => 0.47933815094459
225 => 0.46512641530865
226 => 0.4699224588959
227 => 0.44727191851197
228 => 0.46176293156375
301 => 0.42561212219457
302 => 0.45571959046432
303 => 0.4393334643037
304 => 0.45033630731711
305 => 0.45029791943436
306 => 0.43003819699213
307 => 0.41835281189706
308 => 0.42579919408163
309 => 0.43378230687804
310 => 0.43507754007084
311 => 0.44542785419194
312 => 0.44831640438389
313 => 0.43956396244879
314 => 0.42486297702324
315 => 0.42827768064382
316 => 0.41828361303718
317 => 0.40076939397281
318 => 0.41334841187377
319 => 0.41764344164553
320 => 0.41954037147519
321 => 0.40231714854703
322 => 0.39690523796864
323 => 0.39402398218703
324 => 0.42263967522319
325 => 0.42420730748398
326 => 0.41618707919689
327 => 0.4524392715638
328 => 0.44423428392619
329 => 0.45340126538818
330 => 0.42796783208148
331 => 0.42893942348446
401 => 0.41689882856822
402 => 0.42364075716847
403 => 0.41887577933631
404 => 0.4230960759626
405 => 0.42562570435947
406 => 0.43766432353256
407 => 0.45585705215738
408 => 0.43586615528067
409 => 0.42715583523658
410 => 0.43255966880324
411 => 0.44695078970011
412 => 0.46875407452679
413 => 0.45584609107739
414 => 0.46157443494046
415 => 0.46282582323826
416 => 0.4533079541222
417 => 0.46910501193725
418 => 0.4775707835554
419 => 0.48625491349102
420 => 0.49379510019033
421 => 0.48278628102662
422 => 0.49456729558402
423 => 0.48507387747978
424 => 0.47655730002875
425 => 0.47657021616125
426 => 0.47122764271887
427 => 0.4608757334667
428 => 0.45896668257381
429 => 0.46889780640514
430 => 0.47686162723695
501 => 0.47751756566478
502 => 0.48192674607316
503 => 0.48453605362066
504 => 0.51011081476782
505 => 0.52039719526672
506 => 0.53297518662957
507 => 0.53787502312215
508 => 0.55262177427621
509 => 0.54071257504673
510 => 0.53813594488106
511 => 0.50236515020686
512 => 0.50822261583084
513 => 0.51760098345621
514 => 0.50251979603473
515 => 0.51208533824282
516 => 0.51397377890059
517 => 0.50200734305704
518 => 0.50839913348025
519 => 0.49142443314999
520 => 0.45622705423808
521 => 0.46914419668168
522 => 0.4786555613833
523 => 0.46508167121127
524 => 0.48941234396254
525 => 0.47519886722829
526 => 0.47069387747073
527 => 0.4531183062817
528 => 0.46141329933715
529 => 0.4726323962175
530 => 0.46570029870544
531 => 0.48008544190264
601 => 0.50045864104742
602 => 0.51497779600298
603 => 0.51609239643541
604 => 0.50675755250682
605 => 0.52171669947656
606 => 0.52182566053096
607 => 0.50495168163918
608 => 0.49461646352267
609 => 0.49226828022112
610 => 0.49813450249686
611 => 0.50525717930398
612 => 0.51648765542689
613 => 0.52327399694202
614 => 0.54096917641606
615 => 0.54575698462118
616 => 0.55101733426586
617 => 0.5580467836229
618 => 0.56648743988985
619 => 0.54801976450459
620 => 0.5487535196757
621 => 0.53155667605932
622 => 0.51317938237837
623 => 0.52712545752021
624 => 0.54535809559954
625 => 0.54117550827886
626 => 0.54070488176278
627 => 0.54149634502192
628 => 0.53834281077267
629 => 0.52407949223872
630 => 0.51691654296407
701 => 0.52615857499162
702 => 0.53107030369874
703 => 0.53868796657573
704 => 0.53774892883679
705 => 0.55737121033064
706 => 0.56499583557217
707 => 0.56304513015927
708 => 0.56340410690159
709 => 0.5772081267018
710 => 0.59256103573282
711 => 0.60694106103515
712 => 0.62156904040914
713 => 0.60393444033404
714 => 0.59498067796684
715 => 0.60421867521232
716 => 0.59931686383964
717 => 0.62748412595876
718 => 0.62943436607425
719 => 0.65759959137972
720 => 0.68433174404725
721 => 0.66754175791304
722 => 0.68337395860002
723 => 0.70049777446125
724 => 0.73353239349656
725 => 0.72240749597738
726 => 0.71388599882706
727 => 0.70583322519557
728 => 0.72258976878087
729 => 0.74414679441104
730 => 0.74878997126116
731 => 0.75631369158841
801 => 0.74840341962105
802 => 0.75793047091786
803 => 0.79156514839406
804 => 0.78247676163848
805 => 0.76956979141448
806 => 0.79612113897318
807 => 0.80572996843892
808 => 0.87316976581256
809 => 0.95831529579586
810 => 0.92306448728708
811 => 0.9011831729092
812 => 0.90632580081972
813 => 0.93741806601153
814 => 0.94740391477197
815 => 0.9202589355126
816 => 0.92984700109012
817 => 0.98267818510004
818 => 1.011020420294
819 => 0.97252785803056
820 => 0.86632840538276
821 => 0.76840765996403
822 => 0.79438065107771
823 => 0.79143611992117
824 => 0.8481966363154
825 => 0.78226000662009
826 => 0.78337021036025
827 => 0.84130447412308
828 => 0.82584860579588
829 => 0.80081207854387
830 => 0.76859045432005
831 => 0.70902580180281
901 => 0.65626772798507
902 => 0.75973846020042
903 => 0.75527661407798
904 => 0.74881519968413
905 => 0.76319437821958
906 => 0.83301558758666
907 => 0.83140598272155
908 => 0.82116649779733
909 => 0.82893305686567
910 => 0.79945056318843
911 => 0.80704887311296
912 => 0.76839214881766
913 => 0.78586660264655
914 => 0.80075836140087
915 => 0.80374810244705
916 => 0.81048414168407
917 => 0.75292542391931
918 => 0.77876759836052
919 => 0.79394745476044
920 => 0.7253643112977
921 => 0.7925917865258
922 => 0.75192345469961
923 => 0.73812001205996
924 => 0.75670452910897
925 => 0.74946212474093
926 => 0.74323553075355
927 => 0.73976098432213
928 => 0.75340740254462
929 => 0.75277078082355
930 => 0.73044259195591
1001 => 0.70131637979148
1002 => 0.71109209262919
1003 => 0.70754048450745
1004 => 0.69466899850772
1005 => 0.70334282596239
1006 => 0.66514767957563
1007 => 0.59943491542816
1008 => 0.64284678026038
1009 => 0.64117547068736
1010 => 0.64033272061279
1011 => 0.67295553721839
1012 => 0.6698196061382
1013 => 0.66412786052052
1014 => 0.69456446513593
1015 => 0.6834546950212
1016 => 0.71769238872375
1017 => 0.74024354815144
1018 => 0.73452384466699
1019 => 0.75573331910795
1020 => 0.7113173053088
1021 => 0.7260705234317
1022 => 0.72911114123976
1023 => 0.69418888215953
1024 => 0.67033268324563
1025 => 0.66874174675865
1026 => 0.62737838542866
1027 => 0.64947435917776
1028 => 0.66891790168344
1029 => 0.65960595370307
1030 => 0.65665806915901
1031 => 0.67171817197643
1101 => 0.6728884709464
1102 => 0.64620553040834
1103 => 0.65175375868503
1104 => 0.67489079291506
1105 => 0.65117076478595
1106 => 0.60508662477569
1107 => 0.59365712089006
1108 => 0.59213221438417
1109 => 0.56113449336096
1110 => 0.594420894992
1111 => 0.57989048865995
1112 => 0.6257918681619
1113 => 0.59957324636442
1114 => 0.59844301398123
1115 => 0.59673450196499
1116 => 0.57005348298058
1117 => 0.57589493047095
1118 => 0.59531279160652
1119 => 0.60224130321755
1120 => 0.6015186026929
1121 => 0.59521763349358
1122 => 0.59810218492684
1123 => 0.58881003971595
1124 => 0.58552878984271
1125 => 0.57517226266387
1126 => 0.55995102877463
1127 => 0.56206763470418
1128 => 0.5319103875171
1129 => 0.51547911868333
1130 => 0.51093116003079
1201 => 0.50484943964833
1202 => 0.51161810653083
1203 => 0.53182495582488
1204 => 0.50745120845403
1205 => 0.46566412820629
1206 => 0.4681756029309
1207 => 0.47381814097356
1208 => 0.46330330866019
1209 => 0.45335190231857
1210 => 0.46200384274949
1211 => 0.44429810597918
1212 => 0.47595779467209
1213 => 0.4751014888182
1214 => 0.4869022629409
1215 => 0.49428152917609
1216 => 0.4772747095698
1217 => 0.47299754043014
1218 => 0.47543401035859
1219 => 0.43516458974521
1220 => 0.48361139215456
1221 => 0.48403036211359
1222 => 0.48044288696031
1223 => 0.50623931361607
1224 => 0.56067781996697
1225 => 0.54019586409392
1226 => 0.53226463170948
1227 => 0.51718735314896
1228 => 0.53727693163063
1229 => 0.53573436544948
1230 => 0.52875829617748
1231 => 0.52453914771511
]
'min_raw' => 0.39402398218703
'max_raw' => 1.011020420294
'avg_raw' => 0.70252220124054
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.394023'
'max' => '$1.01'
'avg' => '$0.702522'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.24229944484768
'max_diff' => 0.58766191119679
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.012367962559732
]
1 => [
'year' => 2028
'avg' => 0.021227014197685
]
2 => [
'year' => 2029
'avg' => 0.057988376990996
]
3 => [
'year' => 2030
'avg' => 0.044737946489671
]
4 => [
'year' => 2031
'avg' => 0.043938207765528
]
5 => [
'year' => 2032
'avg' => 0.077037506075856
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.012367962559732
'min' => '$0.012367'
'max_raw' => 0.077037506075856
'max' => '$0.077037'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.077037506075856
]
1 => [
'year' => 2033
'avg' => 0.19814838730043
]
2 => [
'year' => 2034
'avg' => 0.12559597043692
]
3 => [
'year' => 2035
'avg' => 0.14814073514918
]
4 => [
'year' => 2036
'avg' => 0.28754152321831
]
5 => [
'year' => 2037
'avg' => 0.70252220124054
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.077037506075856
'min' => '$0.077037'
'max_raw' => 0.70252220124054
'max' => '$0.702522'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.70252220124054
]
]
]
]
'prediction_2025_max_price' => '$0.021146'
'last_price' => 0.02050465
'sma_50day_nextmonth' => '$0.018427'
'sma_200day_nextmonth' => '$0.03038'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.019994'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.019563'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.018563'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.017757'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.01998'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.025148'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0331018'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.019999'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.019569'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.018894'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.018662'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.020584'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.024879'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.033328'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.029147'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.040365'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.093554'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.132716'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.019818'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.020019'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.022172'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.027979'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.046127'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.077042'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.114595'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '61.26'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.35
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0191082'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0205024'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 195.45
'cci_20_action' => 'SELL'
'adx_14' => 22.32
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000892'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.45
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.0038072'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767681525
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Syscoin para 2026
La previsión del precio de Syscoin para 2026 sugiere que el precio medio podría oscilar entre $0.007084 en el extremo inferior y $0.021146 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Syscoin podría potencialmente ganar 3.13% para 2026 si SYS alcanza el objetivo de precio previsto.
Predicción de precio de Syscoin 2027-2032
La predicción del precio de SYS para 2027-2032 está actualmente dentro de un rango de precios de $0.012367 en el extremo inferior y $0.077037 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Syscoin alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Syscoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006819 | $0.012367 | $0.017915 |
| 2028 | $0.0123079 | $0.021227 | $0.030146 |
| 2029 | $0.027037 | $0.057988 | $0.088939 |
| 2030 | $0.022993 | $0.044737 | $0.066482 |
| 2031 | $0.027185 | $0.043938 | $0.06069 |
| 2032 | $0.041497 | $0.077037 | $0.112577 |
Predicción de precio de Syscoin 2032-2037
La predicción de precio de Syscoin para 2032-2037 se estima actualmente entre $0.077037 en el extremo inferior y $0.702522 en el extremo superior. Comparado con el precio actual, Syscoin podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Syscoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.041497 | $0.077037 | $0.112577 |
| 2033 | $0.09643 | $0.198148 | $0.299866 |
| 2034 | $0.077525 | $0.125595 | $0.173666 |
| 2035 | $0.091659 | $0.14814 | $0.204622 |
| 2036 | $0.151724 | $0.287541 | $0.423358 |
| 2037 | $0.394023 | $0.702522 | $1.01 |
Syscoin Histograma de precios potenciales
Pronóstico de precio de Syscoin basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Syscoin es Alcista, con 20 indicadores técnicos mostrando señales alcistas y 15 indicando señales bajistas. La predicción de precio de SYS se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Syscoin
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Syscoin aumentar durante el próximo mes, alcanzando $0.03038 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Syscoin alcance $0.018427 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 61.26, lo que sugiere que el mercado de SYS está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de SYS para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.019994 | BUY |
| SMA 5 | $0.019563 | BUY |
| SMA 10 | $0.018563 | BUY |
| SMA 21 | $0.017757 | BUY |
| SMA 50 | $0.01998 | BUY |
| SMA 100 | $0.025148 | SELL |
| SMA 200 | $0.0331018 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.019999 | BUY |
| EMA 5 | $0.019569 | BUY |
| EMA 10 | $0.018894 | BUY |
| EMA 21 | $0.018662 | BUY |
| EMA 50 | $0.020584 | SELL |
| EMA 100 | $0.024879 | SELL |
| EMA 200 | $0.033328 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.029147 | SELL |
| SMA 50 | $0.040365 | SELL |
| SMA 100 | $0.093554 | SELL |
| SMA 200 | $0.132716 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.027979 | SELL |
| EMA 50 | $0.046127 | SELL |
| EMA 100 | $0.077042 | SELL |
| EMA 200 | $0.114595 | SELL |
Osciladores de Syscoin
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 61.26 | NEUTRAL |
| Stoch RSI (14) | 110.35 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 195.45 | SELL |
| Índice Direccional Medio (14) | 22.32 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000892 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 81.45 | SELL |
| VWMA (10) | 0.0191082 | BUY |
| Promedio Móvil de Hull (9) | 0.0205024 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.0038072 | SELL |
Predicción de precios de Syscoin basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Syscoin
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Syscoin por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.028812 | $0.040486 | $0.05689 | $0.079939 | $0.112329 | $0.157841 |
| Amazon.com acción | $0.042784 | $0.089271 | $0.18627 | $0.388664 | $0.810972 | $1.69 |
| Apple acción | $0.029084 | $0.041253 | $0.058515 | $0.082999 | $0.117728 | $0.166989 |
| Netflix acción | $0.032353 | $0.051048 | $0.080545 | $0.127088 | $0.200526 | $0.316399 |
| Google acción | $0.026553 | $0.034386 | $0.04453 | $0.057666 | $0.074678 | $0.0967079 |
| Tesla acción | $0.046482 | $0.105372 | $0.238871 | $0.5415025 | $1.22 | $2.78 |
| Kodak acción | $0.015376 | $0.01153 | $0.008646 | $0.006484 | $0.004862 | $0.003646 |
| Nokia acción | $0.013583 | $0.008998 | $0.005961 | $0.003948 | $0.002616 | $0.001733 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Syscoin
Podría preguntarse cosas como: "¿Debo invertir en Syscoin ahora?", "¿Debería comprar SYS hoy?", "¿Será Syscoin una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Syscoin regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Syscoin, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Syscoin a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Syscoin es de $0.0205 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Syscoin
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Syscoin
basado en el historial de precios del último mes
Predicción de precios de Syscoin basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Syscoin ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.021037 | $0.021584 | $0.022145 | $0.022721 |
| Si Syscoin ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.02157 | $0.022691 | $0.023871 | $0.025112 |
| Si Syscoin ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.023169 | $0.02618 | $0.029583 | $0.033428 |
| Si Syscoin ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.025834 | $0.032549 | $0.04101 | $0.05167 |
| Si Syscoin ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.031164 | $0.047365 | $0.071989 | $0.109413 |
| Si Syscoin ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.047153 | $0.108437 | $0.249369 | $0.573465 |
| Si Syscoin ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.0738028 | $0.26564 | $0.956123 | $3.44 |
Cuadro de preguntas
¿Es SYS una buena inversión?
La decisión de adquirir Syscoin depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Syscoin ha experimentado un aumento de 3.6278% durante las últimas 24 horas, y Syscoin ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Syscoin dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Syscoin subir?
Parece que el valor medio de Syscoin podría potencialmente aumentar hasta $0.021146 para el final de este año. Mirando las perspectivas de Syscoin en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.066482. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Syscoin la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Syscoin, el precio de Syscoin aumentará en un 0.86% durante la próxima semana y alcanzará $0.02068 para el 13 de enero de 2026.
¿Cuál será el precio de Syscoin el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Syscoin, el precio de Syscoin disminuirá en un -11.62% durante el próximo mes y alcanzará $0.018122 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Syscoin este año en 2026?
Según nuestra predicción más reciente sobre el valor de Syscoin en 2026, se anticipa que SYS fluctúe dentro del rango de $0.007084 y $0.021146. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Syscoin no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Syscoin en 5 años?
El futuro de Syscoin parece estar en una tendencia alcista, con un precio máximo de $0.066482 proyectada después de un período de cinco años. Basado en el pronóstico de Syscoin para 2030, el valor de Syscoin podría potencialmente alcanzar su punto más alto de aproximadamente $0.066482, mientras que su punto más bajo se anticipa que esté alrededor de $0.022993.
¿Cuánto será Syscoin en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Syscoin, se espera que el valor de SYS en 2026 crezca en un 3.13% hasta $0.021146 si ocurre lo mejor. El precio estará entre $0.021146 y $0.007084 durante 2026.
¿Cuánto será Syscoin en 2027?
Según nuestra última simulación experimental para la predicción de precios de Syscoin, el valor de SYS podría disminuir en un -12.62% hasta $0.017915 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.017915 y $0.006819 a lo largo del año.
¿Cuánto será Syscoin en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Syscoin sugiere que el valor de SYS en 2028 podría aumentar en un 47.02% , alcanzando $0.030146 en el mejor escenario. Se espera que el precio oscile entre $0.030146 y $0.0123079 durante el año.
¿Cuánto será Syscoin en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Syscoin podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.088939 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.088939 y $0.027037.
¿Cuánto será Syscoin en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Syscoin, se espera que el valor de SYS en 2030 aumente en un 224.23% , alcanzando $0.066482 en el mejor escenario. Se pronostica que el precio oscile entre $0.066482 y $0.022993 durante el transcurso de 2030.
¿Cuánto será Syscoin en 2031?
Nuestra simulación experimental indica que el precio de Syscoin podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.06069 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.06069 y $0.027185 durante el año.
¿Cuánto será Syscoin en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Syscoin, SYS podría experimentar un 449.04% aumento en valor, alcanzando $0.112577 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.112577 y $0.041497 a lo largo del año.
¿Cuánto será Syscoin en 2033?
Según nuestra predicción experimental de precios de Syscoin, se anticipa que el valor de SYS aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.299866. A lo largo del año, el precio de SYS podría oscilar entre $0.299866 y $0.09643.
¿Cuánto será Syscoin en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Syscoin sugieren que SYS podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.173666 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.173666 y $0.077525.
¿Cuánto será Syscoin en 2035?
Basado en nuestra predicción experimental para el precio de Syscoin, SYS podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.204622 en 2035. El rango de precios esperado para el año está entre $0.204622 y $0.091659.
¿Cuánto será Syscoin en 2036?
Nuestra reciente simulación de predicción de precios de Syscoin sugiere que el valor de SYS podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.423358 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.423358 y $0.151724.
¿Cuánto será Syscoin en 2037?
Según la simulación experimental, el valor de Syscoin podría aumentar en un 4830.69% en 2037, con un máximo de $1.01 bajo condiciones favorables. Se espera que el precio caiga entre $1.01 y $0.394023 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Crown by Third Time Games
Predicción de precios de Stratis
Predicción de precios de Wen
Predicción de precios de Everipedia
Predicción de precios de Huobi BTC
Predicción de precios de Olympus
Predicción de precios de DUSK Network
Predicción de precios de Tensor
Predicción de precios de Numeraire
Predicción de precios de BORA
Predicción de precios de TokenFi
Predicción de precios de Celer Network
Predicción de precios de Power Ledger
Predicción de precios de Entangle
Predicción de precios de Boba Network
Predicción de precios de Nano
Predicción de precios de Tectum
Predicción de precios de GXChain
Predicción de precios de ECOMI
Predicción de precios de Songbird
Predicción de precios de NodeAI
Predicción de precios de Sleepless AI
Predicción de precios de Hooked Protocol
Predicción de precios de Orbs
Predicción de precios de Status
¿Cómo leer y predecir los movimientos de precio de Syscoin?
Los traders de Syscoin utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Syscoin
Las medias móviles son herramientas populares para la predicción de precios de Syscoin. Una media móvil simple (SMA) calcula el precio de cierre promedio de SYS durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de SYS por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de SYS.
¿Cómo leer gráficos de Syscoin y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Syscoin en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de SYS dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Syscoin?
La acción del precio de Syscoin está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de SYS. La capitalización de mercado de Syscoin puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de SYS, grandes poseedores de Syscoin, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Syscoin.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


