Predicción del precio de Botto - Pronóstico de BOTTO
$0.06908
3.0715%
Add to portfolio
Add to favorites
Sentiment
Alcista 37.14%
Bajista 62.86%
SMA 50
$0.084787
SMA 200
$0.19325
RSI (14)
44.16
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.070435
Predicción de precio de Botto hasta $0.071244 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.023867 | $0.071244 |
| 2027 | $0.022976 | $0.060359 |
| 2028 | $0.041466 | $0.101563 |
| 2029 | $0.091088 | $0.299641 |
| 2030 | $0.077467 | $0.22398 |
| 2031 | $0.09159 | $0.204468 |
| 2032 | $0.1398056 | $0.379279 |
| 2033 | $0.324877 | $1.01 |
| 2034 | $0.261186 | $0.585089 |
| 2035 | $0.3088031 | $0.689381 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Botto hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.49, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.49
(39.54% ROI)
Predicción del precio a largo plazo de Botto para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Botto'
'name_with_ticker' => 'Botto <small>BOTTO</small>'
'name_lang' => 'Botto'
'name_lang_with_ticker' => 'Botto <small>BOTTO</small>'
'name_with_lang' => 'Botto'
'name_with_lang_with_ticker' => 'Botto <small>BOTTO</small>'
'image' => '/uploads/coins/botto.jpg?1717082845'
'price_for_sd' => 0.06908
'ticker' => 'BOTTO'
'marketcap' => '$3.33M'
'low24h' => '$0.06689'
'high24h' => '$0.07091'
'volume24h' => '$67.84K'
'current_supply' => '48.18M'
'max_supply' => '93.87M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06908'
'change_24h_pct' => '3.0715%'
'ath_price' => '$3.91'
'ath_days' => 1530
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '29 oct. 2021'
'ath_pct' => '-98.23%'
'fdv' => '$6.48M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.40'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.069672'
'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' => '$0.0610551'
'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' => '$0.023867'
'current_year_max_price_prediction' => '$0.071244'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.077467'
'grand_prediction_max_price' => '$0.22398'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.070390048613394
107 => 0.070652859503329
108 => 0.071244985857809
109 => 0.066185330989518
110 => 0.068456967481718
111 => 0.069791341097331
112 => 0.063762592557065
113 => 0.069672172122594
114 => 0.066097253654977
115 => 0.064883872633594
116 => 0.066517530328092
117 => 0.065880892335762
118 => 0.065333548374594
119 => 0.065028121039699
120 => 0.066227698950318
121 => 0.066171737206982
122 => 0.06420899491717
123 => 0.061648677611721
124 => 0.06250800413898
125 => 0.062195802755398
126 => 0.061064344666515
127 => 0.061826810805651
128 => 0.058469295804176
129 => 0.052692865752582
130 => 0.056508952381503
131 => 0.056362037197393
201 => 0.056287955899492
202 => 0.059155639532238
203 => 0.058879977919667
204 => 0.058379649393565
205 => 0.06105515574077
206 => 0.060078559933402
207 => 0.063088198096801
208 => 0.065070540442407
209 => 0.064567754301505
210 => 0.06643215685904
211 => 0.062527801286573
212 => 0.063824671592189
213 => 0.064091954764792
214 => 0.061022140407754
215 => 0.058925079568648
216 => 0.058785229518924
217 => 0.055149215016699
218 => 0.057091544614904
219 => 0.058800714282264
220 => 0.057982154648523
221 => 0.057723023122254
222 => 0.059046869891192
223 => 0.059149744123119
224 => 0.056804200733055
225 => 0.057291913477548
226 => 0.059325756697583
227 => 0.057240665846707
228 => 0.053189674921113
301 => 0.052184973162234
302 => 0.052050927427273
303 => 0.049326096573292
304 => 0.052252112137931
305 => 0.050974827931624
306 => 0.055009753435133
307 => 0.052705025627268
308 => 0.052605673417872
309 => 0.05245548798157
310 => 0.050110113504204
311 => 0.050623601458423
312 => 0.052330513624672
313 => 0.052939559115331
314 => 0.052876030680893
315 => 0.052322148823855
316 => 0.052575713101673
317 => 0.05175889421517
318 => 0.051470458465731
319 => 0.050560075899998
320 => 0.049222065027973
321 => 0.049408123646225
322 => 0.046757173999154
323 => 0.045312795934884
324 => 0.04491301112329
325 => 0.044378402165071
326 => 0.044973396627661
327 => 0.046749664191879
328 => 0.044607108653247
329 => 0.04093384746506
330 => 0.041154616721403
331 => 0.041650619693424
401 => 0.04072632143645
402 => 0.039851550706697
403 => 0.040612092883825
404 => 0.039055683694643
405 => 0.041838704308104
406 => 0.041763431399835
407 => 0.042800769383692
408 => 0.043449438113317
409 => 0.041954466700527
410 => 0.041578485433043
411 => 0.041792661450398
412 => 0.038252808966498
413 => 0.042511487915278
414 => 0.042548317147672
415 => 0.042232962900235
416 => 0.044500577968498
417 => 0.049285953049411
418 => 0.047485502452705
419 => 0.046788313562753
420 => 0.045462956973313
421 => 0.047228915936855
422 => 0.047093317841706
423 => 0.046480091831393
424 => 0.046109210826974
425 => 0.046792570449449
426 => 0.046024535007344
427 => 0.045886574737739
428 => 0.045050685606189
429 => 0.044752311216758
430 => 0.04453140669745
501 => 0.044288212527321
502 => 0.044824638266413
503 => 0.043609026968948
504 => 0.042143118912049
505 => 0.042021244518463
506 => 0.042357750434461
507 => 0.042208871616551
508 => 0.042020531743961
509 => 0.041660939635874
510 => 0.041554256338874
511 => 0.041900925298745
512 => 0.041509556255107
513 => 0.04208704259797
514 => 0.041929998266488
515 => 0.041052761396903
516 => 0.039959399462713
517 => 0.039949666248094
518 => 0.039714103212846
519 => 0.039414078270318
520 => 0.039330618194947
521 => 0.040548042142992
522 => 0.043068073281012
523 => 0.042573330869384
524 => 0.042930832965027
525 => 0.04468938944276
526 => 0.045248381665393
527 => 0.044851622226225
528 => 0.044308513434834
529 => 0.044332407465332
530 => 0.046188374615724
531 => 0.046304129010319
601 => 0.046596603021676
602 => 0.046972514779415
603 => 0.044915641624056
604 => 0.044235528924686
605 => 0.043913253796508
606 => 0.042920771137892
607 => 0.043991078596177
608 => 0.043367456275369
609 => 0.043451604232418
610 => 0.043396802764999
611 => 0.043426728071869
612 => 0.041837926397124
613 => 0.042416802222443
614 => 0.041454308888037
615 => 0.040165638358214
616 => 0.040161318282732
617 => 0.040476718569248
618 => 0.040289106137214
619 => 0.039784245906566
620 => 0.039855958919457
621 => 0.039227677466559
622 => 0.039932243663241
623 => 0.039952448100703
624 => 0.039681151737
625 => 0.040766633174389
626 => 0.041211355804955
627 => 0.041032782726635
628 => 0.041198826641741
629 => 0.042593889650215
630 => 0.042821345791463
701 => 0.042922366784496
702 => 0.042787012036549
703 => 0.041224325832582
704 => 0.041293637610783
705 => 0.040785073771433
706 => 0.04035539091832
707 => 0.040372575979055
708 => 0.040593488820416
709 => 0.041558228155008
710 => 0.043588465210166
711 => 0.043665511222325
712 => 0.043758893236653
713 => 0.043379061654341
714 => 0.043264500814618
715 => 0.043415636132875
716 => 0.044178086425999
717 => 0.04613931558315
718 => 0.045446086212922
719 => 0.044882479944168
720 => 0.045376914589024
721 => 0.045300800250955
722 => 0.044658318638893
723 => 0.044640286319894
724 => 0.043407158692549
725 => 0.042951299485678
726 => 0.042570349411945
727 => 0.042154361876383
728 => 0.041907750521274
729 => 0.042286657645578
730 => 0.042373318188004
731 => 0.041544831138549
801 => 0.041431911415072
802 => 0.042108471823793
803 => 0.04181074281263
804 => 0.042116964483936
805 => 0.042188010538399
806 => 0.042176570487301
807 => 0.041865707205687
808 => 0.042063842191312
809 => 0.041595193883428
810 => 0.041085609237305
811 => 0.040760525981323
812 => 0.040476847724443
813 => 0.040634248908837
814 => 0.040073142426792
815 => 0.039893633170344
816 => 0.04199671851636
817 => 0.04355029027344
818 => 0.04352770072481
819 => 0.043390192657086
820 => 0.043185883560941
821 => 0.044163139943053
822 => 0.043822683360384
823 => 0.044070393970375
824 => 0.044133446717
825 => 0.04432428839076
826 => 0.044392497885733
827 => 0.044186321417384
828 => 0.043494368007271
829 => 0.041770085898225
830 => 0.040967427921853
831 => 0.040702537420325
901 => 0.040712165686957
902 => 0.040446575110774
903 => 0.040524803438395
904 => 0.040419370490904
905 => 0.040219705995327
906 => 0.040621920188875
907 => 0.040668271627797
908 => 0.040574390028921
909 => 0.04059650254402
910 => 0.039819203002684
911 => 0.039878299398606
912 => 0.039549243156506
913 => 0.039487549077944
914 => 0.038655723552119
915 => 0.037182024058083
916 => 0.03799859663325
917 => 0.037012291789928
918 => 0.036638763200804
919 => 0.038406989446101
920 => 0.038229508574035
921 => 0.037925738470138
922 => 0.037476399175239
923 => 0.037309734859869
924 => 0.036297135239191
925 => 0.036237305451593
926 => 0.03673917716609
927 => 0.036507580638201
928 => 0.03618233140058
929 => 0.035004311631905
930 => 0.033679827382973
1001 => 0.033719805237037
1002 => 0.034141099033717
1003 => 0.035366067566772
1004 => 0.034887451168737
1005 => 0.034540209480471
1006 => 0.034475181550306
1007 => 0.035289142241518
1008 => 0.036441067149619
1009 => 0.036981524543632
1010 => 0.0364459476801
1011 => 0.03583070581678
1012 => 0.035868152738244
1013 => 0.036117270330227
1014 => 0.036143449066812
1015 => 0.035742989861676
1016 => 0.035855716782218
1017 => 0.035684474281949
1018 => 0.034633559373882
1019 => 0.034614551655682
1020 => 0.03435664018895
1021 => 0.034348830732238
1022 => 0.033910058988297
1023 => 0.033848671788234
1024 => 0.032977463859098
1025 => 0.033550895556316
1026 => 0.033166267680337
1027 => 0.032586542746694
1028 => 0.032486597949622
1029 => 0.032483593488335
1030 => 0.033078841371064
1031 => 0.033543939738236
1101 => 0.033172958446913
1102 => 0.03308849319805
1103 => 0.033990361076805
1104 => 0.033875590168526
1105 => 0.033776199302148
1106 => 0.036337924908521
1107 => 0.034310119197135
1108 => 0.033425880163867
1109 => 0.03233146644776
1110 => 0.032687813072237
1111 => 0.032762900541836
1112 => 0.030131032837498
1113 => 0.029063284437626
1114 => 0.02869687342404
1115 => 0.02848599870543
1116 => 0.028582096962699
1117 => 0.027620998168418
1118 => 0.028266872453281
1119 => 0.027434642137093
1120 => 0.027295116016273
1121 => 0.02878324691517
1122 => 0.028990311636217
1123 => 0.028106909206264
1124 => 0.028674196576156
1125 => 0.028468490289949
1126 => 0.027448908337219
1127 => 0.027409967806161
1128 => 0.02689837742232
1129 => 0.026097837535026
1130 => 0.02573196932518
1201 => 0.025541421984879
1202 => 0.025620045531181
1203 => 0.025580291060251
1204 => 0.025320866246469
1205 => 0.025595160986905
1206 => 0.024894451271503
1207 => 0.024615423016829
1208 => 0.024489392427599
1209 => 0.023867472223834
1210 => 0.024857223837194
1211 => 0.025052217373588
1212 => 0.025247595107485
1213 => 0.026948224891019
1214 => 0.026863266232963
1215 => 0.02763125112524
1216 => 0.02760140864456
1217 => 0.027382366912752
1218 => 0.026458265876871
1219 => 0.026826596079256
1220 => 0.025692932967538
1221 => 0.026542350452436
1222 => 0.026154711784851
1223 => 0.026411289428996
1224 => 0.025949939690149
1225 => 0.026205269684291
1226 => 0.02509845757485
1227 => 0.024064932000321
1228 => 0.024480852862004
1229 => 0.024933006404973
1230 => 0.025913390492711
1231 => 0.025329481818047
]
'min_raw' => 0.023867472223834
'max_raw' => 0.071244985857809
'avg_raw' => 0.047556229040821
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.023867'
'max' => '$0.071244'
'avg' => '$0.047556'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.045213527776166
'max_diff' => 0.0021639858578085
'year' => 2026
]
1 => [
'items' => [
101 => 0.025539477457488
102 => 0.024836027218208
103 => 0.023384608443947
104 => 0.023392823316586
105 => 0.023169554159042
106 => 0.022976617009094
107 => 0.025396550753407
108 => 0.02509559373881
109 => 0.024616058124331
110 => 0.025257935600299
111 => 0.02542765819291
112 => 0.02543248995652
113 => 0.025900787193731
114 => 0.026150717513178
115 => 0.02619476881524
116 => 0.026931644636223
117 => 0.027178635691789
118 => 0.028195956894185
119 => 0.026129512671739
120 => 0.026086955612839
121 => 0.025266968132712
122 => 0.024746919109327
123 => 0.025302576334265
124 => 0.025794812780785
125 => 0.025282263291209
126 => 0.025349191434038
127 => 0.024661135621115
128 => 0.0249070831982
129 => 0.025118926384302
130 => 0.025001959028503
131 => 0.024826853235589
201 => 0.02575445500556
202 => 0.025702116078398
203 => 0.026565920172068
204 => 0.027239317234307
205 => 0.028446165153963
206 => 0.027186756435397
207 => 0.027140858575996
208 => 0.027589517513888
209 => 0.027178567004443
210 => 0.027438273540883
211 => 0.028404322415895
212 => 0.028424733506345
213 => 0.028082821443117
214 => 0.028062016062996
215 => 0.028127684014848
216 => 0.02851230325994
217 => 0.028377905477549
218 => 0.028533433993867
219 => 0.028727924785061
220 => 0.029532421159823
221 => 0.029726382512168
222 => 0.0292551569834
223 => 0.029297703372559
224 => 0.02912145208937
225 => 0.028951195558231
226 => 0.029333907376261
227 => 0.030033320745932
228 => 0.030028969731659
301 => 0.030191220038769
302 => 0.030292300635945
303 => 0.029858388717347
304 => 0.029575928013724
305 => 0.029684241420935
306 => 0.029857436917824
307 => 0.029628076455564
308 => 0.028212357432396
309 => 0.028641796147544
310 => 0.028570316546863
311 => 0.028468520903277
312 => 0.028900324852109
313 => 0.028858676307852
314 => 0.027611140711133
315 => 0.027691003892416
316 => 0.027615997455702
317 => 0.027858358597597
318 => 0.02716547870742
319 => 0.027378603895021
320 => 0.02751227401476
321 => 0.027591006742189
322 => 0.027875443341197
323 => 0.027842067989258
324 => 0.027873368682459
325 => 0.028295113070311
326 => 0.030428151458866
327 => 0.030544248032071
328 => 0.029972546045282
329 => 0.030200929712682
330 => 0.029762483013293
331 => 0.03005681521993
401 => 0.030258189840484
402 => 0.029348216652314
403 => 0.029294333945788
404 => 0.028854077620907
405 => 0.029090646432505
406 => 0.028714248443353
407 => 0.028806603344048
408 => 0.028548370990349
409 => 0.029013137813459
410 => 0.029532819339159
411 => 0.029664111415396
412 => 0.029318738487609
413 => 0.029068665726706
414 => 0.028629620337649
415 => 0.029359762604416
416 => 0.029573278453901
417 => 0.029358641096555
418 => 0.029308904930939
419 => 0.029214654986968
420 => 0.0293289005021
421 => 0.029572115600729
422 => 0.029457419851694
423 => 0.029533178414611
424 => 0.029244464894661
425 => 0.029858532360247
426 => 0.030833819278981
427 => 0.0308369549859
428 => 0.030722258618612
429 => 0.030675327336285
430 => 0.030793012769481
501 => 0.03085685228928
502 => 0.031237425400417
503 => 0.031645795511369
504 => 0.033551480633343
505 => 0.033016371876815
506 => 0.034707209086746
507 => 0.036044441792068
508 => 0.036445419410295
509 => 0.036076538868981
510 => 0.034814618463682
511 => 0.034752702628288
512 => 0.036638544482859
513 => 0.036105707781914
514 => 0.036042328551809
515 => 0.03536808062439
516 => 0.035766644656725
517 => 0.035679472856271
518 => 0.035541867904666
519 => 0.036302300314149
520 => 0.037725761900433
521 => 0.037503902063073
522 => 0.037338293986265
523 => 0.036612647601479
524 => 0.037049648804108
525 => 0.036894041046058
526 => 0.037562630725762
527 => 0.03716657301058
528 => 0.036101671019845
529 => 0.036271260171832
530 => 0.036245627112675
531 => 0.036773153653746
601 => 0.03661480328013
602 => 0.036214706660794
603 => 0.037720896663482
604 => 0.037623093062576
605 => 0.037761756207644
606 => 0.037822800012403
607 => 0.038739591324994
608 => 0.039115171391713
609 => 0.039200434642313
610 => 0.039557206657291
611 => 0.039191557829568
612 => 0.040654413843654
613 => 0.041627127733006
614 => 0.042756984970887
615 => 0.044408010072428
616 => 0.045028810783443
617 => 0.04491666869157
618 => 0.046168457080669
619 => 0.048417892990187
620 => 0.045371344002717
621 => 0.048579367484122
622 => 0.047563744288321
623 => 0.04515571996136
624 => 0.045000671583445
625 => 0.046631413615401
626 => 0.050248242489175
627 => 0.049342267878028
628 => 0.050249724339082
629 => 0.049191128174874
630 => 0.049138559952773
701 => 0.050198310686217
702 => 0.052674476038916
703 => 0.051498142697519
704 => 0.049811580403858
705 => 0.051056911755682
706 => 0.049978090488756
707 => 0.047547204231313
708 => 0.049341575096317
709 => 0.048141730399629
710 => 0.048491908869374
711 => 0.051013803958384
712 => 0.050710362869168
713 => 0.051103043736502
714 => 0.050409972283905
715 => 0.049762534259842
716 => 0.04855404310855
717 => 0.048196268456546
718 => 0.048295144498977
719 => 0.04819621945849
720 => 0.047520079765949
721 => 0.047374067463721
722 => 0.047130707229728
723 => 0.047206134742271
724 => 0.046748546304817
725 => 0.047612110228889
726 => 0.047772395302896
727 => 0.048400825111581
728 => 0.048466070779054
729 => 0.050216238851103
730 => 0.049252275687398
731 => 0.049898985402187
801 => 0.049841137598228
802 => 0.045207909150293
803 => 0.045846327151098
804 => 0.046839505213745
805 => 0.046392079842744
806 => 0.04575952504956
807 => 0.045248703138622
808 => 0.04447475570933
809 => 0.045564071853715
810 => 0.046996406747726
811 => 0.048502397155679
812 => 0.050311745954434
813 => 0.049907920365694
814 => 0.048468572638443
815 => 0.048533140726043
816 => 0.048932275236982
817 => 0.048415359780122
818 => 0.048262911320505
819 => 0.048911331159636
820 => 0.048915796470703
821 => 0.048321022766265
822 => 0.047660040636222
823 => 0.047657271096962
824 => 0.047539655711251
825 => 0.049212051690708
826 => 0.050131700381105
827 => 0.050237136621371
828 => 0.050124603682063
829 => 0.05016791314413
830 => 0.049632789834264
831 => 0.050855923034729
901 => 0.051978391014812
902 => 0.051677545618119
903 => 0.051226535600783
904 => 0.05086728439839
905 => 0.051592917452003
906 => 0.051560606154377
907 => 0.051968587236226
908 => 0.05195007885774
909 => 0.051812890164859
910 => 0.051677550517559
911 => 0.052214156921003
912 => 0.052059622894446
913 => 0.051904848833863
914 => 0.05159442576064
915 => 0.051636617411872
916 => 0.051185685267775
917 => 0.050977063424664
918 => 0.047839891458075
919 => 0.047001536598552
920 => 0.047265300103645
921 => 0.047352137898138
922 => 0.046987284788892
923 => 0.047510390424476
924 => 0.047428864965276
925 => 0.047746032836225
926 => 0.047547880120285
927 => 0.047556012376865
928 => 0.048138737263832
929 => 0.048307904777608
930 => 0.048221864814752
1001 => 0.048282124255459
1002 => 0.049670777632623
1003 => 0.049473355529026
1004 => 0.049368478971258
1005 => 0.049397530494499
1006 => 0.049752361205428
1007 => 0.04985169443145
1008 => 0.049430812572774
1009 => 0.049629302890415
1010 => 0.050474449470757
1011 => 0.050770202942722
1012 => 0.051714106055518
1013 => 0.051313119236662
1014 => 0.052049147896974
1015 => 0.054311449068113
1016 => 0.056118731782952
1017 => 0.054456679909269
1018 => 0.057775524459005
1019 => 0.060359721000949
1020 => 0.060260535233465
1021 => 0.059809920792834
1022 => 0.05686788173425
1023 => 0.05416057352921
1024 => 0.056425351801104
1025 => 0.056431125186675
1026 => 0.056236578724587
1027 => 0.055028267357031
1028 => 0.056194532108163
1029 => 0.056287105968856
1030 => 0.056235289224244
1031 => 0.055308879731775
1101 => 0.053894423665868
1102 => 0.054170804995416
1103 => 0.054623523251244
1104 => 0.053766433146041
1105 => 0.053492540924508
1106 => 0.054001758674465
1107 => 0.055642564364559
1108 => 0.055332379553387
1109 => 0.055324279374412
1110 => 0.056651381535438
1111 => 0.055701462794715
1112 => 0.054174291049078
1113 => 0.053788660042384
1114 => 0.052419929760793
1115 => 0.053365316641538
1116 => 0.053399339432336
1117 => 0.052881560699372
1118 => 0.054216305939616
1119 => 0.05420400602725
1120 => 0.055471147982251
1121 => 0.057893447483428
1122 => 0.05717705432681
1123 => 0.056343967029018
1124 => 0.056434546717294
1125 => 0.057427982327951
1126 => 0.056827328479818
1127 => 0.057043327791514
1128 => 0.057427655387123
1129 => 0.057659529767871
1130 => 0.056401183562248
1201 => 0.05610780286806
1202 => 0.055507648930384
1203 => 0.055351079970448
1204 => 0.055839892830063
1205 => 0.055711107911567
1206 => 0.053396479948512
1207 => 0.053154588447904
1208 => 0.053162006914886
1209 => 0.052553759235295
1210 => 0.051626035527747
1211 => 0.054064038039677
1212 => 0.053868232318146
1213 => 0.053652077955735
1214 => 0.05367855563177
1215 => 0.054736809890628
1216 => 0.054122968977369
1217 => 0.055754965651814
1218 => 0.055419476197859
1219 => 0.055075382705327
1220 => 0.055027818503315
1221 => 0.054895371865368
1222 => 0.054441163062623
1223 => 0.053892678639591
1224 => 0.053530521714598
1225 => 0.049379076669045
1226 => 0.050149560721654
1227 => 0.051035932392351
1228 => 0.051341904341164
1229 => 0.050818518150105
1230 => 0.054461829539522
1231 => 0.055127497638191
]
'min_raw' => 0.022976617009094
'max_raw' => 0.060359721000949
'avg_raw' => 0.041668169005022
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.022976'
'max' => '$0.060359'
'avg' => '$0.041668'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00089085521473937
'max_diff' => -0.010885264856859
'year' => 2027
]
2 => [
'items' => [
101 => 0.053111145546868
102 => 0.052733968397695
103 => 0.054486557210629
104 => 0.053429531911161
105 => 0.053905510338789
106 => 0.052876705324537
107 => 0.054967157686259
108 => 0.054951231941728
109 => 0.05413799875801
110 => 0.054825337876108
111 => 0.054705895789753
112 => 0.053787757528241
113 => 0.054996264306802
114 => 0.054996863711087
115 => 0.054214144452973
116 => 0.053300099718774
117 => 0.053136690109072
118 => 0.053013582919154
119 => 0.053875233516677
120 => 0.054647786748104
121 => 0.056085316779603
122 => 0.056446745984393
123 => 0.057857428232393
124 => 0.057017435638581
125 => 0.057389793475693
126 => 0.057794040581109
127 => 0.057987851509141
128 => 0.057672047002381
129 => 0.059863417193503
130 => 0.060048435979481
131 => 0.060110471178014
201 => 0.059371553479173
202 => 0.060027885341584
203 => 0.059720809398589
204 => 0.06051973569411
205 => 0.06064501753845
206 => 0.060538908273324
207 => 0.060578674708158
208 => 0.058708726834227
209 => 0.058611760172203
210 => 0.057289612855063
211 => 0.057828397659617
212 => 0.056821165292131
213 => 0.057140569051504
214 => 0.057281359185245
215 => 0.057207818409148
216 => 0.05785885974408
217 => 0.05730534161043
218 => 0.055844516248922
219 => 0.05438329288652
220 => 0.054364948417492
221 => 0.053980234098906
222 => 0.053702156110511
223 => 0.053755723796422
224 => 0.053944503308518
225 => 0.053691183902085
226 => 0.053745242441068
227 => 0.054642974378334
228 => 0.054823008116022
229 => 0.054211183131637
301 => 0.051754617533409
302 => 0.051151770173776
303 => 0.051585084900898
304 => 0.051377988370376
305 => 0.041466046502476
306 => 0.043794710218427
307 => 0.042411097312357
308 => 0.043048729796443
309 => 0.04163641930417
310 => 0.042310447896618
311 => 0.042185979427176
312 => 0.045930401772256
313 => 0.045871937767623
314 => 0.045899921392794
315 => 0.044564190052389
316 => 0.046692046346713
317 => 0.047740304872535
318 => 0.047546300117902
319 => 0.047595126934975
320 => 0.046756120446683
321 => 0.045908044809579
322 => 0.044967398410124
323 => 0.046715003152901
324 => 0.046520699338112
325 => 0.046966362380933
326 => 0.04809980897799
327 => 0.048266713294952
328 => 0.048491034389525
329 => 0.048410631245384
330 => 0.050326160336686
331 => 0.050094177124661
401 => 0.050653189919515
402 => 0.049503258188097
403 => 0.048202001281476
404 => 0.048449327678132
405 => 0.048425508157261
406 => 0.048122258317797
407 => 0.047848497921946
408 => 0.047392763994367
409 => 0.048834773577157
410 => 0.048776230621515
411 => 0.049723973024627
412 => 0.049556450348998
413 => 0.048437692921398
414 => 0.048477649561791
415 => 0.048746377170936
416 => 0.049676446494466
417 => 0.049952554393638
418 => 0.049824650213744
419 => 0.050127389920382
420 => 0.050366663040816
421 => 0.050157438940395
422 => 0.053119610987783
423 => 0.051889510631793
424 => 0.052489052986319
425 => 0.052632040305165
426 => 0.052265781294641
427 => 0.052345209759272
428 => 0.052465522240226
429 => 0.053196036064984
430 => 0.055113115717027
501 => 0.055962177244914
502 => 0.05851662074352
503 => 0.05589167450453
504 => 0.055735921057815
505 => 0.056196053468718
506 => 0.057695782217705
507 => 0.058911171506401
508 => 0.059314386250951
509 => 0.059367677735793
510 => 0.06012413540178
511 => 0.060557722828822
512 => 0.060032281544317
513 => 0.059587025071694
514 => 0.057992171654027
515 => 0.058176780279764
516 => 0.059448550643524
517 => 0.061245001189235
518 => 0.062786542646278
519 => 0.062246748556165
520 => 0.066364996428485
521 => 0.066773303883492
522 => 0.06671688899537
523 => 0.067647074142171
524 => 0.065800846054682
525 => 0.065011547778296
526 => 0.059683294574951
527 => 0.061180316388467
528 => 0.063356325511421
529 => 0.063068322544383
530 => 0.061488046554403
531 => 0.062785343865233
601 => 0.062356416804035
602 => 0.062018104234668
603 => 0.063567979700056
604 => 0.061863827960487
605 => 0.063339325294211
606 => 0.061446984701644
607 => 0.0622492142901
608 => 0.061793829976213
609 => 0.0620885194371
610 => 0.060365770870249
611 => 0.061295324179564
612 => 0.060327098396493
613 => 0.060326639331405
614 => 0.06030526569358
615 => 0.061444379033593
616 => 0.061481525478715
617 => 0.060639718999341
618 => 0.060518401534175
619 => 0.060966975787953
620 => 0.060441812818562
621 => 0.060687533266603
622 => 0.060449255440614
623 => 0.060395614083084
624 => 0.059968190619967
625 => 0.059784044839803
626 => 0.059856253145058
627 => 0.059609768973292
628 => 0.059461253344081
629 => 0.060275722196846
630 => 0.059840584344393
701 => 0.060209031080202
702 => 0.059789139523063
703 => 0.058333612447974
704 => 0.057496523435171
705 => 0.054747167717759
706 => 0.055526881588652
707 => 0.056043832691726
708 => 0.055872980355244
709 => 0.056240037285085
710 => 0.056262571599464
711 => 0.056143237649871
712 => 0.056005064223867
713 => 0.055937809041558
714 => 0.056439074069352
715 => 0.056730075289791
716 => 0.056095715650833
717 => 0.05594709406306
718 => 0.056588466682002
719 => 0.056979703609047
720 => 0.059868377261313
721 => 0.05965437498686
722 => 0.060191478699911
723 => 0.06013100906435
724 => 0.060693979322959
725 => 0.061614197766801
726 => 0.059743136373346
727 => 0.060067887934814
728 => 0.059988266351551
729 => 0.060857553919721
730 => 0.060860267740623
731 => 0.06033908641937
801 => 0.060621627268822
802 => 0.060463920717761
803 => 0.060748917770848
804 => 0.059651516856013
805 => 0.060988032713173
806 => 0.061745751081003
807 => 0.061756272001276
808 => 0.062115424494002
809 => 0.062480344227322
810 => 0.063180775877619
811 => 0.062460809568755
812 => 0.061165660266417
813 => 0.061259165862739
814 => 0.060499820300654
815 => 0.06051258503674
816 => 0.060444445875124
817 => 0.060648936628409
818 => 0.059696391076847
819 => 0.059919951613877
820 => 0.059606965552866
821 => 0.060067207564243
822 => 0.059572063240731
823 => 0.059988227955613
824 => 0.060167830850477
825 => 0.060830569399099
826 => 0.059474176218243
827 => 0.056708398702732
828 => 0.057289798668304
829 => 0.056429862451242
830 => 0.056509452822139
831 => 0.056670238038065
901 => 0.0561490805476
902 => 0.056248500973221
903 => 0.056244948976007
904 => 0.056214339782961
905 => 0.056078766591634
906 => 0.055882158641872
907 => 0.056665384200991
908 => 0.056798469485637
909 => 0.057094301587626
910 => 0.057974497258315
911 => 0.05788654495437
912 => 0.05802999881121
913 => 0.057716839847187
914 => 0.056523979368319
915 => 0.056588757431346
916 => 0.055780973947396
917 => 0.057073644747797
918 => 0.056767523239841
919 => 0.056570164712224
920 => 0.056516313609449
921 => 0.057398691114957
922 => 0.057662712294177
923 => 0.057498192013089
924 => 0.057160756116754
925 => 0.057808732791685
926 => 0.057982104013955
927 => 0.058020915436937
928 => 0.05916900586771
929 => 0.058085080938323
930 => 0.058345992442114
1001 => 0.060381549514215
1002 => 0.058535580137494
1003 => 0.059513431286373
1004 => 0.059465570561127
1005 => 0.059965806120214
1006 => 0.0594245366445
1007 => 0.059431246328357
1008 => 0.059875421615934
1009 => 0.059251657531967
1010 => 0.059097204772762
1011 => 0.058883829392133
1012 => 0.059349726729555
1013 => 0.059629011112615
1014 => 0.061879838128305
1015 => 0.063333975030623
1016 => 0.06327084711268
1017 => 0.063847718112168
1018 => 0.063587832443366
1019 => 0.06274859306443
1020 => 0.064181072349935
1021 => 0.063727775966522
1022 => 0.063765145169615
1023 => 0.06376375428601
1024 => 0.064065156753122
1025 => 0.063851585482042
1026 => 0.063430614584104
1027 => 0.063710074712045
1028 => 0.064539971383205
1029 => 0.067115996114824
1030 => 0.068557573682427
1031 => 0.067029211335156
1101 => 0.068083455216716
1102 => 0.067451284553284
1103 => 0.06733640033829
1104 => 0.067998543403921
1105 => 0.068661845463335
1106 => 0.068619595989684
1107 => 0.068138072755487
1108 => 0.067866072498689
1109 => 0.069925749569934
1110 => 0.071443284550344
1111 => 0.071339798838364
1112 => 0.071796551115688
1113 => 0.07313758992873
1114 => 0.073260197711349
1115 => 0.073244751948847
1116 => 0.072940855766827
1117 => 0.074261282634162
1118 => 0.075362805957593
1119 => 0.072870512581094
1120 => 0.073819545272349
1121 => 0.074245596623377
1122 => 0.074871166410426
1123 => 0.075926607498847
1124 => 0.077073096462795
1125 => 0.077235222572909
1126 => 0.077120186339335
1127 => 0.076364046048333
1128 => 0.077618547953143
1129 => 0.078353405747291
1130 => 0.078790996746785
1201 => 0.079900654713301
1202 => 0.074248227771476
1203 => 0.070247159038205
1204 => 0.069622334379371
1205 => 0.070892939893125
1206 => 0.071227988434213
1207 => 0.071092930787415
1208 => 0.066589364166864
1209 => 0.069598624033149
1210 => 0.072836334623515
1211 => 0.072960708273282
1212 => 0.074581573892155
1213 => 0.075109394179187
1214 => 0.076414403454093
1215 => 0.076332774768632
1216 => 0.076650523759839
1217 => 0.076577478769406
1218 => 0.078994733649046
1219 => 0.081661324747111
1220 => 0.081568989176626
1221 => 0.081185635156605
1222 => 0.08175498124791
1223 => 0.084507189030383
1224 => 0.084253809841003
1225 => 0.084499946140697
1226 => 0.087744954223866
1227 => 0.091963926329003
1228 => 0.090003790208293
1229 => 0.094256721576259
1230 => 0.096933716434188
1231 => 0.10156330223454
]
'min_raw' => 0.041466046502476
'max_raw' => 0.10156330223454
'avg_raw' => 0.07151467436851
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.041466'
'max' => '$0.101563'
'avg' => '$0.071514'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.018489429493382
'max_diff' => 0.041203581233594
'year' => 2028
]
3 => [
'items' => [
101 => 0.10098365529115
102 => 0.10278591906976
103 => 0.099945966286503
104 => 0.093424860647
105 => 0.092392870717759
106 => 0.094458940690246
107 => 0.099538172113448
108 => 0.09429897761728
109 => 0.095358859840313
110 => 0.095053613688778
111 => 0.095037348418575
112 => 0.095658127626577
113 => 0.094757655007704
114 => 0.09108896756648
115 => 0.092770305401082
116 => 0.092121060118668
117 => 0.092841446163949
118 => 0.096729072540523
119 => 0.095010260250002
120 => 0.09319963112691
121 => 0.095470561858035
122 => 0.098362237055221
123 => 0.098181281218221
124 => 0.097830151260769
125 => 0.099809452446359
126 => 0.10307867812412
127 => 0.10396233668801
128 => 0.10461463537426
129 => 0.10470457634242
130 => 0.10563102421245
131 => 0.10064928052038
201 => 0.10855543569995
202 => 0.10992061029633
203 => 0.1096640140529
204 => 0.11118134816145
205 => 0.11073490997567
206 => 0.11008809108847
207 => 0.11249338839674
208 => 0.10973590913029
209 => 0.10582201446855
210 => 0.10367477444906
211 => 0.10650243331963
212 => 0.1082291859202
213 => 0.10937045954708
214 => 0.109715808257
215 => 0.10103599910199
216 => 0.096358063371721
217 => 0.09935656654218
218 => 0.10301494735577
219 => 0.10062895803024
220 => 0.10072248429453
221 => 0.097320690543283
222 => 0.10331593061966
223 => 0.10244247456843
224 => 0.10697396610729
225 => 0.10589248928405
226 => 0.1095877447225
227 => 0.10861466012406
228 => 0.11265387988775
301 => 0.114265234009
302 => 0.11697094836581
303 => 0.11896128286093
304 => 0.12013004534549
305 => 0.12005987722983
306 => 0.12469109646883
307 => 0.12196022828607
308 => 0.11852961423231
309 => 0.11846756524753
310 => 0.12024432887815
311 => 0.12396793801662
312 => 0.12493341568992
313 => 0.12547298599641
314 => 0.12464661528945
315 => 0.12168245360015
316 => 0.12040254361135
317 => 0.12149306400437
318 => 0.12015945127319
319 => 0.12246164099284
320 => 0.12562303919912
321 => 0.12497022297105
322 => 0.12715248974581
323 => 0.12941090627653
324 => 0.1326405433473
325 => 0.13348489007071
326 => 0.13488056309689
327 => 0.13631716909552
328 => 0.13677856822467
329 => 0.13765952232595
330 => 0.13765487926298
331 => 0.14030969374223
401 => 0.14323803632561
402 => 0.14434341785955
403 => 0.14688518174575
404 => 0.14253250016466
405 => 0.14583405914392
406 => 0.14881214798659
407 => 0.14526154769617
408 => 0.15015522301275
409 => 0.15034523333598
410 => 0.1532141636262
411 => 0.15030595315652
412 => 0.14857906706297
413 => 0.15356452250949
414 => 0.15597682735968
415 => 0.15525022150682
416 => 0.14972071508954
417 => 0.146502305183
418 => 0.13807910567268
419 => 0.1480567493478
420 => 0.15291656853009
421 => 0.14970812933191
422 => 0.15132627943971
423 => 0.16015438174094
424 => 0.16351555151995
425 => 0.16281645170227
426 => 0.16293458806329
427 => 0.1647482142665
428 => 0.17279083163373
429 => 0.16797150888088
430 => 0.17165570054885
501 => 0.17360978252521
502 => 0.17542484276701
503 => 0.17096762846881
504 => 0.16516885815633
505 => 0.16333214418255
506 => 0.14938911328507
507 => 0.14866331797534
508 => 0.14825590707415
509 => 0.1456872389715
510 => 0.14366896946023
511 => 0.14206396661133
512 => 0.13785195984138
513 => 0.13927338848148
514 => 0.13256032880432
515 => 0.13685510648954
516 => 0.1261409011523
517 => 0.13506400973148
518 => 0.13020756741579
519 => 0.13346853781718
520 => 0.13345716059865
521 => 0.12745268019809
522 => 0.12398942121336
523 => 0.12619634463049
524 => 0.12856234171945
525 => 0.12894621678696
526 => 0.13201379377164
527 => 0.13286988857072
528 => 0.13027588136227
529 => 0.12591887306128
530 => 0.12693090671682
531 => 0.12396891238363
601 => 0.11877813124618
602 => 0.12250624088144
603 => 0.12377918142433
604 => 0.12434138448589
605 => 0.11923684740244
606 => 0.11763289102594
607 => 0.11677895810958
608 => 0.12525994142384
609 => 0.12572454883453
610 => 0.12334755163256
611 => 0.13409180438159
612 => 0.13166004908003
613 => 0.13437691554638
614 => 0.12683907527021
615 => 0.12712703091981
616 => 0.12355849653382
617 => 0.12555663734042
618 => 0.1241444158214
619 => 0.12539520730926
620 => 0.12614492656988
621 => 0.12971287539449
622 => 0.13510474997579
623 => 0.1291799428207
624 => 0.12659841949843
625 => 0.12819998204853
626 => 0.13246515417089
627 => 0.13892710826641
628 => 0.13510150138291
629 => 0.13679924075479
630 => 0.13717012128038
701 => 0.13434926039615
702 => 0.13903111743084
703 => 0.14154016265107
704 => 0.14411392387327
705 => 0.14634864862736
706 => 0.1430859070429
707 => 0.1465775082339
708 => 0.14376389402454
709 => 0.14123979121264
710 => 0.14124361923471
711 => 0.13966021266955
712 => 0.13659216292749
713 => 0.13602636748272
714 => 0.13896970683847
715 => 0.14132998626651
716 => 0.14152439018518
717 => 0.14283116215208
718 => 0.14360449634126
719 => 0.15118422269216
720 => 0.15423285133327
721 => 0.15796065672804
722 => 0.1594128470169
723 => 0.16378341914734
724 => 0.16025382719149
725 => 0.15949017776967
726 => 0.14888859938447
727 => 0.15062460725114
728 => 0.15340412334551
729 => 0.14893443258111
730 => 0.15176942259013
731 => 0.1523291096712
801 => 0.14878255419928
802 => 0.15067692271445
803 => 0.14564604157928
804 => 0.13521440943672
805 => 0.13904273081946
806 => 0.14186166395619
807 => 0.13783869879812
808 => 0.14504970813371
809 => 0.14083718534531
810 => 0.13950201785814
811 => 0.13429305346911
812 => 0.1367514841493
813 => 0.1400765468456
814 => 0.13802204467932
815 => 0.14228544515941
816 => 0.14832355724661
817 => 0.15262667549573
818 => 0.15295701548287
819 => 0.15019039873521
820 => 0.15462391972964
821 => 0.1546562130899
822 => 0.14965518329672
823 => 0.14659208039425
824 => 0.14589613696998
825 => 0.14763474009154
826 => 0.14974572524496
827 => 0.15307416046717
828 => 0.15508546416273
829 => 0.1603298774877
830 => 0.16174886536433
831 => 0.16330790283049
901 => 0.16539125767464
902 => 0.16789285932626
903 => 0.16241949732878
904 => 0.16263696420457
905 => 0.15754024529637
906 => 0.15209367019954
907 => 0.15622694177286
908 => 0.16163064452891
909 => 0.16039102914611
910 => 0.1602515470925
911 => 0.16048611721758
912 => 0.159551487701
913 => 0.15532419303651
914 => 0.15320127212027
915 => 0.15594038171711
916 => 0.15739609656409
917 => 0.15965378334007
918 => 0.15937547579095
919 => 0.16519103446803
920 => 0.16745078471657
921 => 0.16687264390283
922 => 0.1669790357263
923 => 0.17107020561155
924 => 0.17562042793721
925 => 0.17988231159992
926 => 0.18421768271378
927 => 0.1789912236236
928 => 0.17633755002079
929 => 0.17907546380807
930 => 0.17762268821361
1001 => 0.18597076770059
1002 => 0.18654877061169
1003 => 0.1948962464375
1004 => 0.20281899499512
1005 => 0.19784285857686
1006 => 0.20253513108917
1007 => 0.20761020637783
1008 => 0.21740085001093
1009 => 0.2141037056743
1010 => 0.21157814478528
1011 => 0.20919150194857
1012 => 0.21415772682288
1013 => 0.22054669578629
1014 => 0.22192281850822
1015 => 0.22415266303709
1016 => 0.2218082541674
1017 => 0.22463183642278
1018 => 0.23460032252919
1019 => 0.23190674958898
1020 => 0.22808144300042
1021 => 0.23595060539784
1022 => 0.23879842467888
1023 => 0.25878591180771
1024 => 0.28402093994977
1025 => 0.27357347259683
1026 => 0.26708839247319
1027 => 0.2686125401304
1028 => 0.27782751814827
1029 => 0.28078707661883
1030 => 0.27274197647487
1031 => 0.27558364185325
1101 => 0.29124149747444
1102 => 0.29964143465106
1103 => 0.28823319170314
1104 => 0.25675830186729
1105 => 0.2277370159957
1106 => 0.23543476785438
1107 => 0.23456208168266
1108 => 0.25138449419037
1109 => 0.23184250876518
1110 => 0.23217154568152
1111 => 0.24934182786464
1112 => 0.24476109095135
1113 => 0.23734088380826
1114 => 0.22779119171954
1115 => 0.21013770265394
1116 => 0.19450151508458
1117 => 0.22516767970704
1118 => 0.22384529892572
1119 => 0.22193029558851
1120 => 0.22619192829046
1121 => 0.24688520700558
1122 => 0.24640815995359
1123 => 0.24337343000037
1124 => 0.24567524592301
1125 => 0.2369373643479
1126 => 0.23918931538767
1127 => 0.22773241887575
1128 => 0.2329114145814
1129 => 0.23732496337631
1130 => 0.2382110486406
1201 => 0.24020744398567
1202 => 0.22314846434341
1203 => 0.23080744537745
1204 => 0.23530637918548
1205 => 0.21498003256819
1206 => 0.23490459266705
1207 => 0.22285150546064
1208 => 0.21876050663149
1209 => 0.22426849760683
1210 => 0.22212202816704
1211 => 0.22027661978763
1212 => 0.21924685020377
1213 => 0.22329131088128
1214 => 0.2231026319565
1215 => 0.21648510929211
1216 => 0.20785282074114
1217 => 0.21075010012406
1218 => 0.2096974913621
1219 => 0.20588270141955
1220 => 0.20845340924134
1221 => 0.19713331299965
1222 => 0.17765767578324
1223 => 0.1905238782833
1224 => 0.19002854348279
1225 => 0.18977877321472
1226 => 0.1994473687978
1227 => 0.19851795642494
1228 => 0.19683106386737
1229 => 0.20585172031486
1230 => 0.20255905936657
1231 => 0.2127062645607
]
'min_raw' => 0.09108896756648
'max_raw' => 0.29964143465106
'avg_raw' => 0.19536520110877
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.091088'
'max' => '$0.299641'
'avg' => '$0.195365'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.049622921064004
'max_diff' => 0.19807813241652
'year' => 2029
]
4 => [
'items' => [
101 => 0.21938987018163
102 => 0.21769469160417
103 => 0.22398065499533
104 => 0.21081684758936
105 => 0.21518933636934
106 => 0.21609050024688
107 => 0.20574040681453
108 => 0.19867001978338
109 => 0.19819850557671
110 => 0.18593942882404
111 => 0.19248812867351
112 => 0.19825071353743
113 => 0.19549088258226
114 => 0.19461720254946
115 => 0.19908064435896
116 => 0.19942749201435
117 => 0.19151932871414
118 => 0.19316368628322
119 => 0.20002093069796
120 => 0.19299090131784
121 => 0.17933270258105
122 => 0.17594528045495
123 => 0.17549333590075
124 => 0.16630637843494
125 => 0.17617164419901
126 => 0.17186519132031
127 => 0.18546922436489
128 => 0.17769867364972
129 => 0.17736370073919
130 => 0.17685734005508
131 => 0.16894974625583
201 => 0.17068100674406
202 => 0.17643598028537
203 => 0.17848941967933
204 => 0.1782752291272
205 => 0.1764077777754
206 => 0.17726268744136
207 => 0.17450872553704
208 => 0.17353624426987
209 => 0.17046682588862
210 => 0.16595562881665
211 => 0.16658293843828
212 => 0.15764507661979
213 => 0.15277525513285
214 => 0.15142735272847
215 => 0.14962488130063
216 => 0.15163094667244
217 => 0.15761975678024
218 => 0.1503959811933
219 => 0.13801132463842
220 => 0.13875566359979
221 => 0.14042797224978
222 => 0.13731163614395
223 => 0.13436228555405
224 => 0.13692650660359
225 => 0.13167896435725
226 => 0.14106211265982
227 => 0.14080832479421
228 => 0.14430578223141
301 => 0.14649281414194
302 => 0.14145241364815
303 => 0.14018476655466
304 => 0.14090687595046
305 => 0.12897201615638
306 => 0.14333044956366
307 => 0.14345462189202
308 => 0.14239138302945
309 => 0.15003680555193
310 => 0.16617103174145
311 => 0.16010068685121
312 => 0.15775006583256
313 => 0.15328153355782
314 => 0.15923558749872
315 => 0.15877840905377
316 => 0.15671087474592
317 => 0.15546042354544
318 => 0.15776441822326
319 => 0.15517493310768
320 => 0.15470979042663
321 => 0.15189153185969
322 => 0.15088554177389
323 => 0.15014074676398
324 => 0.14932080064012
325 => 0.15112939747152
326 => 0.14703087911084
327 => 0.14208846775058
328 => 0.1416775597236
329 => 0.14281211291348
330 => 0.14231015758451
331 => 0.1416751565546
401 => 0.14046276665627
402 => 0.14010307647205
403 => 0.1412718950739
404 => 0.13995236701876
405 => 0.14189940254254
406 => 0.14136991661446
407 => 0.13841225126193
408 => 0.13472590516471
409 => 0.13469308895208
410 => 0.13389887173225
411 => 0.13288731669144
412 => 0.13260592522034
413 => 0.136710555059
414 => 0.14520701598379
415 => 0.14353895740117
416 => 0.14474430067663
417 => 0.1506733966198
418 => 0.152558077926
419 => 0.15122037577598
420 => 0.14938924656716
421 => 0.14946980695921
422 => 0.15572732978625
423 => 0.15611760380934
424 => 0.15710370035851
425 => 0.15837111309505
426 => 0.15143622164546
427 => 0.14914317419558
428 => 0.1480566011004
429 => 0.14471037652395
430 => 0.14831899284604
501 => 0.14621640665152
502 => 0.14650011736373
503 => 0.14631535039021
504 => 0.14641624565164
505 => 0.14105948987864
506 => 0.14301121013953
507 => 0.13976609666344
508 => 0.13542125400004
509 => 0.13540668856393
510 => 0.13647008265046
511 => 0.13583753423718
512 => 0.13413536272134
513 => 0.13437714815114
514 => 0.13225885336748
515 => 0.13463434749084
516 => 0.13470246816237
517 => 0.13378777353084
518 => 0.13744754998289
519 => 0.13894696338139
520 => 0.13834489178025
521 => 0.13890472043285
522 => 0.14360827276611
523 => 0.14437515702681
524 => 0.14471575635788
525 => 0.14425939837501
526 => 0.13899069273507
527 => 0.13922438223447
528 => 0.13750972374331
529 => 0.13606101800454
530 => 0.13611895863663
531 => 0.13686378170492
601 => 0.14011646772744
602 => 0.14696155370553
603 => 0.14722131971471
604 => 0.14753616369574
605 => 0.14625553499698
606 => 0.14586928512747
607 => 0.14637884840491
608 => 0.14894950280075
609 => 0.15556192383273
610 => 0.15322465261128
611 => 0.15132441472644
612 => 0.1529914356519
613 => 0.15273481084697
614 => 0.15056863923527
615 => 0.15050784201278
616 => 0.14635026612297
617 => 0.14481330497993
618 => 0.14352890520926
619 => 0.14212637418979
620 => 0.14129490678818
621 => 0.14257241861222
622 => 0.14286460068146
623 => 0.1400712987511
624 => 0.1396905820196
625 => 0.14197165267354
626 => 0.14096783852562
627 => 0.14200028627015
628 => 0.14223982300305
629 => 0.14220125207205
630 => 0.14115315481431
701 => 0.14182118075169
702 => 0.14024110026168
703 => 0.13852300004921
704 => 0.13742695915508
705 => 0.13647051810622
706 => 0.13700120718881
707 => 0.13510939750939
708 => 0.13450416951834
709 => 0.14159486859516
710 => 0.14683284424107
711 => 0.14675668200072
712 => 0.14629306394988
713 => 0.14560422156782
714 => 0.14889910968997
715 => 0.14775123655158
716 => 0.14858641016777
717 => 0.14879899690522
718 => 0.14944243293244
719 => 0.14967240600697
720 => 0.14897726764916
721 => 0.14664429841631
722 => 0.14083076090013
723 => 0.13812454349301
724 => 0.13723144667304
725 => 0.13726390904621
726 => 0.13636845187567
727 => 0.13663220414397
728 => 0.13627672960041
729 => 0.13560354681345
730 => 0.13695964004869
731 => 0.13711591716117
801 => 0.13679938879596
802 => 0.13687394268446
803 => 0.13425322301152
804 => 0.13445247063635
805 => 0.13334303454214
806 => 0.13313502864893
807 => 0.1303304708124
808 => 0.12536179007785
809 => 0.1281149215263
810 => 0.12478952588543
811 => 0.12353014816827
812 => 0.1294918464079
813 => 0.12889345725641
814 => 0.12786927514257
815 => 0.12635429633795
816 => 0.12579237596255
817 => 0.12237832564399
818 => 0.12217660533792
819 => 0.12386870086291
820 => 0.12308785699958
821 => 0.12199125648676
822 => 0.11801948058996
823 => 0.11355388947215
824 => 0.11368867759829
825 => 0.11510909904759
826 => 0.11923916598136
827 => 0.11762547737945
828 => 0.11645472778383
829 => 0.11623548157717
830 => 0.11897980687651
831 => 0.122863602129
901 => 0.12468579196645
902 => 0.12288005717827
903 => 0.12080572628127
904 => 0.12093198119144
905 => 0.12177189854565
906 => 0.12186016198379
907 => 0.1205099858145
908 => 0.12089005249745
909 => 0.12031269645202
910 => 0.11676946346694
911 => 0.11670537761795
912 => 0.11583581110106
913 => 0.11580948097252
914 => 0.11433013140376
915 => 0.11412316017283
916 => 0.11118582181395
917 => 0.11311918681684
918 => 0.11182238707912
919 => 0.10986780399024
920 => 0.10953083312899
921 => 0.109520703378
922 => 0.1115276231735
923 => 0.11309573479055
924 => 0.11184494546577
925 => 0.11156016498205
926 => 0.11460087550168
927 => 0.11421391737136
928 => 0.11387881412612
929 => 0.12251585086198
930 => 0.11567896232917
1001 => 0.11269768869291
1002 => 0.10900779643953
1003 => 0.11020924396328
1004 => 0.11046240660947
1005 => 0.10158888089316
1006 => 0.097988892615179
1007 => 0.096753512300872
1008 => 0.096042533464275
1009 => 0.096366535448023
1010 => 0.093126123761332
1011 => 0.095303734006251
1012 => 0.092497811390757
1013 => 0.092027389333008
1014 => 0.097044726556621
1015 => 0.097742859720428
1016 => 0.094764406750655
1017 => 0.096677055724985
1018 => 0.095983502619083
1019 => 0.092545910880514
1020 => 0.092414620161314
1021 => 0.090689757464092
1022 => 0.087990681342172
1023 => 0.086757131128573
1024 => 0.086114687467157
1025 => 0.086379772242835
1026 => 0.086245737268524
1027 => 0.085371068396397
1028 => 0.086295872264424
1029 => 0.083933380536958
1030 => 0.082992617295192
1031 => 0.082567696364428
1101 => 0.080470848976352
1102 => 0.083807865643046
1103 => 0.084465299965014
1104 => 0.085124029635687
1105 => 0.09085782168505
1106 => 0.090571377637792
1107 => 0.093160692321096
1108 => 0.093060076313947
1109 => 0.092321561822152
1110 => 0.089205890661005
1111 => 0.09044774165434
1112 => 0.08662551732335
1113 => 0.089489387678118
1114 => 0.088182436846287
1115 => 0.089047506287202
1116 => 0.087492033432271
1117 => 0.08835289633409
1118 => 0.084621202031957
1119 => 0.081136598398982
1120 => 0.082538904622813
1121 => 0.084063371861285
1122 => 0.087368805261323
1123 => 0.085400116397494
1124 => 0.086108131357295
1125 => 0.083736399762235
1126 => 0.078842840029991
1127 => 0.078870537046637
1128 => 0.078117769493825
1129 => 0.077467268422333
1130 => 0.085626243995661
1201 => 0.084611546408801
1202 => 0.082994758604476
1203 => 0.085158893329158
1204 => 0.0857311248998
1205 => 0.085747415528154
1206 => 0.087326312358879
1207 => 0.088168969880471
1208 => 0.088317491920938
1209 => 0.090801920198408
1210 => 0.091634667786615
1211 => 0.095064637247589
1212 => 0.088097476277084
1213 => 0.087953992181764
1214 => 0.085189347142821
1215 => 0.083435965551814
1216 => 0.08530940268044
1217 => 0.086969012226732
1218 => 0.085240915837568
1219 => 0.085466568743887
1220 => 0.083146740532095
1221 => 0.083975969959748
1222 => 0.084690214052109
1223 => 0.084295850445635
1224 => 0.083705469039327
1225 => 0.086832943169874
1226 => 0.086656478822759
1227 => 0.089568854633443
1228 => 0.091839259843864
1229 => 0.095908231864416
1230 => 0.091662047440662
1231 => 0.091507299603206
]
'min_raw' => 0.077467268422333
'max_raw' => 0.22398065499533
'avg_raw' => 0.15072396170883
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.077467'
'max' => '$0.22398'
'avg' => '$0.150723'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.013621699144147
'max_diff' => -0.075660779655733
'year' => 2030
]
5 => [
'items' => [
101 => 0.093019984536673
102 => 0.091634436202433
103 => 0.09251005492217
104 => 0.095767156151654
105 => 0.09583597356816
106 => 0.09468319317545
107 => 0.094613046383788
108 => 0.094834450468244
109 => 0.096131221106332
110 => 0.095678089599647
111 => 0.096202464851069
112 => 0.09685820413249
113 => 0.099570619828143
114 => 0.10022457406953
115 => 0.098635804299367
116 => 0.098779252420911
117 => 0.098185008914167
118 => 0.097610977132501
119 => 0.098901316747076
120 => 0.1012594377544
121 => 0.101244768006
122 => 0.10179180624438
123 => 0.10213260653498
124 => 0.10066964220667
125 => 0.099717306223623
126 => 0.10008249243823
127 => 0.10066643314812
128 => 0.099893128336175
129 => 0.095119932807217
130 => 0.096567815417792
131 => 0.09632681695355
201 => 0.095983605834054
202 => 0.097439462995132
203 => 0.097299042020359
204 => 0.09309288865587
205 => 0.093362152947433
206 => 0.093109263509271
207 => 0.093926401020285
208 => 0.091590308095222
209 => 0.092308874545145
210 => 0.092759552686395
211 => 0.093025005573864
212 => 0.09398400342615
213 => 0.093871476096896
214 => 0.093977008569368
215 => 0.095398949218262
216 => 0.10259063706926
217 => 0.10298206477143
218 => 0.10105453160801
219 => 0.10182454308788
220 => 0.10034628942952
221 => 0.10133865101382
222 => 0.10201759960654
223 => 0.098949561470331
224 => 0.098767892163307
225 => 0.097283537226256
226 => 0.098081145491266
227 => 0.09681209339157
228 => 0.097123474387278
301 => 0.096252825977573
302 => 0.097819819770673
303 => 0.099571962317576
304 => 0.10001462271913
305 => 0.098850173779927
306 => 0.09800703600702
307 => 0.096526763824643
308 => 0.098988489453953
309 => 0.099708373047692
310 => 0.098984708211899
311 => 0.098817019257056
312 => 0.098499248990637
313 => 0.098884435721274
314 => 0.099704452407038
315 => 0.099317747681362
316 => 0.099573172965531
317 => 0.098599755175688
318 => 0.10067012650873
319 => 0.1039583744476
320 => 0.10396894670241
321 => 0.10358223989225
322 => 0.10342400779725
323 => 0.1038207924518
324 => 0.10403603184994
325 => 0.1053191606649
326 => 0.10669600900547
327 => 0.11312115944489
328 => 0.11131700291216
329 => 0.11701777861592
330 => 0.12152635204452
331 => 0.12287827607974
401 => 0.12163456958028
402 => 0.11737991682934
403 => 0.11717116326749
404 => 0.12352941074545
405 => 0.12173291460674
406 => 0.12151922710744
407 => 0.11924595314566
408 => 0.12058973960753
409 => 0.12029583379616
410 => 0.11983188909455
411 => 0.12239574005482
412 => 0.1271950401759
413 => 0.12644702424448
414 => 0.12588866505113
415 => 0.12344209760181
416 => 0.12491547766692
417 => 0.12439083524647
418 => 0.12664503203104
419 => 0.12530969579243
420 => 0.12171930438159
421 => 0.12229108604785
422 => 0.12220466239926
423 => 0.1239832549632
424 => 0.12344936562289
425 => 0.12210041193694
426 => 0.12717863668983
427 => 0.12684888502095
428 => 0.1273163974957
429 => 0.12752221094539
430 => 0.13061323686411
501 => 0.13187953128122
502 => 0.13216700228351
503 => 0.13336988404103
504 => 0.13213707348958
505 => 0.13706919467441
506 => 0.14034876746508
507 => 0.14415816002671
508 => 0.14972470642744
509 => 0.15181777936755
510 => 0.15143968447529
511 => 0.15566017642621
512 => 0.16324430664575
513 => 0.15297265403124
514 => 0.16378872917584
515 => 0.16036448466266
516 => 0.15224566252141
517 => 0.15172290609014
518 => 0.15722106670566
519 => 0.16941545777251
520 => 0.1663609011179
521 => 0.16942045393293
522 => 0.16585132305648
523 => 0.16567408562547
524 => 0.16924710921271
525 => 0.17759567357968
526 => 0.17362958359019
527 => 0.16794322106509
528 => 0.17214194266403
529 => 0.16850462144169
530 => 0.16030871870566
531 => 0.166358565356
601 => 0.16231320519063
602 => 0.16349385635006
603 => 0.17199660171575
604 => 0.17097352889787
605 => 0.17229747985819
606 => 0.16996074106706
607 => 0.16777785856625
608 => 0.16370334627551
609 => 0.16249708405725
610 => 0.16283045153761
611 => 0.16249691885689
612 => 0.16021726667692
613 => 0.1597249760057
614 => 0.15890446998593
615 => 0.15915877911065
616 => 0.15761598774596
617 => 0.16052755380808
618 => 0.16106796612584
619 => 0.16318676110139
620 => 0.16340674142458
621 => 0.16930755527233
622 => 0.16605748616414
623 => 0.16823791311938
624 => 0.16804287520953
625 => 0.15242162201564
626 => 0.15457409287827
627 => 0.15792266205796
628 => 0.15641413618139
629 => 0.15428143353261
630 => 0.15255916179543
701 => 0.14994974400229
702 => 0.15362244943671
703 => 0.15845166653429
704 => 0.1635292183396
705 => 0.1696295641393
706 => 0.16826803797266
707 => 0.16341517661819
708 => 0.16363287243353
709 => 0.16497858230384
710 => 0.16323576575116
711 => 0.16272177512595
712 => 0.1649079678848
713 => 0.16492302299282
714 => 0.16291770192254
715 => 0.1606891545228
716 => 0.16067981682782
717 => 0.16028326834325
718 => 0.16592186815095
719 => 0.16902252791844
720 => 0.16937801356382
721 => 0.16899860090215
722 => 0.16914462177728
723 => 0.16734041617695
724 => 0.17146429515875
725 => 0.17524877432181
726 => 0.17423445306251
727 => 0.17271384130054
728 => 0.17150260078956
729 => 0.17394912329189
730 => 0.17384018349605
731 => 0.17521572019783
801 => 0.17515331790755
802 => 0.17469077665129
803 => 0.17423446958131
804 => 0.17604367553518
805 => 0.17552265327543
806 => 0.17500082172419
807 => 0.17395420865977
808 => 0.17409646075763
809 => 0.17257611155073
810 => 0.17187272844117
811 => 0.16129553412546
812 => 0.15846896218451
813 => 0.15935825925731
814 => 0.15965103894426
815 => 0.15842091121321
816 => 0.16018459838565
817 => 0.15990972960804
818 => 0.16097908322889
819 => 0.16031099751252
820 => 0.16033841598336
821 => 0.16230311362432
822 => 0.16287347370791
823 => 0.16258338396603
824 => 0.16278655287755
825 => 0.16746849469134
826 => 0.16680287228549
827 => 0.16644927364873
828 => 0.16654722288765
829 => 0.16774355940304
830 => 0.16807846830979
831 => 0.16665943573823
901 => 0.16732865970231
902 => 0.17017813040418
903 => 0.17117528388376
904 => 0.17435771912976
905 => 0.17300576407399
906 => 0.17548733609011
907 => 0.18311484243743
908 => 0.18920822229095
909 => 0.18360449835808
910 => 0.19479421447184
911 => 0.20350701353584
912 => 0.20317260179584
913 => 0.20165332374836
914 => 0.19173403365574
915 => 0.18260615502422
916 => 0.19024201308968
917 => 0.19026147846222
918 => 0.18960555148249
919 => 0.18553164534517
920 => 0.18946378837961
921 => 0.18977590761424
922 => 0.18960120384205
923 => 0.18647774955835
924 => 0.18170881217797
925 => 0.18264065112687
926 => 0.18416702233418
927 => 0.18127728320436
928 => 0.18035383645692
929 => 0.18207069965335
930 => 0.1876027905949
1001 => 0.18655698084762
1002 => 0.18652967052867
1003 => 0.19100408811988
1004 => 0.18780137076432
1005 => 0.18265240460018
1006 => 0.18135222273722
1007 => 0.17673745303114
1008 => 0.17992489090437
1009 => 0.18003960111894
1010 => 0.1782938739706
1011 => 0.18279406073702
1012 => 0.18275259072372
1013 => 0.18702484829403
1014 => 0.1951918001818
1015 => 0.1927764306373
1016 => 0.18996761864849
1017 => 0.19027301439158
1018 => 0.19362245191238
1019 => 0.19159730552708
1020 => 0.19232556228706
1021 => 0.19362134960855
1022 => 0.19440313027219
1023 => 0.19016052818501
1024 => 0.18917137469137
1025 => 0.18714791378908
1026 => 0.18662003060936
1027 => 0.18826809729338
1028 => 0.18783388994919
1029 => 0.18002996016959
1030 => 0.17921440608696
1031 => 0.17923941796634
1101 => 0.17718866844809
1102 => 0.1740607831965
1103 => 0.18228067888137
1104 => 0.18162050622051
1105 => 0.18089172669622
1106 => 0.18098099802959
1107 => 0.18454897614828
1108 => 0.18247936865223
1109 => 0.18798175938248
1110 => 0.18685063326535
1111 => 0.18569049803144
1112 => 0.18553013200353
1113 => 0.18508357891656
1114 => 0.18355218222626
1115 => 0.18170292870005
1116 => 0.18048189134244
1117 => 0.16648500452672
1118 => 0.16908274530358
1119 => 0.17207120927582
1120 => 0.17310281506352
1121 => 0.17133818197871
1122 => 0.18362186069601
1123 => 0.18586620716614
1124 => 0.17906793531303
1125 => 0.17779625622093
1126 => 0.18370523176558
1127 => 0.18014139716927
1128 => 0.18174619166977
1129 => 0.17827750373535
1130 => 0.18532560982362
1201 => 0.18527191506403
1202 => 0.182530042607
1203 => 0.18484745443215
1204 => 0.18444474709883
1205 => 0.18134917984777
1206 => 0.18542374482694
1207 => 0.18542576576034
1208 => 0.18278677313389
1209 => 0.17970500749597
1210 => 0.17915406058797
1211 => 0.17873899610209
1212 => 0.18164411125016
1213 => 0.18424882840786
1214 => 0.1890955612742
1215 => 0.19031414507234
1216 => 0.19507035876216
1217 => 0.19223826508571
1218 => 0.19349369553072
1219 => 0.19485664287027
1220 => 0.19551008994557
1221 => 0.19444533300227
1222 => 0.20183369059821
1223 => 0.20245749435274
1224 => 0.20266665035575
1225 => 0.20017533774452
1226 => 0.20238820644227
1227 => 0.2013528784611
1228 => 0.2040465142457
1229 => 0.2044689107308
1230 => 0.20411115593511
1231 => 0.20424523124656
]
'min_raw' => 0.091590308095222
'max_raw' => 0.2044689107308
'avg_raw' => 0.14802960941301
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.09159'
'max' => '$0.204468'
'avg' => '$0.148029'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.014123039672889
'max_diff' => -0.019511744264532
'year' => 2031
]
6 => [
'items' => [
101 => 0.19794057143401
102 => 0.197613641563
103 => 0.19315592957388
104 => 0.19497248015919
105 => 0.19157652590949
106 => 0.19265341798428
107 => 0.19312810174984
108 => 0.19288015388878
109 => 0.19507518520375
110 => 0.19320896017075
111 => 0.18828368547286
112 => 0.18335706888716
113 => 0.18329521922906
114 => 0.18199812804405
115 => 0.18106056869139
116 => 0.18124117588442
117 => 0.18187765918962
118 => 0.18102357512463
119 => 0.18120583726306
120 => 0.1842326031672
121 => 0.18483959948336
122 => 0.18277678883225
123 => 0.1744943064059
124 => 0.17246176444343
125 => 0.17392271529899
126 => 0.17322447488732
127 => 0.13980567085001
128 => 0.14765692315045
129 => 0.14299197563687
130 => 0.14514179807504
131 => 0.14038009464598
201 => 0.14265262910459
202 => 0.14223297496975
203 => 0.15485755633341
204 => 0.15466044085996
205 => 0.15475478960598
206 => 0.15025127813402
207 => 0.15742549419252
208 => 0.1609597709994
209 => 0.16030567042418
210 => 0.16047029344692
211 => 0.15764152449408
212 => 0.15478217827283
213 => 0.15161072326323
214 => 0.15750289466737
215 => 0.15684778578995
216 => 0.15835036985402
217 => 0.16217186419072
218 => 0.16273459374824
219 => 0.16349090798019
220 => 0.16321982316615
221 => 0.16967816323545
222 => 0.16889601563955
223 => 0.17078076630643
224 => 0.16690369118829
225 => 0.16251641267676
226 => 0.16335029089086
227 => 0.16326998171322
228 => 0.16224755370724
229 => 0.16132455141928
301 => 0.15978801266413
302 => 0.1646498486504
303 => 0.16445246698811
304 => 0.16764784666946
305 => 0.16708303227252
306 => 0.16331106349622
307 => 0.16344578009899
308 => 0.16435181399518
309 => 0.16748760765483
310 => 0.16841852471413
311 => 0.16798728684163
312 => 0.16900799489917
313 => 0.16981472093023
314 => 0.1691093072681
315 => 0.17909647713812
316 => 0.17494910790503
317 => 0.17697050681203
318 => 0.17745259854057
319 => 0.1762177307152
320 => 0.17648552932922
321 => 0.17689117125871
322 => 0.17935414962173
323 => 0.18581771751482
324 => 0.18868038773567
325 => 0.19729287233677
326 => 0.18844268282412
327 => 0.18791754920417
328 => 0.18946891775294
329 => 0.19452535793787
330 => 0.19862312778048
331 => 0.19998259444329
401 => 0.20016227040512
402 => 0.20271272024018
403 => 0.20417459052257
404 => 0.20240302854672
405 => 0.20090181526246
406 => 0.19552465561568
407 => 0.19614707648632
408 => 0.2004349390599
409 => 0.20649179749894
410 => 0.21168921214835
411 => 0.20986925868631
412 => 0.22375421891472
413 => 0.22513085600639
414 => 0.22494064927233
415 => 0.22807683343822
416 => 0.22185214654173
417 => 0.21919097229584
418 => 0.20122639461401
419 => 0.206273708177
420 => 0.21361027485915
421 => 0.21263925274805
422 => 0.20731124191649
423 => 0.21168517037436
424 => 0.2102390128408
425 => 0.20909836839295
426 => 0.21432388173335
427 => 0.20857821516332
428 => 0.21355295743991
429 => 0.20717279901307
430 => 0.20987757208043
501 => 0.20834221207224
502 => 0.20933577816418
503 => 0.20352741109258
504 => 0.20666146497427
505 => 0.20339702414729
506 => 0.20339547637729
507 => 0.2033234136651
508 => 0.20716401382131
509 => 0.20728925565452
510 => 0.20445104633626
511 => 0.20404201603234
512 => 0.2055544154474
513 => 0.20378379183039
514 => 0.20461225547662
515 => 0.20380888515027
516 => 0.20362802956824
517 => 0.20218694152059
518 => 0.20156608116612
519 => 0.2018095365087
520 => 0.20097849791462
521 => 0.2004777671017
522 => 0.2032238057032
523 => 0.2017567080533
524 => 0.20299895194721
525 => 0.20158325824642
526 => 0.19667584709111
527 => 0.19385354304075
528 => 0.18458389828561
529 => 0.18721275803921
530 => 0.1889556947756
531 => 0.18837965419462
601 => 0.18961721226068
602 => 0.1896931882749
603 => 0.18929084553222
604 => 0.18882498417948
605 => 0.18859822863672
606 => 0.19028827867514
607 => 0.1912694096069
608 => 0.18913062179458
609 => 0.18862953373498
610 => 0.19079196629895
611 => 0.19211104891377
612 => 0.20185041381314
613 => 0.20112889020366
614 => 0.20293977287159
615 => 0.20273589527344
616 => 0.20463398880567
617 => 0.20773656953669
618 => 0.20142815541532
619 => 0.20252307797824
620 => 0.20225462825126
621 => 0.20518549197907
622 => 0.20519464181571
623 => 0.20343744260339
624 => 0.20439004880369
625 => 0.20385833015607
626 => 0.20481921761841
627 => 0.20111925381596
628 => 0.20562541034093
629 => 0.20818011072028
630 => 0.20821558273752
701 => 0.20942649044198
702 => 0.21065684280075
703 => 0.2130183970123
704 => 0.21059098033552
705 => 0.20622429403825
706 => 0.2065395546846
707 => 0.20397936810622
708 => 0.20402240530514
709 => 0.20379266936443
710 => 0.20448212421622
711 => 0.20127055038452
712 => 0.20202430034362
713 => 0.20096904598692
714 => 0.20252078406135
715 => 0.20085137040476
716 => 0.20225449879668
717 => 0.20286004249619
718 => 0.20509451178379
719 => 0.20052133747419
720 => 0.19119632548023
721 => 0.1931565560562
722 => 0.19025722106155
723 => 0.19052556555385
724 => 0.19106766413501
725 => 0.18931054526985
726 => 0.18964574817614
727 => 0.18963377236954
728 => 0.18953057133813
729 => 0.18907347685815
730 => 0.18841059942879
731 => 0.19105129908443
801 => 0.19150000541333
802 => 0.19249742399952
803 => 0.19546506515655
804 => 0.19516852782317
805 => 0.19565219251713
806 => 0.19459635520587
807 => 0.1905745428185
808 => 0.19079294658066
809 => 0.18806944816688
810 => 0.19242777802182
811 => 0.19139566798503
812 => 0.19073025993004
813 => 0.19054869717727
814 => 0.19352369454272
815 => 0.19441386038183
816 => 0.1938591687677
817 => 0.19272148008419
818 => 0.194906178684
819 => 0.19549071186428
820 => 0.19562156728659
821 => 0.19949243433105
822 => 0.1958379057544
823 => 0.19671758710569
824 => 0.20358060989234
825 => 0.19735679525726
826 => 0.20065368867709
827 => 0.20049232290039
828 => 0.20217890201319
829 => 0.20035397418559
830 => 0.20037659635317
831 => 0.20187416434656
901 => 0.19977110018765
902 => 0.19925035192644
903 => 0.19853094193326
904 => 0.20010174733429
905 => 0.20104337413079
906 => 0.20863219456192
907 => 0.21353491865268
908 => 0.21332207846988
909 => 0.2152670393205
910 => 0.2143908166435
911 => 0.21156126248359
912 => 0.21639096640718
913 => 0.21486264600236
914 => 0.21498863887963
915 => 0.21498394941844
916 => 0.21600014887956
917 => 0.21528007842804
918 => 0.21386074565439
919 => 0.21480296498703
920 => 0.21760101955538
921 => 0.22628626679034
922 => 0.23114664620724
923 => 0.22599366584657
924 => 0.22954812269821
925 => 0.2274167151697
926 => 0.22702937501789
927 => 0.22926183659301
928 => 0.2314982057966
929 => 0.23135575874642
930 => 0.22973226954345
1001 => 0.2288152016872
1002 => 0.23575954673496
1003 => 0.24087602187233
1004 => 0.24052711256924
1005 => 0.24206708476167
1006 => 0.24658849074818
1007 => 0.24700187144748
1008 => 0.24694979498082
1009 => 0.24592518778578
1010 => 0.25037709915826
1011 => 0.25409096194911
1012 => 0.24568802082388
1013 => 0.24888775080179
1014 => 0.25032421267774
1015 => 0.25243336489066
1016 => 0.25599185820882
1017 => 0.25985732579607
1018 => 0.2604039452956
1019 => 0.26001609260253
1020 => 0.25746671281939
1021 => 0.26169635357799
1022 => 0.26417397793709
1023 => 0.26564934654351
1024 => 0.26939063585146
1025 => 0.25033308377725
1026 => 0.23684320119733
1027 => 0.23473656123621
1028 => 0.23902049643667
1029 => 0.24015013598529
1030 => 0.23969477969969
1031 => 0.22451069040952
1101 => 0.23465662014852
1102 => 0.24557278745367
1103 => 0.24599212189735
1104 => 0.25145698349661
1105 => 0.25323656644557
1106 => 0.25763649632875
1107 => 0.25736127951659
1108 => 0.25843259242497
1109 => 0.25818631613989
1110 => 0.26633625973394
1111 => 0.27532685779651
1112 => 0.27501554197396
1113 => 0.27372303713053
1114 => 0.27564262722784
1115 => 0.28492188791946
1116 => 0.2840676022921
1117 => 0.2848974680112
1118 => 0.29583823932284
1119 => 0.31006279833453
1120 => 0.30345406255122
1121 => 0.31779311758851
1122 => 0.32681879265383
1123 => 0.34242776440708
1124 => 0.34047344426777
1125 => 0.34654990242739
1126 => 0.33697480333948
1127 => 0.31498844038683
1128 => 0.31150901428916
1129 => 0.3184749134498
1130 => 0.33559989681374
1201 => 0.31793558678103
1202 => 0.3215090536946
1203 => 0.32047989498309
1204 => 0.320425055489
1205 => 0.3225180559302
1206 => 0.31948204962668
1207 => 0.30711281377902
1208 => 0.31278156167564
1209 => 0.31059258587712
1210 => 0.31302141772453
1211 => 0.32612882147856
1212 => 0.32033372583742
1213 => 0.31422906333483
1214 => 0.32188566484614
1215 => 0.33163514966377
1216 => 0.33102504442539
1217 => 0.32984118525873
1218 => 0.33651453739634
1219 => 0.34753696001896
1220 => 0.35051627656217
1221 => 0.35271554712493
1222 => 0.35301878937855
1223 => 0.35614237305488
1224 => 0.33934607638282
1225 => 0.36600223056087
1226 => 0.37060501202603
1227 => 0.36973987987632
1228 => 0.37485567776019
1229 => 0.37335048024749
1230 => 0.37116968520984
1231 => 0.37927931301718
]
'min_raw' => 0.13980567085001
'max_raw' => 0.37927931301718
'avg_raw' => 0.2595424919336
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1398056'
'max' => '$0.379279'
'avg' => '$0.259542'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.048215362754792
'max_diff' => 0.17481040228638
'year' => 2032
]
7 => [
'items' => [
101 => 0.36998227914929
102 => 0.35678631003782
103 => 0.3495467403966
104 => 0.35908038969959
105 => 0.36490225665041
106 => 0.36875014036463
107 => 0.36991450765159
108 => 0.34064992508054
109 => 0.32487793816291
110 => 0.33498760095091
111 => 0.34732208728394
112 => 0.33927755768845
113 => 0.33959288801829
114 => 0.32812350288031
115 => 0.3483368733721
116 => 0.34539195531265
117 => 0.36067019541453
118 => 0.35702392079868
119 => 0.3694827325039
120 => 0.36620190984167
121 => 0.37982042128428
122 => 0.38525321420521
123 => 0.39437571906616
124 => 0.40108627077715
125 => 0.40502683509424
126 => 0.40479025839333
127 => 0.420404737399
128 => 0.4111974246577
129 => 0.39963086985764
130 => 0.39942166737332
131 => 0.40541215000362
201 => 0.41796655818808
202 => 0.42122173357111
203 => 0.42304093253102
204 => 0.42025476599714
205 => 0.41026088791051
206 => 0.40594558202282
207 => 0.40962234766558
208 => 0.40512597923255
209 => 0.41288797260612
210 => 0.42354684738034
211 => 0.42134583188922
212 => 0.42870349668135
213 => 0.43631790569228
214 => 0.44720685256243
215 => 0.45005362649083
216 => 0.45475923554134
217 => 0.45960285296637
218 => 0.46115849234414
219 => 0.46412869060285
220 => 0.4641130361919
221 => 0.47306392856193
222 => 0.48293704003214
223 => 0.48666391104909
224 => 0.49523364545169
225 => 0.48055827560654
226 => 0.49168971221259
227 => 0.50173054666917
228 => 0.48975944989501
301 => 0.50625881789036
302 => 0.50689945096125
303 => 0.51657224973704
304 => 0.50676701509376
305 => 0.50094469806199
306 => 0.51775350917332
307 => 0.5258867633975
308 => 0.52343696103456
309 => 0.50479384409091
310 => 0.4939427503888
311 => 0.46554334515073
312 => 0.49918366741823
313 => 0.51556888709308
314 => 0.50475141033033
315 => 0.51020711639442
316 => 0.53997167966144
317 => 0.55130409824076
318 => 0.54894703439585
319 => 0.54934533938506
320 => 0.55546010675252
321 => 0.58257635272373
322 => 0.56632766958812
323 => 0.57874917901875
324 => 0.58533750283167
325 => 0.59145710516039
326 => 0.57642929596124
327 => 0.5568783369955
328 => 0.55068572759763
329 => 0.50367582545544
330 => 0.50122875589528
331 => 0.49985514159737
401 => 0.49119469775062
402 => 0.4843899611823
403 => 0.4789785820195
404 => 0.4647775071217
405 => 0.46956995302278
406 => 0.44693640363037
407 => 0.4614165464479
408 => 0.42529285511145
409 => 0.45537773867773
410 => 0.4390039043444
411 => 0.44999849372637
412 => 0.44996013463977
413 => 0.42971560974983
414 => 0.41803899028578
415 => 0.4254797866691
416 => 0.43345691104318
417 => 0.4347511726346
418 => 0.44509372260985
419 => 0.44798010599557
420 => 0.43923422958447
421 => 0.42454427190107
422 => 0.42795641402867
423 => 0.41796984333447
424 => 0.40046876232078
425 => 0.41303834424437
426 => 0.41733015215859
427 => 0.41922565903241
428 => 0.40201535586818
429 => 0.39660750496012
430 => 0.39372841051294
501 => 0.4223226378803
502 => 0.42388909420331
503 => 0.41587488218022
504 => 0.45209988046334
505 => 0.44390104768442
506 => 0.45306115266127
507 => 0.42764679789497
508 => 0.42861766047201
509 => 0.41658609764254
510 => 0.42332296887772
511 => 0.41856156542819
512 => 0.42277869625698
513 => 0.42530642708787
514 => 0.43733601565627
515 => 0.45551509725578
516 => 0.43553919627558
517 => 0.42683541015834
518 => 0.43223519011352
519 => 0.44661551570887
520 => 0.46840244510114
521 => 0.4555041443981
522 => 0.46122819122276
523 => 0.46247864080883
524 => 0.45296791139145
525 => 0.46875311926072
526 => 0.47721254039666
527 => 0.48589015605159
528 => 0.49342468658348
529 => 0.48242412553415
530 => 0.49419630272542
531 => 0.48471000597827
601 => 0.47619981712075
602 => 0.47621272356439
603 => 0.47087415778005
604 => 0.4605300138703
605 => 0.4586223950257
606 => 0.468546069161
607 => 0.47650391604208
608 => 0.47715936242672
609 => 0.48156523534902
610 => 0.48417258556033
611 => 0.50972816215196
612 => 0.52000682646393
613 => 0.53257538261944
614 => 0.53747154356703
615 => 0.55220723264841
616 => 0.54030696694104
617 => 0.53773226959907
618 => 0.5019883078948
619 => 0.50784137962146
620 => 0.51721271219326
621 => 0.50214283771723
622 => 0.51170120446532
623 => 0.51358822853528
624 => 0.50163076914909
625 => 0.50801776485858
626 => 0.49105579786644
627 => 0.4558848217845
628 => 0.46879227461126
629 => 0.47829650449339
630 => 0.46473279658849
701 => 0.48904521802004
702 => 0.47484240332998
703 => 0.47034079292857
704 => 0.45277840581267
705 => 0.4610671764931
706 => 0.47227785752215
707 => 0.46535096002775
708 => 0.47972531240751
709 => 0.500083228877
710 => 0.51459149248805
711 => 0.51570525681828
712 => 0.50637741529455
713 => 0.52132534086581
714 => 0.52143422018458
715 => 0.50457289907612
716 => 0.49424543378142
717 => 0.49189901193729
718 => 0.49776083374702
719 => 0.50487816757604
720 => 0.51610021931166
721 => 0.52288147014599
722 => 0.54056337582437
723 => 0.54534759252098
724 => 0.55060399618668
725 => 0.55762817249891
726 => 0.56606249712359
727 => 0.54760867501117
728 => 0.54834187976592
729 => 0.53115793612539
730 => 0.5127944279187
731 => 0.52673004160397
801 => 0.54494900272046
802 => 0.54076955291017
803 => 0.5402992794281
804 => 0.54109014898196
805 => 0.53793898031307
806 => 0.52368636121146
807 => 0.51652878512475
808 => 0.52576388436901
809 => 0.53067192861036
810 => 0.53828387720225
811 => 0.53734554386956
812 => 0.55695310597868
813 => 0.56457201171238
814 => 0.56262276959434
815 => 0.56298147705519
816 => 0.57677514195969
817 => 0.59211653421704
818 => 0.60648577254105
819 => 0.62110277893739
820 => 0.60348140721514
821 => 0.59453436138969
822 => 0.60376542887853
823 => 0.59886729453227
824 => 0.62701342736689
825 => 0.62896220453656
826 => 0.65710630208542
827 => 0.68381840199608
828 => 0.66704101063918
829 => 0.68286133501844
830 => 0.69997230568458
831 => 0.73298214425451
901 => 0.72186559192428
902 => 0.71335048705791
903 => 0.70530375410387
904 => 0.72204772799833
905 => 0.74358858292204
906 => 0.74822827675686
907 => 0.75574635326874
908 => 0.74784201508316
909 => 0.7573619197934
910 => 0.79097136667862
911 => 0.78188979745144
912 => 0.76899250921374
913 => 0.79552393964403
914 => 0.80512556117843
915 => 0.87251476951508
916 => 0.95759642874944
917 => 0.92237206315012
918 => 0.90050716273944
919 => 0.90564593297832
920 => 0.93671487473479
921 => 0.94669323274805
922 => 0.91956861592174
923 => 0.92914948914366
924 => 0.9819410425671
925 => 1.010262017223
926 => 0.97179832962595
927 => 0.86567854103776
928 => 0.76783124952022
929 => 0.79378475735163
930 => 0.79084243499466
1001 => 0.84756037326774
1002 => 0.78167320502885
1003 => 0.78278257596493
1004 => 0.84067338113615
1005 => 0.82522910681612
1006 => 0.80021136037089
1007 => 0.76801390675556
1008 => 0.70849393584365
1009 => 0.65577543776979
1010 => 0.75916855283765
1011 => 0.75471005370774
1012 => 0.74825348625509
1013 => 0.76262187844741
1014 => 0.83239071239402
1015 => 0.83078231495188
1016 => 0.82055051103652
1017 => 0.82831124412734
1018 => 0.79885086633747
1019 => 0.80644347649425
1020 => 0.76781575000932
1021 => 0.78527709561687
1022 => 0.80015768352306
1023 => 0.80314518185609
1024 => 0.80987616814587
1025 => 0.75236062726205
1026 => 0.77818341655132
1027 => 0.79335188599062
1028 => 0.72482018923023
1029 => 0.79199723469187
1030 => 0.75135940965579
1031 => 0.7375663214789
1101 => 0.7561368976079
1102 => 0.74889992602995
1103 => 0.74267800283646
1104 => 0.73920606278828
1105 => 0.75284224433772
1106 => 0.75220610016968
1107 => 0.729894660486
1108 => 0.70079029694927
1109 => 0.71055867667037
1110 => 0.70700973273865
1111 => 0.69414790210721
1112 => 0.70281522300944
1113 => 0.66464872818672
1114 => 0.59898525756601
1115 => 0.64236455758455
1116 => 0.64069450172144
1117 => 0.63985238382425
1118 => 0.6724507288724
1119 => 0.6693171501678
1120 => 0.66362967413486
1121 => 0.69404344714969
1122 => 0.6829420108763
1123 => 0.71715402164354
1124 => 0.73968826462897
1125 => 0.73397285170147
1126 => 0.75516641614671
1127 => 0.71078372040979
1128 => 0.72552587160891
1129 => 0.72856420853931
1130 => 0.6936681459117
1201 => 0.66982984239749
1202 => 0.66824009932965
1203 => 0.6269077661566
1204 => 0.64898716491471
1205 => 0.66841612211424
1206 => 0.65911115936365
1207 => 0.65616548613467
1208 => 0.67121429182296
1209 => 0.67238371290925
1210 => 0.64572078821226
1211 => 0.65126485456177
1212 => 0.67438453286361
1213 => 0.65068229798755
1214 => 0.60463272736146
1215 => 0.59321179716107
1216 => 0.59168803454283
1217 => 0.56071356603396
1218 => 0.59397499832836
1219 => 0.57945549178089
1220 => 0.62532243899396
1221 => 0.59912348473522
1222 => 0.59799410018032
1223 => 0.59628686978088
1224 => 0.56962586519612
1225 => 0.57546293080495
1226 => 0.59486622589889
1227 => 0.60178954018218
1228 => 0.60106738178139
1229 => 0.5947711391675
1230 => 0.59765352679416
1231 => 0.58836835195827
]
'min_raw' => 0.32487793816291
'max_raw' => 1.010262017223
'avg_raw' => 0.66756997769293
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.324877'
'max' => '$1.01'
'avg' => '$0.667569'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.18507226731289
'max_diff' => 0.63098270420578
'year' => 2033
]
8 => [
'items' => [
101 => 0.58508956346952
102 => 0.57474080509718
103 => 0.55953098920732
104 => 0.56164600739403
105 => 0.53151138225139
106 => 0.51509243910808
107 => 0.5105478920442
108 => 0.50447073378069
109 => 0.51123432324077
110 => 0.53142601464458
111 => 0.50707055090528
112 => 0.4653148166614
113 => 0.46782440743777
114 => 0.47346271280807
115 => 0.46295576805163
116 => 0.45301182662069
117 => 0.46165727691742
118 => 0.44396482186217
119 => 0.4756007614748
120 => 0.47474509796697
121 => 0.48653701990118
122 => 0.49391075068123
123 => 0.47691668850689
124 => 0.47264272782688
125 => 0.4750773700709
126 => 0.43483815700986
127 => 0.48324861771631
128 => 0.48366727339079
129 => 0.48008248933268
130 => 0.50585956515358
131 => 0.56025723520724
201 => 0.53979064359184
202 => 0.53186536071236
203 => 0.5167993921651
204 => 0.53687390072562
205 => 0.53533249167929
206 => 0.52836165540976
207 => 0.52414567188362
208 => 0.53191375079965
209 => 0.5231831209404
210 => 0.52161485991601
211 => 0.51211290439306
212 => 0.50872113858279
213 => 0.50621001020696
214 => 0.50344550460354
215 => 0.5095433150928
216 => 0.49572487429037
217 => 0.47906118932109
218 => 0.47767578421947
219 => 0.48150100951112
220 => 0.47980863207409
221 => 0.4776676817674
222 => 0.47358002457881
223 => 0.47236730400993
224 => 0.47630805753041
225 => 0.47185917656599
226 => 0.47842374277207
227 => 0.47663854399804
228 => 0.46666656876438
301 => 0.45423779552516
302 => 0.45412715337309
303 => 0.45144939456597
304 => 0.44803886612138
305 => 0.44709013513041
306 => 0.46092918120755
307 => 0.48957559241944
308 => 0.48395161644803
309 => 0.48801551545561
310 => 0.50800587638427
311 => 0.51436021099237
312 => 0.5098500547982
313 => 0.50367627482532
314 => 0.50394788981166
315 => 0.52504556490931
316 => 0.52636140102621
317 => 0.52968609438881
318 => 0.53395926491799
319 => 0.51057779421703
320 => 0.50284662464431
321 => 0.49918316759179
322 => 0.48790113780635
323 => 0.50006783968182
324 => 0.4929788235291
325 => 0.49393537400338
326 => 0.49331241925213
327 => 0.49365259467033
328 => 0.47559191858493
329 => 0.48217227970926
330 => 0.47123115305804
331 => 0.45658221267115
401 => 0.45653310428639
402 => 0.46011841169294
403 => 0.45798573055443
404 => 0.45224674044695
405 => 0.45306193690445
406 => 0.44591995814674
407 => 0.45392910243533
408 => 0.45415877603543
409 => 0.45107481922329
410 => 0.4634140110488
411 => 0.46846938800753
412 => 0.46643946156902
413 => 0.46832696295724
414 => 0.48418531804037
415 => 0.48677092186746
416 => 0.48791927629205
417 => 0.4863806334909
418 => 0.46861682457657
419 => 0.46940472503946
420 => 0.46362363422288
421 => 0.45873922167921
422 => 0.45893457256559
423 => 0.46144579554222
424 => 0.47241245356245
425 => 0.49549113884622
426 => 0.49636695808244
427 => 0.49742847654619
428 => 0.49311074747769
429 => 0.49180847907553
430 => 0.49352650724197
501 => 0.50219364801493
502 => 0.52448788718875
503 => 0.51660761408255
504 => 0.51020082938346
505 => 0.51582130682132
506 => 0.51495607837452
507 => 0.50765267954839
508 => 0.50744769746807
509 => 0.49343014008288
510 => 0.48824816828192
511 => 0.48391772478116
512 => 0.47918899352743
513 => 0.47638564313171
514 => 0.48069286343951
515 => 0.48167797568543
516 => 0.47226016320512
517 => 0.47097655016406
518 => 0.47866733913309
519 => 0.47528290964933
520 => 0.47876387930319
521 => 0.47957149412209
522 => 0.4794414495353
523 => 0.47590771645501
524 => 0.47816001254295
525 => 0.47283266085319
526 => 0.46703996603292
527 => 0.46334458763523
528 => 0.46011987986243
529 => 0.4619091351559
530 => 0.45553076673981
531 => 0.45349019831231
601 => 0.47739698530662
602 => 0.49505718590059
603 => 0.49480039958975
604 => 0.49323727896256
605 => 0.49091479877801
606 => 0.5020237441236
607 => 0.49815360969557
608 => 0.50096945585251
609 => 0.50168620688014
610 => 0.50385559636919
611 => 0.5046309666462
612 => 0.5022872591398
613 => 0.49442149048857
614 => 0.47482074286454
615 => 0.46569654193434
616 => 0.46268540365179
617 => 0.4627948528094
618 => 0.4597757564401
619 => 0.46066501562726
620 => 0.45946650838522
621 => 0.45719682561884
622 => 0.46176898864087
623 => 0.46229588783652
624 => 0.46122869035389
625 => 0.46148005399416
626 => 0.45264411464406
627 => 0.45331589192219
628 => 0.4495753506722
629 => 0.44887404428072
630 => 0.43941828172691
701 => 0.42266602772815
702 => 0.4319484026241
703 => 0.42073659904921
704 => 0.41649051914885
705 => 0.43659080099625
706 => 0.4345732901938
707 => 0.43112018869089
708 => 0.42601233187866
709 => 0.42411777810097
710 => 0.41260706909055
711 => 0.41192695499498
712 => 0.41763197319582
713 => 0.41499930359382
714 => 0.41130203840267
715 => 0.39791091866606
716 => 0.38285486643474
717 => 0.38330931401263
718 => 0.3880983640996
719 => 0.40202317311887
720 => 0.3965825093334
721 => 0.39263524533262
722 => 0.39189604143959
723 => 0.40114872578899
724 => 0.41424321264069
725 => 0.42038685289888
726 => 0.41429869198815
727 => 0.40730494054376
728 => 0.40773061778825
729 => 0.41056245778912
730 => 0.41086004413315
731 => 0.40630783091212
801 => 0.4075892522691
802 => 0.40564265605222
803 => 0.39369639866239
804 => 0.3934803287482
805 => 0.39054852452531
806 => 0.39045975065861
807 => 0.38547202030264
808 => 0.38477420234729
809 => 0.37487076099192
810 => 0.3813892360824
811 => 0.37701698522701
812 => 0.37042697187821
813 => 0.36929085109295
814 => 0.36925669793024
815 => 0.37602316813943
816 => 0.38131016593838
817 => 0.37709304240256
818 => 0.37613288511896
819 => 0.38638485293152
820 => 0.38508019657861
821 => 0.38395037259112
822 => 0.41307074496471
823 => 0.39001969794002
824 => 0.37996812572949
825 => 0.36752739637717
826 => 0.37157816058589
827 => 0.37243171612277
828 => 0.34251400464045
829 => 0.33037639281809
830 => 0.3262112218369
831 => 0.32381410705036
901 => 0.32490650235966
902 => 0.31398122811966
903 => 0.3213231930963
904 => 0.3118628290949
905 => 0.31027676828338
906 => 0.32719307103209
907 => 0.32954687573597
908 => 0.31950481359943
909 => 0.32595344315327
910 => 0.32361508043439
911 => 0.31202499988281
912 => 0.3115823440566
913 => 0.30576684904685
914 => 0.29666672545832
915 => 0.29250772478945
916 => 0.290341681131
917 => 0.29123543295983
918 => 0.29078352468592
919 => 0.28783451751611
920 => 0.2909525583249
921 => 0.28298725252185
922 => 0.27981540357024
923 => 0.27838275298514
924 => 0.27131308561903
925 => 0.28256407029386
926 => 0.28478065601097
927 => 0.28700160908668
928 => 0.30633348930168
929 => 0.30536772319747
930 => 0.3140977784324
1001 => 0.31375854453952
1002 => 0.31126859136899
1003 => 0.30076388851998
1004 => 0.30495087584727
1005 => 0.29206397965616
1006 => 0.3017197185063
1007 => 0.29731324252839
1008 => 0.30022988454565
1009 => 0.29498549921561
1010 => 0.29788795859262
1011 => 0.2853062907144
1012 => 0.27355770627857
1013 => 0.27828567961811
1014 => 0.28342552734752
1015 => 0.29457002683374
1016 => 0.28793245487987
1017 => 0.29031957674887
1018 => 0.28232311808711
1019 => 0.26582413979242
1020 => 0.26591752221779
1021 => 0.26337951385693
1022 => 0.26118630407786
1023 => 0.28869485986482
1024 => 0.2852737361068
1025 => 0.279822623144
1026 => 0.28711915446332
1027 => 0.28904847315567
1028 => 0.28910339814654
1029 => 0.29442675904639
1030 => 0.29726783771291
1031 => 0.29776859014182
1101 => 0.30614501353655
1102 => 0.30895268017077
1103 => 0.32051706168127
1104 => 0.29702679203756
1105 => 0.29654302539245
1106 => 0.2872218316223
1107 => 0.28131018317103
1108 => 0.2876266072494
1109 => 0.29322209670496
1110 => 0.28739569907705
1111 => 0.28815650360529
1112 => 0.280335040824
1113 => 0.28313084573428
1114 => 0.28553896955861
1115 => 0.28420934512579
1116 => 0.28221883299531
1117 => 0.29276333037972
1118 => 0.29216836851308
1119 => 0.30198764689439
1120 => 0.30964247657595
1121 => 0.32336129982979
1122 => 0.30904499258598
1123 => 0.30852324944785
1124 => 0.31362337231332
1125 => 0.30895189936854
1126 => 0.31190410901587
1127 => 0.32288565321462
1128 => 0.32311767593905
1129 => 0.31923099636047
1130 => 0.3189944915549
1201 => 0.31974097088358
1202 => 0.32411312362752
1203 => 0.32258535911611
1204 => 0.32435332688698
1205 => 0.32656419765655
1206 => 0.33570929654926
1207 => 0.33791414893171
1208 => 0.33255750072726
1209 => 0.33304114608427
1210 => 0.33103761261253
1211 => 0.32910222438302
1212 => 0.3334526944822
1213 => 0.34140326409715
1214 => 0.34135380401621
1215 => 0.34319818162989
1216 => 0.34434721360356
1217 => 0.33941472722974
1218 => 0.33620385997294
1219 => 0.33743511079199
1220 => 0.33940390766481
1221 => 0.33679665650092
1222 => 0.32070349452117
1223 => 0.32558513183065
1224 => 0.32477258868249
1225 => 0.32361542843087
1226 => 0.32852395249415
1227 => 0.32805051337382
1228 => 0.3138691736412
1229 => 0.31477701699963
1230 => 0.31392438260269
1231 => 0.31667941877179
]
'min_raw' => 0.26118630407786
'max_raw' => 0.58508956346952
'avg_raw' => 0.42313793377369
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.261186'
'max' => '$0.585089'
'avg' => '$0.423137'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.063691634085047
'max_diff' => -0.42517245375344
'year' => 2034
]
9 => [
'items' => [
101 => 0.30880311837415
102 => 0.31122581532877
103 => 0.31274530814734
104 => 0.31364030109077
105 => 0.31687362930484
106 => 0.31649423555785
107 => 0.31685004565684
108 => 0.32164421783131
109 => 0.34589149552856
110 => 0.34721122135502
111 => 0.34071240871849
112 => 0.34330855618338
113 => 0.33832452076584
114 => 0.34167033713177
115 => 0.34395945971481
116 => 0.33361535493499
117 => 0.33300284418261
118 => 0.32799823787799
119 => 0.3306874298307
120 => 0.32640873207419
121 => 0.32745857484115
122 => 0.3245231229411
123 => 0.32980635191854
124 => 0.33571382284612
125 => 0.33720628329552
126 => 0.33328026239777
127 => 0.33043756453041
128 => 0.32544672351822
129 => 0.33374660334963
130 => 0.33617374114659
131 => 0.33373385462805
201 => 0.33316847960913
202 => 0.33209709496989
203 => 0.33339577892511
204 => 0.3361605224329
205 => 0.33485672045142
206 => 0.33571790463022
207 => 0.3324359585899
208 => 0.33941636008797
209 => 0.35050291759201
210 => 0.35053856268722
211 => 0.34923475367777
212 => 0.34870126312205
213 => 0.3500390502875
214 => 0.35076474494586
215 => 0.3550909033307
216 => 0.3597330436394
217 => 0.38139588693559
218 => 0.37531304722329
219 => 0.39453361052398
220 => 0.40973458061705
221 => 0.4142926868901
222 => 0.41009944359437
223 => 0.39575458479422
224 => 0.39505075758572
225 => 0.41648803287631
226 => 0.41043102071731
227 => 0.40971055839425
228 => 0.40204605651719
301 => 0.40657672639356
302 => 0.40558580243068
303 => 0.40402158047762
304 => 0.41266578299252
305 => 0.42884695842715
306 => 0.42632497048956
307 => 0.4244424234858
308 => 0.41619365051654
309 => 0.42116125427418
310 => 0.41939238572427
311 => 0.42699256756641
312 => 0.42249038820777
313 => 0.41038513289297
314 => 0.41231293470129
315 => 0.41202155133616
316 => 0.41801820034288
317 => 0.41621815515704
318 => 0.41167006362394
319 => 0.42879165292863
320 => 0.42767987215447
321 => 0.42925612310376
322 => 0.42995003751882
323 => 0.44037164721235
324 => 0.44464104724947
325 => 0.44561027580426
326 => 0.44966587563228
327 => 0.44550936878597
328 => 0.46213835971035
329 => 0.47319566834654
330 => 0.48603930133137
331 => 0.50480730116531
401 => 0.51186424271657
402 => 0.51058946938957
403 => 0.52481915266744
404 => 0.55038957720968
405 => 0.51575798327598
406 => 0.55222513578025
407 => 0.54068005633092
408 => 0.51330688064366
409 => 0.51154437083795
410 => 0.53008180322246
411 => 0.57119604408956
412 => 0.56089739306621
413 => 0.57121288899325
414 => 0.55917931505454
415 => 0.55858174668156
416 => 0.57062844516648
417 => 0.59877621280787
418 => 0.58540426350474
419 => 0.56623229524222
420 => 0.5803885782584
421 => 0.56812509580764
422 => 0.54049203751346
423 => 0.56088951788187
424 => 0.54725030364631
425 => 0.55123095146075
426 => 0.5798985511039
427 => 0.57644918966977
428 => 0.5809129827678
429 => 0.57303450478759
430 => 0.56567476403213
501 => 0.55193726137054
502 => 0.54787026408314
503 => 0.54899423581815
504 => 0.54786970709857
505 => 0.54018370061358
506 => 0.53852390824493
507 => 0.53575751491336
508 => 0.53661493588265
509 => 0.53141330708237
510 => 0.54122985533985
511 => 0.54305189319956
512 => 0.55019555838916
513 => 0.55093723740735
514 => 0.57083224327669
515 => 0.55987440836585
516 => 0.56722587007799
517 => 0.56656828614781
518 => 0.51390014036354
519 => 0.52115734615762
520 => 0.53244728093659
521 => 0.52736118062181
522 => 0.5201706247409
523 => 0.51436386533384
524 => 0.50556603106052
525 => 0.51794881385278
526 => 0.53423085646245
527 => 0.55135017687739
528 => 0.57191791865363
529 => 0.56732743812408
530 => 0.55096567725151
531 => 0.55169965389198
601 => 0.5562368086742
602 => 0.55036078098724
603 => 0.54862782570867
604 => 0.55599872723026
605 => 0.55604948657807
606 => 0.54928840658255
607 => 0.54177470343212
608 => 0.54174322074157
609 => 0.54040622983971
610 => 0.55941716276583
611 => 0.56987125365309
612 => 0.5710697983257
613 => 0.56979058204712
614 => 0.57028290162247
615 => 0.56419989647535
616 => 0.57810384238252
617 => 0.59086347810468
618 => 0.58744362316128
619 => 0.58231677444011
620 => 0.5782329924912
621 => 0.58648161391858
622 => 0.58611431579095
623 => 0.59075203381791
624 => 0.59054164013945
625 => 0.58898215000038
626 => 0.58744367885559
627 => 0.5935435430438
628 => 0.59178688011842
629 => 0.59002748861031
630 => 0.58649875959143
701 => 0.58697837247108
702 => 0.58185240897262
703 => 0.5794809037101
704 => 0.54381915459857
705 => 0.5342891699547
706 => 0.53728749712438
707 => 0.53827462428018
708 => 0.53412716275016
709 => 0.54007355718875
710 => 0.53914681791429
711 => 0.54275221830689
712 => 0.54049972066988
713 => 0.54059216395861
714 => 0.54721627922592
715 => 0.54913928806902
716 => 0.54816123025084
717 => 0.54884622842083
718 => 0.56463172212877
719 => 0.56238752971517
720 => 0.56119534722386
721 => 0.56152558992148
722 => 0.56555912200866
723 => 0.56668829077038
724 => 0.56190392338168
725 => 0.56416025870029
726 => 0.57376744811534
727 => 0.57712942069078
728 => 0.58785922331321
729 => 0.58330101245217
730 => 0.59166780576235
731 => 0.61738447594781
801 => 0.63792873155018
802 => 0.61903538507097
803 => 0.65676229418955
804 => 0.68613810454206
805 => 0.68501061201275
806 => 0.67988826000306
807 => 0.64644468091306
808 => 0.61566940081877
809 => 0.64141422940506
810 => 0.6414798582676
811 => 0.63926835466008
812 => 0.62553289568706
813 => 0.63879039046115
814 => 0.63984272225217
815 => 0.63925369628681
816 => 0.62872275209668
817 => 0.61264394676217
818 => 0.61578570683731
819 => 0.62093197393056
820 => 0.61118901669926
821 => 0.60807555151726
822 => 0.61386407565158
823 => 0.63251590649927
824 => 0.62898988592021
825 => 0.62889780727312
826 => 0.64398361857575
827 => 0.63318543340491
828 => 0.61582533449317
829 => 0.61144168056638
830 => 0.5958826623094
831 => 0.60662933163882
901 => 0.60701608513606
902 => 0.60113024417263
903 => 0.61630293804863
904 => 0.61616311900346
905 => 0.63056733368126
906 => 0.65810278216925
907 => 0.64995919511422
908 => 0.64048908938898
909 => 0.64151875245886
910 => 0.65281161491047
911 => 0.64598369248126
912 => 0.64843906099277
913 => 0.65280789841616
914 => 0.65544372650582
915 => 0.64113949735985
916 => 0.63780449729556
917 => 0.63098225758997
918 => 0.62920246259392
919 => 0.63475903448342
920 => 0.63329507410711
921 => 0.6069835800022
922 => 0.60423388247246
923 => 0.60431821177004
924 => 0.59740396659053
925 => 0.58685808308279
926 => 0.61457203527913
927 => 0.61234621706125
928 => 0.60988908601336
929 => 0.61019007054654
930 => 0.62221975788198
1001 => 0.61524193171365
1002 => 0.63379362622537
1003 => 0.62997995554874
1004 => 0.62606847860956
1005 => 0.62552779335006
1006 => 0.62402220844
1007 => 0.61885899757995
1008 => 0.61262411020557
1009 => 0.60850729750431
1010 => 0.56131581637368
1011 => 0.57007428077131
1012 => 0.58015009570163
1013 => 0.58362822663928
1014 => 0.57767864299109
1015 => 0.61909392340552
1016 => 0.62666089422481
1017 => 0.60374004603189
1018 => 0.59945249118706
1019 => 0.61937501478735
1020 => 0.60735929762692
1021 => 0.61276997432853
1022 => 0.60107505078157
1023 => 0.62483823254121
1024 => 0.62465719691042
1025 => 0.61541278249012
1026 => 0.62322609825514
1027 => 0.62186834236471
1028 => 0.61143142125218
1029 => 0.62516910155648
1030 => 0.62517591527452
1031 => 0.61627836738588
1101 => 0.60588797937563
1102 => 0.60403042340941
1103 => 0.60263100451639
1104 => 0.61242580306678
1105 => 0.62120778881952
1106 => 0.63754888706647
1107 => 0.64165742742067
1108 => 0.65769333394414
1109 => 0.64814473238353
1110 => 0.65237750378026
1111 => 0.65697277589347
1112 => 0.65917591833008
1113 => 0.65558601595677
1114 => 0.68049637943016
1115 => 0.68259957734113
1116 => 0.68330476140809
1117 => 0.67490512700144
1118 => 0.68236596831345
1119 => 0.67887528774065
1120 => 0.68795706885208
1121 => 0.68938120809236
1122 => 0.68817501282107
1123 => 0.68862705709444
1124 => 0.66737045635914
1125 => 0.66626818947352
1126 => 0.6512387022747
1127 => 0.65736332940058
1128 => 0.64591363254977
1129 => 0.64954444936611
1130 => 0.65114487882306
1201 => 0.65030890529832
1202 => 0.65770960662896
1203 => 0.65141749863452
1204 => 0.63481159111886
1205 => 0.61820115933481
1206 => 0.61799262889432
1207 => 0.61361939540406
1208 => 0.61045834858826
1209 => 0.61106727834914
1210 => 0.61321322625045
1211 => 0.61033362219511
1212 => 0.61094813171995
1213 => 0.6211530842878
1214 => 0.62319961474689
1215 => 0.61624470461583
1216 => 0.58831973685091
1217 => 0.58146687971692
1218 => 0.58639257752677
1219 => 0.58403841122923
1220 => 0.47136458019106
1221 => 0.49783562547892
1222 => 0.48210742924063
1223 => 0.48935570568675
1224 => 0.47330129012413
1225 => 0.48096329871462
1226 => 0.47954840549971
1227 => 0.52211306298741
1228 => 0.52144847440651
1229 => 0.52176657779094
1230 => 0.5065826744381
1231 => 0.53077104476709
]
'min_raw' => 0.30880311837415
'max_raw' => 0.68938120809236
'avg_raw' => 0.49909216323325
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.3088031'
'max' => '$0.689381'
'avg' => '$0.499092'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.047616814296288
'max_diff' => 0.10429164462284
'year' => 2035
]
10 => [
'items' => [
101 => 0.54268710577681
102 => 0.54048176001961
103 => 0.54103679803439
104 => 0.53149940601155
105 => 0.52185892059343
106 => 0.51116613860467
107 => 0.53103200587199
108 => 0.52882326055353
109 => 0.53388932763261
110 => 0.54677376259699
111 => 0.5486710445887
112 => 0.5512210108259
113 => 0.55030702944882
114 => 0.57208177389935
115 => 0.569444708672
116 => 0.57579927713447
117 => 0.56272744768491
118 => 0.54793543187328
119 => 0.55074691049164
120 => 0.55047614249221
121 => 0.54702895508641
122 => 0.54391698843062
123 => 0.53873644073989
124 => 0.55512846021015
125 => 0.554462974155
126 => 0.56523641984497
127 => 0.5633321086716
128 => 0.55061465259185
129 => 0.55106885902369
130 => 0.55412361556198
131 => 0.5646961628196
201 => 0.56783481467958
202 => 0.56638086608439
203 => 0.56982225456394
204 => 0.57254218770148
205 => 0.57016383628919
206 => 0.60383627678789
207 => 0.58985313185847
208 => 0.59666841940297
209 => 0.59829382532433
210 => 0.59413038223538
211 => 0.59503328395965
212 => 0.59640093404593
213 => 0.6047050375565
214 => 0.62649740797995
215 => 0.63614910049481
216 => 0.6651866936319
217 => 0.6353476617895
218 => 0.63357713712616
219 => 0.63880768450145
220 => 0.65585582561432
221 => 0.66967174273582
222 => 0.67425527950441
223 => 0.67486106955432
224 => 0.68346008923995
225 => 0.68838888696152
226 => 0.68241594207344
227 => 0.67735449667419
228 => 0.65922502750379
229 => 0.66132356292517
301 => 0.67578039096103
302 => 0.69620151206459
303 => 0.71372495842698
304 => 0.70758885826463
305 => 0.75440297109168
306 => 0.75904439915998
307 => 0.75840310387628
308 => 0.76897696775297
309 => 0.74799000128767
310 => 0.73901766652043
311 => 0.67844883861935
312 => 0.69546620868917
313 => 0.72020195548075
314 => 0.7169280866386
315 => 0.69896432613014
316 => 0.71371133130378
317 => 0.70883551021189
318 => 0.70498974781871
319 => 0.72260793087958
320 => 0.70323601488908
321 => 0.7200087058
322 => 0.69849755621547
323 => 0.70761688745331
324 => 0.70244031399029
325 => 0.70579019143784
326 => 0.68620687632869
327 => 0.69677355780349
328 => 0.68576726763931
329 => 0.68576204922471
330 => 0.68551908475932
331 => 0.69846793632811
401 => 0.69889019791288
402 => 0.68932097703892
403 => 0.68794190281166
404 => 0.69304106303191
405 => 0.68707128188617
406 => 0.68986450491091
407 => 0.68715588576609
408 => 0.68654611854434
409 => 0.68168738957813
410 => 0.67959411554595
411 => 0.68041494223099
412 => 0.67761303758977
413 => 0.67592478869412
414 => 0.68518324956136
415 => 0.68023682740524
416 => 0.68442513942426
417 => 0.67965202927147
418 => 0.66310634993681
419 => 0.65359075478407
420 => 0.62233750030619
421 => 0.63120088450657
422 => 0.63707731740126
423 => 0.63513515636462
424 => 0.63930766978787
425 => 0.63956382822431
426 => 0.63820730157667
427 => 0.63663661750053
428 => 0.63587209535655
429 => 0.64157021705658
430 => 0.64487816849341
501 => 0.63766709605877
502 => 0.63597764268096
503 => 0.6432684350466
504 => 0.64771581417789
505 => 0.68055276291684
506 => 0.67812009569232
507 => 0.68422561303905
508 => 0.68353822548261
509 => 0.68993778034718
510 => 0.70039834789707
511 => 0.67912908924745
512 => 0.6828206971134
513 => 0.68191560011634
514 => 0.691797211801
515 => 0.69182806111407
516 => 0.685903541286
517 => 0.68911531959916
518 => 0.68732259305528
519 => 0.69056229222158
520 => 0.6780876059384
521 => 0.69328042727215
522 => 0.7018937779646
523 => 0.70201337434732
524 => 0.70609603421576
525 => 0.71024425309381
526 => 0.71820639799651
527 => 0.71002219319394
528 => 0.69529960547039
529 => 0.69636252875036
530 => 0.68773068095483
531 => 0.68787578387574
601 => 0.68710121311198
602 => 0.68942575828098
603 => 0.67859771288249
604 => 0.68113903349472
605 => 0.67758116975564
606 => 0.68281296301247
607 => 0.67718441831452
608 => 0.68191516365117
609 => 0.68395679651177
610 => 0.6914904657206
611 => 0.67607168924694
612 => 0.64463176025774
613 => 0.65124081450357
614 => 0.64146550414399
615 => 0.642370246335
616 => 0.64419796954949
617 => 0.6382737206175
618 => 0.63940388061918
619 => 0.63936350335111
620 => 0.63901555386841
621 => 0.63747442791585
622 => 0.63523949038216
623 => 0.64414279363889
624 => 0.64565563835446
625 => 0.64901850475535
626 => 0.65902411411036
627 => 0.65802431778728
628 => 0.65965502707137
629 => 0.65609519786023
630 => 0.64253537660226
701 => 0.64327174013484
702 => 0.63408927508419
703 => 0.64878368847901
704 => 0.64530385743034
705 => 0.64306038771562
706 => 0.64244823621836
707 => 0.65247864754365
708 => 0.65547990381961
709 => 0.65360972231525
710 => 0.64977392548789
711 => 0.65713978934795
712 => 0.65911058377606
713 => 0.65955177196841
714 => 0.67260267046413
715 => 0.66028117221692
716 => 0.66324707931019
717 => 0.68638623979631
718 => 0.66540221422127
719 => 0.67651792056798
720 => 0.67597386458565
721 => 0.68166028381763
722 => 0.67550741223449
723 => 0.67558368445191
724 => 0.68063283949851
725 => 0.67354221185548
726 => 0.67178647273534
727 => 0.66936093171572
728 => 0.67465701179543
729 => 0.67783177228211
730 => 0.70341801020016
731 => 0.71994788676943
801 => 0.71923028123311
802 => 0.7257878525338
803 => 0.72283360660237
804 => 0.71329356719909
805 => 0.72957725117663
806 => 0.72442441222786
807 => 0.7248492060101
808 => 0.7248333951643
809 => 0.72825958259624
810 => 0.72583181479525
811 => 0.72104643525424
812 => 0.72422319351787
813 => 0.733657029849
814 => 0.76293994728626
815 => 0.77932705583121
816 => 0.7619534227756
817 => 0.77393752221514
818 => 0.76675133292266
819 => 0.7654453885576
820 => 0.77297228862363
821 => 0.78051236353182
822 => 0.78003209335681
823 => 0.77455838616059
824 => 0.77146642785562
825 => 0.79487977202285
826 => 0.81213032516935
827 => 0.81095395309393
828 => 0.81614607685812
829 => 0.83139031281613
830 => 0.83278405470514
831 => 0.83260847526192
901 => 0.82915394056807
902 => 0.84416387058291
903 => 0.85668541827589
904 => 0.82835431559755
905 => 0.83914242861609
906 => 0.84398556012141
907 => 0.85109671406359
908 => 0.86309442273182
909 => 0.87612711658057
910 => 0.87797008238701
911 => 0.87666240995331
912 => 0.86806699802244
913 => 0.88232752714412
914 => 0.89068101065305
915 => 0.89565531891654
916 => 0.90826933702679
917 => 0.84401546965279
918 => 0.79853338870106
919 => 0.79143070499123
920 => 0.8058742916144
921 => 0.80968295022149
922 => 0.80814768471262
923 => 0.75695346755156
924 => 0.79116117803277
925 => 0.82796579824456
926 => 0.82937961359843
927 => 0.84780477602476
928 => 0.85380476418371
929 => 0.86863943497816
930 => 0.86771152228092
1001 => 0.8713235285482
1002 => 0.87049319085858
1003 => 0.89797129469681
1004 => 0.9282837237683
1005 => 0.92723410073717
1006 => 0.92287633041776
1007 => 0.92934836245234
1008 => 0.96063403773142
1009 => 0.95775375409446
1010 => 0.96055170430579
1011 => 0.99743927864323
1012 => 1.0453983724782
1013 => 1.0231165583775
1014 => 1.0714616835566
1015 => 1.1018923771918
1016 => 1.1545191152415
1017 => 1.1479299884456
1018 => 1.1684171913755
1019 => 1.1361340762885
1020 => 1.0620055185548
1021 => 1.0502743905408
1022 => 1.0737604059044
1023 => 1.1314984829441
1024 => 1.0719420283861
1025 => 1.0839902215767
1026 => 1.0805203411272
1027 => 1.0803354459441
1028 => 1.0873921430603
1029 => 1.0771560358407
1030 => 1.0354522935879
1031 => 1.0545648729007
1101 => 1.0471845881666
1102 => 1.0553735643157
1103 => 1.0995660912021
1104 => 1.0800275216474
1105 => 1.059445225806
1106 => 1.0852599923682
1107 => 1.1181310611181
1108 => 1.1160740487108
1109 => 1.112082584876
1110 => 1.1345822575265
1111 => 1.1717451249596
1112 => 1.1817900986943
1113 => 1.1892050929448
1114 => 1.1902274953746
1115 => 1.200758875821
1116 => 1.1441289889111
1117 => 1.2340020737957
1118 => 1.2495206728614
1119 => 1.2466038194171
1120 => 1.2638520891561
1121 => 1.2587772106525
1122 => 1.2514245079249
1123 => 1.2787666842734
1124 => 1.2474210854897
1125 => 1.2029299543172
1126 => 1.1785212398212
1127 => 1.2106646040644
1128 => 1.2302934349589
1129 => 1.243266843552
1130 => 1.2471925891535
1201 => 1.1485250058273
1202 => 1.0953486507695
1203 => 1.1294340846934
1204 => 1.1710206665316
1205 => 1.1438979733493
1206 => 1.144961131572
1207 => 1.1062912988124
1208 => 1.1744420886779
1209 => 1.1645130918328
1210 => 1.216024745029
1211 => 1.2037310755869
1212 => 1.2457368290975
1213 => 1.2346753064321
1214 => 1.2805910685749
1215 => 1.2989081092133
1216 => 1.329665271265
1217 => 1.3522903648744
1218 => 1.3655762525908
1219 => 1.3647786177265
1220 => 1.4174239238622
1221 => 1.3863808261208
1222 => 1.3473833790614
1223 => 1.3466780382794
1224 => 1.3668753687096
1225 => 1.4092034324243
1226 => 1.4201784834973
1227 => 1.4263120398031
1228 => 1.4169182848101
1229 => 1.3832232270908
1230 => 1.3686738720054
1231 => 1.3810703440735
]
'min_raw' => 0.51116613860467
'max_raw' => 1.4263120398031
'avg_raw' => 0.96873908920386
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.511166'
'max' => '$1.42'
'avg' => '$0.968739'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.20236302023052
'max_diff' => 0.7369308317107
'year' => 2036
]
11 => [
'items' => [
101 => 1.3659105239752
102 => 1.3920806265592
103 => 1.4280177670394
104 => 1.4205968896411
105 => 1.4454037701835
106 => 1.4710762817849
107 => 1.5077891263996
108 => 1.5173872234546
109 => 1.5332525129036
110 => 1.5495831072226
111 => 1.554828053996
112 => 1.5648422847979
113 => 1.5647895048584
114 => 1.5949680634153
115 => 1.6282559480558
116 => 1.6408213538912
117 => 1.6697148117493
118 => 1.6202357777148
119 => 1.6577661934042
120 => 1.6916195678032
121 => 1.6512581792339
122 => 1.7068869503793
123 => 1.7090468895054
124 => 1.7416594059112
125 => 1.7086003727317
126 => 1.6889700243579
127 => 1.7456421045735
128 => 1.773063939036
129 => 1.7648042593296
130 => 1.7019476889332
131 => 1.6653624689174
201 => 1.5696118913741
202 => 1.6830325865913
203 => 1.7382764987045
204 => 1.7018046205468
205 => 1.7201989144471
206 => 1.8205522175973
207 => 1.8587602580417
208 => 1.8508132527236
209 => 1.8521561658035
210 => 1.8727725309024
211 => 1.9641968473901
212 => 1.9094132777516
213 => 1.951293264039
214 => 1.9735062577564
215 => 1.9941389242646
216 => 1.9434716163416
217 => 1.8775541931842
218 => 1.8566753782451
219 => 1.6981782110462
220 => 1.6899277451752
221 => 1.6852965086671
222 => 1.6560972175849
223 => 1.6331545731532
224 => 1.6149097304954
225 => 1.5670298149901
226 => 1.5831878809435
227 => 1.506877288943
228 => 1.5556981014236
301 => 1.4339045540072
302 => 1.5353378394104
303 => 1.480132313771
304 => 1.51720133949
305 => 1.5170720091514
306 => 1.4488161800574
307 => 1.4094476422988
308 => 1.434534806805
309 => 1.4614302385772
310 => 1.4657939318951
311 => 1.5006645612304
312 => 1.5103962043363
313 => 1.4809088713987
314 => 1.431380653449
315 => 1.4428849288603
316 => 1.4092145085247
317 => 1.3502083920006
318 => 1.3925876150362
319 => 1.4070577450634
320 => 1.4134485788286
321 => 1.3554228401254
322 => 1.3371898932248
323 => 1.3274828252841
324 => 1.4238902592384
325 => 1.4291716760979
326 => 1.4021512007277
327 => 1.5242863115878
328 => 1.4966433744495
329 => 1.527527307917
330 => 1.4418410364489
331 => 1.4451143674108
401 => 1.4045491133143
402 => 1.4272629450371
403 => 1.4112095408764
404 => 1.4254278918964
405 => 1.4339503128733
406 => 1.4745089106107
407 => 1.5358009534464
408 => 1.4684508086187
409 => 1.4391053860455
410 => 1.457311121165
411 => 1.505795392912
412 => 1.5792515464729
413 => 1.535764025122
414 => 1.5550630486315
415 => 1.5592790267145
416 => 1.5272129384659
417 => 1.5804338688852
418 => 1.608955397863
419 => 1.6382125848953
420 => 1.6636157806277
421 => 1.6265266210152
422 => 1.6662173383228
423 => 1.6342336265277
424 => 1.6055409306321
425 => 1.605584445608
426 => 1.5875850983393
427 => 1.5527090949425
428 => 1.5462774248223
429 => 1.5797357850182
430 => 1.6065662213769
501 => 1.6087761046245
502 => 1.6236308127903
503 => 1.6324216760671
504 => 1.7185840867791
505 => 1.7532393211404
506 => 1.7956150857273
507 => 1.8121228342011
508 => 1.8618052387519
509 => 1.8216826620695
510 => 1.8130018902214
511 => 1.6924886277718
512 => 1.7122226677466
513 => 1.743818769798
514 => 1.693009635857
515 => 1.725236336692
516 => 1.7315985700917
517 => 1.6912831609281
518 => 1.7128173628884
519 => 1.6556289069277
520 => 1.5370475055083
521 => 1.5805658838833
522 => 1.612610058495
523 => 1.5668790703058
524 => 1.6488500966013
525 => 1.6009643152649
526 => 1.5857868215042
527 => 1.5265740071762
528 => 1.5545201762288
529 => 1.592317770023
530 => 1.5689632515001
531 => 1.6174273841337
601 => 1.6860655208549
602 => 1.7349811445541
603 => 1.7387362787541
604 => 1.7072868098077
605 => 1.7576847845021
606 => 1.758051878727
607 => 1.70120275739
608 => 1.6663829871083
609 => 1.6584718620389
610 => 1.6782354035297
611 => 1.7022319914506
612 => 1.7400679223759
613 => 1.7629313830157
614 => 1.8225471625216
615 => 1.8386774831375
616 => 1.8563998150868
617 => 1.8800823159358
618 => 1.9085192302737
619 => 1.8463008806169
620 => 1.8487729316383
621 => 1.7908360659096
622 => 1.7289222158915
623 => 1.7759071103849
624 => 1.8373336097964
625 => 1.8232423029612
626 => 1.8216567430829
627 => 1.8243232150005
628 => 1.8136988298258
629 => 1.7656451294386
630 => 1.7415128619362
701 => 1.7726496438123
702 => 1.7891974576407
703 => 1.8148616737676
704 => 1.8116980174241
705 => 1.8778062820312
706 => 1.9034939546474
707 => 1.8969219487547
708 => 1.8981313560031
709 => 1.9446376602715
710 => 1.996362235369
711 => 2.0448091256066
712 => 2.0940913831987
713 => 2.0346796981522
714 => 2.0045141084889
715 => 2.0356372970201
716 => 2.0191228950948
717 => 2.114019547047
718 => 2.1205899853338
719 => 2.215479775178
720 => 2.305541485006
721 => 2.2489753386861
722 => 2.3023146668706
723 => 2.3600054991213
724 => 2.4713004745332
725 => 2.4338202422189
726 => 2.4051109716563
727 => 2.3779808496968
728 => 2.4344343267089
729 => 2.5070608230187
730 => 2.5227038747158
731 => 2.548051594571
801 => 2.521401566515
802 => 2.5534985899041
803 => 2.6668151866143
804 => 2.6361960419099
805 => 2.5927119341566
806 => 2.6821645042176
807 => 2.7145370415847
808 => 2.941744462456
809 => 3.2286032167764
810 => 3.1098418088716
811 => 3.0361227705784
812 => 3.0534484932163
813 => 3.1581995995124
814 => 3.1918423302209
815 => 3.1003897908107
816 => 3.1326923737936
817 => 3.3106827819493
818 => 3.4061689253088
819 => 3.2764859171266
820 => 2.9186956408545
821 => 2.5887966660233
822 => 2.676300729693
823 => 2.6663804844401
824 => 2.8576089732478
825 => 2.6354657854351
826 => 2.6392061069999
827 => 2.8343889984417
828 => 2.7823175492869
829 => 2.6979684704635
830 => 2.589412507645
831 => 2.3887367701638
901 => 2.2109926732198
902 => 2.5595897793479
903 => 2.5445576382489
904 => 2.5227888702992
905 => 2.5712329077447
906 => 2.8064634025001
907 => 2.8010405782292
908 => 2.7665433369669
909 => 2.7927091904196
910 => 2.6933814698432
911 => 2.7189804850859
912 => 2.5887444083402
913 => 2.6476165541683
914 => 2.6977874952235
915 => 2.7078600544338
916 => 2.7305540446522
917 => 2.5366363829556
918 => 2.6236997199339
919 => 2.6748412736772
920 => 2.4437818733193
921 => 2.6702739722448
922 => 2.5332607078933
923 => 2.4867563481022
924 => 2.5493683420774
925 => 2.5249683871331
926 => 2.5039907386854
927 => 2.4922848504099
928 => 2.5382601885516
929 => 2.5361153840749
930 => 2.4608908074464
1001 => 2.3627634137806
1002 => 2.3956981880167
1003 => 2.3837326757716
1004 => 2.3403681158133
1005 => 2.3695905933682
1006 => 2.2409095913739
1007 => 2.019520615699
1008 => 2.1657769543575
1009 => 2.1601462444155
1010 => 2.1573069851303
1011 => 2.2672145814039
1012 => 2.2566495020219
1013 => 2.2374737794899
1014 => 2.3400159386313
1015 => 2.302586671158
1016 => 2.4179348540661
1017 => 2.493910627582
1018 => 2.4746407138596
1019 => 2.5460962960741
1020 => 2.3964569386962
1021 => 2.4461611307282
1022 => 2.4564050958189
1023 => 2.3387505843047
1024 => 2.2583780796693
1025 => 2.2530181499238
1026 => 2.1136633028995
1027 => 2.1881055373468
1028 => 2.2536116230315
1029 => 2.2222392914662
1030 => 2.2123077485143
1031 => 2.2630458475665
1101 => 2.2669886324052
1102 => 2.1770927202434
1103 => 2.1957849270151
1104 => 2.2737345365742
1105 => 2.1938207968523
1106 => 2.0385614544081
1107 => 2.0000549908536
1108 => 1.9949175188005
1109 => 1.8904849356545
1110 => 2.0026281768742
1111 => 1.9536746468298
1112 => 2.1083182616866
1113 => 2.0199866582507
1114 => 2.0161788593727
1115 => 2.010422812886
1116 => 1.9205333745166
1117 => 1.9402134487477
1118 => 2.0056330128517
1119 => 2.0289754503282
1120 => 2.0265406428604
1121 => 2.0053124212981
1122 => 2.0150305924233
1123 => 1.9837249771938
1124 => 1.9726703128863
1125 => 1.9377787515068
1126 => 1.8864977953186
1127 => 1.893628726801
1128 => 1.7920277342002
1129 => 1.7366701210586
1130 => 1.7213478633426
1201 => 1.7008582999635
1202 => 1.7236622140469
1203 => 1.7917399113537
1204 => 1.7096237649125
1205 => 1.568841391617
1206 => 1.5773026521335
1207 => 1.5963125923434
1208 => 1.5608876945256
1209 => 1.5273610017274
1210 => 1.5565097410089
1211 => 1.4968583935423
1212 => 1.6035211726971
1213 => 1.6006362434399
1214 => 1.6403935315268
1215 => 1.6652545796692
1216 => 1.6079579125609
1217 => 1.5935479557298
1218 => 1.6017565220368
1219 => 1.4660872057894
1220 => 1.6293064539716
1221 => 1.6307179808077
1222 => 1.6186316310742
1223 => 1.7055408419023
1224 => 1.8889463844122
1225 => 1.8199418418491
1226 => 1.7932211972954
1227 => 1.742425232466
1228 => 1.8101078396352
1229 => 1.8049108714177
1230 => 1.7814082102468
1231 => 1.7671937274378
]
'min_raw' => 1.3274828252841
'max_raw' => 3.4061689253088
'avg_raw' => 2.3668258752965
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.32'
'max' => '$3.40'
'avg' => '$2.36'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.81631668667948
'max_diff' => 1.9798568855058
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.041668169005022
]
1 => [
'year' => 2028
'avg' => 0.07151467436851
]
2 => [
'year' => 2029
'avg' => 0.19536520110877
]
3 => [
'year' => 2030
'avg' => 0.15072396170883
]
4 => [
'year' => 2031
'avg' => 0.14802960941301
]
5 => [
'year' => 2032
'avg' => 0.2595424919336
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.041668169005022
'min' => '$0.041668'
'max_raw' => 0.2595424919336
'max' => '$0.259542'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.2595424919336
]
1 => [
'year' => 2033
'avg' => 0.66756997769293
]
2 => [
'year' => 2034
'avg' => 0.42313793377369
]
3 => [
'year' => 2035
'avg' => 0.49909216323325
]
4 => [
'year' => 2036
'avg' => 0.96873908920386
]
5 => [
'year' => 2037
'avg' => 2.3668258752965
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.2595424919336
'min' => '$0.259542'
'max_raw' => 2.3668258752965
'max' => '$2.36'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.3668258752965
]
]
]
]
'prediction_2025_max_price' => '$0.071244'
'last_price' => 0.069081
'sma_50day_nextmonth' => '$0.064158'
'sma_200day_nextmonth' => '$0.165933'
'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' => '$0.069193'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.068745'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.066424'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.065211'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.084787'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.116917'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.19325'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.068875'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0684037'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0677051'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.07090054'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.086755'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.119876'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.178324'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.152562'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.233475'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.446689'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.309831'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.069954'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.07468'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.093623'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.139522'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.236524'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.317663'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.336549'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.16'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 95.3
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.066011'
'vwma_10_action' => 'BUY'
'hma_9' => '0.070435'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 88.7
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 113.78
'cci_20_action' => 'SELL'
'adx_14' => 24.66
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0108082'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -11.3
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 63.14
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014954'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 22
'buy_signals' => 13
'sell_pct' => 62.86
'buy_pct' => 37.14
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767690047
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Botto para 2026
La previsión del precio de Botto para 2026 sugiere que el precio medio podría oscilar entre $0.023867 en el extremo inferior y $0.071244 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Botto podría potencialmente ganar 3.13% para 2026 si BOTTO alcanza el objetivo de precio previsto.
Predicción de precio de Botto 2027-2032
La predicción del precio de BOTTO para 2027-2032 está actualmente dentro de un rango de precios de $0.041668 en el extremo inferior y $0.259542 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Botto alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Botto | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.022976 | $0.041668 | $0.060359 |
| 2028 | $0.041466 | $0.071514 | $0.101563 |
| 2029 | $0.091088 | $0.195365 | $0.299641 |
| 2030 | $0.077467 | $0.150723 | $0.22398 |
| 2031 | $0.09159 | $0.148029 | $0.204468 |
| 2032 | $0.1398056 | $0.259542 | $0.379279 |
Predicción de precio de Botto 2032-2037
La predicción de precio de Botto para 2032-2037 se estima actualmente entre $0.259542 en el extremo inferior y $2.36 en el extremo superior. Comparado con el precio actual, Botto podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Botto | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.1398056 | $0.259542 | $0.379279 |
| 2033 | $0.324877 | $0.667569 | $1.01 |
| 2034 | $0.261186 | $0.423137 | $0.585089 |
| 2035 | $0.3088031 | $0.499092 | $0.689381 |
| 2036 | $0.511166 | $0.968739 | $1.42 |
| 2037 | $1.32 | $2.36 | $3.40 |
Botto Histograma de precios potenciales
Pronóstico de precio de Botto basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 37.14%
Bajista 62.86%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Botto es Bajista, con 13 indicadores técnicos mostrando señales alcistas y 22 indicando señales bajistas. La predicción de precio de BOTTO 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 Botto
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Botto aumentar durante el próximo mes, alcanzando $0.165933 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Botto alcance $0.064158 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 44.16, lo que sugiere que el mercado de BOTTO está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de BOTTO 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 | $0.069193 | SELL |
| SMA 5 | $0.068745 | BUY |
| SMA 10 | $0.066424 | BUY |
| SMA 21 | $0.065211 | BUY |
| SMA 50 | $0.084787 | SELL |
| SMA 100 | $0.116917 | SELL |
| SMA 200 | $0.19325 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.068875 | BUY |
| EMA 5 | $0.0684037 | BUY |
| EMA 10 | $0.0677051 | BUY |
| EMA 21 | $0.07090054 | SELL |
| EMA 50 | $0.086755 | SELL |
| EMA 100 | $0.119876 | SELL |
| EMA 200 | $0.178324 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.152562 | SELL |
| SMA 50 | $0.233475 | SELL |
| SMA 100 | $0.446689 | SELL |
| SMA 200 | $0.309831 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.139522 | SELL |
| EMA 50 | $0.236524 | SELL |
| EMA 100 | $0.317663 | SELL |
| EMA 200 | $0.336549 | SELL |
Osciladores de Botto
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) | 44.16 | NEUTRAL |
| Stoch RSI (14) | 95.3 | SELL |
| Estocástico Rápido (14) | 88.7 | SELL |
| Índice de Canal de Materias Primas (20) | 113.78 | SELL |
| Índice Direccional Medio (14) | 24.66 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.0108082 | SELL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -11.3 | SELL |
| Oscilador Ultimate (7, 14, 28) | 63.14 | NEUTRAL |
| VWMA (10) | 0.066011 | BUY |
| Promedio Móvil de Hull (9) | 0.070435 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.014954 | SELL |
Predicción de precios de Botto basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Botto
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 Botto por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.09707 | $0.136400041 | $0.191664 | $0.269321 | $0.378441 | $0.531772 |
| Amazon.com acción | $0.144141 | $0.30076 | $0.627553 | $1.30 | $2.73 | $5.70 |
| Apple acción | $0.097986 | $0.138985 | $0.19714 | $0.279629 | $0.396632 | $0.562593 |
| Netflix acción | $0.108998 | $0.171983 | $0.271362 | $0.428167 | $0.675581 | $1.06 |
| Google acción | $0.089459 | $0.115849 | $0.150024 | $0.194281 | $0.251593 | $0.325812 |
| Tesla acción | $0.1566014 | $0.3550035 | $0.804766 | $1.82 | $4.13 | $9.37 |
| Kodak acción | $0.0518034 | $0.038847 | $0.029131 | $0.021845 | $0.016381 | $0.012284 |
| Nokia acción | $0.045763 | $0.030316 | $0.020083 | $0.0133043 | $0.008813 | $0.005838 |
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 Botto
Podría preguntarse cosas como: "¿Debo invertir en Botto ahora?", "¿Debería comprar BOTTO hoy?", "¿Será Botto una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Botto regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Botto, 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 Botto a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Botto es de $0.06908 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Botto basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Botto ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.070876 | $0.072718 | $0.0746091 | $0.076548 |
| Si Botto ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.072672 | $0.07645 | $0.080424 | $0.0846056 |
| Si Botto ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.078059 | $0.0882042 | $0.099667 | $0.112621 |
| Si Botto ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.087037 | $0.109661 | $0.138165 | $0.174079 |
| Si Botto ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.104993 | $0.159576 | $0.242534 | $0.368619 |
| Si Botto ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.158862 | $0.36533 | $0.840136 | $1.93 |
| Si Botto ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.248644 | $0.894952 | $3.22 | $11.59 |
Cuadro de preguntas
¿Es BOTTO una buena inversión?
La decisión de adquirir Botto depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Botto ha experimentado un aumento de 3.0715% durante las últimas 24 horas, y Botto ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Botto dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Botto subir?
Parece que el valor medio de Botto podría potencialmente aumentar hasta $0.071244 para el final de este año. Mirando las perspectivas de Botto en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.22398. 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 Botto la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Botto, el precio de Botto aumentará en un 0.86% durante la próxima semana y alcanzará $0.069672 para el 13 de enero de 2026.
¿Cuál será el precio de Botto el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Botto, el precio de Botto disminuirá en un -11.62% durante el próximo mes y alcanzará $0.0610551 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Botto este año en 2026?
Según nuestra predicción más reciente sobre el valor de Botto en 2026, se anticipa que BOTTO fluctúe dentro del rango de $0.023867 y $0.071244. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Botto no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Botto en 5 años?
El futuro de Botto parece estar en una tendencia alcista, con un precio máximo de $0.22398 proyectada después de un período de cinco años. Basado en el pronóstico de Botto para 2030, el valor de Botto podría potencialmente alcanzar su punto más alto de aproximadamente $0.22398, mientras que su punto más bajo se anticipa que esté alrededor de $0.077467.
¿Cuánto será Botto en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Botto, se espera que el valor de BOTTO en 2026 crezca en un 3.13% hasta $0.071244 si ocurre lo mejor. El precio estará entre $0.071244 y $0.023867 durante 2026.
¿Cuánto será Botto en 2027?
Según nuestra última simulación experimental para la predicción de precios de Botto, el valor de BOTTO podría disminuir en un -12.62% hasta $0.060359 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.060359 y $0.022976 a lo largo del año.
¿Cuánto será Botto en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Botto sugiere que el valor de BOTTO en 2028 podría aumentar en un 47.02% , alcanzando $0.101563 en el mejor escenario. Se espera que el precio oscile entre $0.101563 y $0.041466 durante el año.
¿Cuánto será Botto en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Botto podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.299641 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.299641 y $0.091088.
¿Cuánto será Botto en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Botto, se espera que el valor de BOTTO en 2030 aumente en un 224.23% , alcanzando $0.22398 en el mejor escenario. Se pronostica que el precio oscile entre $0.22398 y $0.077467 durante el transcurso de 2030.
¿Cuánto será Botto en 2031?
Nuestra simulación experimental indica que el precio de Botto podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.204468 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.204468 y $0.09159 durante el año.
¿Cuánto será Botto en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Botto, BOTTO podría experimentar un 449.04% aumento en valor, alcanzando $0.379279 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.379279 y $0.1398056 a lo largo del año.
¿Cuánto será Botto en 2033?
Según nuestra predicción experimental de precios de Botto, se anticipa que el valor de BOTTO aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $1.01. A lo largo del año, el precio de BOTTO podría oscilar entre $1.01 y $0.324877.
¿Cuánto será Botto en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Botto sugieren que BOTTO podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.585089 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.585089 y $0.261186.
¿Cuánto será Botto en 2035?
Basado en nuestra predicción experimental para el precio de Botto, BOTTO podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.689381 en 2035. El rango de precios esperado para el año está entre $0.689381 y $0.3088031.
¿Cuánto será Botto en 2036?
Nuestra reciente simulación de predicción de precios de Botto sugiere que el valor de BOTTO podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.42 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.42 y $0.511166.
¿Cuánto será Botto en 2037?
Según la simulación experimental, el valor de Botto podría aumentar en un 4830.69% en 2037, con un máximo de $3.40 bajo condiciones favorables. Se espera que el precio caiga entre $3.40 y $1.32 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Coinweb- Predicción de precios de ThetaDrop
- Predicción de precios de Syncus
- Predicción de precios de Streamr XDATA
- Predicción de precios de EURC
- Predicción de precios de SUKU
- Predicción de precios de Router Protocol
- Predicción de precios de Keep3rV1
- Predicción de precios de RAMP
- Predicción de precios de CoW Protocol
- Predicción de precios de Circuits of Value
- Predicción de precios de Archway
- Predicción de precios de XCAD Network
- Predicción de precios de Concordium
- Predicción de precios de EverGrowCoin
- Predicción de precios de Only1
- Predicción de precios de SatoshiVM
- Predicción de precios de Whiteheart
- Predicción de precios de Zano
- Predicción de precios de Sentinel Protocol
- Predicción de precios de SWFT Blockchain
- Predicción de precios de MicrovisionChain
- Predicción de precios de APX
- Predicción de precios de PolySwarm
- Predicción de precios de FLUX Token
Predicción de precios de Coinweb
Predicción de precios de ThetaDrop
Predicción de precios de Syncus
Predicción de precios de Streamr XDATA
Predicción de precios de EURC
Predicción de precios de SUKU
Predicción de precios de Router Protocol
Predicción de precios de Keep3rV1
Predicción de precios de RAMP
Predicción de precios de CoW Protocol
Predicción de precios de Circuits of Value
Predicción de precios de Archway
Predicción de precios de XCAD Network
Predicción de precios de Concordium
Predicción de precios de EverGrowCoin
Predicción de precios de Only1
Predicción de precios de SatoshiVM
Predicción de precios de Whiteheart
Predicción de precios de Zano
Predicción de precios de Sentinel Protocol
Predicción de precios de SWFT Blockchain
Predicción de precios de MicrovisionChain
Predicción de precios de APX
Predicción de precios de PolySwarm
Predicción de precios de FLUX Token¿Cómo leer y predecir los movimientos de precio de Botto?
Los traders de Botto 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 Botto
Las medias móviles son herramientas populares para la predicción de precios de Botto. Una media móvil simple (SMA) calcula el precio de cierre promedio de BOTTO 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 BOTTO 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 BOTTO.
¿Cómo leer gráficos de Botto 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 Botto 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 BOTTO 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 Botto?
La acción del precio de Botto 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 BOTTO. La capitalización de mercado de Botto puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de BOTTO, grandes poseedores de Botto, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Botto.
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