Predicción del precio de yesnoerror - Pronóstico de YNE
Predicción de precio de yesnoerror hasta $0.00150079 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.0005027 | $0.00150079 |
| 2027 | $0.000484 | $0.001271 |
| 2028 | $0.000873 | $0.002139 |
| 2029 | $0.001918 | $0.006312 |
| 2030 | $0.001631 | $0.004718 |
| 2031 | $0.001929 | $0.0043071 |
| 2032 | $0.002945 | $0.007989 |
| 2033 | $0.006843 | $0.021281 |
| 2034 | $0.0055019 | $0.012325 |
| 2035 | $0.006505 | $0.014522 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en yesnoerror hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,959.63, equivalente a un ROI del 39.6% en los próximos 90 días.
Predicción del precio a largo plazo de yesnoerror para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'yesnoerror'
'name_with_ticker' => 'yesnoerror <small>YNE</small>'
'name_lang' => 'yesnoerror'
'name_lang_with_ticker' => 'yesnoerror <small>YNE</small>'
'name_with_lang' => 'yesnoerror'
'name_with_lang_with_ticker' => 'yesnoerror <small>YNE</small>'
'image' => '/uploads/coins/yne.jpg?1757893217'
'price_for_sd' => 0.001455
'ticker' => 'YNE'
'marketcap' => '$1.46M'
'low24h' => '$0.001357'
'high24h' => '$0.00149'
'volume24h' => '$533.5K'
'current_supply' => '1000M'
'max_supply' => '1000M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001455'
'change_24h_pct' => '5.1493%'
'ath_price' => '$0.1113'
'ath_days' => 359
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 ene. 2025'
'ath_pct' => '-98.69%'
'fdv' => '$1.46M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.071751'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001467'
'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' => '$0.001286'
'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' => '$0.0005027'
'current_year_max_price_prediction' => '$0.00150079'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001631'
'grand_prediction_max_price' => '$0.004718'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0014827854640595
107 => 0.0014883216467312
108 => 0.001500794948975
109 => 0.001394211946979
110 => 0.0014420645857627
111 => 0.0014701735278622
112 => 0.0013431763048445
113 => 0.0014676632010903
114 => 0.00139235657404
115 => 0.0013667963737516
116 => 0.0014012098161397
117 => 0.0013877988641728
118 => 0.0013762689151893
119 => 0.0013698350055468
120 => 0.0013951044395636
121 => 0.0013939255902632
122 => 0.001352579891626
123 => 0.00129864611322
124 => 0.001316748059569
125 => 0.0013101714527538
126 => 0.0012863369812562
127 => 0.0013023985372605
128 => 0.001231671573185
129 => 0.0011099895075609
130 => 0.0011903764073347
131 => 0.0011872815991375
201 => 0.0011857210565061
202 => 0.0012461295899554
203 => 0.0012403227033262
204 => 0.0012297831472331
205 => 0.0012861434140433
206 => 0.001265571158505
207 => 0.001328970002641
208 => 0.0013707285817692
209 => 0.0013601372553538
210 => 0.0013994114008605
211 => 0.0013171650918521
212 => 0.0013444840165555
213 => 0.0013501144090745
214 => 0.0012854479370995
215 => 0.0012412727817937
216 => 0.0012383268025685
217 => 0.0011617331709797
218 => 0.0012026488707323
219 => 0.0012386529933078
220 => 0.0012214098126269
221 => 0.0012159511367487
222 => 0.001243838327968
223 => 0.0012460054015634
224 => 0.0011965958939325
225 => 0.0012068696951646
226 => 0.0012497131541797
227 => 0.0012057901499224
228 => 0.0011204549274323
301 => 0.0010992906124031
302 => 0.0010964669026424
303 => 0.00103906760172
304 => 0.0011007049131344
305 => 0.0010737985749248
306 => 0.0011587953749416
307 => 0.001110245658619
308 => 0.0011081527773834
309 => 0.0011049890804369
310 => 0.0010555831309977
311 => 0.001066399894013
312 => 0.0011023564617154
313 => 0.0011151861701513
314 => 0.0011138479264507
315 => 0.0011021802549176
316 => 0.0011075216551973
317 => 0.0010903151438291
318 => 0.0010842391665424
319 => 0.0010650617108964
320 => 0.0010368761490042
321 => 0.0010407955242574
322 => 0.00098495255099535
323 => 0.00095452633535128
324 => 0.00094610475987208
325 => 0.00093484307717943
326 => 0.00094737679689841
327 => 0.00098479435486839
328 => 0.00093966084137884
329 => 0.00086228259824887
330 => 0.00086693316250709
331 => 0.00087738159963039
401 => 0.00085791100617444
402 => 0.00083948372351143
403 => 0.00085550475073422
404 => 0.0008227185690607
405 => 0.0008813436530478
406 => 0.00087975800882085
407 => 0.00090160981478037
408 => 0.00091527419749106
409 => 0.00088378221923936
410 => 0.00087586207187242
411 => 0.00088037374776326
412 => 0.00080580579516998
413 => 0.00089551602219411
414 => 0.00089629183996271
415 => 0.0008896488172153
416 => 0.00093741674361313
417 => 0.0010382219675024
418 => 0.0010002949873945
419 => 0.00098560851434771
420 => 0.00095768951834997
421 => 0.00099488992285101
422 => 0.00099203351220204
423 => 0.00097911573998584
424 => 0.00097130303104357
425 => 0.00098569818682043
426 => 0.00096951931193869
427 => 0.00096661314144418
428 => 0.00094900491019213
429 => 0.00094271957275862
430 => 0.00093806615914934
501 => 0.00093294320800051
502 => 0.00094424316167495
503 => 0.00091863598001596
504 => 0.00088775622923819
505 => 0.00088518891208455
506 => 0.00089227750046658
507 => 0.00088914132779087
508 => 0.00088517389729635
509 => 0.00087759899201691
510 => 0.00087535167943274
511 => 0.00088265435509021
512 => 0.00087441006004537
513 => 0.00088657496647403
514 => 0.00088326678504041
515 => 0.000864787552473
516 => 0.00084175558680584
517 => 0.00084155055400022
518 => 0.00083658835477722
519 => 0.00083026824799509
520 => 0.00082851013887276
521 => 0.0008541555045078
522 => 0.00090724064387113
523 => 0.00089681876079438
524 => 0.00090434963939487
525 => 0.00094139410852476
526 => 0.0009531694312951
527 => 0.00094481158610652
528 => 0.00093337085212295
529 => 0.00093387418635552
530 => 0.00097297063772308
531 => 0.0009754090354382
601 => 0.00098157007980737
602 => 0.00098948876293268
603 => 0.00094616017208412
604 => 0.00093183341362303
605 => 0.00092504460064586
606 => 0.00090413768427747
607 => 0.00092668400115724
608 => 0.00091354722784095
609 => 0.00091531982737739
610 => 0.00091416541960387
611 => 0.00091479580430892
612 => 0.00088132726614205
613 => 0.00089352144239548
614 => 0.00087324625927477
615 => 0.00084610006507225
616 => 0.0008460090615106
617 => 0.00085265305408368
618 => 0.00084870094732176
619 => 0.00083806592964338
620 => 0.00083957658370873
621 => 0.00082634166451139
622 => 0.00084118354252523
623 => 0.00084160915447988
624 => 0.00083589422300199
625 => 0.00085876018386679
626 => 0.00086812838668995
627 => 0.00086436669636551
628 => 0.00086786445646889
629 => 0.0008972518370882
630 => 0.00090204326239046
701 => 0.00090417129700593
702 => 0.00090132001253176
703 => 0.00086840160383944
704 => 0.00086986167524483
705 => 0.0008591486400447
706 => 0.00085009725421242
707 => 0.00085045926217745
708 => 0.00085511285109303
709 => 0.00087543534681676
710 => 0.00091820284099079
711 => 0.00091982583613207
712 => 0.0009217929535894
713 => 0.00091379169829641
714 => 0.00091137844313834
715 => 0.00091456214960584
716 => 0.00093062337180959
717 => 0.00097193719589693
718 => 0.00095733413120693
719 => 0.00094546161230371
720 => 0.00095587701218994
721 => 0.00095427364301606
722 => 0.00094073959361479
723 => 0.00094035973792465
724 => 0.00091438357002627
725 => 0.00090478077220296
726 => 0.00089675595558485
727 => 0.00088799306533101
728 => 0.0008827981302538
729 => 0.00089077991158817
730 => 0.000892605439417
731 => 0.00087515313503173
801 => 0.0008727744504325
802 => 0.00088702637892766
803 => 0.00088075463656239
804 => 0.0008872052791168
805 => 0.00088870188352201
806 => 0.00088846089574305
807 => 0.00088191247640868
808 => 0.00088608624361573
809 => 0.00087621403991117
810 => 0.00086547950113951
811 => 0.00085863153418858
812 => 0.0008526557747729
813 => 0.0008559714734099
814 => 0.00084415161319165
815 => 0.00084037020202105
816 => 0.00088467226519872
817 => 0.0009173986755955
818 => 0.00091692282062725
819 => 0.00091402617588799
820 => 0.00090972234936838
821 => 0.0009303085200928
822 => 0.00092313670984589
823 => 0.00092835480102531
824 => 0.00092968302423307
825 => 0.00093370315584773
826 => 0.00093514000735798
827 => 0.00093079684413646
828 => 0.00091622065789233
829 => 0.00087989818763416
830 => 0.00086298997967835
831 => 0.00085740998942445
901 => 0.00085761281147227
902 => 0.00085201807395593
903 => 0.00085366597489304
904 => 0.00085144500126039
905 => 0.00084723901451137
906 => 0.00085571176558031
907 => 0.00085668817121186
908 => 0.00085471052987054
909 => 0.00085517633599808
910 => 0.00083880231035358
911 => 0.00084004719196082
912 => 0.00083311553297981
913 => 0.00083181593048327
914 => 0.00081429330018789
915 => 0.00078324942067375
916 => 0.00080045074342688
917 => 0.00077967396441309
918 => 0.000771805483381
919 => 0.00080905364878708
920 => 0.0008053149660836
921 => 0.00079891596646154
922 => 0.00078945051235215
923 => 0.00078593968334896
924 => 0.00076460899771896
925 => 0.00076334866701715
926 => 0.00077392073079234
927 => 0.0007690420871226
928 => 0.00076219062372343
929 => 0.00073737531781336
930 => 0.000709474697905
1001 => 0.00071031684224299
1002 => 0.00071919151032635
1003 => 0.00074499580469077
1004 => 0.00073491362046376
1005 => 0.00072759888012734
1006 => 0.00072622904914261
1007 => 0.00074337535185187
1008 => 0.00076764096244693
1009 => 0.0007790258440257
1010 => 0.00076774377214513
1011 => 0.00075478353543863
1012 => 0.000755572364995
1013 => 0.00076082009463167
1014 => 0.00076137155681758
1015 => 0.0007529357750555
1016 => 0.00075531039820865
1017 => 0.00075170312849893
1018 => 0.00072956532094884
1019 => 0.00072916491821
1020 => 0.00072373194321684
1021 => 0.00072356743489325
1022 => 0.00071432458911075
1023 => 0.00071303145109301
1024 => 0.00069467921979123
1025 => 0.00070675871400973
1026 => 0.00069865642348987
1027 => 0.00068644436053932
1028 => 0.00068433899628364
1029 => 0.00068427570649181
1030 => 0.00069681476457472
1031 => 0.00070661218781544
1101 => 0.00069879736630235
1102 => 0.00069701808292778
1103 => 0.00071601617438338
1104 => 0.0007135984940742
1105 => 0.00071150479851882
1106 => 0.00076546824316569
1107 => 0.0007227519659076
1108 => 0.00070412523086321
1109 => 0.00068107110912472
1110 => 0.00068857764741174
1111 => 0.00069015938532281
1112 => 0.00063471837835954
1113 => 0.00061222596873928
1114 => 0.00060450742136618
1115 => 0.00060006528822873
1116 => 0.00060208962408026
1117 => 0.00058184381732551
1118 => 0.00059544933429944
1119 => 0.00057791817698527
1120 => 0.00057497902141023
1121 => 0.00060632690238162
1122 => 0.00061068877688712
1123 => 0.00059207966511845
1124 => 0.00060402972741547
1125 => 0.00059969646870828
1126 => 0.00057821869835995
1127 => 0.00057739840551243
1128 => 0.00056662161533177
1129 => 0.00054975802549682
1130 => 0.00054205091243172
1201 => 0.0005380369810312
1202 => 0.00053969320735702
1203 => 0.00053885576864532
1204 => 0.00053339091458613
1205 => 0.00053916900768306
1206 => 0.0005244083674933
1207 => 0.00051853056163517
1208 => 0.00051587569309312
1209 => 0.00050277477533395
1210 => 0.00052362416149336
1211 => 0.00052773175322041
1212 => 0.00053184743817206
1213 => 0.00056767166577872
1214 => 0.00056588198860571
1215 => 0.00058205979864161
1216 => 0.0005814311586927
1217 => 0.00057681698520731
1218 => 0.00055735054626716
1219 => 0.0005651095218728
1220 => 0.00054122860097119
1221 => 0.00055912181065545
1222 => 0.00055095609699385
1223 => 0.00055636097465249
1224 => 0.00054664251728409
1225 => 0.00055202111285703
1226 => 0.0005287058156005
1227 => 0.00050693431907743
1228 => 0.00051569580482791
1229 => 0.00052522054183612
1230 => 0.00054587259852778
1231 => 0.000533572403938
]
'min_raw' => 0.00050277477533395
'max_raw' => 0.001500794948975
'avg_raw' => 0.0010017848621545
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0005027'
'max' => '$0.00150079'
'avg' => '$0.0010017'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00095243522466605
'max_diff' => 4.5584948974994E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00053799601903433
102 => 0.00052317764896583
103 => 0.00049260311885636
104 => 0.00049277616737639
105 => 0.00048807294202139
106 => 0.00048400866863253
107 => 0.00053498522925066
108 => 0.00052864548811762
109 => 0.00051854394034694
110 => 0.00053206526345755
111 => 0.00053564051590025
112 => 0.00053574229831108
113 => 0.00054560710661672
114 => 0.0005508719565778
115 => 0.00055179990920261
116 => 0.00056732239821482
117 => 0.00057252533178513
118 => 0.00059395547881453
119 => 0.00055042527084206
120 => 0.00054952879485472
121 => 0.00053225553620249
122 => 0.00052130056248583
123 => 0.00053300563262526
124 => 0.00054337472686738
125 => 0.00053257773286433
126 => 0.00053398759234415
127 => 0.00051949351004188
128 => 0.00052467446245498
129 => 0.0005291369966228
130 => 0.00052667304755096
131 => 0.00052298439653394
201 => 0.00054252457938712
202 => 0.00054142204569195
203 => 0.00055961831319169
204 => 0.00057380360493531
205 => 0.00059922618366409
206 => 0.00057269639745161
207 => 0.00057172954659567
208 => 0.00058118066880017
209 => 0.00057252388486756
210 => 0.00057799467349094
211 => 0.0005983447550388
212 => 0.00059877472019467
213 => 0.00059157224985507
214 => 0.00059113397888034
215 => 0.00059251729209546
216 => 0.00060061940080337
217 => 0.00059778827506817
218 => 0.00060106452544427
219 => 0.00060516152670732
220 => 0.0006221084610238
221 => 0.00062619430951393
222 => 0.00061626781595248
223 => 0.00061716406717884
224 => 0.00061345128609851
225 => 0.00060986478609593
226 => 0.00061792671433548
227 => 0.00063266004665085
228 => 0.00063256839135517
301 => 0.00063598623807728
302 => 0.00063811552827019
303 => 0.00062897505602656
304 => 0.00062302494470044
305 => 0.00062530659599829
306 => 0.00062895500611147
307 => 0.00062412346577064
308 => 0.00059430096059983
309 => 0.00060334720359964
310 => 0.00060184146642579
311 => 0.00059969711358633
312 => 0.00060879318087517
313 => 0.00060791584299516
314 => 0.00058163616731443
315 => 0.00058331850688731
316 => 0.00058173847595594
317 => 0.00058684387913912
318 => 0.00057224817634117
319 => 0.00057673771621826
320 => 0.00057955351354235
321 => 0.00058121203979821
322 => 0.00058720377389649
323 => 0.00058650071305639
324 => 0.00058716007064752
325 => 0.00059604423055611
326 => 0.00064097726269823
327 => 0.00064342286849858
328 => 0.00063137981109937
329 => 0.00063619077499155
330 => 0.00062695477636071
331 => 0.00063315496411741
401 => 0.00063739697511284
402 => 0.00061822814311626
403 => 0.00061709308929011
404 => 0.00060781897040749
405 => 0.00061280235658207
406 => 0.00060487343086017
407 => 0.00060681891189028
408 => 0.00060137917732611
409 => 0.00061116961650126
410 => 0.00062211684877951
411 => 0.00062488255197231
412 => 0.00061760717758216
413 => 0.00061233932705316
414 => 0.00060309071686208
415 => 0.00061847136172857
416 => 0.00062296913100419
417 => 0.00061844773686133
418 => 0.00061740003104401
419 => 0.00061541463041336
420 => 0.0006178212431734
421 => 0.00062294463518677
422 => 0.00062052853812746
423 => 0.00062212441280129
424 => 0.00061604258420347
425 => 0.00062897808190321
426 => 0.00064952276534744
427 => 0.0006495888198641
428 => 0.00064717270978113
429 => 0.00064618408959099
430 => 0.00064866316515795
501 => 0.00065000796195601
502 => 0.00065802483775483
503 => 0.00066662726489338
504 => 0.00070677103881599
505 => 0.00069549882773643
506 => 0.00073111677212437
507 => 0.000759285941724
508 => 0.00076773264399843
509 => 0.000759962075354
510 => 0.0007333793797793
511 => 0.00073207510591496
512 => 0.00077180087602815
513 => 0.00076057652641563
514 => 0.00075924142574481
515 => 0.00074503821029543
516 => 0.00075343406972847
517 => 0.00075159777211063
518 => 0.00074869908648613
519 => 0.00076471780142374
520 => 0.00079470340578639
521 => 0.00079002986814326
522 => 0.00078654128909183
523 => 0.00077125535119856
524 => 0.00078046090004814
525 => 0.00077718298042348
526 => 0.00079126700335022
527 => 0.00078292394016772
528 => 0.00076049149092787
529 => 0.00076406393240763
530 => 0.00076352396506472
531 => 0.00077463645471935
601 => 0.00077130076115398
602 => 0.00076287261736011
603 => 0.00079460091825053
604 => 0.00079254065887279
605 => 0.00079546163562956
606 => 0.0007967475399321
607 => 0.00081605999756873
608 => 0.00082397169353273
609 => 0.0008257677870303
610 => 0.00083328328628358
611 => 0.00082558079456241
612 => 0.00085639625323061
613 => 0.00087688673511309
614 => 0.00090068748425015
615 => 0.00093546677577767
616 => 0.00094854411111846
617 => 0.00094618180753983
618 => 0.00097255106944543
619 => 0.001019936046934
620 => 0.00095575966627863
621 => 0.0010233375509412
622 => 0.0010019431728812
623 => 0.00095121748736946
624 => 0.00094795135123905
625 => 0.00098230337440494
626 => 0.0010584928555272
627 => 0.00103940825464
628 => 0.0010585240710973
629 => 0.0010362244558035
630 => 0.0010351170919482
701 => 0.0010574410285562
702 => 0.0011096021232552
703 => 0.0010848223423931
704 => 0.0010492944502757
705 => 0.00107552769294
706 => 0.0010528020303722
707 => 0.0010015947520946
708 => 0.0010393936610054
709 => 0.0010141186070677
710 => 0.0010214952115025
711 => 0.0010746196154989
712 => 0.0010682275466603
713 => 0.0010764994756271
714 => 0.0010618997375148
715 => 0.0010482612799506
716 => 0.0010228040861017
717 => 0.0010152674660276
718 => 0.0010173503166769
719 => 0.0010152664338702
720 => 0.0010010233678755
721 => 0.00099794757913002
722 => 0.00099282112980084
723 => 0.00099441003080877
724 => 0.00098477080627426
725 => 0.0010029620145363
726 => 0.0010063384630901
727 => 0.0010195765074423
728 => 0.0010209509251225
729 => 0.0010578186902117
730 => 0.0010375125447382
731 => 0.0010511356602701
801 => 0.0010499170805911
802 => 0.00095231686678823
803 => 0.0009657653151163
804 => 0.0009866868803592
805 => 0.00097726174357578
806 => 0.00096393680530638
807 => 0.00095317620321586
808 => 0.00093687279072065
809 => 0.00095981953072835
810 => 0.00098999205372472
811 => 0.0010217161500979
812 => 0.0010598305732452
813 => 0.0010513238776995
814 => 0.001021003627469
815 => 0.0010223637717454
816 => 0.001030771648465
817 => 0.001019882684177
818 => 0.0010166713160306
819 => 0.0010303304557956
820 => 0.0010304245187842
821 => 0.0010178954493956
822 => 0.0010039716815656
823 => 0.00100391334047
824 => 0.0010014357404723
825 => 0.001036665215339
826 => 0.0010560378644141
827 => 0.0010582589074099
828 => 0.0010558883705241
829 => 0.0010568006960882
830 => 0.0010455281784386
831 => 0.0010712938110243
901 => 0.0010949389034418
902 => 0.0010886015135702
903 => 0.0010791008652396
904 => 0.001071533141231
905 => 0.0010868187982995
906 => 0.0010861381520521
907 => 0.0010947323841871
908 => 0.0010943425001747
909 => 0.0010914525831532
910 => 0.0010886016167782
911 => 0.0010999053761962
912 => 0.0010966500750167
913 => 0.0010933897174552
914 => 0.00108685057123
915 => 0.0010877393498057
916 => 0.001078240341896
917 => 0.0010738456661919
918 => 0.0010077602879041
919 => 0.00099010011542361
920 => 0.00099565636519194
921 => 0.00099748562688364
922 => 0.00098979989718798
923 => 0.0010008192592696
924 => 0.00099910190336156
925 => 0.0010057831305801
926 => 0.0010016089898791
927 => 0.0010017802980695
928 => 0.0010140555558504
929 => 0.0010176191154069
930 => 0.001015806660255
1001 => 0.001017076041716
1002 => 0.0010463284017135
1003 => 0.0010421696515597
1004 => 0.0010399603984274
1005 => 0.0010405723766434
1006 => 0.0010480469818004
1007 => 0.001050139463146
1008 => 0.0010412734726484
1009 => 0.0010454547250208
1010 => 0.0010632579669423
1011 => 0.0010694880940386
1012 => 0.0010893716690993
1013 => 0.0010809247730111
1014 => 0.0010964294163541
1015 => 0.0011440854040678
1016 => 0.0011821563045971
1017 => 0.0011471447311239
1018 => 0.0012170570916459
1019 => 0.0012714938926447
1020 => 0.0012694045175532
1021 => 0.0012599122021531
1022 => 0.0011979373514931
1023 => 0.0011409071699229
1024 => 0.0011886153384358
1025 => 0.0011887369563686
1026 => 0.0011846387823831
1027 => 0.0011591853757274
1028 => 0.0011837530590049
1029 => 0.0011857031524868
1030 => 0.0011846116187087
1031 => 0.0011650965515044
1101 => 0.0011353006508708
1102 => 0.0011411226985333
1103 => 0.001150659331371
1104 => 0.0011326044958592
1105 => 0.0011268348819321
1106 => 0.0011375616919365
1107 => 0.0011721257087904
1108 => 0.0011655915816199
1109 => 0.001165420949153
1110 => 0.0011933767160896
1111 => 0.0011733664201951
1112 => 0.0011411961331991
1113 => 0.0011330727114587
1114 => 0.0011042400368727
1115 => 0.0011241548679077
1116 => 0.001124871567223
1117 => 0.0011139644177897
1118 => 0.0011420811882629
1119 => 0.0011418220872731
1120 => 0.0011685147762084
1121 => 0.0012195411721365
1122 => 0.0012044501560041
1123 => 0.00118690094614
1124 => 0.001188809031839
1125 => 0.0012097360224006
1126 => 0.0011970830861904
1127 => 0.001201633170271
1128 => 0.0012097291353034
1129 => 0.001214613632019
1130 => 0.0011881062279298
1201 => 0.0011819260840409
1202 => 0.00116928367858
1203 => 0.0011659855109769
1204 => 0.0011762824864324
1205 => 0.0011735695971974
1206 => 0.0011248113314207
1207 => 0.0011197158213586
1208 => 0.0011198720933775
1209 => 0.0011070591910481
1210 => 0.0010875164395468
1211 => 0.0011388736236551
1212 => 0.0011347489230279
1213 => 0.0011301955727619
1214 => 0.0011307533321884
1215 => 0.0011530457451534
1216 => 0.0011401150198399
1217 => 0.00117449347239
1218 => 0.0011674262960566
1219 => 0.0011601778733171
1220 => 0.0011591759205021
1221 => 0.0011563858961538
1222 => 0.001146817864541
1223 => 0.001135263891419
1224 => 0.0011276349575759
1225 => 0.0010401836418054
1226 => 0.0010564140973315
1227 => 0.0010750857569617
1228 => 0.0010815311390441
1229 => 0.0010705058669853
1230 => 0.0011472532094817
1231 => 0.0011612756885116
]
'min_raw' => 0.00048400866863253
'max_raw' => 0.0012714938926447
'avg_raw' => 0.00087775128063863
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000484'
'max' => '$0.001271'
'avg' => '$0.000877'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.8766106701421E-5
'max_diff' => -0.00022930105633026
'year' => 2027
]
2 => [
'items' => [
101 => 0.0011188006848664
102 => 0.0011108553459274
103 => 0.0011477741045798
104 => 0.0011255075799777
105 => 0.0011355341946426
106 => 0.001113862138002
107 => 0.0011578980839394
108 => 0.0011575626038118
109 => 0.0011404316262452
110 => 0.0011549106111766
111 => 0.0011523945312344
112 => 0.0011330536997535
113 => 0.001158511222795
114 => 0.0011585238494088
115 => 0.0011420356559605
116 => 0.0011227810557426
117 => 0.001119338787997
118 => 0.0011167455016543
119 => 0.0011348964051737
120 => 0.0011511704485127
121 => 0.0011814524084893
122 => 0.001189066012709
123 => 0.0012187824168449
124 => 0.0012010877450474
125 => 0.0012089315638709
126 => 0.0012174471387796
127 => 0.0012215298185408
128 => 0.0012148773109587
129 => 0.0012610391183416
130 => 0.001264936589246
131 => 0.0012662433775272
201 => 0.0012506778758042
202 => 0.0012645036844853
203 => 0.001258035046466
204 => 0.0012748646455527
205 => 0.0012775037415806
206 => 0.0012752685211335
207 => 0.0012761062118681
208 => 0.0012367152527676
209 => 0.0012346726237343
210 => 0.001206821231928
211 => 0.0012181708799562
212 => 0.0011969532569702
213 => 0.0012036815837848
214 => 0.0012066473661348
215 => 0.0012050982097418
216 => 0.0012188125720268
217 => 0.0012071525624255
218 => 0.0011763798800045
219 => 0.0011455988135868
220 => 0.0011452123823717
221 => 0.0011371082709149
222 => 0.0011312504826736
223 => 0.0011323789005051
224 => 0.001136355592125
225 => 0.0011310193501274
226 => 0.001132158107912
227 => 0.0011510690746384
228 => 0.0011548615341486
229 => 0.0011419732749235
301 => 0.001090225054368
302 => 0.001077525911243
303 => 0.0010866538034863
304 => 0.0010822912589056
305 => 0.00087349351530621
306 => 0.00092254744802417
307 => 0.00089340126691731
308 => 0.00090683316812266
309 => 0.00087708246457957
310 => 0.00089128105967831
311 => 0.00088865909761324
312 => 0.00096753636981233
313 => 0.00096630480969908
314 => 0.00096689429235258
315 => 0.00093875674941209
316 => 0.00098358061933383
317 => 0.0010056624694715
318 => 0.0010015757067004
319 => 0.0010026042568441
320 => 0.00098493035762682
321 => 0.00096706541433023
322 => 0.00094725044281925
323 => 0.00098406421068215
324 => 0.00097997114812777
325 => 0.00098935916099009
326 => 0.0010132355209517
327 => 0.0010167514056535
328 => 0.0010214767903473
329 => 0.0010197830763103
330 => 0.0010601342161166
331 => 0.0010552474268406
401 => 0.0010670231829704
402 => 0.0010427995591827
403 => 0.0010153882295395
404 => 0.0010205982271608
405 => 0.0010200964624937
406 => 0.001013708422383
407 => 0.0010079415853997
408 => 0.00099834142661864
409 => 0.001028717749558
410 => 0.0010274845263203
411 => 0.0010474489770728
412 => 0.001043920066478
413 => 0.0010203531378548
414 => 0.001021194835321
415 => 0.0010268556552875
416 => 0.0010464478178256
417 => 0.0010522641056031
418 => 0.0010495697693656
419 => 0.0010559470633899
420 => 0.0010609874165635
421 => 0.0010565800541459
422 => 0.0011189790116752
423 => 0.0010930666140689
424 => 0.0011056961363649
425 => 0.001108708203015
426 => 0.0011009928576276
427 => 0.0011026660397763
428 => 0.0011052004548168
429 => 0.0011205889266531
430 => 0.0011609727294419
501 => 0.0011788584407952
502 => 0.001232668485867
503 => 0.0011773732814484
504 => 0.0011740922928525
505 => 0.0011837851068776
506 => 0.0012153772997065
507 => 0.0012409798046906
508 => 0.0012494736326377
509 => 0.0012505962322188
510 => 0.0012665312181066
511 => 0.0012756648548477
512 => 0.0012645962916881
513 => 0.0012552168433372
514 => 0.0012216208235645
515 => 0.0012255096543321
516 => 0.0012522998419531
517 => 0.0012901425599019
518 => 0.0013226155487658
519 => 0.0013112446398636
520 => 0.0013979966481767
521 => 0.0014065977554508
522 => 0.0014054093605326
523 => 0.0014250039629193
524 => 0.0013861126675531
525 => 0.0013694858853006
526 => 0.001257244786532
527 => 0.001288779957031
528 => 0.0013346181793471
529 => 0.001328551318739
530 => 0.0012952623764339
531 => 0.001322590296118
601 => 0.0013135548312474
602 => 0.0013064281852221
603 => 0.001339076732232
604 => 0.0013031783136663
605 => 0.001334260065161
606 => 0.0012943973973695
607 => 0.0013112965812176
608 => 0.0013017037871439
609 => 0.0013079115005582
610 => 0.0012716213347823
611 => 0.001291202627341
612 => 0.0012708066886345
613 => 0.0012707970183039
614 => 0.0012703467768265
615 => 0.0012943425082653
616 => 0.001295125008206
617 => 0.0012773921264173
618 => 0.0012748365411118
619 => 0.0012842858794225
620 => 0.0012732231790463
621 => 0.0012783993469245
622 => 0.0012733799598983
623 => 0.0012722499901542
624 => 0.001263246198985
625 => 0.0012593671181849
626 => 0.0012608882057182
627 => 0.0012556959497926
628 => 0.0012525674277853
629 => 0.0012697244350555
630 => 0.0012605581381828
701 => 0.0012683195685966
702 => 0.0012594744390694
703 => 0.0012288133664888
704 => 0.0012111798594128
705 => 0.001153263935591
706 => 0.0011696888197424
707 => 0.0011805785349275
708 => 0.0011769794841238
709 => 0.001184711637898
710 => 0.0011851863293417
711 => 0.0011826725273298
712 => 0.0011797618666379
713 => 0.0011783451179827
714 => 0.001188904401738
715 => 0.001195034421367
716 => 0.0011816714635319
717 => 0.0011785407094788
718 => 0.0011920513976392
719 => 0.0012002929096122
720 => 0.0012611436035152
721 => 0.0012566355875657
722 => 0.0012679498229455
723 => 0.0012666760136728
724 => 0.0012785351348498
725 => 0.0012979197859357
726 => 0.0012585053702444
727 => 0.0012653463499605
728 => 0.0012636690997154
729 => 0.0012819808780926
730 => 0.0012820380454659
731 => 0.0012710592195876
801 => 0.0012770110192073
802 => 0.0012736888879387
803 => 0.0012796924281541
804 => 0.0012565753802643
805 => 0.001284729449263
806 => 0.0013006909921771
807 => 0.001300912618216
808 => 0.0013084782628786
809 => 0.0013161653960285
810 => 0.0013309201787014
811 => 0.0013157538931479
812 => 0.0012884712218453
813 => 0.0012904409425908
814 => 0.0012744451223884
815 => 0.0012747140150159
816 => 0.0012732786450969
817 => 0.0012775862982734
818 => 0.0012575206678962
819 => 0.0012622300312391
820 => 0.001255636894981
821 => 0.0012653320177699
822 => 0.0012549016683103
823 => 0.0012636682908946
824 => 0.0012674516745838
825 => 0.0012814124418474
826 => 0.0012528396516343
827 => 0.0011945777981819
828 => 0.0012068251461343
829 => 0.0011887103565043
830 => 0.0011903869492524
831 => 0.0011937739334314
901 => 0.0011827956095551
902 => 0.0011848899277839
903 => 0.0011848151039993
904 => 0.0011841703130465
905 => 0.0011813144270033
906 => 0.0011771728272208
907 => 0.001193671686037
908 => 0.0011964751636513
909 => 0.0012027069471103
910 => 0.0012212485076254
911 => 0.0012193957684899
912 => 0.0012224176628894
913 => 0.0012158208843825
914 => 0.0011906929548873
915 => 0.001192057522353
916 => 0.00117504134419
917 => 0.0012022718051771
918 => 0.0011958232725909
919 => 0.0011916658616823
920 => 0.0011905314735978
921 => 0.001209118995055
922 => 0.0012146806727987
923 => 0.0012112150084592
924 => 0.0012041068297891
925 => 0.00121775663418
926 => 0.001221408745996
927 => 0.0012222263191469
928 => 0.0012464111554371
929 => 0.0012235779828355
930 => 0.0012290741544229
1001 => 0.0012719537161966
1002 => 0.0012330678706429
1003 => 0.0012536665702906
1004 => 0.0012526583711333
1005 => 0.001263195968851
1006 => 0.001251793980551
1007 => 0.0012519353218611
1008 => 0.0012612919947558
1009 => 0.0012481522351601
1010 => 0.0012448986458993
1011 => 0.0012404038356382
1012 => 0.001250218089404
1013 => 0.001256101290676
1014 => 0.0013035155721934
1015 => 0.0013341473604075
1016 => 0.0013328175536956
1017 => 0.0013449694977491
1018 => 0.0013394949356539
1019 => 0.0013218161305321
1020 => 0.0013519916951745
1021 => 0.0013424428839224
1022 => 0.0013432300763202
1023 => 0.0013432007769798
1024 => 0.0013495499016909
1025 => 0.0013450509649444
1026 => 0.0013361830988106
1027 => 0.0013420700021962
1028 => 0.0013595520006449
1029 => 0.0014138166602431
1030 => 0.0014441838826653
1031 => 0.0014119885153231
1101 => 0.0014341964486026
1102 => 0.0014208796021306
1103 => 0.0014184595349848
1104 => 0.0014324077582377
1105 => 0.001446380396009
1106 => 0.0014454903993884
1107 => 0.0014353469818693
1108 => 0.0014296172226925
1109 => 0.0014730048787896
1110 => 0.0015049721647125
1111 => 0.001502792210124
1112 => 0.0015124138207186
1113 => 0.0015406631670096
1114 => 0.0015432459332021
1115 => 0.001542920564026
1116 => 0.0015365189085341
1117 => 0.0015643340585987
1118 => 0.0015875379461436
1119 => 0.0015350371102493
1120 => 0.0015550287412715
1121 => 0.0015640036285274
1122 => 0.0015771814257483
1123 => 0.001599414578515
1124 => 0.0016235656794723
1125 => 0.001626980909951
1126 => 0.0016245576404925
1127 => 0.0016086293401948
1128 => 0.0016350557630447
1129 => 0.0016505357417744
1130 => 0.0016597537148549
1201 => 0.0016831289608625
1202 => 0.0015640590543757
1203 => 0.001479775456406
1204 => 0.0014666133555132
1205 => 0.0014933790052529
1206 => 0.0015004368936372
1207 => 0.0014975918676793
1208 => 0.001402723015435
1209 => 0.0014661138906397
1210 => 0.0015343171423037
1211 => 0.0015369371069667
1212 => 0.0015710810808124
1213 => 0.0015821997583054
1214 => 0.0016096901326042
1215 => 0.001607970602207
1216 => 0.0016146640708814
1217 => 0.0016131253583478
1218 => 0.0016640454879551
1219 => 0.0017202179526244
1220 => 0.0017182728787904
1221 => 0.0017101974223917
1222 => 0.0017221908522136
1223 => 0.0017801668555595
1224 => 0.0017748293542179
1225 => 0.0017800142821239
1226 => 0.001848371257453
1227 => 0.0019372450490472
1228 => 0.0018959542500689
1229 => 0.0019855434027444
1230 => 0.0020419350254367
1231 => 0.0021394585058805
]
'min_raw' => 0.00087349351530621
'max_raw' => 0.0021394585058805
'avg_raw' => 0.0015064760105933
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000873'
'max' => '$0.002139'
'avg' => '$0.0015064'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00038948484667368
'max_diff' => 0.00086796461323575
'year' => 2028
]
3 => [
'items' => [
101 => 0.0021272480858157
102 => 0.002165213261092
103 => 0.0021053888855081
104 => 0.0019680200266661
105 => 0.0019462808789275
106 => 0.0019898032032231
107 => 0.0020967985906575
108 => 0.0019864335377085
109 => 0.0020087602441803
110 => 0.0020023301512145
111 => 0.0020019875188864
112 => 0.0020150644012604
113 => 0.0019960957013326
114 => 0.0019188138054229
115 => 0.0019542316428933
116 => 0.0019405551149417
117 => 0.0019557302423566
118 => 0.0020376241463166
119 => 0.0020014168992691
120 => 0.0019632755057424
121 => 0.0020111132774776
122 => 0.0020720271997384
123 => 0.0020682153159562
124 => 0.0020608186681748
125 => 0.0021025131844424
126 => 0.0021713803099695
127 => 0.0021899948172689
128 => 0.0022037356660005
129 => 0.0022056302968871
130 => 0.002225146172525
131 => 0.0021202043905858
201 => 0.0022867496936195
202 => 0.0023155074667322
203 => 0.0023101021972746
204 => 0.0023420652517773
205 => 0.0023326609103182
206 => 0.0023190354950399
207 => 0.0023697037351634
208 => 0.0023116166865779
209 => 0.0022291694340669
210 => 0.0021839372407176
211 => 0.0022435026416969
212 => 0.002279877153529
213 => 0.0023039183919965
214 => 0.0023111932562306
215 => 0.0021283507223868
216 => 0.0020298087375568
217 => 0.0020929730200467
218 => 0.0021700378040502
219 => 0.0021197762918196
220 => 0.0021217464479414
221 => 0.0020500867399935
222 => 0.0021763780981316
223 => 0.0021579785095284
224 => 0.0022534356077501
225 => 0.0022306540051684
226 => 0.0023084955631451
227 => 0.0022879972721751
228 => 0.0023730845319473
301 => 0.0024070281435161
302 => 0.0024640247502412
303 => 0.0025059516861662
304 => 0.0025305719848759
305 => 0.0025290938744897
306 => 0.0026266517637614
307 => 0.0025691252848709
308 => 0.0024968584694345
309 => 0.0024955513907421
310 => 0.0025329793984853
311 => 0.0026114182348427
312 => 0.0026317562838715
313 => 0.002643122478711
314 => 0.0026257147556543
315 => 0.0025632738857786
316 => 0.0025363122347487
317 => 0.0025592843425804
318 => 0.0025311914287179
319 => 0.002579687679524
320 => 0.002646283390121
321 => 0.0026325316392307
322 => 0.0026785016806792
323 => 0.0027260758373891
324 => 0.0027941090181733
325 => 0.0028118954108916
326 => 0.0028412956416992
327 => 0.0028715581366728
328 => 0.0028812776344612
329 => 0.0028998351715224
330 => 0.0028997373641418
331 => 0.0029556617511419
401 => 0.0030173480818372
402 => 0.0030406332436328
403 => 0.0030941761892305
404 => 0.003002485771263
405 => 0.0030720340065549
406 => 0.0031347682556935
407 => 0.003059973897641
408 => 0.003163060495366
409 => 0.0031670631143564
410 => 0.0032274979089834
411 => 0.0031662356667232
412 => 0.0031298583428251
413 => 0.0032348783138784
414 => 0.003285694169773
415 => 0.0032703880204244
416 => 0.0031539074681237
417 => 0.0030861107905988
418 => 0.0029086738085137
419 => 0.0031188555785007
420 => 0.0032212289875751
421 => 0.0031536423457258
422 => 0.0031877291165944
423 => 0.0033736954857809
424 => 0.0034444994387364
425 => 0.0034297727114787
426 => 0.0034322612859627
427 => 0.0034704658137948
428 => 0.0036398857298203
429 => 0.0035383653890149
430 => 0.003615973885666
501 => 0.0036571371524515
502 => 0.0036953718886957
503 => 0.0036014794606925
504 => 0.0034793267914141
505 => 0.0034406359134334
506 => 0.003146922186181
507 => 0.0031316331111435
508 => 0.0031230508900185
509 => 0.0030689411998048
510 => 0.0030264258051885
511 => 0.0029926159848941
512 => 0.0029038889199747
513 => 0.0029338316997747
514 => 0.0027924192770709
515 => 0.0028828899337682
516 => 0.0026571922926106
517 => 0.0028451599948083
518 => 0.0027428577203448
519 => 0.0028115509462362
520 => 0.0028113112820423
521 => 0.0026848252739692
522 => 0.0026118707842082
523 => 0.0026583602245151
524 => 0.0027082005948605
525 => 0.0027162870272659
526 => 0.0027809063683854
527 => 0.0027989402375038
528 => 0.0027442967721543
529 => 0.0026525152106585
530 => 0.0026738339740795
531 => 0.0026114387601479
601 => 0.0025020935477301
602 => 0.0025806271882728
603 => 0.0026074420260345
604 => 0.0026192849859977
605 => 0.0025117565279673
606 => 0.0024779687518978
607 => 0.0024599804234253
608 => 0.0026386346370114
609 => 0.0026484217181207
610 => 0.0025983496274115
611 => 0.0028246802254474
612 => 0.0027734546405199
613 => 0.0028306861694569
614 => 0.0026718995197517
615 => 0.002677965383605
616 => 0.0026027932389657
617 => 0.0026448846169592
618 => 0.0026151357876618
619 => 0.0026414840495724
620 => 0.0026572770891237
621 => 0.0027324368987538
622 => 0.0028460181991034
623 => 0.0027212105295539
624 => 0.0026668300406524
625 => 0.0027005673901194
626 => 0.0027904143976059
627 => 0.0029265372131318
628 => 0.0028459497666135
629 => 0.0028817131069147
630 => 0.0028895258057703
701 => 0.0028301036062171
702 => 0.0029287281943882
703 => 0.0029815819124139
704 => 0.0030357988905722
705 => 0.0030828739735819
706 => 0.0030141434372389
707 => 0.0030876949632613
708 => 0.0030284254168794
709 => 0.0029752545066017
710 => 0.0029753351449246
711 => 0.0029419802562043
712 => 0.0028773509563224
713 => 0.0028654323218328
714 => 0.0029274345636053
715 => 0.0029771544898726
716 => 0.0029812496611423
717 => 0.003008777167026
718 => 0.0030250676614521
719 => 0.0031847366526809
720 => 0.0032489568418043
721 => 0.0033274840734385
722 => 0.0033580748557123
723 => 0.0034501421429539
724 => 0.0033757903311668
725 => 0.0033597038489918
726 => 0.0031363787251238
727 => 0.0031729482016463
728 => 0.0032314994619884
729 => 0.003137344213841
730 => 0.0031970640472399
731 => 0.0032088540073918
801 => 0.0031341448545379
802 => 0.0031740502410691
803 => 0.0030680733655648
804 => 0.002848328205388
805 => 0.002928972833569
806 => 0.0029883544245985
807 => 0.002903609572502
808 => 0.0030555114398063
809 => 0.0029667735048182
810 => 0.002938647839599
811 => 0.0028289195920554
812 => 0.0028807071010684
813 => 0.0029507504485342
814 => 0.0029074718032135
815 => 0.0029972814905753
816 => 0.0031244759592483
817 => 0.0032151223121863
818 => 0.0032220810136046
819 => 0.0031638014814995
820 => 0.003257194803633
821 => 0.0032578750720249
822 => 0.0031525270231354
823 => 0.003088001929771
824 => 0.0030733416927966
825 => 0.0031099658390673
826 => 0.0031544343138303
827 => 0.0032245487044691
828 => 0.0032669173622885
829 => 0.0033773923512816
830 => 0.0034072837157369
831 => 0.0034401252627779
901 => 0.0034840116975828
902 => 0.0035367086148169
903 => 0.0034214107599458
904 => 0.0034259917586619
905 => 0.0033186279926135
906 => 0.0032038944110692
907 => 0.0032909628977185
908 => 0.003404793361777
909 => 0.0033786805275505
910 => 0.0033757423002632
911 => 0.0033806835835641
912 => 0.0033609953593228
913 => 0.0032719462507588
914 => 0.0032272263459148
915 => 0.003284926432428
916 => 0.0033155914604743
917 => 0.0033631502447027
918 => 0.0033572876207024
919 => 0.0034797939414342
920 => 0.0035273961932718
921 => 0.0035152175002365
922 => 0.0035174586728516
923 => 0.0036036402760236
924 => 0.0036994919433493
925 => 0.0037892696785413
926 => 0.0038805954468221
927 => 0.0037704986686542
928 => 0.0037145983145258
929 => 0.0037722732109862
930 => 0.0037416700990914
1001 => 0.0039175246575117
1002 => 0.0039297004455906
1003 => 0.0041055422877247
1004 => 0.0042724371347671
1005 => 0.0041676134715716
1006 => 0.0042664574646035
1007 => 0.0043733653019366
1008 => 0.0045796078653235
1009 => 0.0045101526256756
1010 => 0.0044569510006077
1011 => 0.004406675721987
1012 => 0.0045112905958211
1013 => 0.0046458759597452
1014 => 0.0046748643580919
1015 => 0.004721836637834
1016 => 0.0046724510291823
1017 => 0.0047319305551569
1018 => 0.0049419194184754
1019 => 0.0048851785739838
1020 => 0.0048045974532597
1021 => 0.0049703634933049
1022 => 0.005030353578798
1023 => 0.0054513954158408
1024 => 0.005982978127478
1025 => 0.0057628993942999
1026 => 0.0056262894227199
1027 => 0.0056583960064731
1028 => 0.0058525120175526
1029 => 0.0059148559193771
1030 => 0.0057453837029864
1031 => 0.005805244154851
1101 => 0.0061350811299747
1102 => 0.0063120280846915
1103 => 0.0060717103530395
1104 => 0.0054086832625513
1105 => 0.0047973420049957
1106 => 0.004959497235555
1107 => 0.0049411138646723
1108 => 0.0052954825464421
1109 => 0.0048838253236081
1110 => 0.0048907565754868
1111 => 0.0052524532263127
1112 => 0.0051559587609228
1113 => 0.0049996500850685
1114 => 0.004798483231311
1115 => 0.0044266076964584
1116 => 0.004097227164723
1117 => 0.0047432182392623
1118 => 0.0047153619294696
1119 => 0.004675021864816
1120 => 0.0047647943134517
1121 => 0.0052007038416727
1122 => 0.0051906547161457
1123 => 0.0051267273066522
1124 => 0.0051752156833227
1125 => 0.0049911498382003
1126 => 0.0050385877975897
1127 => 0.0047972451654171
1128 => 0.0049063421145177
1129 => 0.0049993147168519
1130 => 0.0050179803432534
1201 => 0.0050600349526264
1202 => 0.0047006829200094
1203 => 0.0048620214326331
1204 => 0.0049567926934252
1205 => 0.0045286126893583
1206 => 0.0049483289514485
1207 => 0.0046944274006076
1208 => 0.0046082494007789
1209 => 0.0047242767244601
1210 => 0.0046790607635813
1211 => 0.004640186735588
1212 => 0.0046184943600271
1213 => 0.0047036920210702
1214 => 0.0046997174483493
1215 => 0.0045603175387294
1216 => 0.0043784760392975
1217 => 0.0044395080152506
1218 => 0.004417334526209
1219 => 0.0043369749414853
1220 => 0.0043911275989358
1221 => 0.0041526667015565
1222 => 0.0037424071217343
1223 => 0.0040134371667556
1224 => 0.0040030028048463
1225 => 0.0039977413264109
1226 => 0.0042014129145242
1227 => 0.0041818345908301
1228 => 0.0041462997416139
1229 => 0.0043363223161127
1230 => 0.0042669615202563
1231 => 0.0044807151496268
]
'min_raw' => 0.0019188138054229
'max_raw' => 0.0063120280846915
'avg_raw' => 0.0041154209450572
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.001918'
'max' => '$0.006312'
'avg' => '$0.004115'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0010453202901167
'max_diff' => 0.004172569578811
'year' => 2029
]
4 => [
'items' => [
101 => 0.0046215071146482
102 => 0.0045857977181758
103 => 0.0047182132417851
104 => 0.0044409140687093
105 => 0.0045330217306933
106 => 0.0045520049921725
107 => 0.0043339774670398
108 => 0.0041850378467157
109 => 0.0041751052720761
110 => 0.003916864495578
111 => 0.0040548146339366
112 => 0.0041762050469275
113 => 0.0041180684593814
114 => 0.0040996641525455
115 => 0.0041936877647631
116 => 0.0042009942046902
117 => 0.0040344066000507
118 => 0.0040690454381986
119 => 0.0042134951515031
120 => 0.0040654056760432
121 => 0.003777692015503
122 => 0.0037063350497365
123 => 0.0036968147151335
124 => 0.0035032889645823
125 => 0.0037111034633956
126 => 0.0036203868655813
127 => 0.0039069595111251
128 => 0.0037432707529104
129 => 0.0037362144577043
130 => 0.0037255478325669
131 => 0.0035589722246195
201 => 0.0035954416963278
202 => 0.0037166717747437
203 => 0.0037599280324771
204 => 0.0037554160504075
205 => 0.0037160776812227
206 => 0.0037340865851904
207 => 0.0036760736307922
208 => 0.003655588049159
209 => 0.0035909299185213
210 => 0.0034959003287485
211 => 0.0035091147760567
212 => 0.0033208362928719
213 => 0.0032182521825374
214 => 0.0031898582528337
215 => 0.0031518887033698
216 => 0.0031941470144787
217 => 0.003320302923585
218 => 0.0031681321317337
219 => 0.0029072459826446
220 => 0.0029229256847332
221 => 0.002958153319981
222 => 0.0028925068547508
223 => 0.0028303779847007
224 => 0.0028843939965347
225 => 0.0027738530959643
226 => 0.0029715116596995
227 => 0.0029661655494822
228 => 0.0030398404389191
301 => 0.0030859108592449
302 => 0.0029797334558696
303 => 0.0029530301260549
304 => 0.0029682415563161
305 => 0.0027168304979796
306 => 0.0030192947917595
307 => 0.0030219105155322
308 => 0.0029995131005383
309 => 0.0031605659994387
310 => 0.0035004378497774
311 => 0.0033725643883664
312 => 0.0033230479191123
313 => 0.0032289170748639
314 => 0.0033543408358884
315 => 0.0033447102479572
316 => 0.0033011570770402
317 => 0.0032748159833755
318 => 0.0033233502561148
319 => 0.003268802049878
320 => 0.0032590036931535
321 => 0.0031996363121197
322 => 0.0031784448581344
323 => 0.0031627555492598
324 => 0.0031454831617884
325 => 0.0031835817445394
326 => 0.0030972453437398
327 => 0.0029931321080372
328 => 0.0029844762190093
329 => 0.0030083758896488
330 => 0.002997802064512
331 => 0.0029844255956026
401 => 0.00295888627359
402 => 0.0029513093023101
403 => 0.0029759307831458
404 => 0.0029481345668038
405 => 0.0029891493981547
406 => 0.0029779956334814
407 => 0.0029156916107015
408 => 0.0028380377304142
409 => 0.0028373464479951
410 => 0.0028206160468651
411 => 0.0027993073655934
412 => 0.0027933797779402
413 => 0.002879844918681
414 => 0.0030588251723305
415 => 0.0030236870659046
416 => 0.0030490779488953
417 => 0.003173975962929
418 => 0.003213677285776
419 => 0.0031854982271966
420 => 0.0031469249938044
421 => 0.0031486220203112
422 => 0.003280438435724
423 => 0.003288659663864
424 => 0.003309432055105
425 => 0.0033361304481268
426 => 0.0031900450789753
427 => 0.0031417414125614
428 => 0.0031188524556291
429 => 0.0030483633274188
430 => 0.0031243798089125
501 => 0.0030800882604964
502 => 0.0030860647035925
503 => 0.0030821725371858
504 => 0.003084297923231
505 => 0.0029714564101027
506 => 0.0030125699267113
507 => 0.0029442107312518
508 => 0.0028526854422112
509 => 0.0028523786173495
510 => 0.0028747793021783
511 => 0.0028614544983032
512 => 0.0028255977936874
513 => 0.0028306910693392
514 => 0.0027860686152328
515 => 0.0028361090431833
516 => 0.0028375440236037
517 => 0.0028182757331222
518 => 0.0028953699166283
519 => 0.0029269554665136
520 => 0.0029142726649519
521 => 0.0029260656073463
522 => 0.0030251472128657
523 => 0.0030413018377989
524 => 0.0030484766550796
525 => 0.0030388633504046
526 => 0.0029278766372085
527 => 0.0029327993698907
528 => 0.0028966796237532
529 => 0.0028661622444721
530 => 0.0028673827796008
531 => 0.0028830726795329
601 => 0.0029515913927368
602 => 0.0030957849852756
603 => 0.0031012570267083
604 => 0.0031078893005555
605 => 0.0030809125097054
606 => 0.0030727760514519
607 => 0.0030835101400863
608 => 0.003137661672105
609 => 0.0032769541144545
610 => 0.0032277188622988
611 => 0.0031876898359038
612 => 0.0032228060838002
613 => 0.0032174002126868
614 => 0.0031717692202133
615 => 0.0031704885102333
616 => 0.0030829080465658
617 => 0.0030505315432585
618 => 0.0030234753137558
619 => 0.0029939306174595
620 => 0.0029764155311479
621 => 0.0030033266641869
622 => 0.0030094815587161
623 => 0.0029506398960002
624 => 0.0029426199947994
625 => 0.0029906713667587
626 => 0.0029695257494951
627 => 0.0029912745412368
628 => 0.0029963204474786
629 => 0.0029955079403566
630 => 0.0029734294873747
701 => 0.0029875016349164
702 => 0.0029542168108712
703 => 0.002918024563941
704 => 0.0028949361652562
705 => 0.002874788475172
706 => 0.0028859675846213
707 => 0.0028461161006592
708 => 0.0028333668088878
709 => 0.0029827343079626
710 => 0.0030930736855004
711 => 0.0030914693072518
712 => 0.0030817030672761
713 => 0.0030671924156816
714 => 0.0031366001275596
715 => 0.0031124198685923
716 => 0.0031300130273192
717 => 0.0031344912245978
718 => 0.0031480453790132
719 => 0.0031528898241978
720 => 0.0031382465461665
721 => 0.0030891019165676
722 => 0.0029666381721383
723 => 0.0029096309685218
724 => 0.0028908176417984
725 => 0.0028915014704932
726 => 0.0028726384223447
727 => 0.002878194435407
728 => 0.002870706267741
729 => 0.0028565254897641
730 => 0.0028850919615416
731 => 0.0028883839812989
801 => 0.0028817162254421
802 => 0.0028832867233226
803 => 0.0028280805526642
804 => 0.0028322777579179
805 => 0.0028089071857105
806 => 0.002804525485158
807 => 0.0027454467137262
808 => 0.0026407801065298
809 => 0.00269877556715
810 => 0.0026287252061166
811 => 0.0026021960729571
812 => 0.0027277808632076
813 => 0.0027151756334463
814 => 0.0026936009594566
815 => 0.0026616875200699
816 => 0.0026498505149674
817 => 0.0025779326191049
818 => 0.0025736833261503
819 => 0.0026093277772863
820 => 0.0025928790895377
821 => 0.0025697789023335
822 => 0.0024861123659084
823 => 0.0023920434779283
824 => 0.0023948828263605
825 => 0.0024248043894131
826 => 0.002511805369461
827 => 0.002477812581424
828 => 0.0024531504236809
829 => 0.0024485319428774
830 => 0.0025063418995782
831 => 0.0025881550998703
901 => 0.0026265400229802
902 => 0.0025885017299458
903 => 0.002544805387035
904 => 0.0025474649809586
905 => 0.0025651580678134
906 => 0.002567017361075
907 => 0.0025385755338967
908 => 0.0025465817416485
909 => 0.0025344195799706
910 => 0.0024597804162031
911 => 0.0024584304304139
912 => 0.0024401127759063
913 => 0.0024395581246077
914 => 0.0024083952247371
915 => 0.0024040353196262
916 => 0.0023421594904804
917 => 0.0023828863486015
918 => 0.0023555689104299
919 => 0.0023143950875731
920 => 0.0023072967049932
921 => 0.0023070833190413
922 => 0.0023493596288169
923 => 0.0023823923253073
924 => 0.0023560441089625
925 => 0.0023500451308395
926 => 0.0024140985225865
927 => 0.002405947144627
928 => 0.0023988881038849
929 => 0.0025808296251192
930 => 0.0024368087139883
1001 => 0.002374007376309
1002 => 0.0022962787952804
1003 => 0.0023215876132048
1004 => 0.0023269205530054
1005 => 0.0021399973272612
1006 => 0.0020641625978566
1007 => 0.0020381389764965
1008 => 0.0020231620144837
1009 => 0.0020299872041418
1010 => 0.001961727053151
1011 => 0.0020075990035355
1012 => 0.0019484914826645
1013 => 0.0019385819144379
1014 => 0.0020442734837721
1015 => 0.0020589798482038
1016 => 0.001996237928629
1017 => 0.0020365283979901
1018 => 0.0020219185137204
1019 => 0.0019495047114609
1020 => 0.0019467390368545
1021 => 0.0019104043363489
1022 => 0.0018535475658421
1023 => 0.0018275624960497
1024 => 0.0018140292460891
1025 => 0.0018196133287806
1026 => 0.0018167898456961
1027 => 0.0017983647086916
1028 => 0.0018178459529815
1029 => 0.0017680794240267
1030 => 0.0017482619912007
1031 => 0.0017393109165542
1101 => 0.0016951402576523
1102 => 0.0017654354187464
1103 => 0.001779284451037
1104 => 0.0017931607701994
1105 => 0.001913944654743
1106 => 0.0019079106332029
1107 => 0.0019624552492376
1108 => 0.0019603357457596
1109 => 0.0019447787377023
1110 => 0.0018791462797122
1111 => 0.001905306207681
1112 => 0.0018247900155486
1113 => 0.0018851182212631
1114 => 0.0018575869475411
1115 => 0.0018758098699237
1116 => 0.0018430434123851
1117 => 0.0018611777228808
1118 => 0.0017825685703583
1119 => 0.0017091644497935
1120 => 0.0017387044107086
1121 => 0.0017708177265277
1122 => 0.0018404475775442
1123 => 0.0017989766127126
1124 => 0.0018138911398568
1125 => 0.0017639299705853
1126 => 0.0016608458076757
1127 => 0.0016614292528428
1128 => 0.0016455720001898
1129 => 0.0016318690187007
1130 => 0.0018037400518945
1201 => 0.0017823651720379
1202 => 0.0017483070984615
1203 => 0.0017938951833576
1204 => 0.0018059493965843
1205 => 0.0018062925630886
1206 => 0.00183955245303
1207 => 0.0018573032622539
1208 => 0.001860431919316
1209 => 0.0019127670747662
1210 => 0.0019303091285558
1211 => 0.0020025623654705
1212 => 0.0018557972301092
1213 => 0.0018527746987279
1214 => 0.0017945367012015
1215 => 0.001757601242464
1216 => 0.001797065703661
1217 => 0.0018320258288453
1218 => 0.001795623009742
1219 => 0.0018003764494114
1220 => 0.0017515086389848
1221 => 0.0017689765817681
1222 => 0.0017840223272791
1223 => 0.001775714950956
1224 => 0.0017632784065187
1225 => 0.0018291594972602
1226 => 0.0018254422279305
1227 => 0.0018867922142287
1228 => 0.0019346189157278
1229 => 0.0020203329148596
1230 => 0.0019308858883937
1231 => 0.0019276260832296
]
'min_raw' => 0.0016318690187007
'max_raw' => 0.0047182132417851
'avg_raw' => 0.0031750411302429
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001631'
'max' => '$0.004718'
'avg' => '$0.003175'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00028694478672218
'max_diff' => -0.0015938148429064
'year' => 2030
]
5 => [
'items' => [
101 => 0.0019594912015983
102 => 0.0019303042501722
103 => 0.0019487493959742
104 => 0.0020173611167101
105 => 0.0020188107742523
106 => 0.0019945271426419
107 => 0.0019930494814515
108 => 0.0019977134185361
109 => 0.002025030243716
110 => 0.0020154849056369
111 => 0.0020265310125204
112 => 0.0020403443383223
113 => 0.0020974821105675
114 => 0.0021112578340168
115 => 0.0020777899679287
116 => 0.0020808117415126
117 => 0.0020682938408822
118 => 0.0020562017057221
119 => 0.0020833830596476
120 => 0.0021330575181972
121 => 0.0021327484959687
122 => 0.0021442720048187
123 => 0.0021514510553664
124 => 0.0021206333150296
125 => 0.0021005720992701
126 => 0.0021082648459206
127 => 0.002120565715341
128 => 0.0021042758397546
129 => 0.0020037271814304
130 => 0.0020342272212928
131 => 0.0020291505232839
201 => 0.0020219206879717
202 => 0.0020525887139032
203 => 0.002049630707987
204 => 0.001961026946641
205 => 0.0019666990719682
206 => 0.0019613718873688
207 => 0.0019785851106488
208 => 0.0019293746796261
209 => 0.0019445114767713
210 => 0.0019540051340422
211 => 0.0019595969711084
212 => 0.0019797985209503
213 => 0.0019774281022418
214 => 0.0019796511723952
215 => 0.0020096047377992
216 => 0.0021610995927905
217 => 0.0021693451234931
218 => 0.0021287411146522
219 => 0.0021449616153055
220 => 0.0021138218010848
221 => 0.0021347261669898
222 => 0.0021490284032286
223 => 0.002084399347827
224 => 0.0020805724346053
225 => 0.0020493040952942
226 => 0.0020661059297107
227 => 0.0020393730030594
228 => 0.0020459323281816
301 => 0.0020275918833083
302 => 0.002060601032534
303 => 0.0020975103904715
304 => 0.0021068351518812
305 => 0.0020823057191744
306 => 0.0020645447933263
307 => 0.0020333624583497
308 => 0.0020852193763594
309 => 0.0021003839194964
310 => 0.0020851397234701
311 => 0.0020816073101585
312 => 0.002074913393316
313 => 0.0020830274562608
314 => 0.0021003013301377
315 => 0.0020921552902158
316 => 0.002097535893099
317 => 0.0020770305833617
318 => 0.002120643516984
319 => 0.0021899113516002
320 => 0.0021901340590149
321 => 0.0021819879751828
322 => 0.0021786547731885
323 => 0.002187013149546
324 => 0.0021915472258414
325 => 0.0022185766823175
326 => 0.0022475803660174
327 => 0.0023829279025463
328 => 0.0023449228558909
329 => 0.0024650112421603
330 => 0.002559985564174
331 => 0.0025884642106222
401 => 0.0025622651959137
402 => 0.0024726397818391
403 => 0.002468242331444
404 => 0.0026021805389453
405 => 0.0025643368605676
406 => 0.0025598354754422
407 => 0.0025119483429178
408 => 0.0025402555691765
409 => 0.0025340643635517
410 => 0.0025242912425889
411 => 0.002578299458392
412 => 0.0026793980170288
413 => 0.002663640858569
414 => 0.0026518788707323
415 => 0.002600341263895
416 => 0.0026313784145523
417 => 0.0026203266796807
418 => 0.0026678119462933
419 => 0.0026396827262794
420 => 0.0025640501574836
421 => 0.0025760948933526
422 => 0.0025742743557566
423 => 0.0026117408904765
424 => 0.0026004943667301
425 => 0.0025720782914949
426 => 0.0026790524731462
427 => 0.0026721061648114
428 => 0.0026819544418829
429 => 0.0026862899580179
430 => 0.0027514032572925
501 => 0.0027780780926122
502 => 0.0027841337472384
503 => 0.0028094727776863
504 => 0.0027835032890776
505 => 0.002887399759444
506 => 0.0029564848497106
507 => 0.0030367307371414
508 => 0.003153991546739
509 => 0.0031980826958709
510 => 0.0031901180244248
511 => 0.0032790238319826
512 => 0.0034387855918989
513 => 0.0032224104438674
514 => 0.0034502540001444
515 => 0.0033781213608075
516 => 0.0032070961705503
517 => 0.0031960841645523
518 => 0.0033119044090377
519 => 0.003568782564021
520 => 0.0035044374996856
521 => 0.0035688878094953
522 => 0.0034937030996226
523 => 0.0034899695450709
524 => 0.0035652362559522
525 => 0.0037411010285012
526 => 0.0036575542672556
527 => 0.0035377694985037
528 => 0.0036262167076927
529 => 0.0035495955496904
530 => 0.0033769466357995
531 => 0.0035043882962276
601 => 0.0034191716872288
602 => 0.0034440424240988
603 => 0.0036231550612002
604 => 0.0036016037548309
605 => 0.00362949314087
606 => 0.0035802691045033
607 => 0.0035342860926187
608 => 0.0034484553861929
609 => 0.0034230451454228
610 => 0.003430067621807
611 => 0.0034230416654323
612 => 0.0033750201740119
613 => 0.0033646499375119
614 => 0.0033473657556813
615 => 0.003352722846363
616 => 0.0033202235278558
617 => 0.0033815564565808
618 => 0.0033929403886161
619 => 0.0034375733794003
620 => 0.0034422073245678
621 => 0.0035665095685912
622 => 0.0034980459813975
623 => 0.0035439772665487
624 => 0.0035398687400828
625 => 0.0032108028050169
626 => 0.0032561451874957
627 => 0.0033266837054091
628 => 0.0032949061987018
629 => 0.0032499802390091
630 => 0.0032137001177796
701 => 0.0031587320242841
702 => 0.0032360985603103
703 => 0.0033378273281709
704 => 0.0034447873339988
705 => 0.0035732927727039
706 => 0.0035446118547531
707 => 0.0034423850142087
708 => 0.0034469708355988
709 => 0.003475318578978
710 => 0.0034386056756379
711 => 0.0034277783237218
712 => 0.00347383106709
713 => 0.0034741482070235
714 => 0.0034319055748281
715 => 0.003384960619463
716 => 0.0033847639183859
717 => 0.0033764105170131
718 => 0.0034951891511696
719 => 0.0035605053900812
720 => 0.00356799379161
721 => 0.0035600013609938
722 => 0.0035630773303298
723 => 0.0035250712500522
724 => 0.0036119418792137
725 => 0.0036916629591471
726 => 0.0036702960067325
727 => 0.0036382639075717
728 => 0.0036127487977153
729 => 0.0036642854577322
730 => 0.0036619906113878
731 => 0.003690966665061
801 => 0.0036896521438926
802 => 0.0036799085868868
803 => 0.0036702963547056
804 => 0.0037084077687867
805 => 0.0036974322935819
806 => 0.0036864397704327
807 => 0.0036643925823857
808 => 0.0036673891614063
809 => 0.0036353625930391
810 => 0.0036205456370764
811 => 0.0033977341702452
812 => 0.0033381916657333
813 => 0.0033569249497522
814 => 0.0033630924332607
815 => 0.0033371794589913
816 => 0.0033743320075967
817 => 0.0033685418222508
818 => 0.0033910680462865
819 => 0.003376994639484
820 => 0.0033775722170081
821 => 0.0034189591056476
822 => 0.0034309738954921
823 => 0.003424863076406
824 => 0.0034291428846273
825 => 0.0035277692586932
826 => 0.0035137477421949
827 => 0.0035062990910144
828 => 0.0035083624182964
829 => 0.0035335635714435
830 => 0.0035406185183928
831 => 0.0035107262124265
901 => 0.0035248235967255
902 => 0.0035848484698466
903 => 0.0036058537783253
904 => 0.0036728926398695
905 => 0.0036444133399648
906 => 0.0036966883274951
907 => 0.0038573638173067
908 => 0.0039857225164665
909 => 0.0038676785520716
910 => 0.0041033929566967
911 => 0.0042869304319204
912 => 0.0042798859579237
913 => 0.0042478819538201
914 => 0.0040389294178741
915 => 0.0038466481789898
916 => 0.0040074996000092
917 => 0.0040079096433608
918 => 0.0039940923636431
919 => 0.0039082744260034
920 => 0.0039911060854344
921 => 0.0039976809617597
922 => 0.0039940007794183
923 => 0.0039282043678407
924 => 0.0038277454085712
925 => 0.0038473748487477
926 => 0.0038795282721865
927 => 0.00381865513371
928 => 0.0037992024775333
929 => 0.0038353686663851
930 => 0.0039519036623905
1001 => 0.003929873396437
1002 => 0.0039292980971616
1003 => 0.0040235529171976
1004 => 0.0039560868075151
1005 => 0.0038476224388505
1006 => 0.0038202337552934
1007 => 0.0037230223798937
1008 => 0.0037901666231373
1009 => 0.0037925830249171
1010 => 0.0037558088090901
1011 => 0.0038506064637906
1012 => 0.0038497328867137
1013 => 0.003939729151083
1014 => 0.0041117682075037
1015 => 0.0040608877929923
1016 => 0.0040017194066888
1017 => 0.0040081526508414
1018 => 0.0040787094605956
1019 => 0.0040360492027629
1020 => 0.0040513901289175
1021 => 0.0040786862402665
1022 => 0.0040951546619678
1023 => 0.0040057830983932
1024 => 0.0039849463117879
1025 => 0.0039423215591119
1026 => 0.0039312015567674
1027 => 0.0039659185284274
1028 => 0.0039567718329637
1029 => 0.0037923799357043
1030 => 0.0037752000677728
1031 => 0.003775726949795
1101 => 0.0037325273550231
1102 => 0.0036666376039052
1103 => 0.0038397919357704
1104 => 0.0038258852196283
1105 => 0.0038105332813018
1106 => 0.0038124138061499
1107 => 0.0038875742328678
1108 => 0.0038439773896788
1109 => 0.0039598867426786
1110 => 0.003936059264256
1111 => 0.003911620700921
1112 => 0.0039082425470513
1113 => 0.0038988357851676
1114 => 0.0038665764985665
1115 => 0.0038276214715131
1116 => 0.0038018999884257
1117 => 0.0035070517716497
1118 => 0.0035617738856302
1119 => 0.003624726689687
1120 => 0.0036464577453799
1121 => 0.0036092852708739
1122 => 0.0038680442944289
1123 => 0.0039153220614964
1124 => 0.0037721146211965
1125 => 0.0037453263562377
1126 => 0.0038698005286198
1127 => 0.0037947273863247
1128 => 0.0038285328177034
1129 => 0.003755463965645
1130 => 0.0039039342318644
1201 => 0.0039028031371916
1202 => 0.0038450448502792
1203 => 0.0038938617588659
1204 => 0.0038853786196738
1205 => 0.003820169656002
1206 => 0.003906001472324
1207 => 0.003906044043834
1208 => 0.0038504529484542
1209 => 0.0037855347195063
1210 => 0.0037739288734705
1211 => 0.0037651854275086
1212 => 0.0038263824659798
1213 => 0.0038812515393148
1214 => 0.0039833492815946
1215 => 0.0040090190797862
1216 => 0.0041092100110635
1217 => 0.0040495511896958
1218 => 0.004075997172497
1219 => 0.0041047080278404
1220 => 0.0041184730676988
1221 => 0.0040960436739223
1222 => 0.0042516814304284
1223 => 0.0042648220256952
1224 => 0.0042692279536224
1225 => 0.0042167477778145
1226 => 0.00426336245707
1227 => 0.0042415529923623
1228 => 0.004298295160688
1229 => 0.0043071930572019
1230 => 0.0042996568554065
1231 => 0.0043024811882037
]
'min_raw' => 0.0019293746796261
'max_raw' => 0.0043071930572019
'avg_raw' => 0.003118283868414
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.001929'
'max' => '$0.0043071'
'avg' => '$0.003118'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00029750566092536
'max_diff' => -0.00041102018458317
'year' => 2031
]
6 => [
'items' => [
101 => 0.0041696718194074
102 => 0.0041627849530101
103 => 0.0040688820410129
104 => 0.004107148171747
105 => 0.0040356114744829
106 => 0.004058296498095
107 => 0.0040682958403524
108 => 0.0040630727514148
109 => 0.0041093116813647
110 => 0.004069999144918
111 => 0.0039662468976557
112 => 0.003862466383163
113 => 0.0038611635033413
114 => 0.0038338399257537
115 => 0.0038140899837206
116 => 0.003817894523223
117 => 0.0038313022166634
118 => 0.003813310704204
119 => 0.0038171501055801
120 => 0.0038809097502198
121 => 0.0038936962922393
122 => 0.0038502426264325
123 => 0.0036757698878841
124 => 0.0036329538402126
125 => 0.0036637291661998
126 => 0.0036490205425628
127 => 0.0029450443722246
128 => 0.0031104331312194
129 => 0.0030121647466963
130 => 0.0030574513393955
131 => 0.0029571447652722
201 => 0.0030050163199618
202 => 0.0029961761917999
203 => 0.0032621164220544
204 => 0.0032579641311478
205 => 0.0032599516130705
206 => 0.0031650839225461
207 => 0.0033162107294899
208 => 0.0033906612289346
209 => 0.0033768824229233
210 => 0.0033803502515436
211 => 0.0033207614663804
212 => 0.0032605285627655
213 => 0.0031937210028791
214 => 0.003317841191484
215 => 0.0033040411453134
216 => 0.0033356934861289
217 => 0.0034161943007335
218 => 0.0034280483514769
219 => 0.0034439803158879
220 => 0.003438269840761
221 => 0.0035743165258443
222 => 0.0035578403746158
223 => 0.0035975431585643
224 => 0.0035158715197248
225 => 0.0034234523080347
226 => 0.0034410181787653
227 => 0.0034393264441582
228 => 0.0034177887209263
229 => 0.0033983454274092
301 => 0.0033659778218173
302 => 0.0034683937154144
303 => 0.0034642358171678
304 => 0.0035315473567532
305 => 0.0035196493883021
306 => 0.0034401918430586
307 => 0.0034430296848315
308 => 0.0034621155345743
309 => 0.0035281718784526
310 => 0.0035477818987745
311 => 0.0035386977560372
312 => 0.0035601992480888
313 => 0.0035771931507199
314 => 0.0035623334206165
315 => 0.0037727158624826
316 => 0.0036853504048071
317 => 0.0037279317209932
318 => 0.0037380871139999
319 => 0.0037120742883581
320 => 0.0037177155387904
321 => 0.0037262604960465
322 => 0.0037781438032315
323 => 0.0039143006138408
324 => 0.0039746035384089
325 => 0.0041560278622659
326 => 0.0039695962199808
327 => 0.0039585341378584
328 => 0.0039912141370747
329 => 0.0040977294208939
330 => 0.0041840500539574
331 => 0.0042126875879013
401 => 0.0042164725107662
402 => 0.0042701984282323
403 => 0.0043009931221949
404 => 0.00426367468872
405 => 0.0042320512237529
406 => 0.0041187798974898
407 => 0.0041318913619324
408 => 0.0042222163499278
409 => 0.0043498057155865
410 => 0.0044592906647327
411 => 0.0044209528514774
412 => 0.0047134433043369
413 => 0.0047424425380215
414 => 0.0047384357815838
415 => 0.004804500351582
416 => 0.0046733756339512
417 => 0.0046173172767423
418 => 0.0042388885758204
419 => 0.0043452116048733
420 => 0.0044997583717343
421 => 0.0044793035276197
422 => 0.0043670675344783
423 => 0.0044592055236674
424 => 0.0044287418230202
425 => 0.0044047138383796
426 => 0.0045147906940721
427 => 0.0043937566695302
428 => 0.0044985509647533
429 => 0.0043641511971715
430 => 0.004421127975379
501 => 0.0043887852004117
502 => 0.004409714939597
503 => 0.0042873601119849
504 => 0.0043533798069688
505 => 0.0042846134756209
506 => 0.0042845808714262
507 => 0.0042830628508504
508 => 0.0043639661347246
509 => 0.0043666043879072
510 => 0.0043068167388861
511 => 0.0042982004046035
512 => 0.0043300595084497
513 => 0.0042927608417583
514 => 0.0043102126531482
515 => 0.0042932894393469
516 => 0.0042894796674628
517 => 0.004259122756911
518 => 0.0042460441651647
519 => 0.0042511726179822
520 => 0.0042336665646174
521 => 0.0042231185342434
522 => 0.0042809645821189
523 => 0.0042500597722419
524 => 0.0042762279767679
525 => 0.0042464060050199
526 => 0.0041430300581267
527 => 0.0040835774578876
528 => 0.0038883098771617
529 => 0.0039436875208269
530 => 0.0039804029558692
531 => 0.0039682685048068
601 => 0.0039943380010981
602 => 0.0039959384564427
603 => 0.0039874629974514
604 => 0.0039776495017129
605 => 0.0039728728347077
606 => 0.0040084741971142
607 => 0.0040291419862779
608 => 0.0039840878409649
609 => 0.0039735322850925
610 => 0.0040190845135115
611 => 0.0040468713465324
612 => 0.0042520337094862
613 => 0.0042368346189728
614 => 0.0042749813534904
615 => 0.0042706866165931
616 => 0.0043106704716188
617 => 0.004376027176148
618 => 0.0042431387218182
619 => 0.0042662035625528
620 => 0.0042605485962496
621 => 0.0043222880355359
622 => 0.0043224807793263
623 => 0.0042854649013604
624 => 0.0043055318093198
625 => 0.0042943310118037
626 => 0.0043145723667938
627 => 0.0042366316258526
628 => 0.0043315550351359
629 => 0.0043853704914702
630 => 0.0043861177191336
701 => 0.0044116258183302
702 => 0.0044375435244434
703 => 0.0044872903043712
704 => 0.0044361561137513
705 => 0.0043441706826393
706 => 0.0043508117336544
707 => 0.0042968807090496
708 => 0.0042977872993166
709 => 0.0042929478494204
710 => 0.0043074714028558
711 => 0.0042398187291014
712 => 0.0042556966764093
713 => 0.0042334674571971
714 => 0.0042661552405715
715 => 0.0042309885891448
716 => 0.0042605458692537
717 => 0.0042733018115093
718 => 0.0043203715130484
719 => 0.0042240363559563
720 => 0.0040276024493287
721 => 0.0040688952380328
722 => 0.004007819960061
723 => 0.0040134727095672
724 => 0.0040248921631983
725 => 0.0039878779777672
726 => 0.0039949391178965
727 => 0.0039946868442826
728 => 0.0039925128865673
729 => 0.003982884067381
730 => 0.003968920374557
731 => 0.0040245474289696
801 => 0.0040339995494786
802 => 0.0040550104425001
803 => 0.0041175246083071
804 => 0.0041112779689574
805 => 0.0041214664969073
806 => 0.0040992249975989
807 => 0.00401450442893
808 => 0.0040191051634117
809 => 0.0039617339307034
810 => 0.0040535433310916
811 => 0.0040318016532548
812 => 0.0040177846521154
813 => 0.004013959983488
814 => 0.0040766291098204
815 => 0.0040953806946373
816 => 0.0040836959653515
817 => 0.0040597302446882
818 => 0.004105751513191
819 => 0.0041180648631609
820 => 0.0041208213681202
821 => 0.0042023622322041
822 => 0.0041253785966165
823 => 0.004143909322854
824 => 0.0042884807591296
825 => 0.0041573744159221
826 => 0.0042268243699394
827 => 0.0042234251560904
828 => 0.0042589534025074
829 => 0.0042205108028924
830 => 0.0042209873449877
831 => 0.0042525340209141
901 => 0.0042082324040484
902 => 0.0041972627006975
903 => 0.0041821081340846
904 => 0.0042151975758651
905 => 0.0042350331997057
906 => 0.004394893760201
907 => 0.0044981709728082
908 => 0.0044936874366346
909 => 0.0045346585644328
910 => 0.0045162006961072
911 => 0.0044565953703442
912 => 0.0045583343933266
913 => 0.0045261399095134
914 => 0.0045287939836427
915 => 0.004528695198871
916 => 0.0045501017161161
917 => 0.0045349332367695
918 => 0.0045050346069647
919 => 0.0045248827127398
920 => 0.0045838244910639
921 => 0.0047667815795366
922 => 0.004869166790105
923 => 0.0047606178613018
924 => 0.0048354934588622
925 => 0.0047905947812292
926 => 0.0047824353558834
927 => 0.0048294627644145
928 => 0.0048765724881989
929 => 0.0048735718024547
930 => 0.0048393725620984
1001 => 0.0048200542789947
1002 => 0.0049663387907556
1003 => 0.0050741187271294
1004 => 0.0050667688580346
1005 => 0.0050992087899137
1006 => 0.0051944534332401
1007 => 0.0052031614097811
1008 => 0.0052020644048875
1009 => 0.0051804807764471
1010 => 0.0052742614968818
1011 => 0.0053524950237832
1012 => 0.0051754847900742
1013 => 0.0052428879698365
1014 => 0.0052731474288266
1015 => 0.005317577292201
1016 => 0.0053925379190233
1017 => 0.0054739650420767
1018 => 0.0054854797300794
1019 => 0.0054773095079129
1020 => 0.0054236061313807
1021 => 0.0055127046610533
1022 => 0.0055648964901178
1023 => 0.005595975529937
1024 => 0.0056747868038594
1025 => 0.0052733343009438
1026 => 0.0049891662658961
1027 => 0.0049447893237872
1028 => 0.0050350315806027
1029 => 0.0050588277440564
1030 => 0.005049235540406
1031 => 0.0047293785815324
1101 => 0.0049431053430947
1102 => 0.0051730573678791
1103 => 0.0051818907616602
1104 => 0.0052970095533374
1105 => 0.0053344969507862
1106 => 0.0054271826670512
1107 => 0.0054213851502632
1108 => 0.0054439526472219
1109 => 0.0054387647704857
1110 => 0.0056104455425866
1111 => 0.0057998349290552
1112 => 0.0057932769768231
1113 => 0.0057660500117648
1114 => 0.0058064866977639
1115 => 0.0060019568407996
1116 => 0.0059839610823741
1117 => 0.0060014424288094
1118 => 0.006231912743663
1119 => 0.0065315569369927
1120 => 0.0063923421254059
1121 => 0.0066943982085663
1122 => 0.0068845265016108
1123 => 0.0072133337247989
1124 => 0.007172165441046
1125 => 0.0073001676801343
1126 => 0.0070984656210483
1127 => 0.0066353169226752
1128 => 0.0065620218682956
1129 => 0.0067087604232899
1130 => 0.0070695028422044
1201 => 0.006697399360745
1202 => 0.0067726754104156
1203 => 0.0067509959030464
1204 => 0.0067498406942306
1205 => 0.0067939303161533
1206 => 0.0067299760199944
1207 => 0.006469414712285
1208 => 0.0065888284241108
1209 => 0.0065427170552574
1210 => 0.0065938810568305
1211 => 0.0068699920716812
1212 => 0.0067479168103512
1213 => 0.006619320439129
1214 => 0.0067806088264609
1215 => 0.0069859843682374
1216 => 0.0069731323359283
1217 => 0.006948194021516
1218 => 0.0070887699941305
1219 => 0.0073209603159941
1220 => 0.0073837204269776
1221 => 0.0074300486578316
1222 => 0.0074364365381445
1223 => 0.0075022356754128
1224 => 0.0071484171308035
1225 => 0.0077099362478031
1226 => 0.0078068950876564
1227 => 0.0077886708442962
1228 => 0.0078964365141414
1229 => 0.0078647291203217
1230 => 0.0078187900814148
1231 => 0.0079896215905348
]
'min_raw' => 0.0029450443722246
'max_raw' => 0.0079896215905348
'avg_raw' => 0.0054673329813797
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.002945'
'max' => '$0.007989'
'avg' => '$0.005467'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0010156696925986
'max_diff' => 0.0036824285333329
'year' => 2032
]
7 => [
'items' => [
101 => 0.0077937770507206
102 => 0.0075158003825964
103 => 0.0073632968847083
104 => 0.0075641257928336
105 => 0.0076867649990626
106 => 0.0077678217130615
107 => 0.0077923494257418
108 => 0.0071758830572293
109 => 0.0068436418753932
110 => 0.0070566046637973
111 => 0.0073164339635567
112 => 0.0071469737659242
113 => 0.0071536162848408
114 => 0.0069120105763735
115 => 0.0073378107077171
116 => 0.0072757752101231
117 => 0.0075976154813796
118 => 0.0075208057177147
119 => 0.0077832539651569
120 => 0.0077141425460068
121 => 0.0080010201829315
122 => 0.0081154634392028
123 => 0.0083076314781527
124 => 0.008448991069869
125 => 0.0085320001259028
126 => 0.0085270165735377
127 => 0.0088559398084914
128 => 0.0086619852685417
129 => 0.0084183326547897
130 => 0.0084139257477211
131 => 0.0085401168889675
201 => 0.0088045789021711
202 => 0.008873150054429
203 => 0.0089114719738925
204 => 0.0088527806202385
205 => 0.0086422568679702
206 => 0.0085513537791205
207 => 0.0086288058445365
208 => 0.0085340886240645
209 => 0.0086975971195574
210 => 0.0089221292073992
211 => 0.0088757642191559
212 => 0.0090307554234255
213 => 0.0091911550142943
214 => 0.0094205336332331
215 => 0.0094805016980894
216 => 0.0095796266289156
217 => 0.0096816587435792
218 => 0.0097144287089665
219 => 0.0097769967408141
220 => 0.0097766669764018
221 => 0.0099652199516887
222 => 0.01017319972243
223 => 0.010251707271142
224 => 0.010432231050473
225 => 0.010123090404676
226 => 0.010357577135665
227 => 0.010569090036601
228 => 0.010316915636452
301 => 0.010664479297958
302 => 0.010677974407338
303 => 0.010881734536846
304 => 0.010675184609872
305 => 0.010552535922566
306 => 0.010906618087232
307 => 0.011077947293231
308 => 0.011026341542061
309 => 0.010633619227567
310 => 0.010405037995879
311 => 0.0098067968225242
312 => 0.010515439334458
313 => 0.010860598430635
314 => 0.010632725348892
315 => 0.010747651276738
316 => 0.011374649874207
317 => 0.011613370344971
318 => 0.011563718155834
319 => 0.011572108558454
320 => 0.011700917791395
321 => 0.012272128866795
322 => 0.011929845949846
323 => 0.012191508414758
324 => 0.012330293242652
325 => 0.012459204325364
326 => 0.012142639448991
327 => 0.011730793196092
328 => 0.011600344199669
329 => 0.0106100678618
330 => 0.010558519677862
331 => 0.010529584120147
401 => 0.010347149521774
402 => 0.010203805900495
403 => 0.010089813730846
404 => 0.0097906642367448
405 => 0.0098916184093785
406 => 0.0094148365531325
407 => 0.0097198646886472
408 => 0.0089589093337781
409 => 0.0095926555652236
410 => 0.0092477363043531
411 => 0.0094793403114539
412 => 0.0094785322668915
413 => 0.0090520758597017
414 => 0.0088061047039528
415 => 0.0089628470977366
416 => 0.0091308873860995
417 => 0.009158151357531
418 => 0.0093760199776939
419 => 0.009436822426511
420 => 0.0092525881680002
421 => 0.0089431402254333
422 => 0.0090150179247355
423 => 0.0088046481046706
424 => 0.0084359830867651
425 => 0.0087007647388985
426 => 0.0087911728365643
427 => 0.0088311022029292
428 => 0.0084685624992825
429 => 0.0083546446532769
430 => 0.0082939957479268
501 => 0.0088963409022712
502 => 0.0089293387295435
503 => 0.0087605171797958
504 => 0.0095236065929714
505 => 0.0093508959569323
506 => 0.0095438560525211
507 => 0.0090084957769102
508 => 0.0090289472603968
509 => 0.0087754991263935
510 => 0.0089174131460249
511 => 0.0088171128910518
512 => 0.0089059478956604
513 => 0.0089591952311423
514 => 0.0092126017768006
515 => 0.0095955490609225
516 => 0.0091747512892429
517 => 0.008991403674187
518 => 0.0091051515033815
519 => 0.0094080769620402
520 => 0.0098670245383771
521 => 0.0095953183360049
522 => 0.0097158969347472
523 => 0.0097422379944039
524 => 0.009541891899885
525 => 0.0098744115846527
526 => 0.010052611585105
527 => 0.010235407912274
528 => 0.010394124841319
529 => 0.010162395039425
530 => 0.010410379144614
531 => 0.010210547730919
601 => 0.010031278294644
602 => 0.010031550172379
603 => 0.0099190918362951
604 => 0.0097011896394696
605 => 0.0096610051311555
606 => 0.0098700500181494
607 => 0.010037684220894
608 => 0.010051491376746
609 => 0.010144302284742
610 => 0.010199226824065
611 => 0.010737561975726
612 => 0.010954084827066
613 => 0.011218844871117
614 => 0.011321983829333
615 => 0.011632395116201
616 => 0.011381712791683
617 => 0.011327476093908
618 => 0.010574519846725
619 => 0.01069781639002
620 => 0.010895226052182
621 => 0.010577775059343
622 => 0.010779124647153
623 => 0.010818875320954
624 => 0.010566988196081
625 => 0.010701531992876
626 => 0.010344223558044
627 => 0.0096033374083905
628 => 0.0098752364027308
629 => 0.010075445582777
630 => 0.0097897223972372
701 => 0.010301870148303
702 => 0.010002684005006
703 => 0.0099078563610483
704 => 0.0095378999134734
705 => 0.0097125051157992
706 => 0.0099486611520505
707 => 0.0098027441777332
708 => 0.010105543808986
709 => 0.010534388840551
710 => 0.010840009348208
711 => 0.010863471095881
712 => 0.010666977584441
713 => 0.010981859690528
714 => 0.010984153262906
715 => 0.010628964960909
716 => 0.010411414103633
717 => 0.010361986091129
718 => 0.010485466957297
719 => 0.01063539552465
720 => 0.010871791087919
721 => 0.011014639975842
722 => 0.01138711411435
723 => 0.011487894936559
724 => 0.011598622505332
725 => 0.011746588684329
726 => 0.011924260019965
727 => 0.011535525252428
728 => 0.011550970409435
729 => 0.011188985976304
730 => 0.010802153695684
731 => 0.01109571117735
801 => 0.011479498534312
802 => 0.011391457290578
803 => 0.011381550852138
804 => 0.011398210733777
805 => 0.011331830511159
806 => 0.011031595224425
807 => 0.010880818943
808 => 0.01107535881317
809 => 0.011178748096193
810 => 0.011339095857667
811 => 0.011319329611535
812 => 0.011732368225
813 => 0.011892862540553
814 => 0.011851801226696
815 => 0.011859357496641
816 => 0.012149924788743
817 => 0.012473095377281
818 => 0.012775787279563
819 => 0.013083698483483
820 => 0.012712499509178
821 => 0.012524027562396
822 => 0.012718482502545
823 => 0.012615301974151
824 => 0.013208207895638
825 => 0.013249259415232
826 => 0.013842122462873
827 => 0.014404820091903
828 => 0.014051399792884
829 => 0.014384659216459
830 => 0.014745106454094
831 => 0.015440467655949
901 => 0.015206294466266
902 => 0.015026921472931
903 => 0.014857414860953
904 => 0.015210131212062
905 => 0.015663895162982
906 => 0.015761631571913
907 => 0.015920001892564
908 => 0.015753494865001
909 => 0.015954034239553
910 => 0.016662026353185
911 => 0.016470720634463
912 => 0.016199035759947
913 => 0.016757927537375
914 => 0.016960188298989
915 => 0.018379760248781
916 => 0.020172028474985
917 => 0.019430017660669
918 => 0.018969427603684
919 => 0.019077677192417
920 => 0.019732152876519
921 => 0.019942349694233
922 => 0.019370962284499
923 => 0.019572785977284
924 => 0.020684854367396
925 => 0.021281443379265
926 => 0.020471195368552
927 => 0.018235753241898
928 => 0.016174573509566
929 => 0.016721291190713
930 => 0.016659310372296
1001 => 0.017854089124114
1002 => 0.01646615805634
1003 => 0.016489527255974
1004 => 0.017709012767087
1005 => 0.017383674939996
1006 => 0.01685666932623
1007 => 0.016178421233766
1008 => 0.014924616904489
1009 => 0.013814087445129
1010 => 0.015992091454595
1011 => 0.015898171961263
1012 => 0.01576216261683
1013 => 0.016064836695118
1014 => 0.017534536103746
1015 => 0.017500654775425
1016 => 0.017285119051048
1017 => 0.017448600998343
1018 => 0.016828010150446
1019 => 0.01698795054254
1020 => 0.016174247008165
1021 => 0.016542074988964
1022 => 0.016855538608873
1023 => 0.016918471071478
1024 => 0.017060261123139
1025 => 0.015848680656013
1026 => 0.016392644715619
1027 => 0.016712172638097
1028 => 0.015268533859813
1029 => 0.016683636541103
1030 => 0.015827589735603
1031 => 0.015537034592425
1101 => 0.015928228814985
1102 => 0.015775780046005
1103 => 0.015644713546527
1104 => 0.01557157618781
1105 => 0.015858826050328
1106 => 0.015845425500904
1107 => 0.015375428973029
1108 => 0.014762337661927
1109 => 0.014968111229969
1110 => 0.014893351763562
1111 => 0.014622413813139
1112 => 0.014804993278551
1113 => 0.014001005714228
1114 => 0.012617786897448
1115 => 0.013531583616951
1116 => 0.01349640343727
1117 => 0.013478663995381
1118 => 0.014165356974601
1119 => 0.014099347289351
1120 => 0.013979539064255
1121 => 0.01462021344113
1122 => 0.014386358675284
1123 => 0.015107043960509
1124 => 0.015581733900359
1125 => 0.015461337177002
1126 => 0.015907785359807
1127 => 0.014972851837372
1128 => 0.015283399250503
1129 => 0.015347402641949
1130 => 0.014612307618769
1201 => 0.014110147290214
1202 => 0.014076658921346
1203 => 0.013205982113588
1204 => 0.013671090636434
1205 => 0.014080366889041
1206 => 0.013884355325163
1207 => 0.013822303919718
1208 => 0.014139311092829
1209 => 0.014163945265162
1210 => 0.013602283525345
1211 => 0.013719070786567
1212 => 0.01420609308013
1213 => 0.01370679907434
1214 => 0.012736752380302
1215 => 0.012496167388236
1216 => 0.012464068915434
1217 => 0.011811583335914
1218 => 0.012512244427808
1219 => 0.012206387084646
1220 => 0.01317258676696
1221 => 0.012620698690256
1222 => 0.012596907898313
1223 => 0.012560944626943
1224 => 0.01199932333481
1225 => 0.012122282704892
1226 => 0.012531018378285
1227 => 0.012676859871289
1228 => 0.012661647408724
1229 => 0.012529015350501
1230 => 0.012589733627569
1231 => 0.012394138901481
]
'min_raw' => 0.0068436418753932
'max_raw' => 0.021281443379265
'avg_raw' => 0.014062542627329
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.006843'
'max' => '$0.021281'
'avg' => '$0.014062'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0038985975031686
'max_diff' => 0.01329182178873
'year' => 2033
]
8 => [
'items' => [
101 => 0.012325070332747
102 => 0.012107070931015
103 => 0.011786672034342
104 => 0.011831225466045
105 => 0.011196431414804
106 => 0.010850561924617
107 => 0.01075482980822
108 => 0.010626812821253
109 => 0.010769289667538
110 => 0.011194633123014
111 => 0.010681578674062
112 => 0.0098019828079187
113 => 0.0098548480182324
114 => 0.0099736204499853
115 => 0.009752288809172
116 => 0.0095428169860988
117 => 0.0097249357412747
118 => 0.0093522393772824
119 => 0.010018659024996
120 => 0.010000634241145
121 => 0.010249034274698
122 => 0.01040436391336
123 => 0.010046379384811
124 => 0.0099563472439737
125 => 0.010007633643127
126 => 0.0091599837069863
127 => 0.010179763190848
128 => 0.010188582286171
129 => 0.010113067837782
130 => 0.010656068930779
131 => 0.011801970603291
201 => 0.011370836300304
202 => 0.011203888067084
203 => 0.010886519353695
204 => 0.011309394320796
205 => 0.0112769241212
206 => 0.011130081564668
207 => 0.011041270728301
208 => 0.011204907417396
209 => 0.011020994331635
210 => 0.010987958487839
211 => 0.010787797217785
212 => 0.010716348751134
213 => 0.01066345115087
214 => 0.010605216090591
215 => 0.010733668122294
216 => 0.010442578919183
217 => 0.010091553876058
218 => 0.010062369941865
219 => 0.010142949350048
220 => 0.010107298960359
221 => 0.010062199261515
222 => 0.0099760916542512
223 => 0.0099505453665739
224 => 0.010033558408228
225 => 0.0099398415241615
226 => 0.010078125891625
227 => 0.010040520195298
228 => 0.0098304578325678
301 => 0.0095686423535583
302 => 0.0095663116466185
303 => 0.0095099039311294
304 => 0.0094380602244972
305 => 0.0094180749488734
306 => 0.0097095982076843
307 => 0.010313042628866
308 => 0.010194572049787
309 => 0.010280179184525
310 => 0.01070128155894
311 => 0.010835137340777
312 => 0.010740129677377
313 => 0.010610077327898
314 => 0.010615798971249
315 => 0.011060227218941
316 => 0.011087945663603
317 => 0.011157981230954
318 => 0.011247996727049
319 => 0.0107554597056
320 => 0.010592600521831
321 => 0.010515428805478
322 => 0.010277769788323
323 => 0.010534064662981
324 => 0.010384732615159
325 => 0.010404882610319
326 => 0.010391759899537
327 => 0.010398925786978
328 => 0.010018472747123
329 => 0.010157089838823
330 => 0.0099266120386442
331 => 0.0096180281365525
401 => 0.0096169936551092
402 => 0.0096925191279756
403 => 0.0096475936214026
404 => 0.009526700238355
405 => 0.0095438725728163
406 => 0.0093934248533564
407 => 0.0095621396499026
408 => 0.009566977786577
409 => 0.0095020133999496
410 => 0.0097619418221844
411 => 0.0098684347088554
412 => 0.0098256737579053
413 => 0.0098654344865448
414 => 0.01019949503721
415 => 0.010253961483052
416 => 0.010278151880444
417 => 0.010245739952553
418 => 0.0098715405001674
419 => 0.0098881378370996
420 => 0.009766357591197
421 => 0.0096634661162954
422 => 0.0096675812356968
423 => 0.0097204808287517
424 => 0.0099514964541424
425 => 0.010437655218662
426 => 0.010456104588398
427 => 0.010478465762725
428 => 0.010387511628914
429 => 0.010360078991843
430 => 0.010396269721104
501 => 0.010578845392044
502 => 0.011048479586513
503 => 0.010882479496375
504 => 0.010747518839147
505 => 0.010865915720668
506 => 0.010847689448783
507 => 0.010693841371804
508 => 0.01068952336869
509 => 0.010394239720763
510 => 0.010285080079407
511 => 0.010193858112633
512 => 0.010094246106325
513 => 0.010035192769961
514 => 0.010125925533878
515 => 0.010146677190504
516 => 0.0099482884164635
517 => 0.0099212487596335
518 => 0.010083257315034
519 => 0.01001196339009
520 => 0.010085290959899
521 => 0.010102303585087
522 => 0.010099564160598
523 => 0.010025125114901
524 => 0.010072570342824
525 => 0.0099603482346834
526 => 0.0098383235472962
527 => 0.0097604793991498
528 => 0.0096925500553642
529 => 0.0097302412033731
530 => 0.0095958791428531
531 => 0.0095528940155187
601 => 0.010056496967155
602 => 0.010428513882173
603 => 0.010423104608894
604 => 0.010390177048959
605 => 0.010341253374007
606 => 0.010575266320495
607 => 0.010493740889175
608 => 0.010553057452138
609 => 0.01056815600692
610 => 0.010613854784853
611 => 0.010630188170021
612 => 0.010580817335777
613 => 0.010415122785916
614 => 0.010002227721427
615 => 0.0098100239543184
616 => 0.0097465935097657
617 => 0.0097488990859536
618 => 0.0096853010021452
619 => 0.0097040334880929
620 => 0.0096787866080001
621 => 0.0096309751249806
622 => 0.0097272889790258
623 => 0.0097383882534789
624 => 0.0097159074490799
625 => 0.0097212024923329
626 => 0.0095350710335863
627 => 0.0095492222041385
628 => 0.00947042668826
629 => 0.0094556534789268
630 => 0.0092564652762962
701 => 0.0089035745025444
702 => 0.0090991102471392
703 => 0.0088629305641551
704 => 0.0087734857395029
705 => 0.0091969036278824
706 => 0.0091544042156732
707 => 0.0090816636960215
708 => 0.008974065307004
709 => 0.0089341560178676
710 => 0.0086916798108201
711 => 0.0086773530229475
712 => 0.0087975307785685
713 => 0.0087420728794135
714 => 0.008664188985451
715 => 0.0083821014164826
716 => 0.0080649415929777
717 => 0.0080745146544538
718 => 0.0081753972933424
719 => 0.0084687271717884
720 => 0.0083541181136211
721 => 0.0082709679269333
722 => 0.0082553963964521
723 => 0.0084503067016314
724 => 0.0087261456184314
725 => 0.0088555630666461
726 => 0.0087273143059317
727 => 0.0085799890350267
728 => 0.0085889560416271
729 => 0.0086486095192499
730 => 0.0086548782562933
731 => 0.0085589846502167
801 => 0.0085859781386273
802 => 0.0085449725613953
803 => 0.0082933214096132
804 => 0.0082887698382719
805 => 0.0082270105872016
806 => 0.0082251405416238
807 => 0.008120072648986
808 => 0.008105372924506
809 => 0.0078967542465084
810 => 0.0080340676921219
811 => 0.0079419650420838
812 => 0.0078031446236576
813 => 0.0077792119311964
814 => 0.0077784924855614
815 => 0.0079210300156075
816 => 0.0080324020580939
817 => 0.0079435672071138
818 => 0.0079233412335369
819 => 0.0081393017158767
820 => 0.0081118187759754
821 => 0.0080880187272669
822 => 0.0087014472688597
823 => 0.008215870711763
824 => 0.0080041316171279
825 => 0.0077420642793535
826 => 0.0078273947259911
827 => 0.0078453751048627
828 => 0.0072151503987034
829 => 0.0069594683139041
830 => 0.006871727857577
831 => 0.0068212319844929
901 => 0.0068442435879446
902 => 0.0066140997231078
903 => 0.0067687602065063
904 => 0.0065694750731343
905 => 0.0065360642719945
906 => 0.0068924107771544
907 => 0.0069419943116014
908 => 0.0067304555492541
909 => 0.0068662976796958
910 => 0.0068170394348508
911 => 0.0065728912447629
912 => 0.0065635665797341
913 => 0.0064410616001718
914 => 0.0062493650287953
915 => 0.0061617545517705
916 => 0.0061161262546669
917 => 0.0061349533793296
918 => 0.0061254338089806
919 => 0.006063312173168
920 => 0.0061289945484284
921 => 0.0059612032214693
922 => 0.0058943873630876
923 => 0.0058642081899727
924 => 0.005715283729588
925 => 0.0059522887730681
926 => 0.0059989817523446
927 => 0.0060457667312144
928 => 0.0064529980308146
929 => 0.0064326539059102
930 => 0.0066165548870546
1001 => 0.0066094088330995
1002 => 0.0065569572942788
1003 => 0.0063356728798534
1004 => 0.0064238729034279
1005 => 0.0061524069401924
1006 => 0.0063558076977397
1007 => 0.0062629840862138
1008 => 0.0063244239413106
1009 => 0.0062139495420382
1010 => 0.0062750906359717
1011 => 0.0060100543899264
1012 => 0.0057625672725299
1013 => 0.0058621633131696
1014 => 0.0059704355995337
1015 => 0.0062051975036367
1016 => 0.0060653752502966
1017 => 0.0061156606198624
1018 => 0.0059472130494861
1019 => 0.0055996575971299
1020 => 0.0056016247232458
1021 => 0.0055481608888079
1022 => 0.0055019603300059
1023 => 0.0060814355180712
1024 => 0.0060093686182882
1025 => 0.0058945394453666
1026 => 0.0060482428564521
1027 => 0.0060888844779443
1028 => 0.0060900414877728
1029 => 0.0062021795288415
1030 => 0.0062620276214617
1031 => 0.0062725761071825
1101 => 0.0064490277377069
1102 => 0.0065081719968053
1103 => 0.0067517788296231
1104 => 0.0062569499289382
1105 => 0.0062467592533598
1106 => 0.0060504057786524
1107 => 0.0059258753007674
1108 => 0.0060589324870137
1109 => 0.0061768029899107
1110 => 0.0060540683437402
1111 => 0.0060700948974603
1112 => 0.0059053336627654
1113 => 0.0059642280514322
1114 => 0.0060149558328829
1115 => 0.005986946933607
1116 => 0.0059450162557449
1117 => 0.0061671389528507
1118 => 0.0061546059197741
1119 => 0.0063614516818978
1120 => 0.0065227027451555
1121 => 0.0068116934775888
1122 => 0.0065101165828671
1123 => 0.0064991259221638
1124 => 0.0066065613934955
1125 => 0.0065081555489945
1126 => 0.0065703446458648
1127 => 0.0068016738526433
1128 => 0.0068065614742588
1129 => 0.0067246875148554
1130 => 0.006719705476985
1201 => 0.0067354302664914
1202 => 0.0068275308497852
1203 => 0.0067953480760173
1204 => 0.0068325907965896
1205 => 0.0068791633889462
1206 => 0.0070718073773028
1207 => 0.0071182531907024
1208 => 0.0070054139435346
1209 => 0.0070156020641463
1210 => 0.006973397088199
1211 => 0.0069326276102606
1212 => 0.0070242714427619
1213 => 0.0071917523479221
1214 => 0.0071907104579034
1215 => 0.007229562772537
1216 => 0.0072537674426837
1217 => 0.0071498632795124
1218 => 0.0070822254899498
1219 => 0.0071081621223724
1220 => 0.0071496353624427
1221 => 0.00709471290958
1222 => 0.0067557060879568
1223 => 0.0068585391017977
1224 => 0.0068414226600171
1225 => 0.0068170467654911
1226 => 0.0069204461560922
1227 => 0.0069104730326243
1228 => 0.0066117392651294
1229 => 0.0066308632316851
1230 => 0.0066129022568762
1231 => 0.0066709378409534
]
'min_raw' => 0.0055019603300059
'max_raw' => 0.012325070332747
'avg_raw' => 0.0089135153313763
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0055019'
'max' => '$0.012325'
'avg' => '$0.008913'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0013416815453873
'max_diff' => -0.0089563730465185
'year' => 2034
]
9 => [
'items' => [
101 => 0.0065050214369977
102 => 0.0065560562053905
103 => 0.0065880647337051
104 => 0.0066069180027836
105 => 0.0066750289385026
106 => 0.0066670369063294
107 => 0.0066745321425614
108 => 0.0067755226796123
109 => 0.0072862981602484
110 => 0.0073140985426968
111 => 0.0071771992920085
112 => 0.0072318878424402
113 => 0.0071268977846826
114 => 0.0071973783138275
115 => 0.0072455993018571
116 => 0.0070276979293141
117 => 0.0070147952242003
118 => 0.0069093718351273
119 => 0.0069660203929291
120 => 0.006875888464291
121 => 0.0068980036868978
122 => 0.0068361675965187
123 => 0.0069474602477582
124 => 0.0070719027249735
125 => 0.0071033418091004
126 => 0.0070206391141392
127 => 0.0069607569126141
128 => 0.0068556234931595
129 => 0.0070304627127636
130 => 0.0070815910287045
131 => 0.0070301941574859
201 => 0.0070182843793808
202 => 0.006995715371392
203 => 0.0070230725011162
204 => 0.0070813125729155
205 => 0.0070538476305802
206 => 0.0070719887088627
207 => 0.0070028536254486
208 => 0.0071498976761138
209 => 0.0073834390166481
210 => 0.0073841898902458
211 => 0.0073567247998642
212 => 0.0073454866766237
213 => 0.0073736675260763
214 => 0.0073889544808653
215 => 0.0074800861805109
216 => 0.0075778741250777
217 => 0.008034207794148
218 => 0.0079060711259217
219 => 0.0083109575045324
220 => 0.0086311700620972
221 => 0.0087271878069128
222 => 0.0086388559996665
223 => 0.0083366776586672
224 => 0.0083218513476399
225 => 0.0087734333654976
226 => 0.0086458407616861
227 => 0.008630664027459
228 => 0.00846920921678
301 => 0.0085646490064586
302 => 0.0085437749244386
303 => 0.0085108241647751
304 => 0.0086929166350885
305 => 0.0090337774840082
306 => 0.0089806511241313
307 => 0.008940994760944
308 => 0.0087672321212514
309 => 0.008871876041637
310 => 0.00883461434591
311 => 0.0089947142376098
312 => 0.0088998746084136
313 => 0.0086448741222214
314 => 0.0086854837901401
315 => 0.0086793457205295
316 => 0.0088056667581674
317 => 0.0087677483181494
318 => 0.0086719415365468
319 => 0.0090326124586829
320 => 0.0090091924951565
321 => 0.0090423966488879
322 => 0.0090570141442331
323 => 0.0092765481788028
324 => 0.0093664842484605
325 => 0.0093869013108253
326 => 0.0094723336210948
327 => 0.0093847756771187
328 => 0.009735069880779
329 => 0.0099679950859797
330 => 0.010238549698042
331 => 0.010633902704488
401 => 0.010782559092132
402 => 0.010755705646276
403 => 0.011055457783662
404 => 0.01159410571143
405 => 0.010864581793012
406 => 0.011632772250529
407 => 0.011389572020864
408 => 0.010812948651315
409 => 0.010775820904259
410 => 0.011166316944853
411 => 0.012032399579039
412 => 0.011815455702203
413 => 0.012032754421503
414 => 0.011779263922938
415 => 0.011766675983099
416 => 0.012020442953789
417 => 0.012613383312925
418 => 0.012331699574336
419 => 0.011927836863384
420 => 0.012226042804351
421 => 0.011967709220628
422 => 0.011385611353483
423 => 0.011815289809309
424 => 0.011527976062436
425 => 0.011611829488212
426 => 0.012215720249445
427 => 0.012143058515357
428 => 0.012237089527562
429 => 0.012071127252239
430 => 0.011916092317239
501 => 0.011626708098016
502 => 0.011541035697173
503 => 0.011564712466596
504 => 0.011541023964142
505 => 0.011379116153065
506 => 0.011344152176678
507 => 0.011285877350893
508 => 0.011303939156147
509 => 0.01119436543477
510 => 0.011401153686095
511 => 0.011439535407752
512 => 0.011590018652357
513 => 0.011605642322021
514 => 0.012024736016251
515 => 0.011793906252053
516 => 0.01194876678676
517 => 0.011934914602932
518 => 0.010825445828208
519 => 0.010978320836439
520 => 0.011216146374426
521 => 0.011109006291928
522 => 0.010957535282193
523 => 0.010835214320471
524 => 0.010649885555501
525 => 0.010910732233273
526 => 0.01125371787659
527 => 0.011614341003948
528 => 0.012047606062506
529 => 0.011950906345197
530 => 0.011606241415051
531 => 0.01162170283204
601 => 0.011717279228019
602 => 0.011593499111195
603 => 0.011556993938268
604 => 0.011712263977834
605 => 0.011713333237262
606 => 0.011570909253528
607 => 0.011412631058923
608 => 0.011411967867508
609 => 0.011383803791564
610 => 0.011784274249482
611 => 0.012004492509207
612 => 0.012029740177785
613 => 0.012002793139949
614 => 0.012013163985322
615 => 0.011885023832166
616 => 0.012177914223498
617 => 0.012446699410442
618 => 0.012374659238583
619 => 0.012266660779852
620 => 0.012180634805563
621 => 0.012354394252985
622 => 0.012346657018314
623 => 0.012444351806317
624 => 0.01243991980642
625 => 0.012407068723702
626 => 0.012374660411798
627 => 0.012503155705227
628 => 0.012466151124291
629 => 0.012429089065019
630 => 0.012354755431234
701 => 0.012364858606616
702 => 0.012256878795342
703 => 0.012206922393827
704 => 0.011455697977206
705 => 0.011254946266119
706 => 0.011318106841105
707 => 0.011338900942354
708 => 0.011251533540419
709 => 0.01137679595195
710 => 0.011357273937798
711 => 0.011433222674865
712 => 0.011385773201257
713 => 0.011387720544205
714 => 0.011527259328793
715 => 0.011567768031599
716 => 0.011547164978407
717 => 0.011561594650632
718 => 0.011894120356668
719 => 0.011846845834843
720 => 0.01182173218734
721 => 0.011828688839328
722 => 0.011913656286652
723 => 0.011937442532852
724 => 0.011836658536273
725 => 0.011884188851685
726 => 0.012086566902215
727 => 0.012157387766295
728 => 0.012383413968495
729 => 0.012287394020505
730 => 0.012463642790687
731 => 0.013005371422591
801 => 0.013438141738526
802 => 0.013040148271003
803 => 0.01383487584325
804 => 0.014453685255145
805 => 0.014429934319235
806 => 0.014322030584952
807 => 0.01361753252141
808 => 0.012969242899864
809 => 0.013511564696118
810 => 0.013512947185906
811 => 0.013466361262647
812 => 0.013177020094277
813 => 0.013456292817171
814 => 0.013478460471744
815 => 0.013466052480038
816 => 0.013244215284646
817 => 0.012905510889648
818 => 0.012971692917687
819 => 0.013080100429691
820 => 0.012874862393291
821 => 0.01280927640485
822 => 0.012931213235607
823 => 0.013324119110852
824 => 0.013249842531086
825 => 0.013247902869413
826 => 0.013565689575826
827 => 0.013338222876698
828 => 0.012972527685005
829 => 0.012880184826175
830 => 0.012552429886934
831 => 0.012778811390891
901 => 0.012786958458199
902 => 0.012662971622045
903 => 0.012982588533428
904 => 0.012979643207322
905 => 0.013283071895982
906 => 0.013863113586088
907 => 0.013691566716205
908 => 0.013492076370778
909 => 0.013513766502594
910 => 0.013751653712799
911 => 0.013607821675072
912 => 0.013659544678671
913 => 0.013751575423838
914 => 0.013807099857392
915 => 0.013505777391078
916 => 0.01343552471026
917 => 0.013291812380647
918 => 0.013254320516369
919 => 0.013371371210182
920 => 0.013340532487825
921 => 0.012786273728739
922 => 0.012728350604548
923 => 0.012730127024071
924 => 0.012584476574198
925 => 0.012362324678029
926 => 0.012946126597162
927 => 0.012899239132753
928 => 0.012847479000847
929 => 0.012853819321666
930 => 0.013107227947879
1001 => 0.012960238147233
1002 => 0.013351034623405
1003 => 0.013270698616321
1004 => 0.013188302293791
1005 => 0.013176912612165
1006 => 0.013145197057714
1007 => 0.013036432620667
1008 => 0.012905093027204
1009 => 0.012818371251158
1010 => 0.011824269902653
1011 => 0.012008769330514
1012 => 0.012221019104616
1013 => 0.012294286876098
1014 => 0.012168957283002
1015 => 0.013041381396896
1016 => 0.013200781689392
1017 => 0.012717947805997
1018 => 0.012627629300391
1019 => 0.013047302663087
1020 => 0.012794188322399
1021 => 0.012908165694512
1022 => 0.012661808958293
1023 => 0.013162386826715
1024 => 0.013158573262055
1025 => 0.012963837165175
1026 => 0.013128426780763
1027 => 0.013099825284703
1028 => 0.012879968710939
1029 => 0.013169356672254
1030 => 0.013169500205073
1031 => 0.012982070945754
1101 => 0.012763194604409
1102 => 0.012724064684206
1103 => 0.012694585545697
1104 => 0.012900915633543
1105 => 0.013085910545129
1106 => 0.013430140211462
1107 => 0.013516687728273
1108 => 0.013854488448182
1109 => 0.013653344566695
1110 => 0.013742509044109
1111 => 0.013839309697427
1112 => 0.013885719490354
1113 => 0.013810097223266
1114 => 0.014334840785608
1115 => 0.014379145219997
1116 => 0.014394000113615
1117 => 0.01421705953683
1118 => 0.014374224182473
1119 => 0.014300692049523
1120 => 0.014492002231645
1121 => 0.014522002110972
1122 => 0.014496593280458
1123 => 0.014506115715673
1124 => 0.014058339656322
1125 => 0.014035120105438
1126 => 0.013718519881547
1127 => 0.013847536812973
1128 => 0.013606345843615
1129 => 0.013682829984541
1130 => 0.013716543465093
1201 => 0.013698933456076
1202 => 0.013854831236701
1203 => 0.013722286275357
1204 => 0.013372478329962
1205 => 0.013022575079625
1206 => 0.013018182329342
1207 => 0.012926058979834
1208 => 0.012859470671373
1209 => 0.01287229794193
1210 => 0.012917502916459
1211 => 0.012856843276075
1212 => 0.012869788085873
1213 => 0.013084758179332
1214 => 0.013127868898479
1215 => 0.012981361830373
1216 => 0.01239311481106
1217 => 0.012248757517014
1218 => 0.012352518677244
1219 => 0.012302927525729
1220 => 0.0099294227173873
1221 => 0.010487042465413
1222 => 0.010155723746113
1223 => 0.010308410655208
1224 => 0.0099702200373696
1225 => 0.010131622326291
1226 => 0.010101817216995
1227 => 0.010998453270652
1228 => 0.010984453531957
1229 => 0.01099115446602
1230 => 0.010671301423967
1231 => 0.011180836004915
]
'min_raw' => 0.0065050214369977
'max_raw' => 0.014522002110972
'avg_raw' => 0.010513511773985
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.006505'
'max' => '$0.014522'
'avg' => '$0.010513'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0010030611069918
'max_diff' => 0.0021969317782256
'year' => 2035
]
10 => [
'items' => [
101 => 0.01143185106176
102 => 0.011385394855288
103 => 0.011397086881597
104 => 0.011196179132063
105 => 0.010993099692199
106 => 0.010767853339687
107 => 0.011186333221363
108 => 0.01113980540221
109 => 0.011246523479166
110 => 0.011517937595993
111 => 0.011557904355697
112 => 0.011611620086043
113 => 0.01159236682046
114 => 0.012051057717695
115 => 0.0119955072235
116 => 0.012129367931542
117 => 0.011854006299063
118 => 0.011542408474346
119 => 0.011601633033925
120 => 0.011595929232583
121 => 0.011523313294991
122 => 0.011457758873411
123 => 0.011348629231324
124 => 0.011693931567036
125 => 0.011679912922802
126 => 0.011906858478056
127 => 0.011866743646733
128 => 0.011598846985397
129 => 0.011608414967066
130 => 0.011672764242005
131 => 0.011895477817297
201 => 0.011961594369941
202 => 0.011930966548467
203 => 0.012003460330105
204 => 0.012060756459302
205 => 0.012010655841786
206 => 0.01271997493297
207 => 0.012425416192756
208 => 0.01256898207321
209 => 0.012603221689759
210 => 0.01251551763195
211 => 0.012534537501642
212 => 0.012563347421621
213 => 0.012738275614172
214 => 0.013197337807306
215 => 0.013400653327703
216 => 0.014012338102229
217 => 0.013383770804023
218 => 0.013346474221817
219 => 0.01345665712082
220 => 0.013815780836876
221 => 0.014106816877964
222 => 0.014203370323064
223 => 0.014216131454758
224 => 0.014397272136519
225 => 0.01450109859723
226 => 0.01437527689328
227 => 0.014268656173264
228 => 0.013886753988416
229 => 0.013930960206198
301 => 0.014235497209513
302 => 0.014665673663837
303 => 0.015034809813878
304 => 0.014905551199827
305 => 0.015891703182674
306 => 0.015989476123704
307 => 0.015975967064631
308 => 0.016198708374861
309 => 0.015756612234534
310 => 0.015567607569334
311 => 0.014291708783128
312 => 0.014650184298817
313 => 0.015171249513399
314 => 0.015102284578355
315 => 0.014723873091412
316 => 0.015034522754832
317 => 0.014931812261192
318 => 0.014850800233396
319 => 0.015221932037684
320 => 0.014813857373616
321 => 0.015167178656464
322 => 0.01471404045657
323 => 0.014906141642288
324 => 0.014797095718386
325 => 0.014867661795317
326 => 0.014455133951481
327 => 0.014677723962467
328 => 0.014445873475216
329 => 0.014445763547897
330 => 0.014440645435541
331 => 0.01471341650561
401 => 0.014722311560412
402 => 0.014520733327497
403 => 0.01449168275489
404 => 0.014599097947839
405 => 0.014473342888979
406 => 0.014532182889527
407 => 0.014475125092655
408 => 0.014462280180758
409 => 0.014359929737381
410 => 0.01431583435219
411 => 0.014333125288921
412 => 0.014274102407768
413 => 0.014238538986922
414 => 0.014433570976016
415 => 0.014329373251811
416 => 0.014417601180376
417 => 0.014317054320524
418 => 0.013968515098096
419 => 0.013768066505542
420 => 0.013109708223977
421 => 0.013296417815938
422 => 0.013420206468573
423 => 0.013379294319616
424 => 0.013467189446476
425 => 0.013472585493411
426 => 0.013444009891683
427 => 0.013410923005645
428 => 0.013394818139341
429 => 0.013514850618302
430 => 0.013584533512446
501 => 0.013432630315943
502 => 0.013397041522354
503 => 0.013550624040824
504 => 0.013644309288369
505 => 0.014336028519046
506 => 0.014284783724214
507 => 0.01441339810296
508 => 0.014398918097661
509 => 0.014533726456464
510 => 0.014754081148844
511 => 0.014306038447095
512 => 0.014383803167968
513 => 0.01436473705426
514 => 0.014572895884323
515 => 0.014573545733469
516 => 0.014448744116541
517 => 0.014516401097753
518 => 0.014478636826913
519 => 0.014546881968468
520 => 0.014284099318736
521 => 0.014604140220476
522 => 0.014785582788782
523 => 0.014788102119019
524 => 0.014874104456379
525 => 0.014961487812056
526 => 0.015129212553792
527 => 0.014956810060042
528 => 0.01464667475683
529 => 0.014669065523991
530 => 0.014487233309192
531 => 0.014490289941573
601 => 0.014473973398368
602 => 0.014522940572778
603 => 0.014294844859856
604 => 0.014348378467768
605 => 0.014273431103199
606 => 0.014383640247034
607 => 0.014265073426492
608 => 0.014364727860002
609 => 0.014407735409908
610 => 0.014566434194949
611 => 0.014241633486907
612 => 0.013579342856135
613 => 0.013718564376221
614 => 0.013512644812399
615 => 0.013531703452022
616 => 0.01357020493722
617 => 0.013445409026792
618 => 0.01346921615373
619 => 0.013468365595628
620 => 0.01346103594541
621 => 0.013428571709261
622 => 0.013381492143991
623 => 0.0135690426417
624 => 0.013600911125922
625 => 0.013671750818677
626 => 0.013882521693295
627 => 0.013861460712601
628 => 0.013895812045925
629 => 0.013820823278154
630 => 0.013535181965886
701 => 0.013550693663404
702 => 0.013357262546797
703 => 0.013666804350133
704 => 0.013593500765351
705 => 0.013546241467374
706 => 0.013533346330066
707 => 0.013744639664915
708 => 0.013807861942319
709 => 0.01376846606173
710 => 0.013687663961281
711 => 0.01384282788114
712 => 0.013884343200254
713 => 0.013893636949178
714 => 0.014168557665438
715 => 0.013909001963228
716 => 0.013971479600512
717 => 0.01445891229157
718 => 0.014016878101894
719 => 0.014251033470704
720 => 0.014239572783887
721 => 0.014359358747185
722 => 0.014229746838606
723 => 0.014231353533551
724 => 0.014337715353956
725 => 0.014188349359653
726 => 0.014151364238925
727 => 0.014100269559532
728 => 0.014211832922726
729 => 0.014278710113384
730 => 0.014817691154201
731 => 0.015165897487091
801 => 0.015150780931852
802 => 0.015288917949736
803 => 0.015226685957989
804 => 0.015025722440668
805 => 0.015368742659845
806 => 0.015260196709922
807 => 0.01526914510615
808 => 0.015268812046395
809 => 0.015340985613843
810 => 0.015289844026696
811 => 0.015189038708854
812 => 0.015255957983225
813 => 0.015454684304028
814 => 0.01607153690147
815 => 0.016416735787208
816 => 0.016050755495104
817 => 0.016303203799926
818 => 0.016151824773561
819 => 0.016124314701335
820 => 0.016282870892546
821 => 0.016441704615381
822 => 0.016431587593894
823 => 0.016316282467317
824 => 0.016251149527074
825 => 0.016744357971734
826 => 0.017107745552173
827 => 0.017082964955369
828 => 0.017192338450583
829 => 0.017513462415326
830 => 0.017542821966206
831 => 0.017539123337617
901 => 0.017466352627409
902 => 0.017782540873916
903 => 0.018046310671954
904 => 0.017449508310544
905 => 0.017676762837052
906 => 0.017778784715686
907 => 0.017928583102046
908 => 0.018181318088962
909 => 0.018455855319396
910 => 0.018494677893927
911 => 0.018467131419466
912 => 0.018286066736038
913 => 0.01858646864949
914 => 0.018762437045098
915 => 0.018867222197718
916 => 0.019132939910174
917 => 0.017779414768076
918 => 0.016821322397934
919 => 0.016671702439315
920 => 0.016975960508681
921 => 0.01705619093516
922 => 0.017023850150847
923 => 0.015945430082305
924 => 0.016666024780838
925 => 0.017441324087136
926 => 0.017471106490997
927 => 0.017859237534474
928 => 0.017985628912259
929 => 0.018298125275757
930 => 0.018278578543136
1001 => 0.018354666434745
1002 => 0.018337175146123
1003 => 0.01891600885563
1004 => 0.019554548394853
1005 => 0.019532437801041
1006 => 0.019440640187421
1007 => 0.019576975297466
1008 => 0.020236016532001
1009 => 0.020175342576045
1010 => 0.020234282156061
1011 => 0.021011328913513
1012 => 0.022021600231814
1013 => 0.021552227774881
1014 => 0.022570630948139
1015 => 0.023211661762472
1016 => 0.024320258272038
1017 => 0.024181456529087
1018 => 0.024613025015004
1019 => 0.023932972440408
1020 => 0.022371434267833
1021 => 0.022124314874695
1022 => 0.022619054157817
1023 => 0.023835322409419
1024 => 0.022580749542243
1025 => 0.022834547999313
1026 => 0.022761454026603
1027 => 0.022757559159427
1028 => 0.022906210397978
1029 => 0.022690584023332
1030 => 0.02181208338258
1031 => 0.0222146950492
1101 => 0.022059227349718
1102 => 0.022231730353178
1103 => 0.023162657917203
1104 => 0.022751072650606
1105 => 0.022317501006719
1106 => 0.022861296065404
1107 => 0.023553734043365
1108 => 0.023510402519135
1109 => 0.023426321250957
1110 => 0.023900282957327
1111 => 0.024683128838501
1112 => 0.024894728934453
1113 => 0.025050927799311
1114 => 0.025072464983773
1115 => 0.025294311369022
1116 => 0.02410138744305
1117 => 0.025994588350027
1118 => 0.026321491848043
1119 => 0.026260047539178
1120 => 0.02662338701902
1121 => 0.026516483327017
1122 => 0.026361596649981
1123 => 0.026937567010054
1124 => 0.026277263470642
1125 => 0.025340045726349
1126 => 0.024825869535766
1127 => 0.025502978220937
1128 => 0.025916464867134
1129 => 0.02618975323758
1130 => 0.026272450133352
1201 => 0.024193990731605
1202 => 0.023073816390706
1203 => 0.023791835300397
1204 => 0.024667867925238
1205 => 0.024096521037587
1206 => 0.02411891675388
1207 => 0.023304326239411
1208 => 0.024739941110652
1209 => 0.024530784099334
1210 => 0.025615891044045
1211 => 0.025356921563162
1212 => 0.026241784152965
1213 => 0.026008770178095
1214 => 0.026975998160144
1215 => 0.027361851588836
1216 => 0.028009759548899
1217 => 0.028486363281782
1218 => 0.028766234109708
1219 => 0.028749431714968
1220 => 0.029858419366301
1221 => 0.029204488093388
1222 => 0.02838299629484
1223 => 0.028368138099978
1224 => 0.028793600343074
1225 => 0.029685252484738
1226 => 0.029916444912061
1227 => 0.030045649939083
1228 => 0.029847767942539
1229 => 0.029137972413468
1230 => 0.02883148630276
1231 => 0.02909262134884
]
'min_raw' => 0.010767853339687
'max_raw' => 0.030045649939083
'avg_raw' => 0.020406751639385
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.010767'
'max' => '$0.030045'
'avg' => '$0.0204067'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0042628319026889
'max_diff' => 0.015523647828111
'year' => 2036
]
11 => [
'items' => [
101 => 0.028773275627074
102 => 0.029324555935427
103 => 0.030081581545915
104 => 0.029925258750953
105 => 0.030447822417288
106 => 0.030988620836644
107 => 0.0317619868651
108 => 0.0319641733826
109 => 0.032298380007562
110 => 0.032642388405805
111 => 0.032752874632034
112 => 0.032963827119769
113 => 0.032962715296029
114 => 0.033598434816558
115 => 0.034299653134295
116 => 0.034564346815999
117 => 0.035172995341784
118 => 0.034130706070966
119 => 0.034921294455837
120 => 0.035634424968702
121 => 0.034784201372345
122 => 0.035956036523233
123 => 0.036001536226706
124 => 0.036688527729419
125 => 0.035992130229773
126 => 0.035578611617462
127 => 0.036772424356862
128 => 0.037350072736709
129 => 0.037176080343641
130 => 0.035851989641327
131 => 0.035081312059659
201 => 0.03306430017583
202 => 0.035453537880654
203 => 0.036617265871655
204 => 0.035848975866966
205 => 0.036236456656571
206 => 0.038350426203584
207 => 0.039155288937694
208 => 0.038987883115415
209 => 0.039016171943645
210 => 0.03945046126568
211 => 0.041376339287077
212 => 0.040222308535153
213 => 0.041104521804291
214 => 0.041572444541186
215 => 0.042007077256831
216 => 0.040939756674287
217 => 0.03955118827845
218 => 0.039111370379353
219 => 0.035772584567341
220 => 0.035598786266214
221 => 0.035501228013164
222 => 0.034886137027572
223 => 0.034402844000497
224 => 0.034018511441847
225 => 0.033009908036533
226 => 0.033350282077963
227 => 0.031742778761784
228 => 0.032771202417056
301 => 0.030205588309908
302 => 0.032342307975976
303 => 0.031179388606457
304 => 0.031960257686473
305 => 0.031957533307815
306 => 0.030519705756739
307 => 0.029690396831974
308 => 0.03021886475602
309 => 0.030785424320434
310 => 0.030877346703625
311 => 0.031611905967605
312 => 0.031816905668884
313 => 0.031195747003489
314 => 0.03015242166016
315 => 0.030394762341698
316 => 0.029685485805797
317 => 0.028442505958559
318 => 0.029335235785192
319 => 0.029640052998564
320 => 0.029774677645042
321 => 0.028552349722484
322 => 0.028168267751186
323 => 0.027963785732426
324 => 0.029994634474694
325 => 0.030105888953177
326 => 0.029536695311459
327 => 0.032109504545182
328 => 0.031527198577505
329 => 0.032177777011826
330 => 0.030372772464943
331 => 0.030441726069395
401 => 0.029587207990419
402 => 0.030065681015727
403 => 0.029727511703345
404 => 0.030027025123645
405 => 0.030206552232832
406 => 0.031060930093799
407 => 0.032352063598742
408 => 0.030933314532362
409 => 0.030315145247279
410 => 0.030698653995028
411 => 0.031719988328476
412 => 0.033267362124793
413 => 0.032351285693574
414 => 0.032757824857762
415 => 0.032846635579469
416 => 0.032171154734081
417 => 0.033292268067058
418 => 0.033893081810109
419 => 0.034509392389593
420 => 0.035044517597129
421 => 0.034263224391187
422 => 0.035099320115526
423 => 0.034425574552472
424 => 0.033821155131877
425 => 0.033822071786644
426 => 0.033442910654946
427 => 0.032708238184903
428 => 0.032572753309529
429 => 0.033277562741077
430 => 0.033842753159477
501 => 0.033889304949416
502 => 0.034202223405575
503 => 0.034387405324613
504 => 0.036202439873798
505 => 0.036932461784234
506 => 0.037825118757707
507 => 0.038172858956265
508 => 0.039219432282164
509 => 0.038374239322971
510 => 0.038191376509737
511 => 0.035652731952631
512 => 0.03606843485664
513 => 0.036734015315321
514 => 0.035663707129246
515 => 0.036342571322326
516 => 0.03647659349435
517 => 0.035627338466642
518 => 0.036080962271084
519 => 0.03487627193657
520 => 0.032378322555995
521 => 0.033295048998795
522 => 0.03397006822748
523 => 0.033006732558876
524 => 0.03473347445861
525 => 0.033724747487973
526 => 0.033405029465715
527 => 0.032157695473182
528 => 0.03274638910337
529 => 0.033542605667479
530 => 0.03305063640097
531 => 0.034071546498533
601 => 0.035517427463459
602 => 0.036547848342766
603 => 0.036626951263092
604 => 0.035964459670535
605 => 0.037026106675573
606 => 0.037033839614978
607 => 0.035836297456341
608 => 0.035102809552118
609 => 0.034936159557006
610 => 0.03535248391845
611 => 0.03585797855096
612 => 0.036655002697133
613 => 0.037136627696157
614 => 0.038392450259449
615 => 0.038732239837821
616 => 0.039105565566689
617 => 0.039604443869848
618 => 0.040203475182562
619 => 0.038892828773216
620 => 0.03894490319841
621 => 0.037724447409162
622 => 0.036420215367286
623 => 0.037409964912251
624 => 0.038703930781428
625 => 0.038407093581333
626 => 0.038373693332489
627 => 0.038429863286589
628 => 0.038206057731514
629 => 0.037193793500533
630 => 0.036685440740844
701 => 0.037341345495464
702 => 0.037689929681582
703 => 0.038230553354516
704 => 0.038163910075645
705 => 0.039556498598379
706 => 0.040097616388623
707 => 0.039959175302143
708 => 0.039984651793826
709 => 0.040964319705907
710 => 0.042053911908214
711 => 0.043074458790029
712 => 0.04411260291172
713 => 0.042861079653567
714 => 0.0422256333263
715 => 0.042881251733423
716 => 0.042533371378106
717 => 0.044532395087771
718 => 0.044670803152208
719 => 0.046669682309705
720 => 0.048566856652272
721 => 0.047375275439114
722 => 0.048498882853125
723 => 0.049714155880435
724 => 0.052058614721058
725 => 0.051269083462592
726 => 0.05066431489214
727 => 0.050092811515283
728 => 0.051282019318916
729 => 0.052811916160232
730 => 0.053141441286681
731 => 0.053675397879816
801 => 0.053114007811241
802 => 0.053790140313752
803 => 0.056177185155295
804 => 0.055532184568083
805 => 0.054616180045222
806 => 0.056500522693397
807 => 0.057182458972575
808 => 0.061968644912646
809 => 0.068011402369467
810 => 0.065509661103459
811 => 0.063956749568961
812 => 0.064321720615122
813 => 0.066528331078104
814 => 0.067237024324498
815 => 0.065310551779586
816 => 0.065991014450691
817 => 0.069740430670089
818 => 0.071751872176121
819 => 0.069020064438293
820 => 0.061483115234693
821 => 0.054533703860161
822 => 0.05637700069276
823 => 0.056168028036103
824 => 0.060196308014647
825 => 0.055516801517394
826 => 0.055595592405544
827 => 0.059707172948022
828 => 0.058610273749624
829 => 0.056833437528455
830 => 0.054546676730941
831 => 0.050319387896963
901 => 0.046575160290039
902 => 0.053918452871337
903 => 0.05360179674232
904 => 0.053143231741695
905 => 0.054163718528671
906 => 0.059118912695997
907 => 0.059004679432042
908 => 0.058277985689083
909 => 0.058829176488333
910 => 0.056736811116378
911 => 0.057276061315005
912 => 0.054532603037894
913 => 0.055772760756086
914 => 0.056829625235942
915 => 0.057041806427419
916 => 0.057519861486057
917 => 0.053434933351294
918 => 0.055268946156614
919 => 0.056346256855978
920 => 0.05147892792335
921 => 0.056250045412636
922 => 0.053363823840613
923 => 0.052384196889475
924 => 0.053703135523145
925 => 0.053189143854894
926 => 0.052747244001135
927 => 0.052500656289935
928 => 0.053469139256557
929 => 0.053423958368577
930 => 0.051839332260739
1001 => 0.049772252100688
1002 => 0.050466032051994
1003 => 0.050213975291463
1004 => 0.049300489075328
1005 => 0.049916068490256
1006 => 0.047205368284523
1007 => 0.042541749470496
1008 => 0.04562267890955
1009 => 0.045504066477553
1010 => 0.045444256710694
1011 => 0.047759490033508
1012 => 0.04753693377104
1013 => 0.047132991975384
1014 => 0.049293070367476
1015 => 0.048504612697208
1016 => 0.050934453452982
1017 => 0.052534903726982
1018 => 0.052128977768353
1019 => 0.053634208986697
1020 => 0.050482015340834
1021 => 0.051529047625931
1022 => 0.051744839528766
1023 => 0.049266415335417
1024 => 0.04757334672798
1025 => 0.047460438354259
1026 => 0.044524890708188
1027 => 0.046093036565806
1028 => 0.047472940026226
1029 => 0.046812073353519
1030 => 0.046602862707771
1031 => 0.047671674524648
1101 => 0.047754730356573
1102 => 0.045861048586809
1103 => 0.046254804991846
1104 => 0.047896834657403
1105 => 0.046213430057288
1106 => 0.042942849901843
1107 => 0.042131700803985
1108 => 0.042023478561887
1109 => 0.039823577875448
1110 => 0.042185905665364
1111 => 0.041154686278617
1112 => 0.044412295965446
1113 => 0.042551566783241
1114 => 0.042471354467188
1115 => 0.042350101786886
1116 => 0.040456556389315
1117 => 0.040871122490296
1118 => 0.042249203350153
1119 => 0.042740918126143
1120 => 0.042689628246507
1121 => 0.042242450002131
1122 => 0.042447165912483
1123 => 0.041787704637487
1124 => 0.041554835135787
1125 => 0.040819834932617
1126 => 0.039739587682947
1127 => 0.039889802688555
1128 => 0.037749550224889
1129 => 0.036583427090888
1130 => 0.036260659576652
1201 => 0.035829041367234
1202 => 0.036309412001898
1203 => 0.037743487158568
1204 => 0.036013688263608
1205 => 0.033048069389484
1206 => 0.033226308136987
1207 => 0.033626757683069
1208 => 0.032880522603185
1209 => 0.032174273726838
1210 => 0.032788299825039
1211 => 0.03153172801301
1212 => 0.033778608383209
1213 => 0.033717836566005
1214 => 0.034555334621866
1215 => 0.035079039343385
1216 => 0.033872069511699
1217 => 0.033568519863024
1218 => 0.033741435538472
1219 => 0.030883524597744
1220 => 0.034321782326313
1221 => 0.034351516521926
1222 => 0.034096914286931
1223 => 0.035927680383096
1224 => 0.039791167876269
1225 => 0.038337568472913
1226 => 0.037774690848659
1227 => 0.036704660073491
1228 => 0.038130412549261
1229 => 0.038020937004325
1230 => 0.037525847072758
1231 => 0.037226415137372
]
'min_raw' => 0.027963785732426
'max_raw' => 0.071751872176121
'avg_raw' => 0.049857828954274
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.027963'
'max' => '$0.071751'
'avg' => '$0.049857'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.01719593239274
'max_diff' => 0.041706222237038
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00087775128063863
]
1 => [
'year' => 2028
'avg' => 0.0015064760105933
]
2 => [
'year' => 2029
'avg' => 0.0041154209450572
]
3 => [
'year' => 2030
'avg' => 0.0031750411302429
]
4 => [
'year' => 2031
'avg' => 0.003118283868414
]
5 => [
'year' => 2032
'avg' => 0.0054673329813797
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00087775128063863
'min' => '$0.000877'
'max_raw' => 0.0054673329813797
'max' => '$0.005467'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0054673329813797
]
1 => [
'year' => 2033
'avg' => 0.014062542627329
]
2 => [
'year' => 2034
'avg' => 0.0089135153313763
]
3 => [
'year' => 2035
'avg' => 0.010513511773985
]
4 => [
'year' => 2036
'avg' => 0.020406751639385
]
5 => [
'year' => 2037
'avg' => 0.049857828954274
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0054673329813797
'min' => '$0.005467'
'max_raw' => 0.049857828954274
'max' => '$0.049857'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.049857828954274
]
]
]
]
'prediction_2025_max_price' => '$0.00150079'
'last_price' => 0.00145521
'sma_50day_nextmonth' => '$0.001344'
'sma_200day_nextmonth' => '$0.003076'
'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' => '$0.001438'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0014075'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.001379'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001354'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.001442'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.001922'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.003372'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001433'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001414'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.001389'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.001386'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001553'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.002227'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.005668'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0028044'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.007652'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.001438'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.001461'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.001713'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.003136'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.010361'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.006479'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.003239'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '55.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 116.53
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.001381'
'vwma_10_action' => 'BUY'
'hma_9' => '0.001453'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 160.02
'cci_20_action' => 'SELL'
'adx_14' => 14.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000023'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 64.5
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000429'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 18
'sell_pct' => 45.45
'buy_pct' => 54.55
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767691801
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de yesnoerror para 2026
La previsión del precio de yesnoerror para 2026 sugiere que el precio medio podría oscilar entre $0.0005027 en el extremo inferior y $0.00150079 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, yesnoerror podría potencialmente ganar 3.13% para 2026 si YNE alcanza el objetivo de precio previsto.
Predicción de precio de yesnoerror 2027-2032
La predicción del precio de YNE para 2027-2032 está actualmente dentro de un rango de precios de $0.000877 en el extremo inferior y $0.005467 en el extremo superior. Considerando la volatilidad de precios en el mercado, si yesnoerror alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de yesnoerror | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000484 | $0.000877 | $0.001271 |
| 2028 | $0.000873 | $0.0015064 | $0.002139 |
| 2029 | $0.001918 | $0.004115 | $0.006312 |
| 2030 | $0.001631 | $0.003175 | $0.004718 |
| 2031 | $0.001929 | $0.003118 | $0.0043071 |
| 2032 | $0.002945 | $0.005467 | $0.007989 |
Predicción de precio de yesnoerror 2032-2037
La predicción de precio de yesnoerror para 2032-2037 se estima actualmente entre $0.005467 en el extremo inferior y $0.049857 en el extremo superior. Comparado con el precio actual, yesnoerror podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de yesnoerror | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.002945 | $0.005467 | $0.007989 |
| 2033 | $0.006843 | $0.014062 | $0.021281 |
| 2034 | $0.0055019 | $0.008913 | $0.012325 |
| 2035 | $0.006505 | $0.010513 | $0.014522 |
| 2036 | $0.010767 | $0.0204067 | $0.030045 |
| 2037 | $0.027963 | $0.049857 | $0.071751 |
yesnoerror Histograma de precios potenciales
Pronóstico de precio de yesnoerror basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para yesnoerror es Alcista, con 18 indicadores técnicos mostrando señales alcistas y 15 indicando señales bajistas. La predicción de precio de YNE 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 yesnoerror
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de yesnoerror aumentar durante el próximo mes, alcanzando $0.003076 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para yesnoerror alcance $0.001344 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 55.51, lo que sugiere que el mercado de YNE está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de YNE 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 | $0.001438 | BUY |
| SMA 5 | $0.0014075 | BUY |
| SMA 10 | $0.001379 | BUY |
| SMA 21 | $0.001354 | BUY |
| SMA 50 | $0.001442 | BUY |
| SMA 100 | $0.001922 | SELL |
| SMA 200 | $0.003372 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.001433 | BUY |
| EMA 5 | $0.001414 | BUY |
| EMA 10 | $0.001389 | BUY |
| EMA 21 | $0.001386 | BUY |
| EMA 50 | $0.001553 | SELL |
| EMA 100 | $0.002227 | SELL |
| EMA 200 | $0.005668 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.0028044 | SELL |
| SMA 50 | $0.007652 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.003136 | SELL |
| EMA 50 | $0.010361 | SELL |
| EMA 100 | $0.006479 | SELL |
| EMA 200 | $0.003239 | SELL |
Osciladores de yesnoerror
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) | 55.51 | NEUTRAL |
| Stoch RSI (14) | 116.53 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 160.02 | SELL |
| Índice Direccional Medio (14) | 14.97 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000023 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 64.5 | NEUTRAL |
| VWMA (10) | 0.001381 | BUY |
| Promedio Móvil de Hull (9) | 0.001453 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000429 | SELL |
Predicción de precios de yesnoerror basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de yesnoerror
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 yesnoerror por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.002044 | $0.002873 | $0.004037 | $0.005673 | $0.007971 | $0.0112019 |
| Amazon.com acción | $0.003036 | $0.006335 | $0.013219 | $0.027583 | $0.057554 | $0.12009 |
| Apple acción | $0.002064 | $0.002927 | $0.004152 | $0.00589 | $0.008355 | $0.011851 |
| Netflix acción | $0.002296 | $0.003622 | $0.005716 | $0.009019 | $0.014231 | $0.022454 |
| Google acción | $0.001884 | $0.00244 | $0.00316 | $0.004092 | $0.005299 | $0.006863 |
| Tesla acción | $0.003298 | $0.007478 | $0.016952 | $0.03843 | $0.087118 | $0.197491 |
| Kodak acción | $0.001091 | $0.000818 | $0.000613 | $0.00046 | $0.000345 | $0.000258 |
| Nokia acción | $0.000964 | $0.000638 | $0.000423 | $0.00028 | $0.000185 | $0.000122 |
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 yesnoerror
Podría preguntarse cosas como: "¿Debo invertir en yesnoerror ahora?", "¿Debería comprar YNE hoy?", "¿Será yesnoerror una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de yesnoerror regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como yesnoerror, 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 yesnoerror a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de yesnoerror es de $0.001455 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 yesnoerror basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si yesnoerror ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.001493 | $0.001531 | $0.001571 | $0.001612 |
| Si yesnoerror ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.00153 | $0.00161 | $0.001694 | $0.001782 |
| Si yesnoerror ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.001644 | $0.001858 | $0.002099 | $0.002372 |
| Si yesnoerror ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.001833 | $0.00231 | $0.00291 | $0.003667 |
| Si yesnoerror ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.002211 | $0.003361 | $0.005109 | $0.007765 |
| Si yesnoerror ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.003346 | $0.007695 | $0.017697 | $0.040698 |
| Si yesnoerror ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.005237 | $0.018852 | $0.067855 | $0.244235 |
Cuadro de preguntas
¿Es YNE una buena inversión?
La decisión de adquirir yesnoerror depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de yesnoerror ha experimentado un aumento de 5.1493% durante las últimas 24 horas, y yesnoerror ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en yesnoerror dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede yesnoerror subir?
Parece que el valor medio de yesnoerror podría potencialmente aumentar hasta $0.00150079 para el final de este año. Mirando las perspectivas de yesnoerror en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.004718. 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 yesnoerror la próxima semana?
Basado en nuestro nuevo pronóstico experimental de yesnoerror, el precio de yesnoerror aumentará en un 0.86% durante la próxima semana y alcanzará $0.001467 para el 13 de enero de 2026.
¿Cuál será el precio de yesnoerror el próximo mes?
Basado en nuestro nuevo pronóstico experimental de yesnoerror, el precio de yesnoerror disminuirá en un -11.62% durante el próximo mes y alcanzará $0.001286 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de yesnoerror este año en 2026?
Según nuestra predicción más reciente sobre el valor de yesnoerror en 2026, se anticipa que YNE fluctúe dentro del rango de $0.0005027 y $0.00150079. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de yesnoerror no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará yesnoerror en 5 años?
El futuro de yesnoerror parece estar en una tendencia alcista, con un precio máximo de $0.004718 proyectada después de un período de cinco años. Basado en el pronóstico de yesnoerror para 2030, el valor de yesnoerror podría potencialmente alcanzar su punto más alto de aproximadamente $0.004718, mientras que su punto más bajo se anticipa que esté alrededor de $0.001631.
¿Cuánto será yesnoerror en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de yesnoerror, se espera que el valor de YNE en 2026 crezca en un 3.13% hasta $0.00150079 si ocurre lo mejor. El precio estará entre $0.00150079 y $0.0005027 durante 2026.
¿Cuánto será yesnoerror en 2027?
Según nuestra última simulación experimental para la predicción de precios de yesnoerror, el valor de YNE podría disminuir en un -12.62% hasta $0.001271 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.001271 y $0.000484 a lo largo del año.
¿Cuánto será yesnoerror en 2028?
Nuestro nuevo modelo experimental de predicción de precios de yesnoerror sugiere que el valor de YNE en 2028 podría aumentar en un 47.02% , alcanzando $0.002139 en el mejor escenario. Se espera que el precio oscile entre $0.002139 y $0.000873 durante el año.
¿Cuánto será yesnoerror en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de yesnoerror podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.006312 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.006312 y $0.001918.
¿Cuánto será yesnoerror en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de yesnoerror, se espera que el valor de YNE en 2030 aumente en un 224.23% , alcanzando $0.004718 en el mejor escenario. Se pronostica que el precio oscile entre $0.004718 y $0.001631 durante el transcurso de 2030.
¿Cuánto será yesnoerror en 2031?
Nuestra simulación experimental indica que el precio de yesnoerror podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.0043071 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.0043071 y $0.001929 durante el año.
¿Cuánto será yesnoerror en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de yesnoerror, YNE podría experimentar un 449.04% aumento en valor, alcanzando $0.007989 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.007989 y $0.002945 a lo largo del año.
¿Cuánto será yesnoerror en 2033?
Según nuestra predicción experimental de precios de yesnoerror, se anticipa que el valor de YNE aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.021281. A lo largo del año, el precio de YNE podría oscilar entre $0.021281 y $0.006843.
¿Cuánto será yesnoerror en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de yesnoerror sugieren que YNE podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.012325 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.012325 y $0.0055019.
¿Cuánto será yesnoerror en 2035?
Basado en nuestra predicción experimental para el precio de yesnoerror, YNE podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.014522 en 2035. El rango de precios esperado para el año está entre $0.014522 y $0.006505.
¿Cuánto será yesnoerror en 2036?
Nuestra reciente simulación de predicción de precios de yesnoerror sugiere que el valor de YNE podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.030045 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.030045 y $0.010767.
¿Cuánto será yesnoerror en 2037?
Según la simulación experimental, el valor de yesnoerror podría aumentar en un 4830.69% en 2037, con un máximo de $0.071751 bajo condiciones favorables. Se espera que el precio caiga entre $0.071751 y $0.027963 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de yesnoerror?
Los traders de yesnoerror 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 yesnoerror
Las medias móviles son herramientas populares para la predicción de precios de yesnoerror. Una media móvil simple (SMA) calcula el precio de cierre promedio de YNE 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 YNE 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 YNE.
¿Cómo leer gráficos de yesnoerror 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 yesnoerror 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 YNE 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 yesnoerror?
La acción del precio de yesnoerror 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 YNE. La capitalización de mercado de yesnoerror puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de YNE, grandes poseedores de yesnoerror, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de yesnoerror.
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


