Predicción del precio de Fideum - Pronóstico de FI
$0.000212
0%
Add to portfolio
Add to favorites
Sentiment
Alcista 3.23%
Bajista 96.77%
SMA 50
$0.002128
SMA 200
$0.004539
RSI (14)
28.56
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.000296
Predicción de precio de Fideum hasta $0.000218 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000073 | $0.000218 |
| 2027 | $0.00007 | $0.000185 |
| 2028 | $0.000127 | $0.000311 |
| 2029 | $0.000279 | $0.000919 |
| 2030 | $0.000237 | $0.000687 |
| 2031 | $0.000281 | $0.000627 |
| 2032 | $0.000429 | $0.001163 |
| 2033 | $0.000997 | $0.00310035 |
| 2034 | $0.0008015 | $0.001795 |
| 2035 | $0.000947 | $0.002115 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Fideum hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,962.26, equivalente a un ROI del 39.62% en los próximos 90 días.
$
≈ $3,962.26
(39.62% ROI)
Predicción del precio a largo plazo de Fideum para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Fideum'
'name_with_ticker' => 'Fideum <small>FI</small>'
'name_lang' => 'Fideum'
'name_lang_with_ticker' => 'Fideum <small>FI</small>'
'name_with_lang' => 'Fideum'
'name_with_lang_with_ticker' => 'Fideum <small>FI</small>'
'image' => '/uploads/coins/fideum.png?1717082948'
'price_for_sd' => 0.000212
'ticker' => 'FI'
'marketcap' => '$848.02K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$48.44'
'current_supply' => '4B'
'max_supply' => '4B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.000212'
'change_24h_pct' => '0%'
'ath_price' => '$0.02279'
'ath_days' => 715
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '22 ene. 2024'
'ath_pct' => '-99.07%'
'fdv' => '$848.02K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.010453'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000213'
'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' => '$0.000187'
'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' => '$0.000073'
'current_year_max_price_prediction' => '$0.000218'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.000237'
'grand_prediction_max_price' => '$0.000687'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.000216017288488
107 => 0.00021682381862894
108 => 0.00021864097221892
109 => 0.00020311359374905
110 => 0.00021008493082214
111 => 0.00021417993822663
112 => 0.00019567854579548
113 => 0.00021381422518478
114 => 0.00020284329663518
115 => 0.00019911959870763
116 => 0.00020413306740718
117 => 0.00020217931377921
118 => 0.00020049959113814
119 => 0.00019956227704313
120 => 0.00020324361513973
121 => 0.00020307187631737
122 => 0.0001970484926744
123 => 0.00018919123425667
124 => 0.00019182838808737
125 => 0.00019087028537723
126 => 0.00018739799755796
127 => 0.00018973790030252
128 => 0.00017943415281315
129 => 0.00016170709079989
130 => 0.00017341813096045
131 => 0.00017296726865343
201 => 0.00017273992343325
202 => 0.00018154044644453
203 => 0.0001806944792196
204 => 0.00017915904042263
205 => 0.00018736979802034
206 => 0.0001843727610469
207 => 0.00019360892280832
208 => 0.00019969245630188
209 => 0.00019814947542622
210 => 0.00020387106808119
211 => 0.00019188914278533
212 => 0.00019586905773721
213 => 0.00019668931269287
214 => 0.00018726847854611
215 => 0.00018083288991985
216 => 0.00018040370952956
217 => 0.00016924528573038
218 => 0.00017520602565625
219 => 0.00018045123011885
220 => 0.00017793918422557
221 => 0.000177143945541
222 => 0.00018120664751426
223 => 0.00018152235425227
224 => 0.00017432420716851
225 => 0.00017582092988289
226 => 0.00018206251241134
227 => 0.00017566365801743
228 => 0.000163231729177
301 => 0.0001601484389397
302 => 0.00015973707118574
303 => 0.00015137494352337
304 => 0.00016035447913669
305 => 0.00015643467120488
306 => 0.00016881729749494
307 => 0.00016174440776742
308 => 0.00016143950962767
309 => 0.00016097861137061
310 => 0.00015378098265646
311 => 0.00015535680591169
312 => 0.00016059508241674
313 => 0.00016246415848714
314 => 0.00016226919854011
315 => 0.00016056941200413
316 => 0.00016134756557599
317 => 0.00015884086179436
318 => 0.00015795569251654
319 => 0.00015516185479075
320 => 0.0001510556851512
321 => 0.00015162667322418
322 => 0.00014349127673052
323 => 0.00013905868094259
324 => 0.00013783179684917
325 => 0.00013619115616443
326 => 0.00013801711158009
327 => 0.00014346823017441
328 => 0.00013689302463034
329 => 0.00012562029592207
330 => 0.00012629780612523
331 => 0.00012781997039715
401 => 0.00012498342734656
402 => 0.00012229887740218
403 => 0.00012463287577439
404 => 0.00011985647201494
405 => 0.00012839717597195
406 => 0.00012816617386495
407 => 0.00013134962014653
408 => 0.0001333402944373
409 => 0.00012875243468554
410 => 0.00012759860036486
411 => 0.00012825587683277
412 => 0.00011739256091975
413 => 0.00013046185547457
414 => 0.0001305748792766
415 => 0.00012960710086492
416 => 0.00013656609674616
417 => 0.00015125174862082
418 => 0.0001457264156566
419 => 0.00014358683972878
420 => 0.00013951950432597
421 => 0.00014493898725573
422 => 0.00014452285552383
423 => 0.0001426409500189
424 => 0.00014150276769761
425 => 0.00014359990352316
426 => 0.00014124290936085
427 => 0.00014081952844343
428 => 0.00013825430072686
429 => 0.00013733863114247
430 => 0.00013666070583604
501 => 0.00013591437668523
502 => 0.00013756059281828
503 => 0.00013383005048301
504 => 0.00012933138213625
505 => 0.00012895736653948
506 => 0.00012999005648595
507 => 0.00012953316805936
508 => 0.00012895517913348
509 => 0.00012785164086804
510 => 0.00012752424463805
511 => 0.00012858812355545
512 => 0.0001273870662857
513 => 0.00012915929171219
514 => 0.00012867734445789
515 => 0.00012598522627269
516 => 0.00012262985026411
517 => 0.0001225999803795
518 => 0.00012187707012237
519 => 0.00012095633521963
520 => 0.00012070020783325
521 => 0.00012443631294154
522 => 0.00013216993870347
523 => 0.00013065164291642
524 => 0.00013174876722378
525 => 0.00013714553295212
526 => 0.00013886100249075
527 => 0.00013764340284535
528 => 0.00013597667735245
529 => 0.00013605000481537
530 => 0.00014174571037671
531 => 0.00014210094454608
601 => 0.00014299850668918
602 => 0.0001441521276941
603 => 0.00013783986949089
604 => 0.00013575269802165
605 => 0.00013476368038766
606 => 0.00013171788887296
607 => 0.00013500251389513
608 => 0.00013308870355638
609 => 0.00013334694195615
610 => 0.00013317876385953
611 => 0.00013327060047243
612 => 0.00012839478867113
613 => 0.0001301712782264
614 => 0.00012721751978495
615 => 0.00012326276880678
616 => 0.00012324951109479
617 => 0.000124217430794
618 => 0.00012364167428221
619 => 0.00012209232831302
620 => 0.00012231240559524
621 => 0.00012038429702683
622 => 0.00012254651288498
623 => 0.00012260851749901
624 => 0.00012177594661693
625 => 0.00012510713847469
626 => 0.00012647193049682
627 => 0.00012592391450683
628 => 0.00012643348023406
629 => 0.00013071473496107
630 => 0.00013141276628581
701 => 0.0001317227856909
702 => 0.00013130740075778
703 => 0.00012651173371126
704 => 0.00012672444193752
705 => 0.00012516373010732
706 => 0.00012384509307456
707 => 0.00012389783164053
708 => 0.00012457578248619
709 => 0.00012753643359045
710 => 0.00013376694929945
711 => 0.00013400339281616
712 => 0.00013428996925595
713 => 0.00013312431885353
714 => 0.00013277274753838
715 => 0.00013323656085131
716 => 0.00013557641496666
717 => 0.00014159515501553
718 => 0.00013946773030413
719 => 0.00013773810089842
720 => 0.00013925545219196
721 => 0.00013902186785372
722 => 0.00013705018096793
723 => 0.00013699484228395
724 => 0.00013321054476369
725 => 0.00013181157613474
726 => 0.00013064249323739
727 => 0.00012936588523318
728 => 0.00012860906921599
729 => 0.00012977188258512
730 => 0.00013003783176064
731 => 0.00012749532000655
801 => 0.00012714878504937
802 => 0.00012922505503169
803 => 0.00012831136602362
804 => 0.00012925111782682
805 => 0.0001294691483062
806 => 0.00012943404037735
807 => 0.00012848004411641
808 => 0.00012908809288456
809 => 0.00012764987627983
810 => 0.00012608603173533
811 => 0.00012508839634691
812 => 0.00012421782715337
813 => 0.00012470086953972
814 => 0.00012297891163243
815 => 0.00012242802264172
816 => 0.00012888209964344
817 => 0.00013364979571763
818 => 0.00013358047152849
819 => 0.00013315847835588
820 => 0.00013253148209956
821 => 0.00013553054628519
822 => 0.0001344857322911
823 => 0.00013524592176893
824 => 0.00013543942189609
825 => 0.0001360250885025
826 => 0.00013623441397454
827 => 0.00013560168701214
828 => 0.00013347817804521
829 => 0.00012818659559682
830 => 0.00012572334968273
831 => 0.00012491043750248
901 => 0.00012493998531629
902 => 0.0001241249247041
903 => 0.00012436499658285
904 => 0.00012404143750194
905 => 0.00012342869488006
906 => 0.00012466303440948
907 => 0.00012480528054158
908 => 0.00012451717094615
909 => 0.0001245850311856
910 => 0.00012219960678868
911 => 0.00012238096542471
912 => 0.00012137113749337
913 => 0.0001211818069299
914 => 0.00011862904985523
915 => 0.00011410647066941
916 => 0.00011661241855574
917 => 0.00011358558589865
918 => 0.00011243927850741
919 => 0.00011786571941016
920 => 0.00011732105524957
921 => 0.00011638882696645
922 => 0.00011500986704232
923 => 0.0001144983973928
924 => 0.00011139086971394
925 => 0.00011120726040065
926 => 0.00011274743502861
927 => 0.00011203669743198
928 => 0.00011103855266894
929 => 0.00010742337351752
930 => 0.00010335871520664
1001 => 0.00010348140169152
1002 => 0.00010477429387455
1003 => 0.00010853355226699
1004 => 0.00010706474497723
1005 => 0.00010599910843589
1006 => 0.00010579954674462
1007 => 0.00010829747912164
1008 => 0.00011183257676813
1009 => 0.00011349116549051
1010 => 0.00011184755443872
1011 => 0.00010995946256072
1012 => 0.00011007438196476
1013 => 0.00011083888927503
1014 => 0.00011091922818379
1015 => 0.00010969027447019
1016 => 0.00011003621774193
1017 => 0.00010951069827844
1018 => 0.00010628558630105
1019 => 0.00010622725425232
1020 => 0.00010543575976111
1021 => 0.00010541179362248
1022 => 0.00010406526404538
1023 => 0.00010387687524943
1024 => 0.00010120325904559
1025 => 0.00010296304132741
1026 => 0.00010178267176549
1027 => 0.00010000357641463
1028 => 9.9696859705562E-5
1029 => 9.9687639430916E-5
1030 => 0.0001015143725578
1031 => 0.00010294169488725
1101 => 0.00010180320479938
1102 => 0.00010154399267507
1103 => 0.00010431170000844
1104 => 0.00010395948402205
1105 => 0.00010365446724939
1106 => 0.00011151604754718
1107 => 0.00010529299329472
1108 => 0.00010257938644113
1109 => 9.922078265985E-5
1110 => 0.00010031436098659
1111 => 0.00010054479400804
1112 => 9.246795734789E-5
1113 => 8.9191185720774E-5
1114 => 8.8066721180882E-5
1115 => 8.7419575940579E-5
1116 => 8.7714488152923E-5
1117 => 8.4765009361542E-5
1118 => 8.6747107889227E-5
1119 => 8.4193108569126E-5
1120 => 8.3764922271678E-5
1121 => 8.8331789435822E-5
1122 => 8.8967242322462E-5
1123 => 8.625620288832E-5
1124 => 8.7997129082455E-5
1125 => 8.7365845043778E-5
1126 => 8.4236889557047E-5
1127 => 8.4117386472492E-5
1128 => 8.2547386597354E-5
1129 => 8.0090640804644E-5
1130 => 7.8967842054085E-5
1201 => 7.8383078716208E-5
1202 => 7.8624363466226E-5
1203 => 7.8502362513182E-5
1204 => 7.7706223769943E-5
1205 => 7.8547996254018E-5
1206 => 7.6397615401612E-5
1207 => 7.5541316419387E-5
1208 => 7.5154546035102E-5
1209 => 7.3245959257288E-5
1210 => 7.6283369573183E-5
1211 => 7.6881777669701E-5
1212 => 7.7481364815027E-5
1213 => 8.2700361559561E-5
1214 => 8.2439635230936E-5
1215 => 8.4796474262835E-5
1216 => 8.4704891832005E-5
1217 => 8.4032683161846E-5
1218 => 8.1196745355405E-5
1219 => 8.2327099619321E-5
1220 => 7.8848044891041E-5
1221 => 8.1454789246195E-5
1222 => 8.0265179982749E-5
1223 => 8.1052581157585E-5
1224 => 7.9636762848129E-5
1225 => 8.0420335158287E-5
1226 => 7.7023682428863E-5
1227 => 7.385193590232E-5
1228 => 7.5128339293654E-5
1229 => 7.6515935754467E-5
1230 => 7.9524598434514E-5
1231 => 7.7732663763206E-5
]
'min_raw' => 7.3245959257288E-5
'max_raw' => 0.00021864097221892
'avg_raw' => 0.00014594346573811
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000073'
'max' => '$0.000218'
'avg' => '$0.000145'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00013875404074271
'max_diff' => 6.6409722189228E-6
'year' => 2026
]
1 => [
'items' => [
101 => 7.837711123156E-5
102 => 7.6218320091778E-5
103 => 7.1764117342203E-5
104 => 7.1789327646041E-5
105 => 7.11041455931E-5
106 => 7.0512048261142E-5
107 => 7.7938489016114E-5
108 => 7.7014893713578E-5
109 => 7.5543265476153E-5
110 => 7.7513098352129E-5
111 => 7.8033953429988E-5
112 => 7.8048781441819E-5
113 => 7.9485920659385E-5
114 => 8.0252922117422E-5
115 => 8.0388109448776E-5
116 => 8.2649479059065E-5
117 => 8.3407460324247E-5
118 => 8.652947788201E-5
119 => 8.0187847402449E-5
120 => 8.0057245695948E-5
121 => 7.7540817940316E-5
122 => 7.5944859674546E-5
123 => 7.7650094568176E-5
124 => 7.9160699896155E-5
125 => 7.7587756658653E-5
126 => 7.7793149838827E-5
127 => 7.5681602056664E-5
128 => 7.6436381031229E-5
129 => 7.7086498363833E-5
130 => 7.67275417849E-5
131 => 7.6190166412542E-5
201 => 7.9036847485977E-5
202 => 7.8876226583581E-5
203 => 8.1527121444079E-5
204 => 8.3593683555147E-5
205 => 8.7297332300346E-5
206 => 8.3432381759155E-5
207 => 8.3291527599647E-5
208 => 8.4668399602556E-5
209 => 8.3407249532317E-5
210 => 8.4204252843287E-5
211 => 8.7168922745325E-5
212 => 8.723156154869E-5
213 => 8.6182280886796E-5
214 => 8.6118432063161E-5
215 => 8.6319957892151E-5
216 => 8.7500300967086E-5
217 => 8.7087852828424E-5
218 => 8.7565148256393E-5
219 => 8.8162013497674E-5
220 => 9.0630901201233E-5
221 => 9.1226141668181E-5
222 => 8.9780015930295E-5
223 => 8.9910584892843E-5
224 => 8.9369694169835E-5
225 => 8.8847200508749E-5
226 => 9.0021689954798E-5
227 => 9.2168092502099E-5
228 => 9.2154739843251E-5
301 => 9.2652663514121E-5
302 => 9.2962865836051E-5
303 => 9.163125038835E-5
304 => 9.0764417696754E-5
305 => 9.1096816508709E-5
306 => 9.162832944773E-5
307 => 9.0924454026137E-5
308 => 8.6579808857253E-5
309 => 8.7897696664484E-5
310 => 8.767833569194E-5
311 => 8.736593899183E-5
312 => 8.8691085372926E-5
313 => 8.8563271771754E-5
314 => 8.4734758193429E-5
315 => 8.4979847211131E-5
316 => 8.4749662868355E-5
317 => 8.549343557115E-5
318 => 8.3367083365513E-5
319 => 8.4021134982766E-5
320 => 8.4431350025754E-5
321 => 8.4672969837495E-5
322 => 8.5545866277757E-5
323 => 8.5443441955425E-5
324 => 8.5539499438071E-5
325 => 8.6833774422864E-5
326 => 9.3379773154408E-5
327 => 9.3736057422433E-5
328 => 9.1981583381825E-5
329 => 9.2682461155578E-5
330 => 9.1336929095093E-5
331 => 9.2240193781578E-5
401 => 9.2858184539635E-5
402 => 9.0065603136762E-5
403 => 8.9900244589787E-5
404 => 8.8549159039856E-5
405 => 8.9275155884992E-5
406 => 8.812004270336E-5
407 => 8.8403467073988E-5
408 => 8.7610987825218E-5
409 => 8.903729269196E-5
410 => 9.0632123158346E-5
411 => 9.1035040315919E-5
412 => 8.9975138741088E-5
413 => 8.9207700149992E-5
414 => 8.7860330794017E-5
415 => 9.0101036061089E-5
416 => 9.0756286565436E-5
417 => 9.0097594309138E-5
418 => 8.9944960920644E-5
419 => 8.9655720925249E-5
420 => 9.0006324552992E-5
421 => 9.0752717930467E-5
422 => 9.0400732597372E-5
423 => 9.0633225111065E-5
424 => 8.9747203394105E-5
425 => 9.1631691208471E-5
426 => 9.4624711384375E-5
427 => 9.4634334433649E-5
428 => 9.4282347203221E-5
429 => 9.41383216122E-5
430 => 9.4499481870991E-5
501 => 9.4695396495815E-5
502 => 9.5863322547278E-5
503 => 9.7116553732724E-5
504 => 0.0001029648368476
505 => 0.00010132266235122
506 => 0.00010651160704666
507 => 0.00011061538860061
508 => 0.00011184593325202
509 => 0.00011071389007432
510 => 0.00010684123151519
511 => 0.00010665122041078
512 => 0.0001124386072924
513 => 0.00011080340541923
514 => 0.00011060890335958
515 => 0.00010853973006139
516 => 0.00010976286775272
517 => 0.00010949534959728
518 => 0.00010907305910148
519 => 0.00011140672061203
520 => 0.00011577512663239
521 => 0.00011509426958746
522 => 0.00011458604138747
523 => 0.00011235913335814
524 => 0.00011370022938971
525 => 0.00011322269077987
526 => 0.00011527449970124
527 => 0.00011405905354936
528 => 0.00011079101715677
529 => 0.00011131146272388
530 => 0.0001112327984234
531 => 0.00011285170415301
601 => 0.00011236574883669
602 => 0.00011113790784859
603 => 0.00011576019589552
604 => 0.00011546005022026
605 => 0.00011588558816492
606 => 0.00011607292312835
607 => 0.00011888642840866
608 => 0.00012003903149988
609 => 0.00012030069258074
610 => 0.00012139557637188
611 => 0.0001202734508746
612 => 0.00012476275292562
613 => 0.00012774787683151
614 => 0.00013121525186127
615 => 0.00013628201872229
616 => 0.00013818716993225
617 => 0.00013784302141852
618 => 0.00014168458622634
619 => 0.0001485877927928
620 => 0.00013923835683583
621 => 0.00014908333560073
622 => 0.00014596652898951
623 => 0.00013857663658326
624 => 0.00013810081463341
625 => 0.00014310533556933
626 => 0.00015420488133792
627 => 0.0001514245710129
628 => 0.00015420942892959
629 => 0.00015096074424333
630 => 0.00015079941966659
701 => 0.00015405164756558
702 => 0.00016165065532129
703 => 0.0001580406515811
704 => 0.0001528648260103
705 => 0.00015668657506702
706 => 0.00015337582234791
707 => 0.00014591576985044
708 => 0.00015142244496199
709 => 0.00014774028813597
710 => 0.00014881493725203
711 => 0.00015655428322082
712 => 0.00015562306463809
713 => 0.00015682814771266
714 => 0.00015470120762855
715 => 0.00015271431020232
716 => 0.00014900561860732
717 => 0.00014790765786233
718 => 0.00014821109471176
719 => 0.0001479075074941
720 => 0.00014583252863133
721 => 0.00014538443714348
722 => 0.00014463759836572
723 => 0.00014486907493177
724 => 0.00014346479953419
725 => 0.00014611495734753
726 => 0.00014660684999079
727 => 0.00014853541384252
728 => 0.00014873564373937
729 => 0.00015410666661504
730 => 0.00015114839747149
731 => 0.00015313305981766
801 => 0.00015295553293705
802 => 0.00013873679795982
803 => 0.00014069601418672
804 => 0.00014374393979986
805 => 0.0001423708534425
806 => 0.00014042963058593
807 => 0.00013886198904747
808 => 0.00013648685181711
809 => 0.00013982981185836
810 => 0.00014422544882844
811 => 0.00014884712434684
812 => 0.00015439976465801
813 => 0.00015316047998041
814 => 0.00014874332159856
815 => 0.00014894147209683
816 => 0.00015016636050781
817 => 0.00014858001872274
818 => 0.00014811217556125
819 => 0.00015010208604164
820 => 0.00015011578946149
821 => 0.00014829051152196
822 => 0.0001462620491145
823 => 0.00014625354978295
824 => 0.00014589260449017
825 => 0.00015102495560907
826 => 0.00015384722978524
827 => 0.00015417079897122
828 => 0.00015382545100096
829 => 0.00015395836172834
830 => 0.0001523161425698
831 => 0.00015606976858127
901 => 0.00015951446700453
902 => 0.00015859121424185
903 => 0.00015720712710247
904 => 0.00015610463502929
905 => 0.00015833150214711
906 => 0.00015823234325977
907 => 0.00015948438056889
908 => 0.00015942758092443
909 => 0.00015900656786888
910 => 0.00015859122927755
911 => 0.00016023799984442
912 => 0.00015976375636749
913 => 0.00015928877625945
914 => 0.00015833613093695
915 => 0.00015846561125804
916 => 0.00015708176310083
917 => 0.00015644153162272
918 => 0.00014681398632203
919 => 0.00014424119162857
920 => 0.00014505064521319
921 => 0.00014531713835071
922 => 0.00014419745480299
923 => 0.00014580279338731
924 => 0.00014555260306942
925 => 0.0001465259472399
926 => 0.00014591784405988
927 => 0.0001459428008265
928 => 0.00014773110261769
929 => 0.00014825025423565
930 => 0.00014798620953269
1001 => 0.00014817113739172
1002 => 0.00015243272184995
1003 => 0.00015182686081778
1004 => 0.00015150500921971
1005 => 0.00015159416431195
1006 => 0.00015268309051043
1007 => 0.00015298793039283
1008 => 0.00015169630239035
1009 => 0.00015230544162314
1010 => 0.00015489907916504
1011 => 0.00015580670551754
1012 => 0.00015870341314934
1013 => 0.00015747284026248
1014 => 0.00015973161005426
1015 => 0.00016667429832284
1016 => 0.00017222059810926
1017 => 0.00016711999161513
1018 => 0.00017730506485588
1019 => 0.00018523560533578
1020 => 0.00018493121798316
1021 => 0.00018354834481378
1022 => 0.00017451963532174
1023 => 0.00016621128223668
1024 => 0.00017316157238364
1025 => 0.00017317929010256
1026 => 0.00017258225401503
1027 => 0.00016887411415137
1028 => 0.00017245321878564
1029 => 0.0001727373151141
1030 => 0.00017257829671747
1031 => 0.00016973527457819
1101 => 0.00016539450524984
1102 => 0.00016624268118626
1103 => 0.00016763201067245
1104 => 0.0001650017201106
1105 => 0.00016416118290117
1106 => 0.00016572390149226
1107 => 0.00017075930639809
1108 => 0.00016980739226876
1109 => 0.00016978253394385
1110 => 0.00017385522626356
1111 => 0.00017094005750466
1112 => 0.00016625337940106
1113 => 0.00016506993137021
1114 => 0.00016086948812681
1115 => 0.00016377074923649
1116 => 0.00016387516045881
1117 => 0.00016228616939921
1118 => 0.00016638231726811
1119 => 0.00016634457054439
1120 => 0.00017023325331476
1121 => 0.00017766695424917
1122 => 0.00017546844309266
1123 => 0.00017291181381497
1124 => 0.00017318979030509
1125 => 0.00017623850629733
1126 => 0.00017439518301301
1127 => 0.00017505805491815
1128 => 0.00017623750296131
1129 => 0.00017694909324979
1130 => 0.00017308740341333
1201 => 0.00017218705878648
1202 => 0.00017034526965796
1203 => 0.00016986478125295
1204 => 0.00017136488006794
1205 => 0.00017096965702946
1206 => 0.00016386638509988
1207 => 0.000163124053661
1208 => 0.00016314681990643
1209 => 0.00016128019220744
1210 => 0.00015843313692451
1211 => 0.00016591502821922
1212 => 0.00016531412763925
1213 => 0.00016465077990498
1214 => 0.00016473203621742
1215 => 0.00016797967164362
1216 => 0.0001660958790869
1217 => 0.00017110425034647
1218 => 0.00017007467978092
1219 => 0.0001690187046153
1220 => 0.00016887273668162
1221 => 0.00016846627633442
1222 => 0.00016707237256664
1223 => 0.00016538915000642
1224 => 0.00016427774067391
1225 => 0.00015153753208317
1226 => 0.00015390204069123
1227 => 0.00015662219231306
1228 => 0.00015756117775259
1229 => 0.00015595497818246
1230 => 0.00016713579511557
1231 => 0.00016917863811028
]
'min_raw' => 7.0512048261142E-5
'max_raw' => 0.00018523560533578
'avg_raw' => 0.00012787382679846
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00007'
'max' => '$0.000185'
'avg' => '$0.000127'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -2.7339109961458E-6
'max_diff' => -3.3405366883141E-5
'year' => 2027
]
2 => [
'items' => [
101 => 0.00016299073342795
102 => 0.00016183322911236
103 => 0.0001672116809058
104 => 0.00016396781698537
105 => 0.00016542852871011
106 => 0.00016227126892781
107 => 0.00016868657705428
108 => 0.00016863770315494
109 => 0.00016614200339743
110 => 0.00016825135174266
111 => 0.00016788480055917
112 => 0.00016506716167958
113 => 0.0001687759012325
114 => 0.00016877774072104
115 => 0.00016637568396564
116 => 0.00016357060755316
117 => 0.00016306912614356
118 => 0.00016269132726597
119 => 0.00016533561334572
120 => 0.00016770647197635
121 => 0.00017211805210226
122 => 0.00017322722816247
123 => 0.0001775564161675
124 => 0.00017497859549484
125 => 0.00017612131001067
126 => 0.00017736188826443
127 => 0.00017795666710004
128 => 0.00017698750690501
129 => 0.0001837125178417
130 => 0.00018428031481377
131 => 0.00018447069222708
201 => 0.00018220305637707
202 => 0.00018421724775866
203 => 0.00018327487431422
204 => 0.00018572666821776
205 => 0.00018611114080791
206 => 0.00018578550620206
207 => 0.00018590754387066
208 => 0.00018016893340942
209 => 0.00017987135618342
210 => 0.00017581386959183
211 => 0.00017746732536933
212 => 0.00017437626904549
213 => 0.00017535647484719
214 => 0.00017578854022484
215 => 0.00017556285379105
216 => 0.00017756080927817
217 => 0.00017586213895878
218 => 0.00017137906869865
219 => 0.00016689477702903
220 => 0.00016683848039994
221 => 0.00016565784555765
222 => 0.00016480446281073
223 => 0.00016496885460317
224 => 0.00016554819272167
225 => 0.00016477079062611
226 => 0.00016493668877848
227 => 0.00016769170348152
228 => 0.00016824420203235
229 => 0.00016636659608151
301 => 0.00015882773725167
302 => 0.00015697768238503
303 => 0.00015830746513499
304 => 0.00015767191462949
305 => 0.00012725354089438
306 => 0.00013439988660133
307 => 0.00013015377064923
308 => 0.00013211057623436
309 => 0.00012777639137366
310 => 0.00012984489156328
311 => 0.00012946291510779
312 => 0.00014095402752882
313 => 0.00014077460961387
314 => 0.00014086048747517
315 => 0.00013676131340175
316 => 0.00014329140900542
317 => 0.00014650836891442
318 => 0.00014591299525188
319 => 0.00014606283797592
320 => 0.00014348804352422
321 => 0.00014088541711369
322 => 0.00013799870388307
323 => 0.00014336186025702
324 => 0.00014276556882037
325 => 0.00014413324683716
326 => 0.000147611637112
327 => 0.00014812384329309
328 => 0.00014881225359476
329 => 0.00014856550750599
330 => 0.00015444400039631
331 => 0.00015373207611975
401 => 0.00015544760879167
402 => 0.00015191862792775
403 => 0.00014792525110628
404 => 0.00014868426148672
405 => 0.00014861116268351
406 => 0.00014768053101972
407 => 0.000146840398365
408 => 0.0001454418142008
409 => 0.00014986714144783
410 => 0.00014968748124319
411 => 0.00015259597112405
412 => 0.00015208186728605
413 => 0.0001486485560333
414 => 0.00014877117741636
415 => 0.00014959586514727
416 => 0.00015245011880006
417 => 0.00015329745561661
418 => 0.00015290493544265
419 => 0.00015383400157961
420 => 0.00015456829757318
421 => 0.00015392621785098
422 => 0.00016301671269104
423 => 0.00015924170544636
424 => 0.00016108161771109
425 => 0.00016152042594483
426 => 0.00016039642788124
427 => 0.00016064018281388
428 => 0.00016100940511759
429 => 0.00016325125064456
430 => 0.00016913450199056
501 => 0.00017174015396305
502 => 0.00017957938648291
503 => 0.00017152379083916
504 => 0.00017104580513103
505 => 0.00017245788763
506 => 0.0001770603469862
507 => 0.00018079020800737
508 => 0.00018202761808893
509 => 0.00018219116225863
510 => 0.00018451262583311
511 => 0.00018584324546128
512 => 0.00018423073909462
513 => 0.00018286430878533
514 => 0.00017796992502503
515 => 0.00017853646327225
516 => 0.00018243934998664
517 => 0.0001879524073496
518 => 0.00019268318410288
519 => 0.0001910266309681
520 => 0.00020366496204222
521 => 0.00020491800094527
522 => 0.00020474487148447
523 => 0.0002075994805828
524 => 0.00020193366285364
525 => 0.00019951141600438
526 => 0.00018315974652784
527 => 0.00018775389867482
528 => 0.00019443176862555
529 => 0.00019354792749684
530 => 0.00018869827983864
531 => 0.00019267950521025
601 => 0.00019136318759797
602 => 0.0001903249532831
603 => 0.00019508130595116
604 => 0.00018985150081243
605 => 0.00019437959731869
606 => 0.00018857226671224
607 => 0.00019103419796328
608 => 0.00018963668671498
609 => 0.00019054104776516
610 => 0.00018525417154489
611 => 0.00018810684162169
612 => 0.00018513549109099
613 => 0.00018513408228396
614 => 0.0001850684895563
615 => 0.00018856427027868
616 => 0.00018867826756254
617 => 0.00018609488032687
618 => 0.00018572257386611
619 => 0.00018709918598523
620 => 0.00018548753372903
621 => 0.00018624161567609
622 => 0.00018551037410301
623 => 0.00018534575622261
624 => 0.00018403405294412
625 => 0.00018346893510572
626 => 0.00018369053237145
627 => 0.00018293410666229
628 => 0.00018247833281141
629 => 0.0001849778246657
630 => 0.00018364244699717
701 => 0.00018477315888599
702 => 0.00018348456998146
703 => 0.00017901775942691
704 => 0.00017644884944133
705 => 0.00016801145837734
706 => 0.00017040429201653
707 => 0.00017199074319489
708 => 0.0001714664210899
709 => 0.00017259286785712
710 => 0.00017266202254001
711 => 0.00017229580321322
712 => 0.0001718717681484
713 => 0.00017166537132946
714 => 0.00017320368412013
715 => 0.00017409672647234
716 => 0.00017214996479461
717 => 0.00017169386577161
718 => 0.00017366214931145
719 => 0.00017486280113371
720 => 0.00018372773960131
721 => 0.00018307099632626
722 => 0.00018471929306728
723 => 0.00018453372014942
724 => 0.00018626139772828
725 => 0.00018908542039869
726 => 0.00018334339270059
727 => 0.0001843400101646
728 => 0.00018409566257768
729 => 0.00018676338546027
730 => 0.00018677171379992
731 => 0.00018517228066916
801 => 0.00018603935931718
802 => 0.00018555537980292
803 => 0.00018642999619895
804 => 0.00018306222511942
805 => 0.00018716380676586
806 => 0.00018948913925931
807 => 0.00018952142650324
808 => 0.00019062361565016
809 => 0.00019174350365791
810 => 0.00019389303116711
811 => 0.00019168355450234
812 => 0.00018770892107063
813 => 0.00018799587676641
814 => 0.00018566555063966
815 => 0.00018570472384286
816 => 0.00018549561421413
817 => 0.000186123167951
818 => 0.00018319993787426
819 => 0.0001838860141304
820 => 0.00018292550335414
821 => 0.00018433792220176
822 => 0.00018281839300292
823 => 0.00018409554474588
824 => 0.00018464672109988
825 => 0.00018668057371215
826 => 0.00018251799131842
827 => 0.00017403020403554
828 => 0.00017581443982688
829 => 0.0001731754149428
830 => 0.00017341966674329
831 => 0.00017391309425269
901 => 0.00017231373425531
902 => 0.00017261884174119
903 => 0.00017260794115478
904 => 0.00017251400579013
905 => 0.0001720979504846
906 => 0.00017149458797754
907 => 0.00017389819850046
908 => 0.00017430661876572
909 => 0.00017521448642285
910 => 0.00017791568475793
911 => 0.00017764577134561
912 => 0.00017808601131971
913 => 0.00017712496992811
914 => 0.00017346424669712
915 => 0.00017366304158083
916 => 0.00017118406619545
917 => 0.00017515109344875
918 => 0.00017421164903297
919 => 0.00017360598310666
920 => 0.00017344072154722
921 => 0.0001761486156305
922 => 0.00017695885998126
923 => 0.00017645397007535
924 => 0.00017541842614832
925 => 0.00017740697661929
926 => 0.00017793902883511
927 => 0.00017805813570491
928 => 0.00018158146587274
929 => 0.00017825505072197
930 => 0.00017905575191048
1001 => 0.00018530259401302
1002 => 0.0001796375702313
1003 => 0.00018263845967359
1004 => 0.00018249158175126
1005 => 0.00018402673524537
1006 => 0.00018236565435697
1007 => 0.00018238624544537
1008 => 0.00018374935774783
1009 => 0.00018183511235762
1010 => 0.00018136111827891
1011 => 0.00018070629885399
1012 => 0.00018213607311223
1013 => 0.00018299315811691
1014 => 0.00018990063379512
1015 => 0.0001943631781024
1016 => 0.0001941694472849
1017 => 0.00019593978430798
1018 => 0.00019514223126465
1019 => 0.00019256672210389
1020 => 0.00019696280219143
1021 => 0.00019557169851193
1022 => 0.00019568637940908
1023 => 0.00019568211098036
1024 => 0.00019660707331483
1025 => 0.0001959516527293
1026 => 0.00019465975147769
1027 => 0.00019551737581902
1028 => 0.00019806421350645
1029 => 0.00020596967583478
1030 => 0.00021039367728716
1031 => 0.00020570334539241
1101 => 0.00020893867352736
1102 => 0.00020699862951168
1103 => 0.00020664606580272
1104 => 0.00020867809096034
1105 => 0.000210713672909
1106 => 0.00021058401513894
1107 => 0.0002091062871725
1108 => 0.00020827155614021
1109 => 0.00021459241917207
1110 => 0.00021924952338086
1111 => 0.00021893194009544
1112 => 0.00022033364943365
1113 => 0.00022444911140387
1114 => 0.00022482537766978
1115 => 0.00022477797676866
1116 => 0.00022384536156928
1117 => 0.00022789756833923
1118 => 0.00023127799051852
1119 => 0.00022362948809647
1120 => 0.00022654193769253
1121 => 0.00022784943014948
1122 => 0.0002297692169918
1123 => 0.00023300821918843
1124 => 0.00023652663467687
1125 => 0.00023702417720439
1126 => 0.00023667114697151
1127 => 0.0002343506573768
1128 => 0.00023820054958768
1129 => 0.00024045572615373
1130 => 0.00024179863219001
1201 => 0.00024520401845978
1202 => 0.00022785750477777
1203 => 0.00021557878021597
1204 => 0.00021366128006871
1205 => 0.00021756059202013
1206 => 0.00021858880948529
1207 => 0.00021817433631436
1208 => 0.00020435351548726
1209 => 0.00021358851630734
1210 => 0.00022352460068883
1211 => 0.0002239062861559
1212 => 0.000228880497751
1213 => 0.00023050030494619
1214 => 0.00023450519726506
1215 => 0.0002342546901601
1216 => 0.00023522981770799
1217 => 0.00023500565277159
1218 => 0.00024242387246273
1219 => 0.00025060727039834
1220 => 0.00025032390534944
1221 => 0.00024914744507463
1222 => 0.00025089468919901
1223 => 0.00025934083285478
1224 => 0.00025856324729365
1225 => 0.00025931860543171
1226 => 0.00026927708480566
1227 => 0.00028222452456896
1228 => 0.00027620913889721
1229 => 0.00028926079492432
1230 => 0.00029747612055483
1231 => 0.00031168367675226
]
'min_raw' => 0.00012725354089438
'max_raw' => 0.00031168367675226
'avg_raw' => 0.00021946860882332
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000127'
'max' => '$0.000311'
'avg' => '$0.000219'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 5.6741492633242E-5
'max_diff' => 0.00012644807141648
'year' => 2028
]
3 => [
'items' => [
101 => 0.00030990482074265
102 => 0.00031543571811045
103 => 0.000306720297227
104 => 0.00028670792920143
105 => 0.00028354089535711
106 => 0.0002898813773155
107 => 0.00030546883351502
108 => 0.00028939047284873
109 => 0.00029264310427102
110 => 0.00029170634620259
111 => 0.00029165643034608
112 => 0.00029356151556628
113 => 0.00029079809009182
114 => 0.00027953939757812
115 => 0.00028469919000926
116 => 0.00028270674635801
117 => 0.00028491751113558
118 => 0.00029684809685139
119 => 0.00029157330051679
120 => 0.00028601673106795
121 => 0.00029298590225827
122 => 0.00030186005205059
123 => 0.00030130472370497
124 => 0.00030022715460522
125 => 0.00030630135520082
126 => 0.00031633415501098
127 => 0.00031904598048461
128 => 0.00032104779460841
129 => 0.00032132381095516
130 => 0.00032416695086984
131 => 0.00030887867098508
201 => 0.00033314156379308
202 => 0.00033733109513213
203 => 0.00033654363687867
204 => 0.0003412001246396
205 => 0.00033983006781664
206 => 0.00033784507043551
207 => 0.00034522659399993
208 => 0.00033676427289155
209 => 0.00032475307345482
210 => 0.00031816349188923
211 => 0.00032684118446117
212 => 0.00033214034850512
213 => 0.00033564275884804
214 => 0.00033670258610159
215 => 0.00031006545663238
216 => 0.0002957095212114
217 => 0.00030491151122511
218 => 0.00031613857412927
219 => 0.00030881630408377
220 => 0.00030910332320667
221 => 0.00029866369038051
222 => 0.00031706224998722
223 => 0.00031438173460876
224 => 0.00032828825313393
225 => 0.00032496935088112
226 => 0.00033630957689045
227 => 0.00033332331532984
228 => 0.00034571912010833
301 => 0.00035066414223748
302 => 0.00035896760402357
303 => 0.00036507566431459
304 => 0.00036866243414605
305 => 0.00036844709793901
306 => 0.00038265966693289
307 => 0.00037427901154654
308 => 0.00036375093321246
309 => 0.00036356051349106
310 => 0.0003690131544443
311 => 0.00038044039402331
312 => 0.00038340331098657
313 => 0.00038505917736047
314 => 0.00038252316036772
315 => 0.00037342655959281
316 => 0.00036949869349902
317 => 0.00037284534921217
318 => 0.0003687526768564
319 => 0.00037581777754351
320 => 0.00038551966981099
321 => 0.00038351626742319
322 => 0.00039021334123872
323 => 0.00039714410808508
324 => 0.00040705541595559
325 => 0.00040964659884761
326 => 0.00041392972563425
327 => 0.00041833847003157
328 => 0.00041975443991299
329 => 0.00042245796576628
330 => 0.00042244371685054
331 => 0.0004305909739777
401 => 0.00043957765088852
402 => 0.0004429699133803
403 => 0.00045077023392971
404 => 0.00043741245834468
405 => 0.00044754448456899
406 => 0.00045668382584439
407 => 0.00044578752640505
408 => 0.00046080553667003
409 => 0.00046138865197707
410 => 0.00047019300080709
411 => 0.00046126810655872
412 => 0.00045596853284331
413 => 0.00047126820358726
414 => 0.00047867123232514
415 => 0.00047644137982145
416 => 0.00045947209216692
417 => 0.000449595238905
418 => 0.00042374560881584
419 => 0.00045436561227737
420 => 0.00046927972276573
421 => 0.00045943346822374
422 => 0.0004643993462923
423 => 0.00049149156684297
424 => 0.00050180653033729
425 => 0.0004996610900375
426 => 0.00050002363413121
427 => 0.00050558940120292
428 => 0.00053027107752276
429 => 0.00051548124495513
430 => 0.00052678751778863
501 => 0.00053278432413172
502 => 0.00053835449206883
503 => 0.00052467592008495
504 => 0.00050688029891204
505 => 0.00050124367867723
506 => 0.00045845445225801
507 => 0.00045622708719869
508 => 0.00045497679969483
509 => 0.00044709391383967
510 => 0.00044090012486167
511 => 0.00043597459390572
512 => 0.00042304852978927
513 => 0.00042741069697998
514 => 0.0004068092486576
515 => 0.00041998932522376
516 => 0.00038710891626188
517 => 0.00041449269789196
518 => 0.00039958895053848
519 => 0.00040959641605134
520 => 0.00040956150094693
521 => 0.00039113458406791
522 => 0.00038050632297204
523 => 0.00038727906460044
524 => 0.00039453998124698
525 => 0.00039571804054423
526 => 0.00040513200850579
527 => 0.0004077592446113
528 => 0.00039979859655768
529 => 0.00038642754286983
530 => 0.00038953333368026
531 => 0.00038044338422039
601 => 0.00036451359743184
602 => 0.00037595464841077
603 => 0.00037986112624248
604 => 0.0003815864494001
605 => 0.00036592133364193
606 => 0.00036099901416451
607 => 0.00035837841257699
608 => 0.00038440537313955
609 => 0.00038583118879171
610 => 0.00037853651432525
611 => 0.00041150913462307
612 => 0.00040404641514986
613 => 0.0004123841012121
614 => 0.00038925151571757
615 => 0.00039013521163562
616 => 0.00037918387494638
617 => 0.00038531589172377
618 => 0.00038098197990964
619 => 0.00038482048536593
620 => 0.00038712126970968
621 => 0.00039807080939233
622 => 0.00041461772404665
623 => 0.00039643531329871
624 => 0.00038851297655891
625 => 0.00039342794971537
626 => 0.0004065171709186
627 => 0.0004263480110664
628 => 0.00041460775456605
629 => 0.00041981788103842
630 => 0.00042095606189024
701 => 0.0004122992313948
702 => 0.00042666720075474
703 => 0.00043436711225991
704 => 0.00044226562819202
705 => 0.00044912368826449
706 => 0.00043911078723665
707 => 0.00044982602662942
708 => 0.00044119143517322
709 => 0.00043344531400936
710 => 0.0004334570616777
711 => 0.00042859780671884
712 => 0.00041918238793051
713 => 0.0004174460402475
714 => 0.00042647874017105
715 => 0.00043372211010987
716 => 0.00043431870875144
717 => 0.00043832901052735
718 => 0.00044070226580895
719 => 0.00046396339385268
720 => 0.00047331921197801
721 => 0.00048475932928509
722 => 0.00048921589970588
723 => 0.00050262857890354
724 => 0.00049179675112689
725 => 0.00048945321705202
726 => 0.00045691844457243
727 => 0.00046224601174333
728 => 0.00047077596081771
729 => 0.00045705910029089
730 => 0.00046575929110908
731 => 0.00046747689307183
801 => 0.00045659300661901
802 => 0.00046240656063843
803 => 0.00044696748476147
804 => 0.00041495425371064
805 => 0.00042670284063237
806 => 0.00043535375513836
807 => 0.00042300783348825
808 => 0.00044513742019292
809 => 0.00043220977248744
810 => 0.00042811232880133
811 => 0.00041212674013767
812 => 0.00041967132264519
813 => 0.00042987547851461
814 => 0.00042357049654775
815 => 0.00043665428082679
816 => 0.00045518440868372
817 => 0.00046839008128276
818 => 0.00046940384884943
819 => 0.0004609134860796
820 => 0.00047451934660303
821 => 0.00047461845044308
822 => 0.00045927098419108
823 => 0.00044987074656678
824 => 0.00044773499280027
825 => 0.00045307052444821
826 => 0.00045954884486227
827 => 0.00046976335054559
828 => 0.0004759357624021
829 => 0.00049203013892956
830 => 0.00049638481575596
831 => 0.00050116928533265
901 => 0.00050756281216288
902 => 0.0005152398803892
903 => 0.00049844289216574
904 => 0.00049911026782136
905 => 0.00048346914495781
906 => 0.00046675436201419
907 => 0.00047943879874129
908 => 0.00049602201242207
909 => 0.00049221780488088
910 => 0.00049178975381958
911 => 0.00049250961697321
912 => 0.00048964136872096
913 => 0.00047666838817824
914 => 0.00047015343856484
915 => 0.00047855938570703
916 => 0.00048302677250744
917 => 0.00048995529983781
918 => 0.00048910121260087
919 => 0.00050694835493438
920 => 0.00051388321477561
921 => 0.00051210898086884
922 => 0.00051243548260701
923 => 0.00052499071509747
924 => 0.00053895471580737
925 => 0.00055203384518438
926 => 0.00056533849734835
927 => 0.00054929921987527
928 => 0.00054115546393955
929 => 0.00054955774130818
930 => 0.00054509937466577
1001 => 0.00057071847183052
1002 => 0.00057249228253324
1003 => 0.00059810952714567
1004 => 0.0006224233427276
1005 => 0.00060715227078784
1006 => 0.00062155220380285
1007 => 0.00063712690540235
1008 => 0.00066717303169204
1009 => 0.00065705455339314
1010 => 0.00064930395759295
1011 => 0.00064197968201238
1012 => 0.00065722033679955
1013 => 0.00067682719570783
1014 => 0.00068105032532451
1015 => 0.00068789340866322
1016 => 0.00068069874326499
1017 => 0.00068936392527076
1018 => 0.00071995582542505
1019 => 0.00071168962396119
1020 => 0.00069995028902431
1021 => 0.00072409965611879
1022 => 0.000732839218192
1023 => 0.00079417804176596
1024 => 0.0008716208403085
1025 => 0.00083955901319505
1026 => 0.00081965720247705
1027 => 0.00082433460007304
1028 => 0.00085261408849661
1029 => 0.00086169656263216
1030 => 0.00083700726701514
1031 => 0.00084572794361529
1101 => 0.00089377972908009
1102 => 0.00091955797029611
1103 => 0.00088454765624507
1104 => 0.00078795558830744
1105 => 0.00069889329035609
1106 => 0.00072251662230033
1107 => 0.00071983846957519
1108 => 0.00077146411847481
1109 => 0.00071149247779009
1110 => 0.00071250224641337
1111 => 0.00076519545905972
1112 => 0.00075113781331603
1113 => 0.00072836622757851
1114 => 0.00069905954813252
1115 => 0.00064488344063687
1116 => 0.00059689815141545
1117 => 0.00069100835393077
1118 => 0.00068695015087002
1119 => 0.00068107327144604
1120 => 0.00069415163065933
1121 => 0.00075765643064204
1122 => 0.00075619243945746
1123 => 0.00074687927447603
1124 => 0.00075394322803198
1125 => 0.00072712788236643
1126 => 0.00073403880751852
1127 => 0.00069887918243306
1128 => 0.00071477280136733
1129 => 0.00072831736998275
1130 => 0.00073103664266306
1201 => 0.00073716330286131
1202 => 0.00068481166226317
1203 => 0.00070831601192832
1204 => 0.00072212261529686
1205 => 0.00065974387898926
1206 => 0.00072088958824298
1207 => 0.00068390033667224
1208 => 0.00067134562912922
1209 => 0.00068824888887896
1210 => 0.00068166167211552
1211 => 0.00067599836995667
1212 => 0.00067283815004415
1213 => 0.00068525003845966
1214 => 0.00068467100902966
1215 => 0.00066436275053816
1216 => 0.00063787145520652
1217 => 0.00064676280346694
1218 => 0.00064353249328709
1219 => 0.00063182543247702
1220 => 0.0006397145779471
1221 => 0.00060497477390203
1222 => 0.00054520674666039
1223 => 0.0005846913362004
1224 => 0.00058317122245408
1225 => 0.00058240471217152
1226 => 0.00061207628993694
1227 => 0.00060922405237456
1228 => 0.00060404721326966
1229 => 0.00063173035576713
1230 => 0.00062162563636475
1231 => 0.00065276600059159
]
'min_raw' => 0.00027953939757812
'max_raw' => 0.00091955797029611
'avg_raw' => 0.00059954868393711
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000279'
'max' => '$0.000919'
'avg' => '$0.000599'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00015228585668373
'max_diff' => 0.00060787429354384
'year' => 2029
]
4 => [
'items' => [
101 => 0.00067327705850387
102 => 0.0006680747907541
103 => 0.00068736553985915
104 => 0.00064696764217286
105 => 0.00066038620330191
106 => 0.00066315175015328
107 => 0.00063138875008586
108 => 0.00060969071371399
109 => 0.00060824370206371
110 => 0.00057062229716848
111 => 0.00059071934799414
112 => 0.00060840392104825
113 => 0.00059993438293364
114 => 0.00059725318018681
115 => 0.00061095086353845
116 => 0.00061201529084759
117 => 0.0005877462353961
118 => 0.0005927925405255
119 => 0.00061383647179352
120 => 0.00059226228745071
121 => 0.00055034717139564
122 => 0.00053995164309216
123 => 0.00053856468798888
124 => 0.0005103711907501
125 => 0.00054064632200155
126 => 0.00052743041588722
127 => 0.00056917930495153
128 => 0.00054533256342178
129 => 0.00054430457805631
130 => 0.00054275062740373
131 => 0.00051848331967162
201 => 0.00052379631779709
202 => 0.00054145753275862
203 => 0.00054775925322472
204 => 0.00054710193215163
205 => 0.00054137098317027
206 => 0.00054399458226673
207 => 0.0005355430554545
208 => 0.00053255864543379
209 => 0.00052313902648176
210 => 0.00050929478885843
211 => 0.0005112199150116
212 => 0.00048379085773795
213 => 0.00046884605156502
214 => 0.00046470952618573
215 => 0.00045917799157125
216 => 0.00046533432773929
217 => 0.00048371315466497
218 => 0.00046154439010695
219 => 0.00042353759823025
220 => 0.00042582187118246
221 => 0.00043095395429936
222 => 0.00042139035136315
223 => 0.00041233920379639
224 => 0.00042020844226288
225 => 0.00040410446351004
226 => 0.00043290004319397
227 => 0.0004321212034622
228 => 0.00044285441486167
301 => 0.00044956611221743
302 => 0.00043409782275023
303 => 0.00043020758977993
304 => 0.00043242364328104
305 => 0.00039579721522782
306 => 0.00043986125428839
307 => 0.00044024232192799
308 => 0.0004369793894449
309 => 0.00046044212992008
310 => 0.00050995583053498
311 => 0.00049132678467966
312 => 0.00048411305505859
313 => 0.00047039974977573
314 => 0.00048867191484964
315 => 0.00048726889766214
316 => 0.00048092392186181
317 => 0.00047708646070024
318 => 0.00048415710055342
319 => 0.00047621033017513
320 => 0.00047478287185254
321 => 0.00046613402750763
322 => 0.00046304678357385
323 => 0.00046076111107199
324 => 0.00045824481023299
325 => 0.00046379514286072
326 => 0.00045121735891922
327 => 0.00043604978450112
328 => 0.00043478876480369
329 => 0.00043827055105829
330 => 0.00043673011982913
331 => 0.00043478138981161
401 => 0.00043106073350312
402 => 0.00042995689425563
403 => 0.00043354383630329
404 => 0.0004294943878632
405 => 0.00043546956962142
406 => 0.00043384465080507
407 => 0.00042476798638597
408 => 0.00041345510190819
409 => 0.00041335439350676
410 => 0.00041091705110287
411 => 0.00040781272909463
412 => 0.00040694917772921
413 => 0.00041954571694832
414 => 0.00044562017614919
415 => 0.00044050113589914
416 => 0.00044420016710015
417 => 0.0004623957395434
418 => 0.00046817956486315
419 => 0.0004640743426486
420 => 0.00045845486128224
421 => 0.00045870208994301
422 => 0.00047790555890455
423 => 0.00047910325570823
424 => 0.00048212944913948
425 => 0.00048601896290081
426 => 0.00046473674366089
427 => 0.00045769969933069
428 => 0.00045436515732669
429 => 0.00044409605858452
430 => 0.00045517040117196
501 => 0.00044871785599689
502 => 0.00044958852479134
503 => 0.00044902150059675
504 => 0.000449331134149
505 => 0.00043289199424259
506 => 0.00043888155280873
507 => 0.00042892274999854
508 => 0.00041558903096376
509 => 0.00041554433166215
510 => 0.00041880774050605
511 => 0.0004168665372285
512 => 0.00041164280912151
513 => 0.00041238481504381
514 => 0.00040588406238918
515 => 0.00041317412411601
516 => 0.00041338317700124
517 => 0.00041057610614406
518 => 0.00042180745206891
519 => 0.00042640894365822
520 => 0.00042456126948674
521 => 0.00042627930591283
522 => 0.00044071385513261
523 => 0.00044306731647897
524 => 0.00044411256854809
525 => 0.00044271206924483
526 => 0.00042654314297469
527 => 0.00042726030361036
528 => 0.00042199825470941
529 => 0.00041755237788917
530 => 0.00041773018964642
531 => 0.00042001594825556
601 => 0.00042999799015963
602 => 0.00045100460887324
603 => 0.00045180179469779
604 => 0.00045276800717268
605 => 0.00044883793545779
606 => 0.00044765258822286
607 => 0.00044921636718982
608 => 0.00045710534870311
609 => 0.00047739795099288
610 => 0.00047022519004634
611 => 0.00046439362374613
612 => 0.0004695094795704
613 => 0.00046872193366566
614 => 0.00046207425367144
615 => 0.00046188767543478
616 => 0.00044912865213401
617 => 0.00044441193172862
618 => 0.00044047028711748
619 => 0.00043616611410134
620 => 0.00043361445606019
621 => 0.00043753496251924
622 => 0.00043843162873249
623 => 0.00042985937284106
624 => 0.00042869100603863
625 => 0.00043569129524457
626 => 0.00043261072896212
627 => 0.00043577916777799
628 => 0.00043651427276163
629 => 0.00043639590392836
630 => 0.0004331794389287
701 => 0.00043522951780312
702 => 0.0004303804701072
703 => 0.0004251078590413
704 => 0.00042174426167653
705 => 0.00041880907685933
706 => 0.00042043768798985
707 => 0.00041463198668216
708 => 0.00041277462598815
709 => 0.0004345349972087
710 => 0.00045060961739273
711 => 0.00045037588604901
712 => 0.00044895310660491
713 => 0.00044683914495125
714 => 0.00045695069924109
715 => 0.00045342803591342
716 => 0.00045599106781267
717 => 0.00045664346700114
718 => 0.00045861808285457
719 => 0.00045932383829821
720 => 0.00045719055516887
721 => 0.00045003099642823
722 => 0.00043219005675697
723 => 0.0004238850511793
724 => 0.00042114426100786
725 => 0.00042124388352509
726 => 0.00041849584976538
727 => 0.00041930526886585
728 => 0.00041821436683441
729 => 0.0004161484623044
730 => 0.00042031012420669
731 => 0.00042078971697237
801 => 0.00041981833535622
802 => 0.00042004713089135
803 => 0.00041200450599214
804 => 0.00041261596929556
805 => 0.0004092112639211
806 => 0.00040857292270772
807 => 0.00039996612400269
808 => 0.0003847179325213
809 => 0.00039316691077975
810 => 0.00038296173314966
811 => 0.00037909687774748
812 => 0.0003973925021131
813 => 0.00039555612886842
814 => 0.00039241305612579
815 => 0.00038776379646568
816 => 0.00038603934083266
817 => 0.00037556209430271
818 => 0.00037494304268379
819 => 0.00038013584897348
820 => 0.00037773954754434
821 => 0.00037437423278751
822 => 0.00036218540387475
823 => 0.00034848112459425
824 => 0.0003488947706437
825 => 0.00035325384690565
826 => 0.00036592844903878
827 => 0.00036097626271253
828 => 0.00035738339471303
829 => 0.00035671055853794
830 => 0.00036513251194713
831 => 0.00037705134047492
901 => 0.0003826433881514
902 => 0.00037710183873702
903 => 0.00037073600514799
904 => 0.00037112346394212
905 => 0.00037370105371488
906 => 0.00037397192195484
907 => 0.00036982841870665
908 => 0.00037099479060031
909 => 0.00036922296503856
910 => 0.00035834927483666
911 => 0.00035815260426175
912 => 0.00035548402532427
913 => 0.0003554032218146
914 => 0.00035086330333372
915 => 0.00035022813735527
916 => 0.00034121385365813
917 => 0.00034714708248535
918 => 0.00034316738409655
919 => 0.00033716903990867
920 => 0.00033613492310977
921 => 0.00033610383631006
922 => 0.00034226279458579
923 => 0.00034707511147198
924 => 0.00034323661265388
925 => 0.00034236266087917
926 => 0.00035169417938877
927 => 0.00035050665859974
928 => 0.00034947827325513
929 => 0.00037598414010711
930 => 0.00035500267821519
1001 => 0.00034585356325033
1002 => 0.00033452979611151
1003 => 0.0003382168717913
1004 => 0.00033899379281145
1005 => 0.00031176217410503
1006 => 0.00030071430978732
1007 => 0.00029692309908347
1008 => 0.00029474120372355
1009 => 0.00029573552083758
1010 => 0.0002857911471664
1011 => 0.00029247393073819
1012 => 0.00028386294371594
1013 => 0.00028241928371908
1014 => 0.00029781679521147
1015 => 0.00029995926898468
1016 => 0.00029081881025374
1017 => 0.00029668846446486
1018 => 0.00029456004625361
1019 => 0.0002840105543734
1020 => 0.00028360764138039
1021 => 0.00027831427718747
1022 => 0.00027003118722283
1023 => 0.00026624559284402
1024 => 0.00026427402242349
1025 => 0.00026508753080414
1026 => 0.00026467619607312
1027 => 0.00026199195871566
1028 => 0.00026483005341639
1029 => 0.00025757989423771
1030 => 0.00025469282243425
1031 => 0.00025338879908019
1101 => 0.00024695386550552
1102 => 0.00025719470645077
1103 => 0.0002592122811277
1104 => 0.00026123383105001
1105 => 0.00027883004295292
1106 => 0.00027795098593263
1107 => 0.00028589723327792
1108 => 0.0002855884567183
1109 => 0.00028332205825475
1110 => 0.00027376049594148
1111 => 0.00027757156426108
1112 => 0.00026584168834484
1113 => 0.00027463050893532
1114 => 0.00027061965824775
1115 => 0.0002732744362833
1116 => 0.0002685009060037
1117 => 0.00027114277475466
1118 => 0.00025969072293069
1119 => 0.00024899695807218
1120 => 0.0002533004412217
1121 => 0.00025797881956822
1122 => 0.00026812273585212
1123 => 0.00026208110299892
1124 => 0.00026425390263237
1125 => 0.0002569753875826
1126 => 0.00024195773202991
1127 => 0.00024204273032942
1128 => 0.00023973259120005
1129 => 0.00023773629370644
1130 => 0.00026277505720936
1201 => 0.0002596610911635
1202 => 0.00025469939381522
1203 => 0.00026134082288591
1204 => 0.00026309692214585
1205 => 0.000263146915823
1206 => 0.00026799233103288
1207 => 0.00027057832999898
1208 => 0.00027103412352512
1209 => 0.00027865848904999
1210 => 0.00028121407580612
1211 => 0.00029174017597442
1212 => 0.00027035892605408
1213 => 0.00026991859328229
1214 => 0.0002614342814128
1215 => 0.00025605339669351
1216 => 0.00026180271519308
1217 => 0.00026689582652346
1218 => 0.00026159253857883
1219 => 0.00026228503602588
1220 => 0.00025516580525476
1221 => 0.00025771059526449
1222 => 0.00025990251124111
1223 => 0.00025869226407369
1224 => 0.00025688046548743
1225 => 0.00026647824947545
1226 => 0.00026593670488882
1227 => 0.00027487438199056
1228 => 0.00028184194043079
1229 => 0.00029432905075572
1230 => 0.00028129810016387
1231 => 0.00028082320053096
]
'min_raw' => 0.00023773629370644
'max_raw' => 0.00068736553985915
'avg_raw' => 0.00046255091678279
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.000237'
'max' => '$0.000687'
'avg' => '$0.000462'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -4.1803103871676E-5
'max_diff' => -0.00023219243043696
'year' => 2030
]
5 => [
'items' => [
101 => 0.0002854654206189
102 => 0.00028121336510641
103 => 0.00028390051741434
104 => 0.0002938961089757
105 => 0.00029410730007455
106 => 0.00029056957706454
107 => 0.00029035430629787
108 => 0.00029103376470039
109 => 0.00029501337378646
110 => 0.00029362277609075
111 => 0.00029523201094985
112 => 0.00029724438378263
113 => 0.00030556841104741
114 => 0.00030757530584009
115 => 0.00030269959194953
116 => 0.0003031398143228
117 => 0.00030131616348639
118 => 0.0002995545396287
119 => 0.00030351441279629
120 => 0.00031075115884155
121 => 0.00031070613941999
122 => 0.00031238492384025
123 => 0.00031343079262627
124 => 0.00030894115817393
125 => 0.00030601857123388
126 => 0.00030713927703574
127 => 0.00030893131001869
128 => 0.00030655814489178
129 => 0.00029190987037145
130 => 0.00029635322112552
131 => 0.00029561363029129
201 => 0.00029456036300603
202 => 0.00029902818654866
203 => 0.00029859725406865
204 => 0.00028568915324104
205 => 0.00028651548797579
206 => 0.00028573940539317
207 => 0.00028824708698919
208 => 0.00028107794207072
209 => 0.00028328312276271
210 => 0.00028466619142044
211 => 0.00028548082948508
212 => 0.00028842386077711
213 => 0.00028807853002333
214 => 0.00028840239453259
215 => 0.00029276613300722
216 => 0.00031483642475765
217 => 0.00031603766204227
218 => 0.0003101223303209
219 => 0.00031248538866883
220 => 0.00030794883338485
221 => 0.00031099425333927
222 => 0.00031307785232679
223 => 0.0003036624691552
224 => 0.00030310495126911
225 => 0.00029854967200773
226 => 0.00030099742105859
227 => 0.00029710287631929
228 => 0.00029805846137292
301 => 0.00029538656225656
302 => 0.00030019544869621
303 => 0.00030557253096113
304 => 0.00030693099428867
305 => 0.00030335746212916
306 => 0.00030076998933843
307 => 0.00029622723948443
308 => 0.00030378193373341
309 => 0.00030599115655695
310 => 0.00030377032962642
311 => 0.00030325571550058
312 => 0.00030228052266202
313 => 0.00030346260727132
314 => 0.000305979124655
315 => 0.00030479238152964
316 => 0.00030557624627166
317 => 0.00030258896219287
318 => 0.00030894264442974
319 => 0.0003190338209188
320 => 0.00031906626570128
321 => 0.00031787951617893
322 => 0.00031739392384326
323 => 0.00031861160087118
324 => 0.00031927214070709
325 => 0.00032320988493159
326 => 0.00032743524137113
327 => 0.00034715313620701
328 => 0.00034161643023953
329 => 0.00035911131956074
330 => 0.00037294750558675
331 => 0.00037709637279287
401 => 0.00037327961018253
402 => 0.00036022267147002
403 => 0.00035958203576537
404 => 0.00037909461469919
405 => 0.00037358141741765
406 => 0.00037292564014386
407 => 0.00036594927790392
408 => 0.000370073172027
409 => 0.0003691712158884
410 => 0.00036774743399843
411 => 0.00037561553671231
412 => 0.00039034392260231
413 => 0.00038804836553942
414 => 0.00038633483867981
415 => 0.00037882666278114
416 => 0.00038334826168393
417 => 0.00038173820692017
418 => 0.0003886560239513
419 => 0.00038455806239047
420 => 0.00037353964952586
421 => 0.00037529436809172
422 => 0.00037502914591049
423 => 0.00038048739960625
424 => 0.00037884896732897
425 => 0.00037470921571245
426 => 0.00039029358258051
427 => 0.00038928162048091
428 => 0.00039071635137141
429 => 0.00039134796427993
430 => 0.00040083389376517
501 => 0.00040471997555939
502 => 0.00040560218416211
503 => 0.00040929366130627
504 => 0.00040551033684791
505 => 0.00042064633214597
506 => 0.00043071088580936
507 => 0.00044240138280659
508 => 0.00045948434102891
509 => 0.0004659076913467
510 => 0.00046474737060497
511 => 0.00047769947456402
512 => 0.00050097411746934
513 => 0.00046945184138364
514 => 0.00050264487464395
515 => 0.00049213634354573
516 => 0.00046722080535226
517 => 0.0004656165384275
518 => 0.00048248963016747
519 => 0.00051991252367181
520 => 0.00051053851329592
521 => 0.00051992785619464
522 => 0.00050897468895897
523 => 0.00050843077188518
524 => 0.00051939588530993
525 => 0.00054501647050409
526 => 0.00053284509085162
527 => 0.00051539443357507
528 => 0.00052827972734577
529 => 0.00051711729340395
530 => 0.00049196520556448
531 => 0.00051053134516685
601 => 0.00049811669634796
602 => 0.00050173995087234
603 => 0.00052783369615
604 => 0.00052469402768271
605 => 0.00052875704940486
606 => 0.00052158592241306
607 => 0.00051488695901978
608 => 0.00050238284637467
609 => 0.00049868099506576
610 => 0.00049970405358888
611 => 0.00049868048808876
612 => 0.00049168455198255
613 => 0.00049017378024651
614 => 0.00048765576116466
615 => 0.00048843620056828
616 => 0.00048370158802195
617 => 0.00049263678011773
618 => 0.00049429523050735
619 => 0.00050079751818148
620 => 0.00050147260725832
621 => 0.00051958138587649
622 => 0.00050960737491926
623 => 0.00051629880258405
624 => 0.00051570025831155
625 => 0.00046776080061544
626 => 0.00047436643491254
627 => 0.00048464272891661
628 => 0.00048001327239697
629 => 0.00047346830400418
630 => 0.000468182891108
701 => 0.00046017495010908
702 => 0.00047144597328618
703 => 0.00048626617022438
704 => 0.00050184847190972
705 => 0.00052056958639181
706 => 0.0005163912515772
707 => 0.00050149849369661
708 => 0.00050216657193597
709 => 0.00050629636873258
710 => 0.00050094790664937
711 => 0.00049937054076665
712 => 0.00050607966288239
713 => 0.00050612586491913
714 => 0.00049997181290917
715 => 0.00049313271027972
716 => 0.00049310405418998
717 => 0.00049188710193497
718 => 0.00050919118206166
719 => 0.00051870667649151
720 => 0.00051979761259291
721 => 0.00051863324779977
722 => 0.00051908136559666
723 => 0.00051354450904754
724 => 0.00052620012121502
725 => 0.00053781416245022
726 => 0.00053470135130139
727 => 0.0005300348048771
728 => 0.00052631767587884
729 => 0.00053382571384145
730 => 0.00053349139272973
731 => 0.0005377127239319
801 => 0.00053752121996498
802 => 0.00053610174505398
803 => 0.00053470140199531
804 => 0.00054025360393537
805 => 0.00053865465894226
806 => 0.00053705323034595
807 => 0.00053384132012958
808 => 0.00053427787207217
809 => 0.00052961213139292
810 => 0.00052745354626493
811 => 0.00049499360510991
812 => 0.00048631924817411
813 => 0.00048904837744893
814 => 0.00048994687766801
815 => 0.00048617178641306
816 => 0.00049158429753129
817 => 0.00049074076340678
818 => 0.00049402246123428
819 => 0.00049197219890641
820 => 0.00049205634238751
821 => 0.00049808572673174
822 => 0.00049983608265771
823 => 0.00049894583750666
824 => 0.00049956933469464
825 => 0.00051393756422987
826 => 0.00051189486146008
827 => 0.0005108097163262
828 => 0.0005111103089443
829 => 0.00051478169964887
830 => 0.00051580948859565
831 => 0.0005114546746067
901 => 0.00051350843005877
902 => 0.0005222530601133
903 => 0.00052531318572919
904 => 0.00053507963775148
905 => 0.00053093067534757
906 => 0.00053854627540283
907 => 0.00056195403362334
908 => 0.00058065377058355
909 => 0.00056345671967563
910 => 0.00059779640520591
911 => 0.00062453477612656
912 => 0.00062350851291554
913 => 0.00061884605947586
914 => 0.00058840513505908
915 => 0.00056039294256213
916 => 0.00058382633104635
917 => 0.00058388606757271
918 => 0.00058187311871987
919 => 0.00056937086627547
920 => 0.00058143806743501
921 => 0.00058239591804142
922 => 0.00058185977641487
923 => 0.00057227432877882
924 => 0.00055763912192542
925 => 0.00056049880631284
926 => 0.00056518302767542
927 => 0.00055631481940512
928 => 0.00055348088951907
929 => 0.00055874970435446
930 => 0.00057572692355522
1001 => 0.00057251747860765
1002 => 0.00057243366702969
1003 => 0.00058616503353186
1004 => 0.00057633633853066
1005 => 0.00056053487609094
1006 => 0.00055654479842923
1007 => 0.00054238271076853
1008 => 0.0005521645151594
1009 => 0.00055251654488522
1010 => 0.00054715915058796
1011 => 0.00056096959911188
1012 => 0.00056084233339745
1013 => 0.00057395329885693
1014 => 0.00059901654056169
1015 => 0.00059160410670237
1016 => 0.00058298425259449
1017 => 0.00058392146973865
1018 => 0.00059420042856102
1019 => 0.00058798553541121
1020 => 0.00059022045431965
1021 => 0.00059419704574358
1022 => 0.00059659622208284
1023 => 0.00058357626518466
1024 => 0.00058054069041516
1025 => 0.00057433096977874
1026 => 0.00057271096957462
1027 => 0.00057776865746292
1028 => 0.0005764361353951
1029 => 0.00055248695814989
1030 => 0.0005499841358758
1031 => 0.00055006089386174
1101 => 0.00054376742825083
1102 => 0.00053416838258939
1103 => 0.00055939410145844
1104 => 0.00055736812319954
1105 => 0.00055513159999999
1106 => 0.00055540556133051
1107 => 0.00056635519091263
1108 => 0.00056000385278545
1109 => 0.0005768899261604
1110 => 0.00057341865711634
1111 => 0.00056985836311959
1112 => 0.00056936622204004
1113 => 0.0005679958126013
1114 => 0.00056329616872898
1115 => 0.00055762106634834
1116 => 0.00055387387218769
1117 => 0.00051091936943104
1118 => 0.00051889147528782
1119 => 0.00052806265639575
1120 => 0.000531228511363
1121 => 0.00052581309737102
1122 => 0.00056351000228072
1123 => 0.00057039759006414
1124 => 0.00054953463740193
1125 => 0.00054563203078758
1126 => 0.00056376585652064
1127 => 0.00055282894283357
1128 => 0.00055775383439718
1129 => 0.00054710891260831
1130 => 0.00056873857185922
1201 => 0.00056857379009532
1202 => 0.00056015936411871
1203 => 0.00056727117933464
1204 => 0.00056603532642769
1205 => 0.00055653546022391
1206 => 0.00056903973456249
1207 => 0.00056904593652656
1208 => 0.00056094723446946
1209 => 0.00055148972350062
1210 => 0.00054979894391582
1211 => 0.00054852516862296
1212 => 0.00055744056375898
1213 => 0.00056543407916022
1214 => 0.0005803080295614
1215 => 0.00058404769408861
1216 => 0.00059864385370184
1217 => 0.00058995255132627
1218 => 0.00059380529309815
1219 => 0.00059798798929513
1220 => 0.00059999332766552
1221 => 0.00059672573640336
1222 => 0.0006193995803017
1223 => 0.00062131394743534
1224 => 0.00062195581817604
1225 => 0.00061431032558647
1226 => 0.00062110131245583
1227 => 0.0006179240345935
1228 => 0.00062619042891807
1229 => 0.00062748670509878
1230 => 0.00062638880529008
1231 => 0.00062680026381017
]
'min_raw' => 0.00028107794207072
'max_raw' => 0.00062748670509878
'avg_raw' => 0.00045428232358475
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000281'
'max' => '$0.000627'
'avg' => '$0.000454'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 4.3341648364276E-5
'max_diff' => -5.9878834760365E-5
'year' => 2031
]
6 => [
'items' => [
101 => 0.00060745213798309
102 => 0.00060644883558946
103 => 0.00059276873626125
104 => 0.00059834347785569
105 => 0.0005879217656492
106 => 0.00059122659794541
107 => 0.00059268333653198
108 => 0.00059192241896354
109 => 0.00059865866538116
110 => 0.00059293147980196
111 => 0.00057781649542197
112 => 0.0005626973929746
113 => 0.00056250758495912
114 => 0.00055852699215905
115 => 0.00055564975264654
116 => 0.00055620401105221
117 => 0.00055815728996683
118 => 0.00055553622452516
119 => 0.00055609556172853
120 => 0.0005653842861488
121 => 0.00056724707358714
122 => 0.00056091659403364
123 => 0.00053549880514251
124 => 0.00052926121599293
125 => 0.00053374467137688
126 => 0.00053160186847486
127 => 0.00042904419768392
128 => 0.00045313860117682
129 => 0.00043882252478997
130 => 0.00044542003144003
131 => 0.00043080702457907
201 => 0.00043778111738643
202 => 0.000436493257098
203 => 0.00047523634490935
204 => 0.00047463142488255
205 => 0.00047492096808773
206 => 0.00046110031650399
207 => 0.00048311698974846
208 => 0.00049396319468265
209 => 0.00049195585081173
210 => 0.00049246105601752
211 => 0.0004837799567572
212 => 0.00047500502010451
213 => 0.0004652722649036
214 => 0.00048335452106199
215 => 0.00048134408285158
216 => 0.00048595530477342
217 => 0.0004976829404385
218 => 0.00049940987933914
219 => 0.00050173090273448
220 => 0.00050089898106894
221 => 0.00052071873027192
222 => 0.00051831842786852
223 => 0.00052410246604657
224 => 0.00051220426067829
225 => 0.00049874031191605
226 => 0.00050129936840611
227 => 0.00050105291068748
228 => 0.00049791522105839
229 => 0.00049508265515682
301 => 0.00049036723100121
302 => 0.00050528753078103
303 => 0.00050468179385764
304 => 0.00051448797055523
305 => 0.00051275463357182
306 => 0.00050117898497703
307 => 0.00050159241153117
308 => 0.00050437290379379
309 => 0.00051399621926179
310 => 0.00051685307449798
311 => 0.00051552966532658
312 => 0.00051866207667266
313 => 0.0005211378068819
314 => 0.00051897299026993
315 => 0.00054962222830128
316 => 0.00053689452781324
317 => 0.00054309792047234
318 => 0.00054457739306903
319 => 0.00054078775512258
320 => 0.0005416095918964
321 => 0.00054285445067163
322 => 0.00055041298938646
323 => 0.00057024878205499
324 => 0.00057903391960108
325 => 0.00060546443935953
326 => 0.0005783044362229
327 => 0.00057669287403603
328 => 0.00058145380876976
329 => 0.00059697132182262
330 => 0.00060954680866608
331 => 0.00061371882314929
401 => 0.0006142702237357
402 => 0.00062209720025649
403 => 0.00062658347723374
404 => 0.00062114679943695
405 => 0.00061653978424806
406 => 0.00060003802768525
407 => 0.00060194815094018
408 => 0.00061510700598861
409 => 0.00063369466379721
410 => 0.00064964480791317
411 => 0.00064405962336241
412 => 0.00068667063895892
413 => 0.00069089534710493
414 => 0.00069031162904032
415 => 0.00069993614291778
416 => 0.00068083344286918
417 => 0.00067266666850102
418 => 0.00061753587322375
419 => 0.00063302537794074
420 => 0.00065554028271362
421 => 0.00065256035064037
422 => 0.00063620942496918
423 => 0.00064963240426983
424 => 0.00064519434753766
425 => 0.00064169386805786
426 => 0.00065773024315617
427 => 0.00064009758999759
428 => 0.00065536438351008
429 => 0.00063578456291556
430 => 0.00064408513601497
501 => 0.0006393733292702
502 => 0.00064242244569138
503 => 0.00062459737339683
504 => 0.0006342153497278
505 => 0.00062419723396049
506 => 0.00062419248406922
507 => 0.0006239713336084
508 => 0.00063575760238152
509 => 0.00063614195218307
510 => 0.00062743188175167
511 => 0.00062617662452563
512 => 0.00063081796839723
513 => 0.00062538417029347
514 => 0.00062792661022631
515 => 0.00062546117820901
516 => 0.00062490615753198
517 => 0.00062048365834838
518 => 0.00061857832410094
519 => 0.00061932545475377
520 => 0.00061677511266339
521 => 0.00061523843930402
522 => 0.00062366565059971
523 => 0.00061916333155716
524 => 0.0006229756056341
525 => 0.00061863103817608
526 => 0.00060357087452867
527 => 0.00059490961515669
528 => 0.00056646236210463
529 => 0.00057452996778149
530 => 0.00057987879869179
531 => 0.00057811101010784
601 => 0.00058190890402952
602 => 0.0005821420638711
603 => 0.00058090732984222
604 => 0.00057947766601599
605 => 0.00057878178473075
606 => 0.00058396831370607
607 => 0.00058697926834678
608 => 0.00058041562543176
609 => 0.0005788778557319
610 => 0.00058551406110763
611 => 0.00058956214255322
612 => 0.00061945090152697
613 => 0.00061723664572278
614 => 0.00062279399326555
615 => 0.00062216832121668
616 => 0.0006279933067964
617 => 0.00063751469639666
618 => 0.00061815504911693
619 => 0.00062151521447846
620 => 0.00062069137952936
621 => 0.00062968579348247
622 => 0.00062971387306106
623 => 0.00062432127259187
624 => 0.00062724468879117
625 => 0.00062561291806845
626 => 0.00062856174831144
627 => 0.00061720707298654
628 => 0.00063103584187081
629 => 0.000638875862722
630 => 0.00063898472141913
701 => 0.00064270082908034
702 => 0.00064647660968658
703 => 0.00065372389175906
704 => 0.00064627448692304
705 => 0.000632873732808
706 => 0.00063384122397093
707 => 0.00062598436673643
708 => 0.00062611644192599
709 => 0.00062541141421315
710 => 0.0006275272554514
711 => 0.00061767138115426
712 => 0.00061998453515216
713 => 0.00061674610600929
714 => 0.00062150817476596
715 => 0.00061638497598195
716 => 0.00062069098225121
717 => 0.00062254931181065
718 => 0.00062940658789196
719 => 0.00061537215072926
720 => 0.00058675498330667
721 => 0.00059277065884851
722 => 0.000583873002201
723 => 0.0005846965141995
724 => 0.00058636013949742
725 => 0.00058096778560253
726 => 0.00058199647679307
727 => 0.00058195972470496
728 => 0.00058164301506467
729 => 0.00058024025555402
730 => 0.00057820597673607
731 => 0.00058630991742879
801 => 0.00058768693486813
802 => 0.00059074787405942
803 => 0.00059985515283781
804 => 0.00059894512092343
805 => 0.00060042942073265
806 => 0.0005971892025831
807 => 0.00058484681862629
808 => 0.00058551706945614
809 => 0.0005771590308678
810 => 0.00059053414022129
811 => 0.00058736673778356
812 => 0.00058532469282679
813 => 0.00058476750194092
814 => 0.00059389735590185
815 => 0.00059662915129989
816 => 0.0005949268797318
817 => 0.00059143547108246
818 => 0.00059814000783151
819 => 0.00059993385902385
820 => 0.00060033543615113
821 => 0.00061221458980303
822 => 0.00060099934887934
823 => 0.00060369896883958
824 => 0.00062476063312887
825 => 0.00060566060992949
826 => 0.00061577831819955
827 => 0.00061528310902974
828 => 0.00062045898621612
829 => 0.00061485853602792
830 => 0.00061492796032008
831 => 0.0006195237886173
901 => 0.00061306977663586
902 => 0.00061147167250628
903 => 0.00060926390309711
904 => 0.00061408448683241
905 => 0.00061697420876548
906 => 0.00064026324527911
907 => 0.00065530902497601
908 => 0.00065465584799894
909 => 0.00066062466287323
910 => 0.00065793565710429
911 => 0.00064925214815248
912 => 0.00066407383909211
913 => 0.00065938363591292
914 => 0.00065977029056442
915 => 0.00065975589925898
916 => 0.00066287447434846
917 => 0.00066066467808435
918 => 0.00065630894281686
919 => 0.00065920048316108
920 => 0.0006677873242388
921 => 0.00069444114242052
922 => 0.00070935697219113
923 => 0.00069354319073946
924 => 0.00070445132542986
925 => 0.00069791033158142
926 => 0.00069672163842145
927 => 0.00070357275311184
928 => 0.00071043585977155
929 => 0.00070999870954736
930 => 0.00070501644653683
1001 => 0.00070220209258243
1002 => 0.00072351332360291
1003 => 0.00073921507559145
1004 => 0.00073814432137171
1005 => 0.00074287028226971
1006 => 0.00075674584963469
1007 => 0.00075801445762027
1008 => 0.00075785464217271
1009 => 0.00075471026491489
1010 => 0.00076837256295583
1011 => 0.00077976989234684
1012 => 0.0007539824324295
1013 => 0.00076380195958338
1014 => 0.00076821026168817
1015 => 0.00077468295706229
1016 => 0.00078560347910814
1017 => 0.00079746606257534
1018 => 0.00079914356194421
1019 => 0.00079795329586626
1020 => 0.00079012960318628
1021 => 0.00080310978356615
1022 => 0.00081071326880999
1023 => 0.00081524097027003
1024 => 0.00082672246783501
1025 => 0.0007682374858612
1026 => 0.00072683890872793
1027 => 0.00072037392310587
1028 => 0.00073352072559134
1029 => 0.00073698743256297
1030 => 0.00073559000732958
1031 => 0.00068899214497212
1101 => 0.00072012859500421
1102 => 0.00075362879721166
1103 => 0.00075491567641231
1104 => 0.00077168657809355
1105 => 0.00077714787114345
1106 => 0.00079065064520919
1107 => 0.00078980604301497
1108 => 0.00079309375362391
1109 => 0.00079233796589013
1110 => 0.00081734901150236
1111 => 0.00084493990898888
1112 => 0.0008439845239426
1113 => 0.00084001800598823
1114 => 0.00084590896154228
1115 => 0.00087438572456863
1116 => 0.00087176404055999
1117 => 0.00087431078325987
1118 => 0.00090788649174797
1119 => 0.00095153968887133
1120 => 0.0009312583960982
1121 => 0.00097526296563112
1122 => 0.0010029615095701
1123 => 0.0010508632772297
1124 => 0.0010448657399975
1125 => 0.001063513546628
1126 => 0.0010341288966281
1127 => 0.00096665580061101
1128 => 0.00095597792488966
1129 => 0.00097735530249068
1130 => 0.0010299094993488
1201 => 0.00097570018380711
1202 => 0.00098666665773882
1203 => 0.00098350831250874
1204 => 0.00098334001771353
1205 => 0.00098976314554223
1206 => 0.00098044606361888
1207 => 0.00094248659575211
1208 => 0.0009598831961789
1209 => 0.00095316553330075
1210 => 0.000960619281099
1211 => 0.0010008440838067
1212 => 0.00098305973969012
1213 => 0.00096432537784606
1214 => 0.00098782242508622
1215 => 0.0010177422406844
1216 => 0.0010158699123953
1217 => 0.0010122368129421
1218 => 0.0010327164043373
1219 => 0.0010665426893649
1220 => 0.0010756857982829
1221 => 0.0010824350543635
1222 => 0.0010833656627474
1223 => 0.0010929515074714
1224 => 0.0010414060044463
1225 => 0.0011232100415296
1226 => 0.0011373353389429
1227 => 0.0011346803684628
1228 => 0.0011503800420544
1229 => 0.0011457607998215
1230 => 0.0011390682425629
1231 => 0.0011639555646219
]
'min_raw' => 0.00042904419768392
'max_raw' => 0.0011639555646219
'avg_raw' => 0.00079649988115289
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.000429'
'max' => '$0.001163'
'avg' => '$0.000796'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00014796625561321
'max_diff' => 0.00053646885952307
'year' => 2032
]
7 => [
'items' => [
101 => 0.0011354242581846
102 => 0.0010949276606884
103 => 0.0010727104263702
104 => 0.0011019678727336
105 => 0.0011198343742836
106 => 0.0011316429952853
107 => 0.0011352162768654
108 => 0.0010454073351149
109 => 0.00099700529654371
110 => 0.0010280304483374
111 => 0.0010658832747672
112 => 0.0010411957300843
113 => 0.0010421634350961
114 => 0.0010069654841509
115 => 0.0010689975124113
116 => 0.0010599599676652
117 => 0.001106846765795
118 => 0.0010956568551312
119 => 0.001133891218871
120 => 0.0011238228295253
121 => 0.0011656161507834
122 => 0.0011822886381423
123 => 0.0012102843392833
124 => 0.0012308780910056
125 => 0.0012429711359126
126 => 0.0012422451148563
127 => 0.001290163783509
128 => 0.0012619078187553
129 => 0.001226411667605
130 => 0.0012257696542196
131 => 0.0012441536138847
201 => 0.0012826813499497
202 => 0.0012926710313556
203 => 0.0012982539004441
204 => 0.001289703542094
205 => 0.001259033717477
206 => 0.0012457906427069
207 => 0.0012570741260998
208 => 0.0012432753955111
209 => 0.0012670958757473
210 => 0.0012998064828916
211 => 0.001293051871868
212 => 0.0013156315238118
213 => 0.001338999088125
214 => 0.0013724157545959
215 => 0.0013811521086269
216 => 0.0013955929696264
217 => 0.0014104573591707
218 => 0.0014152314004858
219 => 0.0014243465266543
220 => 0.00142429848544
221 => 0.0014517675316676
222 => 0.0014820667403022
223 => 0.0014935039901334
224 => 0.0015198033154667
225 => 0.0014747666424717
226 => 0.0015089274762825
227 => 0.0015397414034809
228 => 0.0015030037691658
301 => 0.0015536380392982
302 => 0.0015556040532677
303 => 0.0015852885300481
304 => 0.0015551976259735
305 => 0.0015373297431876
306 => 0.0015889136512897
307 => 0.0016138734795424
308 => 0.0016063553761429
309 => 0.0015491422380578
310 => 0.0015158417377054
311 => 0.0014286879050963
312 => 0.0015319253845872
313 => 0.0015822093493686
314 => 0.0015490120147368
315 => 0.0015657548193514
316 => 0.0016570981324565
317 => 0.0016918757520453
318 => 0.0016846422502847
319 => 0.0016858645930087
320 => 0.0017046299652804
321 => 0.0017878459602124
322 => 0.0017379810071175
323 => 0.0017761008953544
324 => 0.0017963195466237
325 => 0.0018150997567204
326 => 0.0017689814962693
327 => 0.0017089823170343
328 => 0.0016899780583764
329 => 0.0015457111940556
330 => 0.0015382014772484
331 => 0.0015339860456369
401 => 0.0015074083456107
402 => 0.0014865255536348
403 => 0.0014699187821273
404 => 0.0014263376544897
405 => 0.0014410450057299
406 => 0.0013715857843638
407 => 0.0014160233327102
408 => 0.0013051647382584
409 => 0.0013974910698988
410 => 0.0013472420451501
411 => 0.0013809829138256
412 => 0.0013808651951134
413 => 0.0013187375583296
414 => 0.0012829036340033
415 => 0.0013057384052612
416 => 0.001330219092676
417 => 0.0013341910018462
418 => 0.0013659308520908
419 => 0.0013747887620483
420 => 0.0013479488813409
421 => 0.0013028674402951
422 => 0.0013133388308519
423 => 0.0012826914316079
424 => 0.0012289830432681
425 => 0.0012675573454323
426 => 0.0012807283081834
427 => 0.0012865453556676
428 => 0.0012337293241854
429 => 0.0012171333804019
430 => 0.0012082978391851
501 => 0.0012960495538661
502 => 0.0013008567908846
503 => 0.001276262286623
504 => 0.001387431778032
505 => 0.0013622706982976
506 => 0.0013903817889751
507 => 0.0013123886619148
508 => 0.0013153681044001
509 => 0.0012784449081544
510 => 0.0012991194308432
511 => 0.0012845073445778
512 => 0.0012974491337195
513 => 0.0013052063887701
514 => 0.0013421235262826
515 => 0.0013979126043084
516 => 0.0013366093370163
517 => 0.0013098986255782
518 => 0.0013264698007277
519 => 0.0013706010238746
520 => 0.0014374620859779
521 => 0.0013978789915085
522 => 0.0014154452966695
523 => 0.0014192827528766
524 => 0.0013900956444607
525 => 0.0014385382562973
526 => 0.0014644990455276
527 => 0.0014911294434495
528 => 0.0015142518717983
529 => 0.0014804926769045
530 => 0.0015166198546314
531 => 0.0014875077266889
601 => 0.001461391138368
602 => 0.001461430746452
603 => 0.0014450474290958
604 => 0.0014133026872874
605 => 0.0014074484698463
606 => 0.0014379028482815
607 => 0.0014623243757462
608 => 0.0014643358497194
609 => 0.0014778568621472
610 => 0.0014858584580245
611 => 0.001564284975264
612 => 0.001595828769276
613 => 0.0016343999235003
614 => 0.0016494255618218
615 => 0.00169464734618
616 => 0.001658127082577
617 => 0.0016502256938232
618 => 0.001540532436903
619 => 0.0015584947015786
620 => 0.0015872540204249
621 => 0.0015410066674781
622 => 0.0015703399682495
623 => 0.0015761309831861
624 => 0.0015394352001217
625 => 0.0015590360033876
626 => 0.0015069820811466
627 => 0.0013990472375663
628 => 0.001438658418633
629 => 0.0014678255808775
630 => 0.0014262004440694
701 => 0.0015008118906827
702 => 0.0014572254238641
703 => 0.001443410606402
704 => 0.0013895140781443
705 => 0.0014149511648143
706 => 0.0014493551887595
707 => 0.0014280975018584
708 => 0.0014722103940359
709 => 0.0015346860138377
710 => 0.001579209860996
711 => 0.001582627849126
712 => 0.0015540019982693
713 => 0.0015998751069549
714 => 0.0016002092424709
715 => 0.0015484641884764
716 => 0.0015167706310224
717 => 0.0015095697880851
718 => 0.001527558905551
719 => 0.0015494010151289
720 => 0.0015838399341942
721 => 0.0016046506517125
722 => 0.0016589139658483
723 => 0.0016735960628023
724 => 0.0016897272360211
725 => 0.0017112834581111
726 => 0.0017371672296319
727 => 0.0016805350111082
728 => 0.0016827851147258
729 => 0.001630049976963
730 => 0.0015736949192797
731 => 0.0016164613833042
801 => 0.001672372846032
802 => 0.0016595466947056
803 => 0.0016581034906669
804 => 0.0016605305595486
805 => 0.0016508600603114
806 => 0.001607120750667
807 => 0.0015851551431862
808 => 0.0016134963808606
809 => 0.0016285584873612
810 => 0.0016519185009898
811 => 0.00164903888624
812 => 0.0017092117726651
813 => 0.0017325931367963
814 => 0.0017266111833066
815 => 0.0017277120067124
816 => 0.0017700428496324
817 => 0.0018171234529612
818 => 0.0018612206508114
819 => 0.0019060782144834
820 => 0.0018520006706563
821 => 0.0018245434289402
822 => 0.0018528722937168
823 => 0.0018378405993087
824 => 0.0019242171740678
825 => 0.0019301977006956
826 => 0.0020165680294453
827 => 0.0020985437562162
828 => 0.0020470562709791
829 => 0.0020956066505104
830 => 0.002148117844344
831 => 0.0022494204568833
901 => 0.002215305300849
902 => 0.0021891736259793
903 => 0.0021644793194948
904 => 0.0022158642511783
905 => 0.0022819701448947
906 => 0.0022962087212469
907 => 0.0023192806544921
908 => 0.0022950233377865
909 => 0.0023242386039027
910 => 0.0024273813311311
911 => 0.0023995112557679
912 => 0.0023599312684141
913 => 0.0024413525456281
914 => 0.0024708185893346
915 => 0.0026776267155541
916 => 0.0029387305177238
917 => 0.0028306318291256
918 => 0.0027635314847898
919 => 0.0027793016573501
920 => 0.002874647926981
921 => 0.0029052701226471
922 => 0.0028220284387228
923 => 0.0028514308087384
924 => 0.0030134407583015
925 => 0.0031003538983406
926 => 0.0029823141801755
927 => 0.0026566472792809
928 => 0.0023563675236069
929 => 0.0024360152365853
930 => 0.0024269856576898
1001 => 0.0026010451373425
1002 => 0.0023988465636878
1003 => 0.002402251069101
1004 => 0.0025799099144607
1005 => 0.0025325135803624
1006 => 0.002455737589187
1007 => 0.0023569280733078
1008 => 0.0021742695444312
1009 => 0.0020124837915953
1010 => 0.0023297829099402
1011 => 0.0023161003949862
1012 => 0.0022962860856976
1013 => 0.0023403806868871
1014 => 0.0025544915537924
1015 => 0.002549555605301
1016 => 0.0025181556193417
1017 => 0.002541972231945
1018 => 0.002451562421846
1019 => 0.0024748630885016
1020 => 0.0023563199577594
1021 => 0.0024099064036533
1022 => 0.0024555728623918
1023 => 0.002464741080087
1024 => 0.0024853975426952
1025 => 0.0023088903313437
1026 => 0.002388136887261
1027 => 0.0024346868144643
1028 => 0.002224372549859
1029 => 0.002430529577665
1030 => 0.0023058177334872
1031 => 0.0022634886604642
1101 => 0.0023204791808583
1102 => 0.0022982699196356
1103 => 0.0022791757010079
1104 => 0.0022685207989334
1105 => 0.0023103683472966
1106 => 0.0023084161091468
1107 => 0.0022399453977654
1108 => 0.0021506281459916
1109 => 0.0021806059474257
1110 => 0.0021697147311213
1111 => 0.0021302435582393
1112 => 0.0021568423629942
1113 => 0.0020397146882006
1114 => 0.001838202611485
1115 => 0.0019713276618452
1116 => 0.0019662024922185
1117 => 0.0019636181492848
1118 => 0.0020636579453243
1119 => 0.0020540414272459
1120 => 0.0020365873527683
1121 => 0.0021299230004739
1122 => 0.0020958542335197
1123 => 0.0022008461456613
1124 => 0.0022700006094489
1125 => 0.0022524608005198
1126 => 0.0023175009079646
1127 => 0.0021812965754241
1128 => 0.0022265381911247
1129 => 0.0022358624254185
1130 => 0.0021287712530693
1201 => 0.002055614808533
1202 => 0.002050736107727
1203 => 0.0019238929144801
1204 => 0.0019916515244701
1205 => 0.0020512762972195
1206 => 0.0020227206581418
1207 => 0.0020136807958853
1208 => 0.002059863491647
1209 => 0.0020634522826357
1210 => 0.0019816274677697
1211 => 0.0019986414378352
1212 => 0.0020695925213457
1213 => 0.0019968536525725
1214 => 0.0018555339123729
1215 => 0.0018204846629051
1216 => 0.0018158084469402
1217 => 0.0017207521025926
1218 => 0.001822826821349
1219 => 0.0017782684711795
1220 => 0.0019190277654741
1221 => 0.0018386268114803
1222 => 0.0018351608870489
1223 => 0.0018299216339304
1224 => 0.0017481027116222
1225 => 0.001766015855744
1226 => 0.0018255618750534
1227 => 0.001846808565577
1228 => 0.0018445923616863
1229 => 0.0018252700670736
1230 => 0.0018341157146011
1231 => 0.001805620801887
]
'min_raw' => 0.00099700529654371
'max_raw' => 0.0031003538983406
'avg_raw' => 0.0020486795974422
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.000997'
'max' => '$0.00310035'
'avg' => '$0.002048'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00056796109885979
'max_diff' => 0.0019363983337187
'year' => 2033
]
8 => [
'items' => [
101 => 0.0017955586551373
102 => 0.0017637997521837
103 => 0.0017171229384628
104 => 0.0017236136356963
105 => 0.0016311346540626
106 => 0.0015807471966375
107 => 0.0015668006125182
108 => 0.0015481506573661
109 => 0.0015689071745783
110 => 0.001630872672727
111 => 0.0015561291352459
112 => 0.0014279865828841
113 => 0.0014356881686253
114 => 0.0014529913451645
115 => 0.0014207469901557
116 => 0.0013902304142034
117 => 0.0014167621011059
118 => 0.0013624664123968
119 => 0.0014595527197443
120 => 0.0014569268072118
121 => 0.001493114578814
122 => 0.0015157435350447
123 => 0.0014635911171445
124 => 0.0014504749250778
125 => 0.0014579465041767
126 => 0.0013344579448197
127 => 0.0014830229289654
128 => 0.0014843077251176
129 => 0.0014733065204402
130 => 0.0015524127880685
131 => 0.0017193516866278
201 => 0.0016565425578881
202 => 0.0016322209648242
203 => 0.0015859855986306
204 => 0.0016475914788991
205 => 0.001642861108496
206 => 0.0016214685795931
207 => 0.0016085303113639
208 => 0.0016323694672852
209 => 0.001605576376129
210 => 0.0016007636007324
211 => 0.0015716034181805
212 => 0.0015611945597133
213 => 0.0015534882552927
214 => 0.0015450043713315
215 => 0.0015637177052977
216 => 0.0015213108285861
217 => 0.0014701722924693
218 => 0.0014659206765178
219 => 0.0014776597619658
220 => 0.0014724660905272
221 => 0.0014658958112171
222 => 0.0014533513587051
223 => 0.0014496296876146
224 => 0.0014617233131606
225 => 0.0014480703150214
226 => 0.0014682160574931
227 => 0.0014627375302555
228 => 0.0014321349224541
301 => 0.0013939927425968
302 => 0.0013936531971902
303 => 0.0013854355271057
304 => 0.0013749690887181
305 => 0.0013720575649983
306 => 0.0014145276764378
307 => 0.0015024395360942
308 => 0.0014851803344911
309 => 0.0014976518764435
310 => 0.0015589995193102
311 => 0.0015785000901895
312 => 0.0015646590468757
313 => 0.0015457125731094
314 => 0.0015465461218001
315 => 0.0016112919581473
316 => 0.0016153300765414
317 => 0.001625533098977
318 => 0.0016386468661805
319 => 0.001566892378136
320 => 0.001543166491866
321 => 0.0015319238506892
322 => 0.0014973008673144
323 => 0.0015346387865338
324 => 0.0015128835799738
325 => 0.0015158191006024
326 => 0.001513907338942
327 => 0.0015149512900813
328 => 0.0014595255821428
329 => 0.0014797197970261
330 => 0.0014461429980502
331 => 0.0014011874333939
401 => 0.0014010367265777
402 => 0.0014120395373388
403 => 0.0014054946349581
404 => 0.0013878824709363
405 => 0.0013903841957086
406 => 0.0013684664542654
407 => 0.0013930454063533
408 => 0.0013937502427514
409 => 0.001384286007373
410 => 0.0014221532743062
411 => 0.0014376675244654
412 => 0.0014314379619958
413 => 0.0014372304417558
414 => 0.0014858975322384
415 => 0.001493832391481
416 => 0.0014973565318092
417 => 0.0014926346506286
418 => 0.0014381199868304
419 => 0.0014405379439841
420 => 0.0014227965787301
421 => 0.0014078069946294
422 => 0.0014084064993834
423 => 0.0014161130941207
424 => 0.0014497682453242
425 => 0.0015205935269524
426 => 0.0015232812946176
427 => 0.0015265389474355
428 => 0.0015132884362599
429 => 0.001509291955299
430 => 0.0015145643452657
501 => 0.0015411625972288
502 => 0.0016095805226331
503 => 0.0015853970583156
504 => 0.0015657355253875
505 => 0.0015829839904767
506 => 0.0015803287244741
507 => 0.0015579156072474
508 => 0.0015572865456961
509 => 0.001514268607831
510 => 0.0014983658556733
511 => 0.00148507632567
512 => 0.0014705645058383
513 => 0.0014619614126015
514 => 0.0014751796738492
515 => 0.0014782028465904
516 => 0.0014493008873566
517 => 0.0014453616571095
518 => 0.0014689636209119
519 => 0.0014585772766124
520 => 0.0014692598892934
521 => 0.0014717383470691
522 => 0.0014713392582835
523 => 0.0014604947219707
524 => 0.0014674067060278
525 => 0.0014510578031713
526 => 0.0014332808268407
527 => 0.0014219402234865
528 => 0.0014120440429472
529 => 0.0014175350190798
530 => 0.0013979606917798
531 => 0.0013916984705231
601 => 0.0014650650813538
602 => 0.0015192617855984
603 => 0.0015184737440545
604 => 0.0015136767438234
605 => 0.001506549374516
606 => 0.0015406411857704
607 => 0.0015287642804166
608 => 0.0015374057214101
609 => 0.0015396053308231
610 => 0.0015462628860362
611 => 0.0015486423897887
612 => 0.0015414498767771
613 => 0.0015173109246186
614 => 0.0014571589509023
615 => 0.0014291580447602
616 => 0.0014199172793413
617 => 0.0014202531636136
618 => 0.0014109879759312
619 => 0.0014137169889402
620 => 0.0014100389365769
621 => 0.0014030735952171
622 => 0.0014171049288786
623 => 0.0014187219093722
624 => 0.0014154468284337
625 => 0.0014162182285543
626 => 0.0013891019571885
627 => 0.001391163548407
628 => 0.0013796843465281
629 => 0.0013775321345596
630 => 0.0013485137118181
701 => 0.0012971033696438
702 => 0.001325589689731
703 => 0.0012911822208485
704 => 0.0012781515910244
705 => 0.0013398365659328
706 => 0.0013336451053269
707 => 0.0013230480161328
708 => 0.0013073727125878
709 => 0.0013015585900234
710 => 0.0012662338218497
711 => 0.0012641466460957
712 => 0.0012816545550515
713 => 0.0012735752574788
714 => 0.0012622288638173
715 => 0.0012211333761411
716 => 0.0011749284417447
717 => 0.0011763230782802
718 => 0.0011910200082384
719 => 0.0012337533142427
720 => 0.0012170566722931
721 => 0.0012049430669868
722 => 0.0012026745528466
723 => 0.0012310697567677
724 => 0.0012712549192951
725 => 0.0012901088984607
726 => 0.0012714251777115
727 => 0.0012499623253178
728 => 0.0012512686696937
729 => 0.0012599591935741
730 => 0.0012608724447566
731 => 0.0012469023342651
801 => 0.0012508348385381
802 => 0.0012448610049517
803 => 0.0012081995992592
804 => 0.0012075365106848
805 => 0.0011985392104828
806 => 0.0011982667758085
807 => 0.0011829601236832
808 => 0.001180818617241
809 => 0.0011504263303989
810 => 0.0011704306256347
811 => 0.0011570127946632
812 => 0.0011367889584427
813 => 0.0011333023614555
814 => 0.0011331975501399
815 => 0.0011539629079712
816 => 0.0011701879703382
817 => 0.0011572462035776
818 => 0.0011542996141518
819 => 0.0011857614803127
820 => 0.0011817576710625
821 => 0.0011782903980735
822 => 0.0012676567787455
823 => 0.001196916315098
824 => 0.0011660694352232
825 => 0.0011278905637145
826 => 0.0011403217967923
827 => 0.0011429412402546
828 => 0.001051127936535
829 => 0.0010138792906506
830 => 0.0010010969590687
831 => 0.00099374054652764
901 => 0.0009970929560986
902 => 0.00096356480597223
903 => 0.00098609627736157
904 => 0.00095706373341612
905 => 0.00095219633294359
906 => 0.0010041101179601
907 => 0.0010113336178692
908 => 0.00098051592309143
909 => 0.0010003058720704
910 => 0.00099312976146974
911 => 0.00095756141305361
912 => 0.00095620296376717
913 => 0.00093835601681986
914 => 0.00091042900069721
915 => 0.00089766560494728
916 => 0.00089101831762383
917 => 0.00089376111792654
918 => 0.00089237427416242
919 => 0.00088332418050426
920 => 0.00089289301493724
921 => 0.00086844859707636
922 => 0.00085871463292209
923 => 0.00085431802713987
924 => 0.00083262219932014
925 => 0.00086714990955975
926 => 0.00087395230344559
927 => 0.00088076810014875
928 => 0.00094009495710769
929 => 0.00093713115498998
930 => 0.00096392248270392
1001 => 0.00096288142097505
1002 => 0.0009552401003203
1003 => 0.00092300262541415
1004 => 0.000935851908334
1005 => 0.00089630381272861
1006 => 0.00092593593496527
1007 => 0.00091241307184347
1008 => 0.00092136384134101
1009 => 0.00090526955072608
1010 => 0.00091417679566935
1011 => 0.0008755654033881
1012 => 0.00083951062855281
1013 => 0.00085402012245102
1014 => 0.00086979360168027
1015 => 0.00090399452365705
1016 => 0.00088362473667916
1017 => 0.00089095048234333
1018 => 0.00086641046068337
1019 => 0.00081577738648823
1020 => 0.00081606396418944
1021 => 0.00080827516882599
1022 => 0.00080154451244924
1023 => 0.00088596445174999
1024 => 0.00087546549781619
1025 => 0.00085873678879181
1026 => 0.00088112883059342
1027 => 0.00088704964185525
1028 => 0.0008872181990282
1029 => 0.0009035548547044
1030 => 0.0009122737307673
1031 => 0.00091381047046316
1101 => 0.00093951655114647
1102 => 0.00094813289032011
1103 => 0.00098362237194639
1104 => 0.00091153399504876
1105 => 0.00091004938236563
1106 => 0.00088144393254191
1107 => 0.00086330190402944
1108 => 0.00088268613275534
1109 => 0.0008998579131954
1110 => 0.00088197750762634
1111 => 0.00088431231111769
1112 => 0.00086030932752404
1113 => 0.00086888926471342
1114 => 0.00087627946246327
1115 => 0.00087219902964155
1116 => 0.00086609042421225
1117 => 0.00089845002302372
1118 => 0.00089662416764048
1119 => 0.00092675816999768
1120 => 0.0009502497797383
1121 => 0.00099235094402102
1122 => 0.00094841618430867
1123 => 0.0009468150270399
1124 => 0.00096246659617584
1125 => 0.00094813049414643
1126 => 0.0009571904157636
1127 => 0.00099089125058265
1128 => 0.0009916032961173
1129 => 0.00097967561599311
1130 => 0.00097894981557357
1201 => 0.00098124065701594
1202 => 0.00099465818689705
1203 => 0.00098996968967754
1204 => 0.00099539533735818
1205 => 0.0010021801928633
1206 => 0.0010302452319515
1207 => 0.001037011617862
1208 => 0.0010205728080685
1209 => 0.0010220570485353
1210 => 0.0010159084824171
1211 => 0.0010099690445882
1212 => 0.0010233200334423
1213 => 0.0010477192279874
1214 => 0.0010475674418644
1215 => 0.0010532275807463
1216 => 0.0010567538003786
1217 => 0.0010416166843663
1218 => 0.0010317629784494
1219 => 0.0010355415163055
1220 => 0.0010415834806233
1221 => 0.0010335821887088
1222 => 0.00098419450845366
1223 => 0.00099917557574584
1224 => 0.00099668199361166
1225 => 0.00099313082942263
1226 => 0.0010081944084301
1227 => 0.001006741489487
1228 => 0.00096322092633189
1229 => 0.00096600697158296
1230 => 0.00096339035497128
1231 => 0.00097184517855301
]
'min_raw' => 0.00080154451244924
'max_raw' => 0.0017955586551373
'avg_raw' => 0.0012985515837933
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0008015'
'max' => '$0.001795'
'avg' => '$0.001298'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00019546078409447
'max_diff' => -0.0013047952432033
'year' => 2034
]
9 => [
'items' => [
101 => 0.00094767390592665
102 => 0.00095510882659051
103 => 0.00095977193913283
104 => 0.00096251854824398
105 => 0.00097244118372094
106 => 0.00097127687697435
107 => 0.00097236880877881
108 => 0.00098708145771249
109 => 0.0010614929872477
110 => 0.0010655430426205
111 => 0.0010455990887266
112 => 0.0010535663049301
113 => 0.001038270992058
114 => 0.0010485388380587
115 => 0.0010555638375174
116 => 0.0010238192157933
117 => 0.0010219395053157
118 => 0.0010065810632465
119 => 0.0010148338200679
120 => 0.0010017030905709
121 => 0.001004924912296
122 => 0.00099591641787919
123 => 0.0010121299142562
124 => 0.0010302591225283
125 => 0.0010348392764819
126 => 0.0010227908633101
127 => 0.0010140670181446
128 => 0.00099875081984717
129 => 0.0010242219989595
130 => 0.0010316705479521
131 => 0.0010241828749026
201 => 0.0010224478174482
202 => 0.0010191598867071
203 => 0.0010231453674979
204 => 0.0010316299815546
205 => 0.0010276287942517
206 => 0.0010302716489571
207 => 0.00102019981212
208 => 0.0010416216953815
209 => 0.0010756448014578
210 => 0.0010757541913072
211 => 0.0010717529824364
212 => 0.0010701157739737
213 => 0.0010742212570888
214 => 0.001076448313263
215 => 0.0010897246928404
216 => 0.0011039707770813
217 => 0.0011704510361799
218 => 0.0011517836454501
219 => 0.0012107688862507
220 => 0.0012574185534491
221 => 0.0012714067488991
222 => 0.0012585382672805
223 => 0.001214515886805
224 => 0.001212355938799
225 => 0.0012781439609991
226 => 0.0012595558314453
227 => 0.0012573448325818
228 => 0.0012338235402157
301 => 0.0012477275371728
302 => 0.001244686529079
303 => 0.0012398861490316
304 => 0.0012664140066649
305 => 0.0013160717879961
306 => 0.0013083321570879
307 => 0.001302554881646
308 => 0.0012772405423996
309 => 0.0012924854287883
310 => 0.0012870570167419
311 => 0.0013103809198489
312 => 0.001296564356336
313 => 0.0012594150080819
314 => 0.0012653311642373
315 => 0.001264436949136
316 => 0.0012828398325544
317 => 0.0012773157437399
318 => 0.0012633582821365
319 => 0.001315902063098
320 => 0.0013124901622262
321 => 0.0013173274575932
322 => 0.0013194569846121
323 => 0.0013514394581581
324 => 0.0013645416542448
325 => 0.0013675160821428
326 => 0.001379962155065
327 => 0.0013672064125103
328 => 0.0014182384774192
329 => 0.00145217182278
330 => 0.0014915871496106
331 => 0.0015491835359512
401 => 0.0015708403100116
402 => 0.0015669282076199
403 => 0.0016105971304048
404 => 0.0016890692139438
405 => 0.0015827896593058
406 => 0.0016947022884065
407 => 0.0016592720421267
408 => 0.0015752675655601
409 => 0.0015698586676169
410 => 0.0016267474744599
411 => 0.0017529213726927
412 => 0.0017213162422379
413 => 0.0017529730673639
414 => 0.0017160436993032
415 => 0.0017142098449138
416 => 0.0017511794903851
417 => 0.0018375610821393
418 => 0.0017965244258625
419 => 0.0017376883164886
420 => 0.001781131984059
421 => 0.0017434970586879
422 => 0.0016586950384744
423 => 0.0017212920743903
424 => 0.0016794352191343
425 => 0.0016916512747308
426 => 0.0017796281587416
427 => 0.0017690425472994
428 => 0.0017827413087068
429 => 0.0017585633533818
430 => 0.0017359773305947
501 => 0.0016938188418024
502 => 0.0016813377916594
503 => 0.0016847871048978
504 => 0.0016813360823511
505 => 0.0016577487953284
506 => 0.0016526551229416
507 => 0.0016441654458047
508 => 0.0016467967517425
509 => 0.0016308336749824
510 => 0.0016609592989686
511 => 0.0016665508802465
512 => 0.001688473797115
513 => 0.0016907499070708
514 => 0.0017518049184965
515 => 0.001718176844191
516 => 0.0017407374597434
517 => 0.0017387194259396
518 => 0.0015770881972911
519 => 0.0015993595545145
520 => 0.0016340067972171
521 => 0.0016183982613428
522 => 0.0015963314434515
523 => 0.0015785113048562
524 => 0.0015515119726818
525 => 0.0015895130142411
526 => 0.0016394803429313
527 => 0.001692017160985
528 => 0.0017551367055279
529 => 0.0017410491579784
530 => 0.0016908371850048
531 => 0.0016930896574326
601 => 0.0017070135556655
602 => 0.0016889808423343
603 => 0.0016836626431325
604 => 0.0017062829167617
605 => 0.0017064386901543
606 => 0.0016856898741405
607 => 0.0016626313621344
608 => 0.0016625347461272
609 => 0.0016584317066345
610 => 0.001716773620914
611 => 0.0017488557747348
612 => 0.0017525339419674
613 => 0.0017486082047739
614 => 0.0017501190652128
615 => 0.0017314511667864
616 => 0.0017741204467957
617 => 0.0018132779976867
618 => 0.0018027829375688
619 => 0.0017870493504915
620 => 0.0017745167905522
621 => 0.0017998306647376
622 => 0.0017987034777679
623 => 0.0018129359906399
624 => 0.0018122903216451
625 => 0.0018075044628781
626 => 0.0018027831084869
627 => 0.0018215027449702
628 => 0.0018161117902912
629 => 0.0018107124619705
630 => 0.0017998832824276
701 => 0.0018013551477811
702 => 0.0017856242773294
703 => 0.0017783464568628
704 => 0.001668905498978
705 => 0.0016396592989447
706 => 0.0016488607488364
707 => 0.0016518901050563
708 => 0.0016391621213218
709 => 0.0016574107804464
710 => 0.0016545667462519
711 => 0.0016656312195982
712 => 0.001658718617015
713 => 0.0016590023126362
714 => 0.001679330802911
715 => 0.0016852322501213
716 => 0.0016822307264396
717 => 0.0016843328907401
718 => 0.0017327763797759
719 => 0.0017258892647706
720 => 0.0017222306221893
721 => 0.0017232440911879
722 => 0.0017356224412767
723 => 0.0017390877034687
724 => 0.0017244051440615
725 => 0.0017313295239568
726 => 0.0017608126547162
727 => 0.0017711300818814
728 => 0.0018040583567464
729 => 0.0017900698403303
730 => 0.0018157463676209
731 => 0.0018946672587388
801 => 0.0019577147274741
802 => 0.0018997336696783
803 => 0.0020155123169639
804 => 0.0021056626013363
805 => 0.002102202483269
806 => 0.002086482695975
807 => 0.0019838489939863
808 => 0.001889403931234
809 => 0.0019684112365755
810 => 0.0019686126424448
811 => 0.0019618258448479
812 => 0.0019196736278522
813 => 0.0019603590390667
814 => 0.0019635884992612
815 => 0.001961780860335
816 => 0.0019294628543955
817 => 0.0018801192326918
818 => 0.0018897608582607
819 => 0.0019055540376265
820 => 0.0018756542542847
821 => 0.0018660994618152
822 => 0.0018838636388896
823 => 0.0019411035187366
824 => 0.0019302826510196
825 => 0.0019300000744329
826 => 0.0019762963352884
827 => 0.0019431582038743
828 => 0.0018898824700359
829 => 0.0018764296446211
830 => 0.0018286811773077
831 => 0.0018616612137553
901 => 0.0018628481065538
902 => 0.0018447852776393
903 => 0.0018913481690524
904 => 0.0018909190838108
905 => 0.0019351236192358
906 => 0.0020196260885031
907 => 0.0019946345502268
908 => 0.0019655721102831
909 => 0.001968732003319
910 => 0.0020033882306426
911 => 0.001982434284478
912 => 0.0019899694696149
913 => 0.0020033768252374
914 => 0.0020114658157704
915 => 0.0019675681220638
916 => 0.0019573334697914
917 => 0.0019363969631168
918 => 0.0019309350193238
919 => 0.0019479873671557
920 => 0.0019434946759704
921 => 0.00186274835281
922 => 0.0018543099127714
923 => 0.0018545687076801
924 => 0.0018333498489772
925 => 0.0018009859963456
926 => 0.0018860362687161
927 => 0.0018792055415669
928 => 0.0018716649474506
929 => 0.0018725886272038
930 => 0.0019095060678186
1001 => 0.0018880920878866
1002 => 0.0019450246632182
1003 => 0.0019333210372799
1004 => 0.0019213172574981
1005 => 0.0019196579694882
1006 => 0.0019150375383865
1007 => 0.0018991923609523
1008 => 0.001880058357053
1009 => 0.0018674244303197
1010 => 0.001722600325288
1011 => 0.0017494788367788
1012 => 0.0017804001141956
1013 => 0.0017910740152506
1014 => 0.0017728155688845
1015 => 0.0018999133157014
1016 => 0.0019231352987892
1017 => 0.0018527943972838
1018 => 0.0018396364866122
1019 => 0.0019007759461345
1020 => 0.0018639013780476
1021 => 0.0018805059937993
1022 => 0.0018446158967834
1023 => 0.0019175418030824
1024 => 0.0019169862298607
1025 => 0.0018886164052041
1026 => 0.0019125943867357
1027 => 0.0019084276223755
1028 => 0.0018763981602099
1029 => 0.001918557194163
1030 => 0.0019185781045178
1031 => 0.001891272765099
1101 => 0.0018593861065652
1102 => 0.0018536855251487
1103 => 0.0018493909028166
1104 => 0.0018794497799707
1105 => 0.0019064004752354
1106 => 0.0019565490374791
1107 => 0.0019691575775276
1108 => 0.0020183695487349
1109 => 0.0019890662159683
1110 => 0.0020020560038421
1111 => 0.0020161582560967
1112 => 0.0020229193944207
1113 => 0.0020119024823444
1114 => 0.0020883489300849
1115 => 0.0020948033525328
1116 => 0.0020969674645491
1117 => 0.0020711901524921
1118 => 0.0020940864388537
1119 => 0.0020833740247104
1120 => 0.0021112447503169
1121 => 0.0021156152359633
1122 => 0.0021119135901053
1123 => 0.0021133008512329
1124 => 0.0020480672941639
1125 => 0.0020446845900955
1126 => 0.0019985611800964
1127 => 0.002017356810598
1128 => 0.0019822192802732
1129 => 0.0019933617530958
1130 => 0.0019982732489467
1201 => 0.0019957077622392
1202 => 0.0020184194873459
1203 => 0.0019991098813063
1204 => 0.0019481486561746
1205 => 0.0018971735466913
1206 => 0.0018965335957151
1207 => 0.0018831127491736
1208 => 0.0018734119352747
1209 => 0.0018752806561865
1210 => 0.0018818662724207
1211 => 0.0018730291672872
1212 => 0.00187491501172
1213 => 0.001906232594621
1214 => 0.001912513112525
1215 => 0.0018911694587304
1216 => 0.0018054716088706
1217 => 0.0017844411415583
1218 => 0.0017995574244101
1219 => 0.0017923328148202
1220 => 0.0014465524674006
1221 => 0.0015277884309945
1222 => 0.0014795207799397
1223 => 0.0015017647342336
1224 => 0.0014524959613543
1225 => 0.0014760096021699
1226 => 0.0014716674912919
1227 => 0.0016022925168039
1228 => 0.0016002529866994
1229 => 0.0016012292018309
1230 => 0.0015546319100893
1231 => 0.001628862661088
]
'min_raw' => 0.00094767390592665
'max_raw' => 0.0021156152359633
'avg_raw' => 0.001531644570945
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.000947'
'max' => '$0.002115'
'avg' => '$0.001531'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00014612939347741
'max_diff' => 0.00032005658082601
'year' => 2035
]
10 => [
'items' => [
101 => 0.0016654313982815
102 => 0.0016586634982724
103 => 0.001660366832896
104 => 0.0016310979006449
105 => 0.0016015125890738
106 => 0.0015686979253947
107 => 0.0016296635144955
108 => 0.0016228851817048
109 => 0.0016384322383595
110 => 0.0016779727808017
111 => 0.0016837952758762
112 => 0.0016916207683023
113 => 0.001688815886324
114 => 0.0017556395545325
115 => 0.0017475467673957
116 => 0.0017670480559417
117 => 0.0017269324258363
118 => 0.0016815377825616
119 => 0.0016901658201854
120 => 0.0016893348707799
121 => 0.0016787559311289
122 => 0.0016692057374284
123 => 0.0016533073556673
124 => 0.0017036121880771
125 => 0.0017015699037486
126 => 0.00173463211313
127 => 0.0017287880464727
128 => 0.0016897599390494
129 => 0.0016911538355412
130 => 0.0017005284593324
131 => 0.0017329741393112
201 => 0.0017426062261992
202 => 0.0017381442597804
203 => 0.0017487054033317
204 => 0.0017570525005821
205 => 0.0017497536702322
206 => 0.0018530897161163
207 => 0.0018101773853012
208 => 0.0018310925567584
209 => 0.0018360807019116
210 => 0.0018233036729911
211 => 0.0018260745530529
212 => 0.0018302716813268
213 => 0.0018557558223242
214 => 0.001922633582197
215 => 0.0019522532867923
216 => 0.0020413656294779
217 => 0.0019497937826519
218 => 0.0019443602882232
219 => 0.0019604121120758
220 => 0.0020127304907317
221 => 0.0020551296226168
222 => 0.0020691958607278
223 => 0.0020710549463024
224 => 0.0020974441441043
225 => 0.0021125699401549
226 => 0.0020942398013863
227 => 0.0020787069280255
228 => 0.0020230701036581
229 => 0.0020295102175726
301 => 0.0020738762160903
302 => 0.0021365458021409
303 => 0.0021903228266313
304 => 0.0021714919869733
305 => 0.002315158001063
306 => 0.002329401899537
307 => 0.0023274338533283
308 => 0.0023598835738283
309 => 0.0022954774869065
310 => 0.0022679426369382
311 => 0.0020820653115517
312 => 0.0021342892581477
313 => 0.0022101998315299
314 => 0.0022001527824928
315 => 0.0021450244950072
316 => 0.0021902810068818
317 => 0.0021753177887541
318 => 0.0021635156777922
319 => 0.0022175834360601
320 => 0.0021581337148635
321 => 0.0022096067750843
322 => 0.0021435920429305
323 => 0.0021715780046626
324 => 0.0021556918192548
325 => 0.0021659721281513
326 => 0.0021058736524034
327 => 0.002138301331109
328 => 0.002104524554357
329 => 0.0021045085397669
330 => 0.002103762915548
331 => 0.0021435011436076
401 => 0.002144797005798
402 => 0.0021154303952208
403 => 0.002111198207844
404 => 0.0021268468227554
405 => 0.0021085263930729
406 => 0.0021170984068139
407 => 0.0021087860306366
408 => 0.0021069147396737
409 => 0.0020920039749072
410 => 0.0020855800074657
411 => 0.0020880990106248
412 => 0.0020795003542078
413 => 0.0020743193526896
414 => 0.0021027322839422
415 => 0.0020875524009483
416 => 0.0021004057491632
417 => 0.0020857577366505
418 => 0.0020349813434462
419 => 0.0020057793027637
420 => 0.0019098674029749
421 => 0.0019370678987767
422 => 0.0019551018556342
423 => 0.0019491416330004
424 => 0.0019619464975178
425 => 0.0019627326122024
426 => 0.0019585696202176
427 => 0.0019537494088116
428 => 0.0019514031964735
429 => 0.0019688899410257
430 => 0.001979041584815
501 => 0.0019569118044681
502 => 0.0019517271065613
503 => 0.0019741015363107
504 => 0.0019877499255325
505 => 0.002088521963179
506 => 0.0020810564451408
507 => 0.0020997934303829
508 => 0.0020976839333871
509 => 0.0021173232789566
510 => 0.0021494253087561
511 => 0.0020841529063051
512 => 0.0020954819384207
513 => 0.0020927043213715
514 => 0.0021230296159843
515 => 0.002123124288244
516 => 0.0021049427592628
517 => 0.0021147992610851
518 => 0.0021092976321669
519 => 0.0021192398192119
520 => 0.0020809567385959
521 => 0.002127581398383
522 => 0.0021540145760556
523 => 0.0021543816007532
524 => 0.0021669107171833
525 => 0.0021796410251138
526 => 0.0022040757426103
527 => 0.0021789595541048
528 => 0.0021337779759952
529 => 0.0021370399399991
530 => 0.0021105499972847
531 => 0.0021109952980075
601 => 0.0021086182478502
602 => 0.0021157519543082
603 => 0.0020825221860003
604 => 0.0020903211462035
605 => 0.0020794025562484
606 => 0.0020954582035385
607 => 0.0020781849811479
608 => 0.0020927029819204
609 => 0.0020989684697745
610 => 0.0021220882548424
611 => 0.0020747701700953
612 => 0.0019782853921431
613 => 0.0019985676622335
614 => 0.0019685685916319
615 => 0.0019713451198306
616 => 0.0019769541486732
617 => 0.0019587734510344
618 => 0.0019622417552043
619 => 0.0019621178429732
620 => 0.001961050034309
621 => 0.0019563205326813
622 => 0.0019494618196178
623 => 0.0019767848214624
624 => 0.0019814275318994
625 => 0.0019917477020908
626 => 0.002022453528342
627 => 0.0020193852922063
628 => 0.0020243897126436
629 => 0.0020134650909276
630 => 0.0019718518816994
701 => 0.0019741116791677
702 => 0.0019459319685275
703 => 0.0019910270835331
704 => 0.0019803479650733
705 => 0.0019734630679306
706 => 0.001971584459957
707 => 0.0020023664000124
708 => 0.0020115768389247
709 => 0.0020058375114841
710 => 0.0019940659834605
711 => 0.0020166707972057
712 => 0.0020227188917434
713 => 0.0020240728370652
714 => 0.0020641242329786
715 => 0.0020263112651813
716 => 0.0020354132223587
717 => 0.0021064240939885
718 => 0.0020420270322507
719 => 0.002076139592079
720 => 0.0020744699597886
721 => 0.0020919207910907
722 => 0.0020730384822703
723 => 0.0020732725511183
724 => 0.0020887677070929
725 => 0.0020670075550927
726 => 0.0020616194354438
727 => 0.0020541757867392
728 => 0.0020704287213652
729 => 0.0020801716206165
730 => 0.0021586922332108
731 => 0.0022094201299217
801 => 0.0022072178981401
802 => 0.0022273421742182
803 => 0.0022182760035278
804 => 0.0021889989468335
805 => 0.0022389713126539
806 => 0.0022231579651757
807 => 0.0022244615983286
808 => 0.0022244130770376
809 => 0.0022349275706837
810 => 0.0022274770882962
811 => 0.0022127914227342
812 => 0.0022225404528856
813 => 0.0022514915870932
814 => 0.0023413567960031
815 => 0.0023916465574647
816 => 0.0023383292892174
817 => 0.0023751068269077
818 => 0.0023530534094701
819 => 0.0023490456474893
820 => 0.0023721446589975
821 => 0.0023952841022676
822 => 0.0023938102197658
823 => 0.0023770121721753
824 => 0.0023675233813261
825 => 0.0024393756846143
826 => 0.002492315237705
827 => 0.0024887051150955
828 => 0.0025046390222191
829 => 0.0025514214663514
830 => 0.0025556986667461
831 => 0.0025551598378067
901 => 0.0025445583503486
902 => 0.0025906217420648
903 => 0.0026290486338427
904 => 0.0025421044123084
905 => 0.0025752116336852
906 => 0.0025900745320094
907 => 0.0026118976763724
908 => 0.0026487169788964
909 => 0.0026887125072752
910 => 0.0026943683135167
911 => 0.0026903552483331
912 => 0.0026639771222298
913 => 0.0027077407066278
914 => 0.0027333763879858
915 => 0.0027486418495723
916 => 0.0027873525202252
917 => 0.0025901663202095
918 => 0.0024505881270483
919 => 0.0024287909766526
920 => 0.0024731163391128
921 => 0.0024848045837054
922 => 0.002480093066966
923 => 0.0023229851206689
924 => 0.0024279638358296
925 => 0.0025409121064815
926 => 0.0025452509095535
927 => 0.0026017951754788
928 => 0.0026202083062918
929 => 0.002665733851788
930 => 0.002662886216522
1001 => 0.0026739709623806
1002 => 0.0026714227712688
1003 => 0.0027557492577659
1004 => 0.0028487738949766
1005 => 0.0028455527475902
1006 => 0.0028321793553736
1007 => 0.0028520411233175
1008 => 0.0029480525180449
1009 => 0.0029392133273697
1010 => 0.0029477998481902
1011 => 0.0030610026935389
1012 => 0.0032081824954093
1013 => 0.00313980270083
1014 => 0.0032881671793112
1015 => 0.003381554754052
1016 => 0.0035430589081108
1017 => 0.0035228377925979
1018 => 0.0035857101746008
1019 => 0.0034866377755557
1020 => 0.0032591475215128
1021 => 0.0032231463180128
1022 => 0.0032952216391155
1023 => 0.0034724117830394
1024 => 0.0032896412909171
1025 => 0.0033266155234326
1026 => 0.0033159669419808
1027 => 0.0033153995243288
1028 => 0.0033370555482517
1029 => 0.0033056423560492
1030 => 0.003177659359891
1031 => 0.0032363132128218
1101 => 0.0032136641434159
1102 => 0.0032387949745217
1103 => 0.0033744157052569
1104 => 0.0033144545474045
1105 => 0.0032512903384558
1106 => 0.0033305122737375
1107 => 0.0034313890209615
1108 => 0.0034250763354132
1109 => 0.0034128270869516
1110 => 0.00348187545918
1111 => 0.0035959231408265
1112 => 0.0036267497708949
1113 => 0.0036495053589887
1114 => 0.003652642970128
1115 => 0.0036849623148774
1116 => 0.0035111730526361
1117 => 0.0037869810750378
1118 => 0.0038346055014637
1119 => 0.0038256540831259
1120 => 0.0038785866287561
1121 => 0.0038630125310626
1122 => 0.0038404481070058
1123 => 0.003924357450905
1124 => 0.0038281621592595
1125 => 0.0036916250534191
1126 => 0.0036167180967574
1127 => 0.0037153616198614
1128 => 0.0037755997772365
1129 => 0.0038154133673951
1130 => 0.003827460935721
1201 => 0.0035246638183493
1202 => 0.003361472965984
1203 => 0.0034660764313633
1204 => 0.0035936998784715
1205 => 0.0035104640979436
1206 => 0.0035137267829541
1207 => 0.0033950544338997
1208 => 0.0036041997481176
1209 => 0.003573729035025
1210 => 0.0037318111484511
1211 => 0.0036940835833937
1212 => 0.0038229934101804
1213 => 0.0037890471325487
1214 => 0.003929956233087
1215 => 0.0039861686882533
1216 => 0.0040805581492476
1217 => 0.0041499914209893
1218 => 0.0041907639662028
1219 => 0.0041883161355222
1220 => 0.0043498772724596
1221 => 0.0042546103145238
1222 => 0.0041349325626584
1223 => 0.0041327679697056
1224 => 0.0041947507732436
1225 => 0.0043246497253074
1226 => 0.0043583306336246
1227 => 0.00437715366654
1228 => 0.0043483255363956
1229 => 0.0042449200814007
1230 => 0.0042002701302115
1231 => 0.0042383131822583
]
'min_raw' => 0.0015686979253947
'max_raw' => 0.00437715366654
'avg_raw' => 0.0029729257959673
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.001568'
'max' => '$0.004377'
'avg' => '$0.002972'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.00062102401946802
'max_diff' => 0.0022615384305767
'year' => 2036
]
11 => [
'items' => [
101 => 0.0041917897986818
102 => 0.0042721022108909
103 => 0.0043823883066595
104 => 0.0043596146640018
105 => 0.0044357435369913
106 => 0.0045145289115444
107 => 0.004627195535628
108 => 0.0046566507631965
109 => 0.0047053391342851
110 => 0.0047554554614321
111 => 0.0047715514750388
112 => 0.0048022837593138
113 => 0.0048021217850058
114 => 0.0048947355921896
115 => 0.0049968914895242
116 => 0.0050354529758535
117 => 0.0051241229873751
118 => 0.0049722787000122
119 => 0.0050874543362384
120 => 0.0051913456431476
121 => 0.0050674821441146
122 => 0.0052381991210377
123 => 0.0052448276743987
124 => 0.0053449109603678
125 => 0.0052434573764005
126 => 0.0051832145620921
127 => 0.0053571333097318
128 => 0.0054412871133254
129 => 0.0054159393028166
130 => 0.0052230412132691
131 => 0.0051107662513642
201 => 0.0048169210198362
202 => 0.0051649933897504
203 => 0.0053345292877254
204 => 0.0052226021562502
205 => 0.0052790516909539
206 => 0.0055870220484739
207 => 0.0057042772210136
208 => 0.0056798889648009
209 => 0.0056840101786359
210 => 0.0057472789414064
211 => 0.0060278474782748
212 => 0.0058597243074555
213 => 0.0059882481720918
214 => 0.0060564167664677
215 => 0.006119735556001
216 => 0.0059642446210161
217 => 0.0057619531992162
218 => 0.005697879014316
219 => 0.0052114732088677
220 => 0.0051861536743407
221 => 0.0051719410523504
222 => 0.0050823324811163
223 => 0.0050119246899797
224 => 0.0049559338003942
225 => 0.0048089969858268
226 => 0.0048585838473679
227 => 0.0046243972330441
228 => 0.0047742215298244
301 => 0.0044004540387302
302 => 0.0047117387118744
303 => 0.0045423206166594
304 => 0.0046560803111112
305 => 0.0046556834142541
306 => 0.0044462157492242
307 => 0.0043253991715137
308 => 0.0044023881970824
309 => 0.0044849265438885
310 => 0.0044983181129655
311 => 0.0046053312340709
312 => 0.0046351962959321
313 => 0.0045447037642263
314 => 0.0043927085382549
315 => 0.004428013562606
316 => 0.004324683716322
317 => 0.0041436021352345
318 => 0.0042736580881526
319 => 0.0043180649086355
320 => 0.0043376774903615
321 => 0.004159604552722
322 => 0.0041036501695641
323 => 0.0040738605254735
324 => 0.0043697215581498
325 => 0.0043859294933883
326 => 0.0043030074051369
327 => 0.0046778231070282
328 => 0.0045929907700132
329 => 0.0046877692748862
330 => 0.0044248100016959
331 => 0.0044348554000534
401 => 0.0043103662660158
402 => 0.0043800718627099
403 => 0.0043308061936828
404 => 0.0043744403393412
405 => 0.0044005944663385
406 => 0.0045250631729341
407 => 0.0047131599445669
408 => 0.0045064716988343
409 => 0.0044164146703384
410 => 0.0044722855443173
411 => 0.0046210770443008
412 => 0.0048465037832725
413 => 0.0047130466166653
414 => 0.004772272640956
415 => 0.004785210892481
416 => 0.0046868045186778
417 => 0.0048501321666401
418 => 0.0049376607800545
419 => 0.0050274470259232
420 => 0.0051054059074575
421 => 0.0049915844248814
422 => 0.0051133897269065
423 => 0.0050152361550045
424 => 0.0049271822540787
425 => 0.0049273157954993
426 => 0.0048720782971863
427 => 0.0047650486838322
428 => 0.0047453107810008
429 => 0.004847989844152
430 => 0.0049303287290557
501 => 0.0049371105539931
502 => 0.0049826975914004
503 => 0.0050096755305543
504 => 0.005274096008992
505 => 0.0053804481128205
506 => 0.0055104934522398
507 => 0.0055611534408973
508 => 0.0057136218441454
509 => 0.0055904912256443
510 => 0.0055638511418037
511 => 0.0051940126675585
512 => 0.0052545736969974
513 => 0.0053515377483993
514 => 0.005195611569052
515 => 0.0052945108405887
516 => 0.0053140356517631
517 => 0.0051903132571437
518 => 0.005256398733839
519 => 0.0050808953007146
520 => 0.0047169854398135
521 => 0.0048505373023444
522 => 0.004948876426238
523 => 0.0048085343713153
524 => 0.0050600920727766
525 => 0.0049131372567879
526 => 0.0048665596351947
527 => 0.0046848437272384
528 => 0.004770606640907
529 => 0.0048866022096505
530 => 0.0048149304340993
531 => 0.0049636601299393
601 => 0.0051743010440097
602 => 0.0053244163032596
603 => 0.0053359402888762
604 => 0.0052394262341198
605 => 0.0053940906228114
606 => 0.0053952171840321
607 => 0.0052207551217654
608 => 0.0051138980800358
609 => 0.0050896199353257
610 => 0.0051502715008222
611 => 0.0052239136982315
612 => 0.0053400269183088
613 => 0.0054101917053794
614 => 0.005593144257532
615 => 0.0056426459724838
616 => 0.0056970333492335
617 => 0.005769711657017
618 => 0.0058569805998468
619 => 0.005666041121159
620 => 0.005673627502603
621 => 0.005495827303786
622 => 0.0053058222922222
623 => 0.00545001241154
624 => 0.0056385218117403
625 => 0.00559527754705
626 => 0.0055904116838722
627 => 0.0055985947160594
628 => 0.0055659899527085
629 => 0.0054185198164615
630 => 0.0053444612372502
701 => 0.0054400156987914
702 => 0.0054907986424608
703 => 0.0055695585593539
704 => 0.0055598497371766
705 => 0.0057627268248956
706 => 0.0058415587264986
707 => 0.0058213901526613
708 => 0.0058251016556312
709 => 0.0059678230479809
710 => 0.0061265585891667
711 => 0.0062752353704868
712 => 0.0064264757782619
713 => 0.0062441495636754
714 => 0.006151575556226
715 => 0.0062470883016785
716 => 0.0061964078945022
717 => 0.0064876325469227
718 => 0.0065077963099951
719 => 0.0067989999035585
720 => 0.007075386789729
721 => 0.0069017931385107
722 => 0.0070654841327798
723 => 0.0072425292890044
724 => 0.0075840781199031
725 => 0.0074690564894892
726 => 0.0073809517232109
727 => 0.007297693144797
728 => 0.0074709410295491
729 => 0.0076938216655803
730 => 0.0077418280198572
731 => 0.0078196166536246
801 => 0.0077378314167598
802 => 0.0078363327262151
803 => 0.008184085632261
804 => 0.0080901197273476
805 => 0.0079566730365975
806 => 0.0082311905573767
807 => 0.0083305373809868
808 => 0.0090278054174181
809 => 0.0099081351161186
810 => 0.0095436728403001
811 => 0.0093174393445755
812 => 0.009370609582401
813 => 0.0096920761873255
814 => 0.0097953210579872
815 => 0.0095146659088876
816 => 0.009613798052203
817 => 0.010160025908329
818 => 0.010453059628052
819 => 0.010055080476988
820 => 0.0089570717832855
821 => 0.0079446576221674
822 => 0.0082131954472997
823 => 0.0081827515916286
824 => 0.0087696052797227
825 => 0.008087878671592
826 => 0.0080993571992876
827 => 0.0086983464001625
828 => 0.0085385463506437
829 => 0.0082796907360672
830 => 0.0079465475546206
831 => 0.0073307015717018
901 => 0.0067852296104949
902 => 0.0078550257411119
903 => 0.0078088941866616
904 => 0.0077420888595044
905 => 0.0078907568860015
906 => 0.0086126466225159
907 => 0.0085960047275602
908 => 0.0084901374826214
909 => 0.0085704368548364
910 => 0.0082656138678762
911 => 0.0083441736923062
912 => 0.0079444972505917
913 => 0.0081251676942093
914 => 0.0082791353481763
915 => 0.0083100466342403
916 => 0.0083796913401118
917 => 0.0077845849537004
918 => 0.0080517702497936
919 => 0.0082087165793716
920 => 0.0074996273525816
921 => 0.0081947001652537
922 => 0.0077742254755052
923 => 0.0076315100504867
924 => 0.0078236575689466
925 => 0.0077487774941332
926 => 0.0076844000029141
927 => 0.0076484762566682
928 => 0.0077895681876774
929 => 0.0077829860804545
930 => 0.0075521322965597
1001 => 0.0072509929462729
1002 => 0.0073520651967913
1003 => 0.0073153447006206
1004 => 0.0071822648854595
1005 => 0.0072719446127599
1006 => 0.0068770404796002
1007 => 0.0061976284438295
1008 => 0.0066464688456131
1009 => 0.0066291889783888
1010 => 0.0066204756857548
1011 => 0.0069577668426576
1012 => 0.0069253440805523
1013 => 0.0068664964498467
1014 => 0.0071811841025727
1015 => 0.0070663188761815
1016 => 0.0074203064382681
1017 => 0.0076534655411385
1018 => 0.0075943288507437
1019 => 0.007813616113949
1020 => 0.007354393697306
1021 => 0.0075069289633093
1022 => 0.0075383662702279
1023 => 0.0071773009057857
1024 => 0.0069306488454118
1025 => 0.0069141999650242
1026 => 0.0064865392830834
1027 => 0.0067149921674198
1028 => 0.0069160212516131
1029 => 0.0068197439207716
1030 => 0.0067892653940307
1031 => 0.0069449735771643
1101 => 0.0069570734365442
1102 => 0.0066811953603971
1103 => 0.0067385591483506
1104 => 0.0069777756800527
1105 => 0.0067325315055181
1106 => 0.0062560621348058
1107 => 0.0061378911431648
1108 => 0.0061221249545564
1109 => 0.0058016358529662
1110 => 0.0061457878938828
1111 => 0.0059955563053214
1112 => 0.006470136093536
1113 => 0.0061990586637303
1114 => 0.006187373057527
1115 => 0.0061697085498449
1116 => 0.0058938503408682
1117 => 0.0059542457569304
1118 => 0.0061550093184025
1119 => 0.0062266440188992
1120 => 0.0062191719327516
1121 => 0.0061540254674251
1122 => 0.0061838491856477
1123 => 0.0060877765979805
1124 => 0.0060538513676973
1125 => 0.0059467740090536
1126 => 0.0057893998727226
1127 => 0.0058112837116111
1128 => 0.0054994843683567
1129 => 0.0053295995377081
1130 => 0.0052825776556306
1201 => 0.0052196980297369
1202 => 0.0052896800766916
1203 => 0.0054986010799928
1204 => 0.0052465980249482
1205 => 0.0048145564630332
1206 => 0.0048405228970673
1207 => 0.0048988617648384
1208 => 0.0047901476706971
1209 => 0.0046872589042747
1210 => 0.0047767123390495
1211 => 0.0045936506337629
1212 => 0.0049209838973347
1213 => 0.0049121304498959
1214 => 0.0050341400484023
1215 => 0.0051104351542373
1216 => 0.0049345996361214
1217 => 0.0048903774788251
1218 => 0.004915568429406
1219 => 0.0044992181298381
1220 => 0.0050001153463612
1221 => 0.0050044471262899
1222 => 0.0049673557966405
1223 => 0.0052340681009725
1224 => 0.0057969142527669
1225 => 0.0055851488900279
1226 => 0.0055031469409334
1227 => 0.0053472611757616
1228 => 0.0055549697022721
1229 => 0.0055390209281939
1230 => 0.0054668945234191
1231 => 0.0054232722487633
]
'min_raw' => 0.0040738605254735
'max_raw' => 0.010453059628052
'avg_raw' => 0.0072634600767628
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.004073'
'max' => '$0.010453'
'avg' => '$0.007263'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0025051626000789
'max_diff' => 0.0060759059615121
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00012787382679846
]
1 => [
'year' => 2028
'avg' => 0.00021946860882332
]
2 => [
'year' => 2029
'avg' => 0.00059954868393711
]
3 => [
'year' => 2030
'avg' => 0.00046255091678279
]
4 => [
'year' => 2031
'avg' => 0.00045428232358475
]
5 => [
'year' => 2032
'avg' => 0.00079649988115289
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00012787382679846
'min' => '$0.000127'
'max_raw' => 0.00079649988115289
'max' => '$0.000796'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.00079649988115289
]
1 => [
'year' => 2033
'avg' => 0.0020486795974422
]
2 => [
'year' => 2034
'avg' => 0.0012985515837933
]
3 => [
'year' => 2035
'avg' => 0.001531644570945
]
4 => [
'year' => 2036
'avg' => 0.0029729257959673
]
5 => [
'year' => 2037
'avg' => 0.0072634600767628
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.00079649988115289
'min' => '$0.000796'
'max_raw' => 0.0072634600767628
'max' => '$0.007263'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.0072634600767628
]
]
]
]
'prediction_2025_max_price' => '$0.000218'
'last_price' => 0.00021200390642197
'sma_50day_nextmonth' => '$0.000325'
'sma_200day_nextmonth' => '$0.003765'
'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' => '$0.000267'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.000393'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.000449'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.000525'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.002128'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.003695'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.004539'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.000288'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.000347'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.000444'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.000787'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.001886'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.003132'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.00491'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0044076'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.007184'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.000558'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.001067'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.00220096'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.003749'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.007111'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.004985'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.002492'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '28.56'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 47.17
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0005029'
'vwma_10_action' => 'SELL'
'hma_9' => '0.000296'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -207.25
'cci_20_action' => 'BUY'
'adx_14' => 44.15
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000890'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 35.35
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002212'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 30
'buy_signals' => 1
'sell_pct' => 96.77
'buy_pct' => 3.23
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767710888
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Fideum para 2026
La previsión del precio de Fideum para 2026 sugiere que el precio medio podría oscilar entre $0.000073 en el extremo inferior y $0.000218 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Fideum podría potencialmente ganar 3.13% para 2026 si FI alcanza el objetivo de precio previsto.
Predicción de precio de Fideum 2027-2032
La predicción del precio de FI para 2027-2032 está actualmente dentro de un rango de precios de $0.000127 en el extremo inferior y $0.000796 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Fideum alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Fideum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00007 | $0.000127 | $0.000185 |
| 2028 | $0.000127 | $0.000219 | $0.000311 |
| 2029 | $0.000279 | $0.000599 | $0.000919 |
| 2030 | $0.000237 | $0.000462 | $0.000687 |
| 2031 | $0.000281 | $0.000454 | $0.000627 |
| 2032 | $0.000429 | $0.000796 | $0.001163 |
Predicción de precio de Fideum 2032-2037
La predicción de precio de Fideum para 2032-2037 se estima actualmente entre $0.000796 en el extremo inferior y $0.007263 en el extremo superior. Comparado con el precio actual, Fideum podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Fideum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.000429 | $0.000796 | $0.001163 |
| 2033 | $0.000997 | $0.002048 | $0.00310035 |
| 2034 | $0.0008015 | $0.001298 | $0.001795 |
| 2035 | $0.000947 | $0.001531 | $0.002115 |
| 2036 | $0.001568 | $0.002972 | $0.004377 |
| 2037 | $0.004073 | $0.007263 | $0.010453 |
Fideum Histograma de precios potenciales
Pronóstico de precio de Fideum basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 3.23%
Bajista 96.77%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Fideum es Bajista, con 1 indicadores técnicos mostrando señales alcistas y 30 indicando señales bajistas. La predicción de precio de FI 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 Fideum
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Fideum aumentar durante el próximo mes, alcanzando $0.003765 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Fideum alcance $0.000325 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 28.56, lo que sugiere que el mercado de FI está en un estado BUY.
Promedios Móviles y Osciladores Populares de FI 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 | $0.000267 | SELL |
| SMA 5 | $0.000393 | SELL |
| SMA 10 | $0.000449 | SELL |
| SMA 21 | $0.000525 | SELL |
| SMA 50 | $0.002128 | SELL |
| SMA 100 | $0.003695 | SELL |
| SMA 200 | $0.004539 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.000288 | SELL |
| EMA 5 | $0.000347 | SELL |
| EMA 10 | $0.000444 | SELL |
| EMA 21 | $0.000787 | SELL |
| EMA 50 | $0.001886 | SELL |
| EMA 100 | $0.003132 | SELL |
| EMA 200 | $0.00491 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.0044076 | SELL |
| SMA 50 | $0.007184 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.003749 | SELL |
| EMA 50 | $0.007111 | SELL |
| EMA 100 | $0.004985 | SELL |
| EMA 200 | $0.002492 | SELL |
Osciladores de Fideum
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) | 28.56 | BUY |
| Stoch RSI (14) | 47.17 | NEUTRAL |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -207.25 | BUY |
| Índice Direccional Medio (14) | 44.15 | SELL |
| Oscilador Asombroso (5, 34) | -0.000890 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 35.35 | NEUTRAL |
| VWMA (10) | 0.0005029 | SELL |
| Promedio Móvil de Hull (9) | 0.000296 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.002212 | SELL |
Predicción de precios de Fideum basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Fideum
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 Fideum por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.000297 | $0.000418 | $0.000588 | $0.000826 | $0.001161 | $0.001631 |
| Amazon.com acción | $0.000442 | $0.000922 | $0.001925 | $0.004018 | $0.008384 | $0.017495 |
| Apple acción | $0.0003007 | $0.000426 | $0.0006049 | $0.000858 | $0.001217 | $0.001726 |
| Netflix acción | $0.000334 | $0.000527 | $0.000832 | $0.001313 | $0.002073 | $0.003271 |
| Google acción | $0.000274 | $0.000355 | $0.00046 | $0.000596 | $0.000772 | $0.000999 |
| Tesla acción | $0.00048 | $0.001089 | $0.002469 | $0.005598 | $0.012691 | $0.028771 |
| Kodak acción | $0.000158 | $0.000119 | $0.000089 | $0.000067 | $0.00005 | $0.000037 |
| Nokia acción | $0.00014 | $0.000093 | $0.000061 | $0.00004 | $0.000027 | $0.000017 |
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 Fideum
Podría preguntarse cosas como: "¿Debo invertir en Fideum ahora?", "¿Debería comprar FI hoy?", "¿Será Fideum una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Fideum regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Fideum, 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 Fideum a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Fideum es de $0.000212 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 Fideum basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Fideum ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.000217 | $0.000223 | $0.000228 | $0.000234 |
| Si Fideum ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.000223 | $0.000234 | $0.000246 | $0.000259 |
| Si Fideum ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.000239 | $0.00027 | $0.0003058 | $0.000345 |
| Si Fideum ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.000267 | $0.000336 | $0.000424 | $0.000534 |
| Si Fideum ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.000322 | $0.000489 | $0.000744 | $0.001131 |
| Si Fideum ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.000487 | $0.001121 | $0.002578 | $0.005929 |
| Si Fideum ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.000763 | $0.002746 | $0.009885 | $0.035581 |
Cuadro de preguntas
¿Es FI una buena inversión?
La decisión de adquirir Fideum depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Fideum ha experimentado una caída de 0% durante las últimas 24 horas, y Fideum ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Fideum dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Fideum subir?
Parece que el valor medio de Fideum podría potencialmente aumentar hasta $0.000218 para el final de este año. Mirando las perspectivas de Fideum en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.000687. 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 Fideum la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Fideum, el precio de Fideum aumentará en un 0.86% durante la próxima semana y alcanzará $0.000213 para el 13 de enero de 2026.
¿Cuál será el precio de Fideum el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Fideum, el precio de Fideum disminuirá en un -11.62% durante el próximo mes y alcanzará $0.000187 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Fideum este año en 2026?
Según nuestra predicción más reciente sobre el valor de Fideum en 2026, se anticipa que FI fluctúe dentro del rango de $0.000073 y $0.000218. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Fideum no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Fideum en 5 años?
El futuro de Fideum parece estar en una tendencia alcista, con un precio máximo de $0.000687 proyectada después de un período de cinco años. Basado en el pronóstico de Fideum para 2030, el valor de Fideum podría potencialmente alcanzar su punto más alto de aproximadamente $0.000687, mientras que su punto más bajo se anticipa que esté alrededor de $0.000237.
¿Cuánto será Fideum en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Fideum, se espera que el valor de FI en 2026 crezca en un 3.13% hasta $0.000218 si ocurre lo mejor. El precio estará entre $0.000218 y $0.000073 durante 2026.
¿Cuánto será Fideum en 2027?
Según nuestra última simulación experimental para la predicción de precios de Fideum, el valor de FI podría disminuir en un -12.62% hasta $0.000185 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.000185 y $0.00007 a lo largo del año.
¿Cuánto será Fideum en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Fideum sugiere que el valor de FI en 2028 podría aumentar en un 47.02% , alcanzando $0.000311 en el mejor escenario. Se espera que el precio oscile entre $0.000311 y $0.000127 durante el año.
¿Cuánto será Fideum en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Fideum podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.000919 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.000919 y $0.000279.
¿Cuánto será Fideum en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Fideum, se espera que el valor de FI en 2030 aumente en un 224.23% , alcanzando $0.000687 en el mejor escenario. Se pronostica que el precio oscile entre $0.000687 y $0.000237 durante el transcurso de 2030.
¿Cuánto será Fideum en 2031?
Nuestra simulación experimental indica que el precio de Fideum podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.000627 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.000627 y $0.000281 durante el año.
¿Cuánto será Fideum en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Fideum, FI podría experimentar un 449.04% aumento en valor, alcanzando $0.001163 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.001163 y $0.000429 a lo largo del año.
¿Cuánto será Fideum en 2033?
Según nuestra predicción experimental de precios de Fideum, se anticipa que el valor de FI aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.00310035. A lo largo del año, el precio de FI podría oscilar entre $0.00310035 y $0.000997.
¿Cuánto será Fideum en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Fideum sugieren que FI podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.001795 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.001795 y $0.0008015.
¿Cuánto será Fideum en 2035?
Basado en nuestra predicción experimental para el precio de Fideum, FI podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.002115 en 2035. El rango de precios esperado para el año está entre $0.002115 y $0.000947.
¿Cuánto será Fideum en 2036?
Nuestra reciente simulación de predicción de precios de Fideum sugiere que el valor de FI podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.004377 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.004377 y $0.001568.
¿Cuánto será Fideum en 2037?
Según la simulación experimental, el valor de Fideum podría aumentar en un 4830.69% en 2037, con un máximo de $0.010453 bajo condiciones favorables. Se espera que el precio caiga entre $0.010453 y $0.004073 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de district0x- Predicción de precios de SOLO Coin
- Predicción de precios de Voxies
- Predicción de precios de Picasso
- Predicción de precios de Acet Token
- Predicción de precios de Dream Machine Token
- Predicción de precios de KILT Protocol [OLD]
- Predicción de precios de Fluence
- Predicción de precios de Vyvo Smart Chain
- Predicción de precios de HydraDX
- Predicción de precios de Leash
- Predicción de precios de BNB48 Club Token
- Predicción de precios de Turbo
- Predicción de precios de SafeMoon
- Predicción de precios de ASD
- Predicción de precios de UniLend Finance
- Predicción de precios de ECOx
- Predicción de precios de Botto
- Predicción de precios de Coinweb
- Predicción de precios de ThetaDrop
- Predicción de precios de Syncus
- Predicción de precios de Streamr XDATA
- Predicción de precios de EURC
- Predicción de precios de SUKU
- Predicción de precios de Router Protocol
Predicción de precios de district0x
Predicción de precios de SOLO Coin
Predicción de precios de Voxies
Predicción de precios de Picasso
Predicción de precios de Acet Token
Predicción de precios de Dream Machine Token
Predicción de precios de KILT Protocol [OLD]
Predicción de precios de Fluence
Predicción de precios de Vyvo Smart Chain
Predicción de precios de HydraDX
Predicción de precios de Leash
Predicción de precios de BNB48 Club Token
Predicción de precios de Turbo
Predicción de precios de SafeMoon
Predicción de precios de ASD
Predicción de precios de UniLend Finance
Predicción de precios de ECOx
Predicción de precios de Botto
Predicción de precios de Coinweb
Predicción de precios de ThetaDrop
Predicción de precios de Syncus
Predicción de precios de Streamr XDATA
Predicción de precios de EURC
Predicción de precios de SUKU
Predicción de precios de Router Protocol¿Cómo leer y predecir los movimientos de precio de Fideum?
Los traders de Fideum 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 Fideum
Las medias móviles son herramientas populares para la predicción de precios de Fideum. Una media móvil simple (SMA) calcula el precio de cierre promedio de FI 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 FI 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 FI.
¿Cómo leer gráficos de Fideum 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 Fideum 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 FI 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 Fideum?
La acción del precio de Fideum 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 FI. La capitalización de mercado de Fideum puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de FI, grandes poseedores de Fideum, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Fideum.
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