Lympo Market Preisvorhersage bis zu $0.000398 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.000133 | $0.000398 |
| 2027 | $0.000128 | $0.000337 |
| 2028 | $0.000231 | $0.000567 |
| 2029 | $0.0005093 | $0.001675 |
| 2030 | $0.000433 | $0.001252 |
| 2031 | $0.000512 | $0.001143 |
| 2032 | $0.000781 | $0.002121 |
| 2033 | $0.001816 | $0.005649 |
| 2034 | $0.00146 | $0.003271 |
| 2035 | $0.001726 | $0.003855 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Lympo Market eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,968.73 Gewinn erzielen könnten, was einer Rendite von 39.69% in den nächsten 90 Tagen entspricht.
Langfristige Lympo Market Token Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Lympo Market'
'name_with_ticker' => 'Lympo Market <small>LMT</small>'
'name_lang' => 'Lympo Market Token'
'name_lang_with_ticker' => 'Lympo Market Token <small>LMT</small>'
'name_with_lang' => 'Lympo Market Token/Lympo Market'
'name_with_lang_with_ticker' => 'Lympo Market Token/Lympo Market <small>LMT</small>'
'image' => '/uploads/coins/lympo-market-token.png?1717096009'
'price_for_sd' => 0.0003863
'ticker' => 'LMT'
'marketcap' => '$59.98K'
'low24h' => '$0.0002122'
'high24h' => '$0.0003869'
'volume24h' => '$14.72'
'current_supply' => '155.25M'
'max_supply' => '1.25B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0003863'
'change_24h_pct' => '81.7832%'
'ath_price' => '$1.76'
'ath_days' => 1710
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '02.05.2021'
'ath_pct' => '-99.98%'
'fdv' => '$482.91K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.019048'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000389'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.000341'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.000133'
'current_year_max_price_prediction' => '$0.000398'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.000433'
'grand_prediction_max_price' => '$0.001252'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00039364056079568
107 => 0.00039511027175817
108 => 0.00039842160560195
109 => 0.00037012662045817
110 => 0.00038283023809061
111 => 0.00039029242328167
112 => 0.00035657799911184
113 => 0.00038962599751597
114 => 0.00036963406771747
115 => 0.00036284850647515
116 => 0.00037198437075822
117 => 0.00036842411556219
118 => 0.00036536321720984
119 => 0.00036365518333632
120 => 0.00037036355377726
121 => 0.00037005060027795
122 => 0.00035907440419799
123 => 0.00034475640385866
124 => 0.00034956199474488
125 => 0.00034781607852326
126 => 0.00034148865290844
127 => 0.00034575257379655
128 => 0.00032697642412631
129 => 0.000294673034518
130 => 0.00031601364317283
131 => 0.00031519205295373
201 => 0.00031477776990912
202 => 0.00033081464750212
203 => 0.00032927307175527
204 => 0.00032647509667958
205 => 0.00034143726590198
206 => 0.00033597587286623
207 => 0.00035280659933638
208 => 0.00036389240433275
209 => 0.00036108068559745
210 => 0.00037150693877889
211 => 0.00034967270585297
212 => 0.00035692516219358
213 => 0.00035841988339391
214 => 0.00034125263505629
215 => 0.00032952529261244
216 => 0.00032874321257293
217 => 0.00030840961690264
218 => 0.00031927165958266
219 => 0.00032882980763921
220 => 0.00032425219646238
221 => 0.00032280306151603
222 => 0.00033020637767787
223 => 0.00033078167874876
224 => 0.0003176647533648
225 => 0.00032039217751113
226 => 0.00033176598959787
227 => 0.00032010558662874
228 => 0.00029745132837574
301 => 0.00029183275910937
302 => 0.00029108313839846
303 => 0.00027584513293372
304 => 0.00029220821877398
305 => 0.00028506529330127
306 => 0.00030762970928418
307 => 0.00029474103589013
308 => 0.00029418543094038
309 => 0.0002933455525693
310 => 0.00028022957179172
311 => 0.00028310113801795
312 => 0.00029264666150582
313 => 0.00029605261182431
314 => 0.00029569734330196
315 => 0.00029259988323318
316 => 0.00029401788459111
317 => 0.00028945000815281
318 => 0.00028783699591032
319 => 0.00028274588557906
320 => 0.00027526335984723
321 => 0.00027630385094324
322 => 0.00026147900955912
323 => 0.00025340164915916
324 => 0.00025116594225836
325 => 0.00024817626155397
326 => 0.00025150363464915
327 => 0.00026143701264612
328 => 0.00024945525129808
329 => 0.00022891336188969
330 => 0.00023014796444481
331 => 0.00023292174982938
401 => 0.00022775281911567
402 => 0.00022286085999061
403 => 0.00022711402155266
404 => 0.00021841015221138
405 => 0.00023397357085605
406 => 0.00023355262399769
407 => 0.00023935370403306
408 => 0.00024298123842933
409 => 0.00023462094607414
410 => 0.00023251835515544
411 => 0.00023371608650016
412 => 0.00021392025535151
413 => 0.00023773596229687
414 => 0.0002379419215195
415 => 0.00023617837361385
416 => 0.0002488595023348
417 => 0.00027562063927923
418 => 0.0002655520230965
419 => 0.00026165315058501
420 => 0.00025424139109061
421 => 0.00026411712055016
422 => 0.00026335881861305
423 => 0.00025992948967594
424 => 0.00025785542083462
425 => 0.00026167695626918
426 => 0.00025738189030322
427 => 0.00025661037843522
428 => 0.0002519358559283
429 => 0.00025026726407055
430 => 0.00024903190508763
501 => 0.0002476718962313
502 => 0.00025067173687527
503 => 0.00024387370331414
504 => 0.00023567594125885
505 => 0.00023499438604497
506 => 0.00023687621991345
507 => 0.0002360436485127
508 => 0.00023499040001342
509 => 0.00023297946179312
510 => 0.00023238285938006
511 => 0.00023432152779218
512 => 0.00023213288418629
513 => 0.00023536234704836
514 => 0.00023448411184421
515 => 0.00022957836138521
516 => 0.00022346397997185
517 => 0.00022340954915192
518 => 0.00022209221570601
519 => 0.00022041439350023
520 => 0.00021994766174595
521 => 0.00022675583214894
522 => 0.00024084854113172
523 => 0.00023808180514846
524 => 0.00024008105544287
525 => 0.00024991538816067
526 => 0.00025304142680295
527 => 0.00025082263861894
528 => 0.00024778542450377
529 => 0.00024791904651072
530 => 0.00025829812656949
531 => 0.00025894545706151
601 => 0.00026058105237813
602 => 0.00026268325457917
603 => 0.00025118065274396
604 => 0.00024737727499869
605 => 0.00024557502361962
606 => 0.00024002478693115
607 => 0.00024601024135834
608 => 0.00024252277338632
609 => 0.00024299335196462
610 => 0.00024268688704817
611 => 0.00024285423761562
612 => 0.00023396922056335
613 => 0.00023720645379445
614 => 0.00023182392567604
615 => 0.00022461732474262
616 => 0.00022459316568933
617 => 0.0002263569710582
618 => 0.00022530779060709
619 => 0.00022248447299004
620 => 0.00022288551193186
621 => 0.00021937198880852
622 => 0.00022331211725342
623 => 0.00022342510603876
624 => 0.00022190794196723
625 => 0.00022797825346955
626 => 0.00023046526504495
627 => 0.00022946663515226
628 => 0.00023039519850954
629 => 0.00023819677551962
630 => 0.00023946877297894
701 => 0.00024003371022693
702 => 0.00023927676915446
703 => 0.00023053779701572
704 => 0.00023092540759106
705 => 0.00022808137837293
706 => 0.00022567847338002
707 => 0.00022577457697816
708 => 0.0002270099825003
709 => 0.00023240507087104
710 => 0.00024375871628944
711 => 0.00024418957883367
712 => 0.00024471179680641
713 => 0.00024258767386554
714 => 0.00024194701806145
715 => 0.00024279220843433
716 => 0.00024705604070717
717 => 0.00025802377493207
718 => 0.00025414704514665
719 => 0.00025099520348621
720 => 0.00025376021835283
721 => 0.00025333456598702
722 => 0.00024974163165816
723 => 0.00024964078995818
724 => 0.00024274480025051
725 => 0.00024019550986967
726 => 0.00023806513201637
727 => 0.00023573881501548
728 => 0.0002343596963185
729 => 0.0002364786494353
730 => 0.00023696327908383
731 => 0.00023233015106099
801 => 0.00023169867283147
802 => 0.00023548218518794
803 => 0.00023381720246341
804 => 0.00023552967848517
805 => 0.00023592698761156
806 => 0.00023586301169141
807 => 0.00023412457850496
808 => 0.00023523260397718
809 => 0.00023261179341709
810 => 0.00022976205556601
811 => 0.00022794410036196
812 => 0.00022635769332967
813 => 0.0002272379241537
814 => 0.00022410006198982
815 => 0.0002230961967309
816 => 0.00023485722987855
817 => 0.00024354523151714
818 => 0.00024341890453249
819 => 0.00024264992150208
820 => 0.00024150736870142
821 => 0.00024697245585328
822 => 0.00024506852876744
823 => 0.00024645379480082
824 => 0.00024680640314575
825 => 0.000247873642407
826 => 0.00024825508871059
827 => 0.00024710209304966
828 => 0.00024323249878503
829 => 0.00023358983778756
830 => 0.00022910115306336
831 => 0.00022761981233942
901 => 0.00022767365626127
902 => 0.00022618840052684
903 => 0.00022662587490512
904 => 0.00022603626479128
905 => 0.00022491968587766
906 => 0.00022716897855223
907 => 0.00022742818857936
908 => 0.00022690317679207
909 => 0.00022702683607368
910 => 0.0002226799627104
911 => 0.00022301044605129
912 => 0.00022117027281338
913 => 0.00022082526251489
914 => 0.00021617346481167
915 => 0.00020793213089154
916 => 0.00021249862988893
917 => 0.00020698294124701
918 => 0.000204894066382
919 => 0.00021478247510629
920 => 0.00021378995313214
921 => 0.00021209118695131
922 => 0.00020957835771599
923 => 0.00020864632490937
924 => 0.00020298358862211
925 => 0.00020264900395274
926 => 0.00020545560896345
927 => 0.00020416045732039
928 => 0.00020234157390125
929 => 0.00019575376253438
930 => 0.00018834688140864
1001 => 0.00018857044859183
1002 => 0.000190926439668
1003 => 0.00019777680147067
1004 => 0.00019510024660191
1005 => 0.00019315837533469
1006 => 0.00019279472121878
1007 => 0.0001973466138409
1008 => 0.00020378849555219
1009 => 0.00020681088232214
1010 => 0.00020381578882437
1011 => 0.00020037518668141
1012 => 0.00020058460019163
1013 => 0.00020197773445627
1014 => 0.00020212413316962
1015 => 0.00019988465487417
1016 => 0.00020051505489652
1017 => 0.00019955741961758
1018 => 0.00019368041367841
1019 => 0.00019357411727715
1020 => 0.00019213180524016
1021 => 0.00019208813260489
1022 => 0.00018963440002836
1023 => 0.00018929110587905
1024 => 0.00018441907091743
1025 => 0.00018762585908305
1026 => 0.00018547491394548
1027 => 0.00018223293226651
1028 => 0.00018167401340308
1029 => 0.00018165721162713
1030 => 0.0001849860019176
1031 => 0.00018758696023039
1101 => 0.00018551233055705
1102 => 0.00018503997759544
1103 => 0.00019008347144933
1104 => 0.00018944164088396
1105 => 0.00018888581975371
1106 => 0.00020321169570012
1107 => 0.00019187164702649
1108 => 0.00018692673853744
1109 => 0.00018080647526959
1110 => 0.00018279926385065
1111 => 0.00018321917368483
1112 => 0.00016850104378602
1113 => 0.0001625299003191
1114 => 0.00016048082889905
1115 => 0.00015930155932719
1116 => 0.00015983896727942
1117 => 0.00015446423781392
1118 => 0.00015807614490456
1119 => 0.000153422083502
1120 => 0.00015264181496224
1121 => 0.00016096385327758
1122 => 0.00016212181629252
1123 => 0.00015718158631989
1124 => 0.0001603540137129
1125 => 0.00015920364744015
1126 => 0.00015350186402678
1127 => 0.00015328409783987
1128 => 0.00015042314335042
1129 => 0.00014594630356439
1130 => 0.00014390026765252
1201 => 0.00014283467438512
1202 => 0.00014327435893525
1203 => 0.00014305204097213
1204 => 0.00014160126588115
1205 => 0.00014313519770213
1206 => 0.00013921663576392
1207 => 0.00013765623282612
1208 => 0.00013695143502019
1209 => 0.00013347348575602
1210 => 0.00013900844968638
1211 => 0.0001400989073083
1212 => 0.00014119151346859
1213 => 0.00015070190414004
1214 => 0.00015022679189818
1215 => 0.00015452157517556
1216 => 0.000154354687795
1217 => 0.00015312974603342
1218 => 0.00014796191823443
1219 => 0.00015002172228744
1220 => 0.00014368196557692
1221 => 0.00014843214236599
1222 => 0.00014626436005158
1223 => 0.0001476992129849
1224 => 0.00014511921803533
1225 => 0.0001465470937658
1226 => 0.00014035749526377
1227 => 0.00013457773527257
1228 => 0.00013690367941474
1229 => 0.00013943224670125
1230 => 0.00014491482484538
1231 => 0.00014164944653303
]
'min_raw' => 0.00013347348575602
'max_raw' => 0.00039842160560195
'avg_raw' => 0.00026594754567899
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000133'
'max' => '$0.000398'
'avg' => '$0.000265'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00025284651424398
'max_diff' => 1.2101605601954E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00014282380005178
102 => 0.00013888991234838
103 => 0.00013077317835679
104 => 0.00013081911818971
105 => 0.00012957053549777
106 => 0.00012849157775587
107 => 0.00014202451451276
108 => 0.00014034147990297
109 => 0.00013765978452239
110 => 0.00014124934035563
111 => 0.00014219847589185
112 => 0.00014222549644624
113 => 0.00014484434372233
114 => 0.00014624202298303
115 => 0.00014648837001062
116 => 0.00015060918278348
117 => 0.00015199042487011
118 => 0.00015767956554424
119 => 0.0001461234396628
120 => 0.00014588544885499
121 => 0.00014129985276747
122 => 0.00013839159523335
123 => 0.00014149898364895
124 => 0.00014425170558435
125 => 0.00014138538751118
126 => 0.00014175966814026
127 => 0.00013791187031382
128 => 0.00013928727698106
129 => 0.00014047196249017
130 => 0.00013981784878463
131 => 0.00013883860890799
201 => 0.00014402601377728
202 => 0.00014373332006495
203 => 0.00014856395073715
204 => 0.00015232977278785
205 => 0.00015907879912391
206 => 0.00015203583830753
207 => 0.00015177916482215
208 => 0.00015428818931349
209 => 0.00015199004075153
210 => 0.0001534423913133
211 => 0.00015884480299516
212 => 0.00015895894744099
213 => 0.00015704688090654
214 => 0.00015693053148415
215 => 0.00015729776477781
216 => 0.00015944866164908
217 => 0.00015869707219187
218 => 0.00015956683053967
219 => 0.0001606544766718
220 => 0.0001651534422267
221 => 0.00016623812759081
222 => 0.0001636029045009
223 => 0.00016384083564058
224 => 0.00016285518986646
225 => 0.00016190306839877
226 => 0.00016404329841197
227 => 0.00016795461082741
228 => 0.00016793027875587
301 => 0.0001688376272112
302 => 0.000169402897782
303 => 0.00016697634268881
304 => 0.00016539674455005
305 => 0.00016600246298889
306 => 0.00016697101996343
307 => 0.00016568837301593
308 => 0.0001577712818761
309 => 0.00016017282158219
310 => 0.0001597730879458
311 => 0.00015920381863832
312 => 0.00016161858538334
313 => 0.00016138567523992
314 => 0.00015440911219474
315 => 0.00015485572912549
316 => 0.00015443627244954
317 => 0.0001557916227823
318 => 0.00015191684738568
319 => 0.00015310870220067
320 => 0.00015385622236769
321 => 0.00015429651748878
322 => 0.00015588716537935
323 => 0.00015570052120858
324 => 0.00015587556331564
325 => 0.00015823407422189
326 => 0.0001701626130425
327 => 0.00017081185709167
328 => 0.00016761474194371
329 => 0.00016889192638501
330 => 0.00016644001154725
331 => 0.00016808599840424
401 => 0.00016921214080826
402 => 0.00016412331982922
403 => 0.00016382199287701
404 => 0.00016135995811451
405 => 0.0001626829161391
406 => 0.00016057799479793
407 => 0.00016109446886803
408 => 0.00015965036234263
409 => 0.00016224946656961
410 => 0.00016515566895534
411 => 0.00016588989044739
412 => 0.00016395846980404
413 => 0.00016255999397144
414 => 0.00016010473109597
415 => 0.00016418788797698
416 => 0.00016538192748094
417 => 0.00016418161619578
418 => 0.00016390347784369
419 => 0.00016337640616907
420 => 0.00016401529859109
421 => 0.00016537542448537
422 => 0.00016473401423121
423 => 0.00016515767700428
424 => 0.0001635431113925
425 => 0.00016697714597951
426 => 0.00017243121934911
427 => 0.00017244875508683
428 => 0.00017180734137523
429 => 0.00017154488870389
430 => 0.00017220301809623
501 => 0.00017256002629369
502 => 0.00017468829606823
503 => 0.00017697201433031
504 => 0.00018762913099511
505 => 0.00018463665528078
506 => 0.00019409228318049
507 => 0.00020157045718956
508 => 0.00020381283459396
509 => 0.00020174995289392
510 => 0.00019469294603277
511 => 0.00019434669560893
512 => 0.00020489284325094
513 => 0.00020191307349791
514 => 0.00020155863936733
515 => 0.00019778805904394
516 => 0.00020001693901052
517 => 0.00019952945026613
518 => 0.00019875992543435
519 => 0.00020301247314547
520 => 0.00021097286283313
521 => 0.00020973216144825
522 => 0.00020880603541891
523 => 0.0002047480207496
524 => 0.00020719185197092
525 => 0.00020632165048151
526 => 0.00021006058832351
527 => 0.00020784572437352
528 => 0.00020189049881134
529 => 0.0002028388881108
530 => 0.00020269554097608
531 => 0.0002056456148509
601 => 0.00020476007589902
602 => 0.00020252262528333
603 => 0.00021094565508658
604 => 0.00021039871038251
605 => 0.00021117415292392
606 => 0.000211515526712
607 => 0.0002166424765228
608 => 0.0002187428238162
609 => 0.00021921963942355
610 => 0.00022121480690558
611 => 0.00021916999783904
612 => 0.00022735069202936
613 => 0.00023279037630919
614 => 0.00023910884952379
615 => 0.00024834183713583
616 => 0.00025181352588787
617 => 0.00025118639638869
618 => 0.00025818674222151
619 => 0.00027076620807413
620 => 0.0002537290660982
621 => 0.00027166921796827
622 => 0.00026598957301522
623 => 0.00025252323700399
624 => 0.00025165616372254
625 => 0.00026077572281672
626 => 0.00028100202716258
627 => 0.00027593556732878
628 => 0.00028101031407585
629 => 0.00027509035243435
630 => 0.0002747963764415
701 => 0.00028072279475253
702 => 0.0002945701941685
703 => 0.00028799181376798
704 => 0.00027856009237878
705 => 0.00028552432867872
706 => 0.00027949126268607
707 => 0.00026589707645576
708 => 0.00027593169310243
709 => 0.00026922183072023
710 => 0.00027118012527926
711 => 0.00028528325798994
712 => 0.00028358633174993
713 => 0.00028578231143564
714 => 0.00028190646476916
715 => 0.00027828581281774
716 => 0.00027152759707727
717 => 0.00026952682257253
718 => 0.00027007976466531
719 => 0.00026952654856189
720 => 0.00026574538896631
721 => 0.00026492884791165
722 => 0.0002635679103804
723 => 0.00026398972182849
724 => 0.00026143076111343
725 => 0.00026626004869102
726 => 0.00026715640702096
727 => 0.00027067075979076
728 => 0.00027103563155374
729 => 0.00028082305399398
730 => 0.00027543230618485
731 => 0.00027904888522999
801 => 0.00027872538435963
802 => 0.00025281509333885
803 => 0.00025638530283308
804 => 0.00026193942841264
805 => 0.00025943730236749
806 => 0.00025589988154697
807 => 0.00025304322456989
808 => 0.00024871509714145
809 => 0.00025480685338266
810 => 0.0002628168650538
811 => 0.00027123877866826
812 => 0.00028135715605039
813 => 0.00027909885200959
814 => 0.00027104962264129
815 => 0.00027141070519079
816 => 0.00027364277543103
817 => 0.00027075204166495
818 => 0.00026989950784351
819 => 0.00027352565037551
820 => 0.00027355062162624
821 => 0.00027022448307152
822 => 0.00026652808874488
823 => 0.00026651260071769
824 => 0.00026585486305019
825 => 0.00027520736250423
826 => 0.0002803502915596
827 => 0.00028093992008755
828 => 0.00028031060486175
829 => 0.00028055280331553
830 => 0.00027756024621492
831 => 0.00028440034433168
901 => 0.0002906774947792
902 => 0.00028899508436751
903 => 0.00028647291199164
904 => 0.00028446388020998
905 => 0.0002885218203277
906 => 0.00028834112664204
907 => 0.00029062266934611
908 => 0.00029051916539022
909 => 0.00028975196839201
910 => 0.00028899511176653
911 => 0.00029199596273537
912 => 0.00029113176584853
913 => 0.00029026622662524
914 => 0.00028853025520549
915 => 0.00028876620255287
916 => 0.00028624446566562
917 => 0.00028507779479475
918 => 0.00026753386413172
919 => 0.00026284555259409
920 => 0.00026432059084321
921 => 0.00026480621173417
922 => 0.00026276585254476
923 => 0.00026569120349711
924 => 0.0002652352906499
925 => 0.0002670089808383
926 => 0.00026590085621326
927 => 0.0002659463340344
928 => 0.00026920509227955
929 => 0.00027015112366187
930 => 0.00026966996446541
1001 => 0.00027000695187344
1002 => 0.00027777268445788
1003 => 0.00027666864561852
1004 => 0.00027608214698942
1005 => 0.00027624461111789
1006 => 0.0002782289222924
1007 => 0.00027878442108189
1008 => 0.00027643073367661
1009 => 0.00027754074626344
1010 => 0.0002822670389766
1011 => 0.00028392097394121
1012 => 0.00028919954041441
1013 => 0.00028695711155755
1014 => 0.00029107318677435
1015 => 0.00030372459871735
1016 => 0.00031383142198853
1017 => 0.00030453676962622
1018 => 0.00032309666346756
1019 => 0.0003375482030817
1020 => 0.00033699352892101
1021 => 0.00033447356871915
1022 => 0.00031802087508252
1023 => 0.00030288086110225
1024 => 0.00031554612567569
1025 => 0.00031557841203973
1026 => 0.0003144904545806
1027 => 0.00030773324424036
1028 => 0.00031425531830786
1029 => 0.00031477301686265
1030 => 0.00031448324333912
1031 => 0.00030930250601438
1101 => 0.0003013924776798
1102 => 0.00030293807828244
1103 => 0.00030546980359897
1104 => 0.00030067671940155
1105 => 0.00029914503857726
1106 => 0.00030199272464381
1107 => 0.0003111685624892
1108 => 0.00030943392349654
1109 => 0.00030938862506222
1110 => 0.00031681014627423
1111 => 0.00031149793875095
1112 => 0.00030295757325574
1113 => 0.00030080101833462
1114 => 0.0002931467011941
1115 => 0.0002984335653068
1116 => 0.00029862383013419
1117 => 0.00029572826869011
1118 => 0.00030319253210858
1119 => 0.00030312374760712
1120 => 0.00031020995481396
1121 => 0.00032375612153556
1122 => 0.0003197498534696
1123 => 0.00031509099958962
1124 => 0.00031559754618238
1125 => 0.00032115311204143
1126 => 0.00031779409010181
1127 => 0.00031900201781123
1128 => 0.00032115128369817
1129 => 0.00032244798917103
1130 => 0.00031541097022
1201 => 0.00031377030448299
1202 => 0.00031041407818048
1203 => 0.00030953850138509
1204 => 0.00031227207767852
1205 => 0.00031155187690388
1206 => 0.00029860783911219
1207 => 0.00029725511514301
1208 => 0.0002972966012559
1209 => 0.00029389511251689
1210 => 0.00028870702573905
1211 => 0.00030234100802664
1212 => 0.00030124600844149
1213 => 0.00030003721364571
1214 => 0.00030018528411091
1215 => 0.00030610333372342
1216 => 0.00030267056607949
1217 => 0.00031179714148042
1218 => 0.00030992099194796
1219 => 0.00030799672625935
1220 => 0.00030773073412661
1221 => 0.00030699005600713
1222 => 0.00030444999514125
1223 => 0.00030138271901169
1224 => 0.00029935743762805
1225 => 0.0002761414122376
1226 => 0.00028045017150866
1227 => 0.00028540700629425
1228 => 0.00028711808579897
1229 => 0.00028419116590305
1230 => 0.00030456556777852
1231 => 0.00030828816733379
]
'min_raw' => 0.00012849157775587
'max_raw' => 0.0003375482030817
'avg_raw' => 0.00023301989041878
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000128'
'max' => '$0.000337'
'avg' => '$0.000233'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -4.9819080001464E-6
'max_diff' => -6.0873402520258E-5
'year' => 2027
]
2 => [
'items' => [
101 => 0.00029701217046172
102 => 0.00029490289184287
103 => 0.00030470385173362
104 => 0.00029879267480088
105 => 0.00030145447741175
106 => 0.00029570111609524
107 => 0.00030739150211137
108 => 0.00030730244095668
109 => 0.00030275461675706
110 => 0.00030659840662842
111 => 0.00030593045354725
112 => 0.00030079597122668
113 => 0.00030755427435914
114 => 0.00030755762639318
115 => 0.00030318044447927
116 => 0.00029806885429216
117 => 0.00029715502269707
118 => 0.00029646657334618
119 => 0.00030128516107414
120 => 0.00030560549176369
121 => 0.00031364455607615
122 => 0.00031566576784775
123 => 0.00032355469195203
124 => 0.00031885722175268
125 => 0.00032093954944963
126 => 0.0003232002107279
127 => 0.00032428405487777
128 => 0.00032251798899784
129 => 0.00033477273534248
130 => 0.0003358074114097
131 => 0.00033615432934512
201 => 0.00033202209782826
202 => 0.00033569248657606
203 => 0.00033397523323146
204 => 0.00033844304936739
205 => 0.00033914365998544
206 => 0.00033855026771689
207 => 0.00033877265258545
208 => 0.00032831538846569
209 => 0.00032777312415462
210 => 0.00032037931179583
211 => 0.00032339234498434
212 => 0.00031775962385686
213 => 0.00031954581774984
214 => 0.00032033315499839
215 => 0.00031992189470074
216 => 0.0003235626973601
217 => 0.0003204672713328
218 => 0.00031229793311161
219 => 0.00030412636915969
220 => 0.00030402378183068
221 => 0.00030187235328222
222 => 0.00030031726449548
223 => 0.00030061682976555
224 => 0.00030167253685017
225 => 0.00030025590488055
226 => 0.00030055821513634
227 => 0.000305578579665
228 => 0.00030658537796763
229 => 0.00030316388395382
301 => 0.00028942609176918
302 => 0.00028605480310843
303 => 0.00028847801854222
304 => 0.00028731987763992
305 => 0.00023188956565245
306 => 0.00024491209524446
307 => 0.00023717455036421
308 => 0.00024074036703235
309 => 0.00023284233733714
310 => 0.0002366116910789
311 => 0.00023591562907755
312 => 0.00025685547129686
313 => 0.00025652852446241
314 => 0.00025668501661042
315 => 0.00024921523864795
316 => 0.00026111479776874
317 => 0.00026697694848595
318 => 0.00026589202040428
319 => 0.00026616507342858
320 => 0.0002614731178032
321 => 0.00025673044499698
322 => 0.00025147009096277
323 => 0.00026124317855892
324 => 0.0002601565780504
325 => 0.00026264884867043
326 => 0.00026898739457126
327 => 0.00026992076953295
328 => 0.00027117523494682
329 => 0.00027072559839488
330 => 0.00028143776525048
331 => 0.00028014045116311
401 => 0.00028326660485093
402 => 0.00027683586953324
403 => 0.00026955888211028
404 => 0.00027094199951674
405 => 0.00027080879418817
406 => 0.00026911293746951
407 => 0.00026758199385079
408 => 0.0002650334040663
409 => 0.00027309751926474
410 => 0.00027277013091449
411 => 0.00027807016775776
412 => 0.0002771333347639
413 => 0.00027087693474898
414 => 0.00027110038329947
415 => 0.00027260318218723
416 => 0.00027780438629641
417 => 0.00027934845780099
418 => 0.00027863318235946
419 => 0.00028032618627469
420 => 0.00028166426753996
421 => 0.00028049422868015
422 => 0.00029705951154153
423 => 0.00029018045116999
424 => 0.00029353325733089
425 => 0.00029433288184438
426 => 0.00029228466046736
427 => 0.00029272884634273
428 => 0.0002934016669105
429 => 0.00029748690164625
430 => 0.00030820773966506
501 => 0.00031295592584437
502 => 0.00032724107823622
503 => 0.00031256165508012
504 => 0.00031169063885953
505 => 0.00031426382617558
506 => 0.00032265072286654
507 => 0.00032944751489342
508 => 0.00033170240292508
509 => 0.00033200042360261
510 => 0.00033623074345211
511 => 0.00033865548389906
512 => 0.00033571707135393
513 => 0.00033322707438655
514 => 0.00032430821431919
515 => 0.00032534059665724
516 => 0.00033245268720207
517 => 0.00034249893399669
518 => 0.0003511196588803
519 => 0.00034810098148865
520 => 0.00037113135913279
521 => 0.00037341472700555
522 => 0.00037309923939566
523 => 0.0003783010912205
524 => 0.00036797647468689
525 => 0.00036356250108874
526 => 0.00033376543999356
527 => 0.00034213719875498
528 => 0.00035430604177085
529 => 0.00035269544976688
530 => 0.00034385811069465
531 => 0.00035111295496615
601 => 0.00034871427657004
602 => 0.00034682233939776
603 => 0.00035548967035402
604 => 0.00034595958393328
605 => 0.00035421097186867
606 => 0.00034362848149186
607 => 0.00034811477055271
608 => 0.00034556813590438
609 => 0.00034721612062565
610 => 0.00033758203561898
611 => 0.00034278035403438
612 => 0.00033736576848241
613 => 0.00033736320126386
614 => 0.00033724367398769
615 => 0.00034361390987765
616 => 0.00034382164304132
617 => 0.00033911402909375
618 => 0.00033843558837716
619 => 0.00034094413929158
620 => 0.00033800728316131
621 => 0.00033938141966032
622 => 0.00033804890435601
623 => 0.00033774892709395
624 => 0.0003353586572329
625 => 0.00033432886325492
626 => 0.0003347326720082
627 => 0.00033335426455555
628 => 0.00033252372420615
629 => 0.0003370784586078
630 => 0.00033464504775446
701 => 0.0003367055034945
702 => 0.00033435735412848
703 => 0.00032621764538587
704 => 0.00032153641281214
705 => 0.00030616125754874
706 => 0.00031052163250862
707 => 0.00031341256561815
708 => 0.0003124571122427
709 => 0.00031450979580455
710 => 0.00031463581390404
711 => 0.00031396846555345
712 => 0.00031319576165609
713 => 0.00031281965213206
714 => 0.00031562286438343
715 => 0.00031725022344714
716 => 0.00031370270943139
717 => 0.0003128715765325
718 => 0.00031645830906604
719 => 0.00031864621383951
720 => 0.00033480047340934
721 => 0.00033360371368283
722 => 0.00033660734574412
723 => 0.00033626918286851
724 => 0.00033941746778485
725 => 0.00034456358305859
726 => 0.00033410009183062
727 => 0.00033591619210749
728 => 0.00033547092625948
729 => 0.00034033222203307
730 => 0.00034034739846785
731 => 0.00033743280881185
801 => 0.00033901285514818
802 => 0.00033813091662954
803 => 0.00033972469873386
804 => 0.00033358773022705
805 => 0.00034106189542353
806 => 0.00034529926546537
807 => 0.00034535810135251
808 => 0.00034736658112249
809 => 0.0003494073128921
810 => 0.00035332431981358
811 => 0.00034929806969502
812 => 0.00034205523767928
813 => 0.00034257814675661
814 => 0.00033833167699583
815 => 0.00033840306091969
816 => 0.00033802200793964
817 => 0.00033916557661712
818 => 0.00033383867924332
819 => 0.0003350888914097
820 => 0.00033333858705553
821 => 0.00033591238728765
822 => 0.00033314340370231
823 => 0.00033547071153881
824 => 0.00033647510044956
825 => 0.0003401813171532
826 => 0.00033259599248175
827 => 0.00031712900199533
828 => 0.00032038035091471
829 => 0.00031557135047501
830 => 0.00031601644177486
831 => 0.00031691559703631
901 => 0.00031400114064864
902 => 0.00031455712708233
903 => 0.00031453726333451
904 => 0.00031436608828699
905 => 0.00031360792561891
906 => 0.00031250843975229
907 => 0.00031688845304102
908 => 0.00031763270264894
909 => 0.00031928707733431
910 => 0.00032420937422493
911 => 0.0003237175206898
912 => 0.0003245197542124
913 => 0.00032276848293692
914 => 0.00031609767822656
915 => 0.00031645993501654
916 => 0.00031194258704069
917 => 0.00031917155859019
918 => 0.00031745964270951
919 => 0.00031635595940456
920 => 0.00031605480918925
921 => 0.00032098930750177
922 => 0.00032246578673567
923 => 0.00032154574395994
924 => 0.00031965870938499
925 => 0.00032328237362059
926 => 0.00032425191329991
927 => 0.00032446895747886
928 => 0.00033088939573564
929 => 0.00032482778865525
930 => 0.00032628687772669
1001 => 0.00033767027414675
1002 => 0.00032734710439508
1003 => 0.0003328155176467
1004 => 0.00033254786727428
1005 => 0.00033534532245279
1006 => 0.00033231839429804
1007 => 0.00033235591670026
1008 => 0.00033483986738275
1009 => 0.00033135160663206
1010 => 0.00033048786421467
1011 => 0.00032929461025128
1012 => 0.00033190003662601
1013 => 0.00033346187190437
1014 => 0.00034604911720628
1015 => 0.00035418105171944
1016 => 0.00035382802299577
1017 => 0.00035705404468801
1018 => 0.00035560069236868
1019 => 0.0003509074343546
1020 => 0.0003589182535028
1021 => 0.0003563832951374
1022 => 0.00035659227402507
1023 => 0.00035658449582043
1024 => 0.00035827002152351
1025 => 0.00035707567208672
1026 => 0.00035472148674934
1027 => 0.00035628430484152
1028 => 0.00036092531585761
1029 => 0.00037533115645516
1030 => 0.00038339285570555
1031 => 0.00037484583203772
1101 => 0.00038074145451458
1102 => 0.00037720618185355
1103 => 0.00037656371764578
1104 => 0.00038026660424433
1105 => 0.00038397597225569
1106 => 0.00038373970154941
1107 => 0.00038104689085132
1108 => 0.00037952579041551
1109 => 0.00039104407252149
1110 => 0.00039953054656836
1111 => 0.00039895182593241
1112 => 0.00040150611060947
1113 => 0.00040900556942238
1114 => 0.00040969122594995
1115 => 0.00040960484898711
1116 => 0.00040790537774266
1117 => 0.00041528956887175
1118 => 0.00042144959102412
1119 => 0.00040751199925201
1120 => 0.00041281925174236
1121 => 0.00041520184837427
1122 => 0.00041870020711449
1123 => 0.00042460252470223
1124 => 0.00043101400711494
1125 => 0.00043192066102642
1126 => 0.00043127734668884
1127 => 0.00042704880168776
1128 => 0.00043406432224864
1129 => 0.000438173849659
1130 => 0.00044062097918701
1201 => 0.00044682649250651
1202 => 0.00041521656247994
1203 => 0.00039284148289167
1204 => 0.00038934729111389
1205 => 0.0003964528674963
1206 => 0.00039832655132243
1207 => 0.00039757127172152
1208 => 0.00037238608539169
1209 => 0.00038921469632006
1210 => 0.0004073208666892
1211 => 0.00040801639843277
1212 => 0.00041708072590173
1213 => 0.00042003244248496
1214 => 0.00042733041418603
1215 => 0.00042687392406911
1216 => 0.00042865086404223
1217 => 0.00042824237631472
1218 => 0.0004417603321217
1219 => 0.00045667264481267
1220 => 0.00045615627884243
1221 => 0.00045401245745863
1222 => 0.00045719639778944
1223 => 0.00047258750258707
1224 => 0.00047117053629473
1225 => 0.00047254699835084
1226 => 0.00049069397831189
1227 => 0.00051428763363907
1228 => 0.00050332601197533
1229 => 0.00052710957686398
1230 => 0.00054208007024878
1231 => 0.00056796999057988
]
'min_raw' => 0.00023188956565245
'max_raw' => 0.00056796999057988
'avg_raw' => 0.00039992977811616
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000231'
'max' => '$0.000567'
'avg' => '$0.000399'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00010339798789658
'max_diff' => 0.00023042178749819
'year' => 2028
]
3 => [
'items' => [
101 => 0.00056472844504388
102 => 0.00057480720103977
103 => 0.00055892540200347
104 => 0.00052245758117498
105 => 0.00051668640893566
106 => 0.00052824044190814
107 => 0.00055664490454491
108 => 0.00052734588429681
109 => 0.00053327303793387
110 => 0.00053156601728766
111 => 0.00053147505741179
112 => 0.00053494662591305
113 => 0.00052991093473714
114 => 0.00050939462298292
115 => 0.00051879712775649
116 => 0.00051516636911805
117 => 0.00051919496651839
118 => 0.00054093564516806
119 => 0.00053132357290399
120 => 0.00052119803559514
121 => 0.00053389770641705
122 => 0.0005500687514537
123 => 0.00054905679651747
124 => 0.00054709318097683
125 => 0.00055816197896784
126 => 0.00057644439039548
127 => 0.00058138605273969
128 => 0.00058503388685435
129 => 0.0005855368615481
130 => 0.00059071781349075
131 => 0.00056285852912714
201 => 0.00060707192888935
202 => 0.00061470636165776
203 => 0.00061327140471212
204 => 0.00062175675542817
205 => 0.00061926014999493
206 => 0.00061564296042757
207 => 0.00062909404619837
208 => 0.0006136734618088
209 => 0.0005917858836654
210 => 0.00057977792540872
211 => 0.00059559097349548
212 => 0.00060524745016273
213 => 0.00061162976697252
214 => 0.00061356105218286
215 => 0.00056502116606708
216 => 0.00053886085959617
217 => 0.0005556293161155
218 => 0.00057608799036613
219 => 0.0005627448801587
220 => 0.00056326790481698
221 => 0.00054424413616886
222 => 0.00057777117176916
223 => 0.00057288656468895
224 => 0.0005982279148618
225 => 0.00059217999826601
226 => 0.00061284488558642
227 => 0.00060740312819916
228 => 0.0006299915588691
301 => 0.00063900269542068
302 => 0.0006541337961622
303 => 0.00066526429546233
304 => 0.00067180033754389
305 => 0.00067140793809339
306 => 0.00069730699306375
307 => 0.00068203522519179
308 => 0.00066285028546527
309 => 0.00066250329043333
310 => 0.00067243944257039
311 => 0.00069326289159945
312 => 0.00069866210896383
313 => 0.00070167953489574
314 => 0.00069705824204367
315 => 0.00068048183255612
316 => 0.00067332422298369
317 => 0.00067942271371531
318 => 0.00067196478359983
319 => 0.00068483926330476
320 => 0.0007025186737801
321 => 0.00069886794542891
322 => 0.00071107178295917
323 => 0.00072370147092183
324 => 0.00074176249194322
325 => 0.00074648431163588
326 => 0.00075428930003314
327 => 0.00076232319689903
328 => 0.00076490346805277
329 => 0.00076983000629637
330 => 0.00076980404100802
331 => 0.00078465049559937
401 => 0.00080102659477006
402 => 0.00080720819309943
403 => 0.00082142243760249
404 => 0.00079708104201753
405 => 0.00081554427018252
406 => 0.00083219856415191
407 => 0.00081234262830565
408 => 0.00083970941003002
409 => 0.00084077200014992
410 => 0.00085681584939525
411 => 0.0008405523345555
412 => 0.00083089511135863
413 => 0.00085877515287656
414 => 0.00087226542675401
415 => 0.00086820204647463
416 => 0.00083727952191474
417 => 0.00081928128629141
418 => 0.0007721764320648
419 => 0.00082797416667449
420 => 0.00085515161556064
421 => 0.00083720913888771
422 => 0.00084625828047
423 => 0.00089562746274894
424 => 0.00091442405094293
425 => 0.00091051449199665
426 => 0.00091117514310175
427 => 0.00092131744090902
428 => 0.00096629397485186
429 => 0.00093934299316541
430 => 0.00095994600883068
501 => 0.00097087377404984
502 => 0.00098102409139637
503 => 0.00095609812003404
504 => 0.00092366979752689
505 => 0.0009133983865405
506 => 0.00083542511319016
507 => 0.00083136626569151
508 => 0.00082908791159485
509 => 0.00081472321129501
510 => 0.00080343649168189
511 => 0.00079446087319651
512 => 0.0007709061699443
513 => 0.00077885519083635
514 => 0.00074131391010097
515 => 0.00076533149113417
516 => 0.00070541470061457
517 => 0.00075531518419633
518 => 0.00072815661967936
519 => 0.00074639286532526
520 => 0.00074632924078216
521 => 0.00071275053074111
522 => 0.00069338303155924
523 => 0.00070572475583227
524 => 0.00071895606394026
525 => 0.00072110279916531
526 => 0.00073825753549979
527 => 0.00074304505367092
528 => 0.00072853865010455
529 => 0.00070417305830884
530 => 0.000709832629563
531 => 0.00069326834052841
601 => 0.00066424006113146
602 => 0.00068508867817948
603 => 0.00069220731268866
604 => 0.00069535130722758
605 => 0.00066680532836109
606 => 0.00065783556203789
607 => 0.00065306013371104
608 => 0.00070048813090223
609 => 0.00070308634365101
610 => 0.00068979351987798
611 => 0.00074987834380937
612 => 0.00073627929764478
613 => 0.00075147276405783
614 => 0.00070931908279251
615 => 0.0007109294101843
616 => 0.00069097318193059
617 => 0.00070214733627701
618 => 0.00069424980414477
619 => 0.00070124457503097
620 => 0.00070543721185964
621 => 0.00072539016549266
622 => 0.00075554301487595
623 => 0.00072240985959225
624 => 0.00070797326935962
625 => 0.00071692964874548
626 => 0.0007407816673079
627 => 0.00077691869639232
628 => 0.00075552484784886
629 => 0.00076501907454134
630 => 0.0007670931407049
701 => 0.00075131810883227
702 => 0.00077750034431874
703 => 0.00079153161702003
704 => 0.00080592479944879
705 => 0.00081842199646386
706 => 0.00080017584587388
707 => 0.00081970184248811
708 => 0.00080396733601944
709 => 0.00078985185711366
710 => 0.00078987326446854
711 => 0.00078101841835671
712 => 0.00076386103823261
713 => 0.00076069695409629
714 => 0.00077715691935321
715 => 0.00079035625272475
716 => 0.00079144341304177
717 => 0.00079875124220249
718 => 0.00080307594022317
719 => 0.00084546385996777
720 => 0.00086251263194031
721 => 0.00088335954759159
722 => 0.00089148059610555
723 => 0.00091592204057555
724 => 0.00089618358912896
725 => 0.00089191305099781
726 => 0.00083262610144915
727 => 0.00084233433611643
728 => 0.00085787815652405
729 => 0.00083288241332253
730 => 0.00084873645915689
731 => 0.0008518663836392
801 => 0.00083203306753328
802 => 0.00084262689861245
803 => 0.00081449282411817
804 => 0.00075615626081837
805 => 0.00077756528959008
806 => 0.00079332954096722
807 => 0.00077083201053386
808 => 0.00081115796306099
809 => 0.00078760037409127
810 => 0.00078013374935156
811 => 0.00075100378419805
812 => 0.00076475200643532
813 => 0.00078334667386682
814 => 0.00077185733125627
815 => 0.00079569944230664
816 => 0.00082946623001272
817 => 0.00085353045377905
818 => 0.00085537780607317
819 => 0.0008399061223692
820 => 0.00086469959424378
821 => 0.00086488018761874
822 => 0.0008369130500599
823 => 0.00081978333402679
824 => 0.00081589142650284
825 => 0.00082561417455109
826 => 0.00083741938559997
827 => 0.00085603291312629
828 => 0.00086728067797725
829 => 0.00089660888335504
830 => 0.00090454425482473
831 => 0.00091326282221561
901 => 0.00092491351695643
902 => 0.00093890316316961
903 => 0.00090829461368618
904 => 0.00090951074841863
905 => 0.00088100849094387
906 => 0.00085054974119491
907 => 0.00087366413551762
908 => 0.00090388313131554
909 => 0.00089695086029047
910 => 0.00089617083818671
911 => 0.00089748261900515
912 => 0.00089225591303906
913 => 0.00086861571566518
914 => 0.00085674375653948
915 => 0.00087206161267142
916 => 0.00088020237148621
917 => 0.00089282797845916
918 => 0.00089127160590551
919 => 0.00092379381357665
920 => 0.00093643096005714
921 => 0.00093319783721344
922 => 0.00093379280962613
923 => 0.00095667175970027
924 => 0.00098211785759766
925 => 0.0010059514861869
926 => 0.0010301960768661
927 => 0.0010009682765199
928 => 0.00098612820202419
929 => 0.0010014393708593
930 => 0.0009933150491551
1001 => 0.001039999811498
1002 => 0.0010432321631521
1003 => 0.0010899135496553
1004 => 0.0011342197441629
1005 => 0.0011063918172206
1006 => 0.0011326322989298
1007 => 0.0011610135193162
1008 => 0.0012157654981286
1009 => 0.0011973269578624
1010 => 0.0011832033249873
1011 => 0.0011698565601652
1012 => 0.0011976290590208
1013 => 0.0012333579351219
1014 => 0.0012410535928272
1015 => 0.0012535234982772
1016 => 0.001240412917444
1017 => 0.0012562031679745
1018 => 0.0013119496909349
1019 => 0.0012968864883429
1020 => 0.0012754943191315
1021 => 0.0013195008450557
1022 => 0.0013354266357167
1023 => 0.0014472021749765
1024 => 0.0015883234105093
1025 => 0.0015298982923468
1026 => 0.0014936319361365
1027 => 0.0015021553900954
1028 => 0.0015536880880566
1029 => 0.0015702387550757
1030 => 0.0015252483367608
1031 => 0.0015411397131012
1101 => 0.0016287027591426
1102 => 0.0016756775239849
1103 => 0.0016118794837764
1104 => 0.0014358632211082
1105 => 0.0012735681883508
1106 => 0.0013166161392786
1107 => 0.0013117358375768
1108 => 0.0014058114068358
1109 => 0.0012965272359428
1110 => 0.0012983673011057
1111 => 0.0013943882535092
1112 => 0.0013687715096238
1113 => 0.0013272756652742
1114 => 0.0012738711539366
1115 => 0.0011751479754096
1116 => 0.0010877061030888
1117 => 0.0012591997513705
1118 => 0.0012518046334156
1119 => 0.0012410954067219
1120 => 0.0012649276318694
1121 => 0.0013806501522907
1122 => 0.0013779823736378
1123 => 0.0013610113269603
1124 => 0.0013738837162892
1125 => 0.0013250190731877
1126 => 0.0013376126043422
1127 => 0.0012735424799884
1128 => 0.0013025048520011
1129 => 0.0013271866338289
1130 => 0.0013321418669509
1201 => 0.0013433062601952
1202 => 0.0012479077422901
1203 => 0.0012907388760762
1204 => 0.001315898154441
1205 => 0.0012022276194865
1206 => 0.0013136512534435
1207 => 0.0012462470663359
1208 => 0.0012233690728547
1209 => 0.0012541712771307
1210 => 0.0012421676281683
1211 => 0.0012318475956682
1212 => 0.0012260888402125
1213 => 0.0012487065795176
1214 => 0.001247651434945
1215 => 0.0012106444235278
1216 => 0.0011623702857329
1217 => 0.0011785726709215
1218 => 0.0011726861924843
1219 => 0.0011513528352572
1220 => 0.0011657289422289
1221 => 0.0011024238427068
1222 => 0.0009935107092917
1223 => 0.0010654620613252
1224 => 0.0010626920125399
1225 => 0.0010612952283307
1226 => 0.0011153646807945
1227 => 0.0011101671505346
1228 => 0.0011007335822186
1229 => 0.0011511795803772
1230 => 0.0011327661124549
1231 => 0.0011895120818328
]
'min_raw' => 0.00050939462298292
'max_raw' => 0.0016756775239849
'avg_raw' => 0.0010925360734839
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0005093'
'max' => '$0.001675'
'avg' => '$0.001092'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00027750505733047
'max_diff' => 0.001107707533405
'year' => 2029
]
4 => [
'items' => [
101 => 0.0012268886473642
102 => 0.0012174087413402
103 => 0.0012525615818792
104 => 0.001178945941152
105 => 0.0012033981040547
106 => 0.0012084376609397
107 => 0.0011505570845904
108 => 0.0011110175307641
109 => 0.0011083806933078
110 => 0.0010398245558591
111 => 0.0010764466911184
112 => 0.0011086726546196
113 => 0.0010932389189383
114 => 0.0010883530592914
115 => 0.001113313856614
116 => 0.0011152535243408
117 => 0.0010710288946143
118 => 0.0010802245955463
119 => 0.0011185721970909
120 => 0.0010792583343772
121 => 0.0010028779210074
122 => 0.00098393452244983
123 => 0.00098140712388614
124 => 0.0009300311245782
125 => 0.00098520041092283
126 => 0.00096111753898845
127 => 0.001037195042872
128 => 0.00099373998066557
129 => 0.00099186671978638
130 => 0.00098903501121986
131 => 0.00094481356629971
201 => 0.00095449525231779
202 => 0.0009866786512043
203 => 0.00099816205049894
204 => 0.00099696423787179
205 => 0.00098652093499216
206 => 0.00099130182557209
207 => 0.00097590091124143
208 => 0.00097046252784897
209 => 0.00095329749391714
210 => 0.000928069635999
211 => 0.00093157772437396
212 => 0.00088159473661003
213 => 0.00085436135207829
214 => 0.00084682351017015
215 => 0.00083674359294248
216 => 0.00084796206364265
217 => 0.00088145314108572
218 => 0.00084105579616094
219 => 0.00077179738183166
220 => 0.00077595993054344
221 => 0.00078531194162702
222 => 0.00076788453084252
223 => 0.00075139094910671
224 => 0.00076573078025941
225 => 0.00073638507709055
226 => 0.00078885822965422
227 => 0.00078743897793168
228 => 0.00080699772428943
301 => 0.00081922820977281
302 => 0.00079104090040032
303 => 0.00078395186831973
304 => 0.00078799010317138
305 => 0.00072124707635289
306 => 0.00080154339507874
307 => 0.00080223780097746
308 => 0.00079629187608658
309 => 0.00083904718693738
310 => 0.00092927422854845
311 => 0.00089532718612003
312 => 0.00088218186523695
313 => 0.00085719260062906
314 => 0.00089048931200337
315 => 0.00088793264407943
316 => 0.00087637042213988
317 => 0.00086937755423452
318 => 0.00088226212776319
319 => 0.00086778101298705
320 => 0.00086517980685883
321 => 0.00084941932786202
322 => 0.00084379355391626
323 => 0.00083962845485534
324 => 0.00083504309004344
325 => 0.00084515726221677
326 => 0.00082223721744185
327 => 0.00079459789032299
328 => 0.00079229997933472
329 => 0.00079864471360773
330 => 0.00079583764100184
331 => 0.00079228654015104
401 => 0.0007855065215421
402 => 0.000783495034853
403 => 0.00079003139075796
404 => 0.00078265222603449
405 => 0.00079354058554787
406 => 0.00079057955424064
407 => 0.00077403947405956
408 => 0.00075342441023194
409 => 0.00075324089292231
410 => 0.00074879941123613
411 => 0.00074314251652754
412 => 0.00074156889783183
413 => 0.00076452311967677
414 => 0.00081203767193376
415 => 0.00080270942839884
416 => 0.00080945004034967
417 => 0.00084260717971889
418 => 0.0008531468372544
419 => 0.00084566603798117
420 => 0.00083542585854036
421 => 0.00083587637446597
422 => 0.00087087016752833
423 => 0.00087305268747737
424 => 0.00087856721128097
425 => 0.00088565493277284
426 => 0.00084687310759941
427 => 0.00083404975398789
428 => 0.00082797333763418
429 => 0.00080926032713383
430 => 0.00082944070462619
501 => 0.00081768246287132
502 => 0.00081926905140278
503 => 0.00081823578354027
504 => 0.00081880001766247
505 => 0.00078884356233867
506 => 0.00079975812019373
507 => 0.00078161055084639
508 => 0.00075731299265057
509 => 0.00075723153871568
510 => 0.00076317833166178
511 => 0.00075964094651941
512 => 0.00075012193405577
513 => 0.00075147406484776
514 => 0.00073962797633107
515 => 0.00075291239447404
516 => 0.00075329334405245
517 => 0.00074817811946026
518 => 0.00076864459850595
519 => 0.00077702973167002
520 => 0.00077366278126471
521 => 0.00077679349745398
522 => 0.00080309705903221
523 => 0.00080738568727431
524 => 0.00080929041264858
525 => 0.00080673833297482
526 => 0.00077727427827351
527 => 0.00077858113439034
528 => 0.00076899229131764
529 => 0.0007608907293686
530 => 0.00076121474935946
531 => 0.00076538000533061
601 => 0.00078356992244561
602 => 0.00082184953065996
603 => 0.00082330221380967
604 => 0.00082506290816487
605 => 0.00081790127936819
606 => 0.00081574126359555
607 => 0.00081859088194703
608 => 0.00083296669014616
609 => 0.00086994517182817
610 => 0.000856874506692
611 => 0.00084624785247926
612 => 0.00085557029314923
613 => 0.0008541351764798
614 => 0.00084202134753938
615 => 0.00084168135270739
616 => 0.00081843104194534
617 => 0.00080983593144058
618 => 0.00080265321376992
619 => 0.00079480987358316
620 => 0.00079016007860931
621 => 0.00079730427698317
622 => 0.00079893823967894
623 => 0.00078331732507527
624 => 0.00078118825213605
625 => 0.00079394462820227
626 => 0.00078833102270116
627 => 0.00079410475516977
628 => 0.00079544431062865
629 => 0.00079522861134719
630 => 0.00078936736248555
701 => 0.000793103147725
702 => 0.00078426690194251
703 => 0.00077465881181526
704 => 0.00076852944891924
705 => 0.00076318076685045
706 => 0.00076614852652944
707 => 0.00075556900516535
708 => 0.00075218440335728
709 => 0.0007918375477437
710 => 0.0008211297518451
711 => 0.00082070383159648
712 => 0.0008181111516208
713 => 0.00081425895508286
714 => 0.00083268487797556
715 => 0.0008262656548777
716 => 0.00083093617602543
717 => 0.00083212501967868
718 => 0.00083572329136028
719 => 0.00083700936420455
720 => 0.00083312195883414
721 => 0.0008200753516045
722 => 0.00078756444682242
723 => 0.00077243053288485
724 => 0.00076743608921018
725 => 0.00076761762775195
726 => 0.00076260998434605
727 => 0.00076408495975592
728 => 0.00076209704809184
729 => 0.00075833242432754
730 => 0.00076591607162042
731 => 0.00076679001632437
801 => 0.00076501990242837
802 => 0.00076543682832994
803 => 0.00075078104129662
804 => 0.00075189528895406
805 => 0.00074569101640565
806 => 0.00074452779009645
807 => 0.00072884392936188
808 => 0.00070105769665862
809 => 0.00071645396685109
810 => 0.00069785743750178
811 => 0.0006908146500538
812 => 0.0007241541104544
813 => 0.00072080775332287
814 => 0.00071508024454016
815 => 0.00070660806533312
816 => 0.00070346565165317
817 => 0.00068437334090105
818 => 0.0006832452653283
819 => 0.0006927079300728
820 => 0.00068834123588363
821 => 0.00068220874344562
822 => 0.00065999747747592
823 => 0.00063502466062854
824 => 0.00063577843299564
825 => 0.00064372182139901
826 => 0.0006668182944937
827 => 0.00065779410288256
828 => 0.00065124694832802
829 => 0.00065002086308669
830 => 0.00066536788686517
831 => 0.0006870871408126
901 => 0.00069727732882382
902 => 0.00068717916198531
903 => 0.00067557893164515
904 => 0.00067628498391567
905 => 0.00068098203335441
906 => 0.00068147562683771
907 => 0.00067392506940922
908 => 0.0006760505070977
909 => 0.0006728217728948
910 => 0.00065300703705141
911 => 0.00065264865131321
912 => 0.00064778579558146
913 => 0.00064763855024253
914 => 0.00063936561954662
915 => 0.00063820817935419
916 => 0.00062178177332646
917 => 0.00063259368351765
918 => 0.00062534162181216
919 => 0.00061441105423357
920 => 0.00061252662026304
921 => 0.00061246997190237
922 => 0.00062369322077539
923 => 0.00063246253332007
924 => 0.0006254677745304
925 => 0.0006238752035417
926 => 0.00064087969519561
927 => 0.00063871571863326
928 => 0.00063684172888643
929 => 0.00068514241984047
930 => 0.00064690865400043
1001 => 0.00063023654978711
1002 => 0.00060960165487641
1003 => 0.00061632048070951
1004 => 0.00061773623603263
1005 => 0.00056811303349177
1006 => 0.00054798090640112
1007 => 0.00054107231904681
1008 => 0.00053709632935132
1009 => 0.0005389082377829
1010 => 0.00052078696213832
1011 => 0.00053296475906971
1012 => 0.00051727326611481
1013 => 0.00051464253625639
1014 => 0.00054270086946272
1015 => 0.00054660502261397
1016 => 0.00052994869234541
1017 => 0.00054064475279275
1018 => 0.00053676621258818
1019 => 0.00051754225172421
1020 => 0.00051680803782109
1021 => 0.00050716213001445
1022 => 0.00049206815211285
1023 => 0.00048516979918632
1024 => 0.00048157707708794
1025 => 0.00048305950424649
1026 => 0.00048230994371211
1027 => 0.00047741855420298
1028 => 0.00048259031243312
1029 => 0.00046937860727317
1030 => 0.00046411759982453
1031 => 0.00046174132481443
1101 => 0.0004500151760476
1102 => 0.00046867669337765
1103 => 0.00047235324738327
1104 => 0.00047603704533603
1105 => 0.00050810199147911
1106 => 0.0005065001173844
1107 => 0.00052098027905626
1108 => 0.000520417606601
1109 => 0.00051628762992912
1110 => 0.00049886393769864
1111 => 0.00050580871087426
1112 => 0.00048443377849707
1113 => 0.00050044933118818
1114 => 0.00049314050176543
1115 => 0.00049797820860833
1116 => 0.00048927957550636
1117 => 0.00049409375822275
1118 => 0.00047322509472917
1119 => 0.00045373823038889
1120 => 0.00046158031345645
1121 => 0.00047010555460187
1122 => 0.00048859044959619
1123 => 0.00047758099863464
1124 => 0.00048154041351385
1125 => 0.00046827703646656
1126 => 0.00044091090112167
1127 => 0.00044106579047577
1128 => 0.00043685610675662
1129 => 0.0004332183253994
1130 => 0.00047884556651472
1201 => 0.00047317109782209
1202 => 0.00046412957461648
1203 => 0.00047623201272304
1204 => 0.00047943208944993
1205 => 0.00047952319113557
1206 => 0.00048835281756897
1207 => 0.00049306519077928
1208 => 0.00049389576698219
1209 => 0.00050778937495186
1210 => 0.00051244632908217
1211 => 0.0005316276640681
1212 => 0.0004926653788359
1213 => 0.00049186297621139
1214 => 0.0004764023188462
1215 => 0.00046659692552188
1216 => 0.000477073702516
1217 => 0.00048635469671011
1218 => 0.00047669070520648
1219 => 0.00047795261847886
1220 => 0.00046497949946236
1221 => 0.00046961677906877
1222 => 0.00047361102897484
1223 => 0.00047140563894787
1224 => 0.0004681040633354
1225 => 0.00048559376102526
1226 => 0.00048460692373892
1227 => 0.00050089373231412
1228 => 0.00051359046427935
1229 => 0.00053634527777336
1230 => 0.0005125994436571
1231 => 0.00051173405108077
]
'min_raw' => 0.0004332183253994
'max_raw' => 0.0012525615818792
'avg_raw' => 0.00084288995363929
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.000433'
'max' => '$0.001252'
'avg' => '$0.000842'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -7.617629758352E-5
'max_diff' => -0.00042311594210568
'year' => 2030
]
5 => [
'items' => [
101 => 0.00052019340232781
102 => 0.00051244503399957
103 => 0.00051734173531843
104 => 0.00053555634348818
105 => 0.0005359411894566
106 => 0.00052949452363949
107 => 0.00052910224343865
108 => 0.00053034039612762
109 => 0.00053759229509993
110 => 0.00053505825877066
111 => 0.00053799070976484
112 => 0.00054165778463635
113 => 0.00055682636111244
114 => 0.00056048345354785
115 => 0.00055159861491483
116 => 0.00055240081636407
117 => 0.00054907764282105
118 => 0.00054586749881773
119 => 0.00055308343373331
120 => 0.00056627069662108
121 => 0.00056618865934307
122 => 0.00056924784800927
123 => 0.00057115369720463
124 => 0.00056297239729128
125 => 0.00055764667188243
126 => 0.00055968889388889
127 => 0.00056295445135104
128 => 0.000558629917616
129 => 0.00053193689208442
130 => 0.00054003385087363
131 => 0.00053868612101005
201 => 0.00053676678979476
202 => 0.00054490834446924
203 => 0.00054412307165943
204 => 0.00052060110226453
205 => 0.00052210690242834
206 => 0.00052069267495985
207 => 0.00052526233323427
208 => 0.00051219825745641
209 => 0.00051621667917778
210 => 0.00051873699561107
211 => 0.00052022148135225
212 => 0.00052558446177082
213 => 0.00052495517791799
214 => 0.00052554534460298
215 => 0.00053349722878938
216 => 0.00057371513024706
217 => 0.0005759041018876
218 => 0.0005651248049508
219 => 0.00056943092146482
220 => 0.00056116411940206
221 => 0.00056671367900955
222 => 0.00057051054674947
223 => 0.00055335323152847
224 => 0.00055233728667114
225 => 0.0005440363645756
226 => 0.00054849680992148
227 => 0.00054139992065881
228 => 0.00054314124904522
301 => 0.00053827234307054
302 => 0.00054703540443546
303 => 0.00055683386868352
304 => 0.00055930934770565
305 => 0.00055279742815914
306 => 0.00054808236925105
307 => 0.00053980427904541
308 => 0.00055357092754666
309 => 0.00055759671509944
310 => 0.00055354978179848
311 => 0.00055261201892541
312 => 0.00055083495997544
313 => 0.00055298903038234
314 => 0.00055757478979585
315 => 0.00055541223034212
316 => 0.0005568406389607
317 => 0.00055139701827524
318 => 0.00056297510564198
319 => 0.00058136389479882
320 => 0.00058142301776283
321 => 0.0005792604466521
322 => 0.00057837556914684
323 => 0.00058059449834223
324 => 0.0005817981764055
325 => 0.00058897378654139
326 => 0.00059667350210611
327 => 0.00063260471499761
328 => 0.00062251537419875
329 => 0.00065439568383351
330 => 0.0006796088696145
331 => 0.00068716920159123
401 => 0.00068021405191374
402 => 0.00065642086057688
403 => 0.00065525345309848
404 => 0.00069081052618203
405 => 0.00068076402441881
406 => 0.00067956902500178
407 => 0.00066685625018794
408 => 0.00067437107461071
409 => 0.00067272747227363
410 => 0.00067013296557676
411 => 0.0006844707270882
412 => 0.00071130973669681
413 => 0.00070712662535467
414 => 0.00070400412678671
415 => 0.00069032224700759
416 => 0.0006985617945931
417 => 0.00069562784951604
418 => 0.00070823393949465
419 => 0.00070076637105041
420 => 0.00068068791228694
421 => 0.00068388547302449
422 => 0.00068340216815161
423 => 0.00069334854818815
424 => 0.00069036289178551
425 => 0.00068281917082092
426 => 0.00071121800387974
427 => 0.00070937394162351
428 => 0.00071198840029152
429 => 0.000713139365852
430 => 0.00073042523509133
501 => 0.00073750670263256
502 => 0.00073911431974296
503 => 0.00074584116620678
504 => 0.00073894694967493
505 => 0.00076652873129542
506 => 0.00078486900663147
507 => 0.00080617218021624
508 => 0.00083730184257683
509 => 0.00084900688358989
510 => 0.00084689247269864
511 => 0.00087049462742251
512 => 0.00091290717481489
513 => 0.00085546526114778
514 => 0.00091595173571911
515 => 0.00089680241621976
516 => 0.00085139972416833
517 => 0.0008484763260628
518 => 0.00087922355625612
519 => 0.00094741795351365
520 => 0.00093033603045509
521 => 0.00094744589342035
522 => 0.0009274863294275
523 => 0.00092649516884284
524 => 0.0009464765019478
525 => 0.0009931639758733
526 => 0.00097098450706508
527 => 0.00093918479989963
528 => 0.00096266520881236
529 => 0.0009423243056029
530 => 0.00089649055761166
531 => 0.00093032296823046
601 => 0.00090770019874125
602 => 0.00091430272557077
603 => 0.0009618524221541
604 => 0.0009561311168603
605 => 0.00096353501568908
606 => 0.00095046732805006
607 => 0.00093826004721
608 => 0.00091547425099747
609 => 0.00090872850006511
610 => 0.00091059278293612
611 => 0.00090872757621911
612 => 0.00089597913265047
613 => 0.00089322610747561
614 => 0.00088863761157138
615 => 0.00089005977831857
616 => 0.00088143206360679
617 => 0.00089771434384473
618 => 0.00090073647853585
619 => 0.00091258536426354
620 => 0.00091381555488695
621 => 0.00094681453298022
622 => 0.00092863925037175
623 => 0.00094083279912391
624 => 0.00093974209335339
625 => 0.00085238373817809
626 => 0.00086442094875195
627 => 0.00088314707092012
628 => 0.00087471097826602
629 => 0.00086278431699479
630 => 0.00085315289855115
701 => 0.00083856031474594
702 => 0.00085909909622602
703 => 0.00088610540981643
704 => 0.00091450047956681
705 => 0.00094861529535322
706 => 0.00094100126560993
707 => 0.00091386272681545
708 => 0.00091508014184106
709 => 0.00092260572249419
710 => 0.00091285941177728
711 => 0.00090998503447628
712 => 0.0009222108271921
713 => 0.00092229501950736
714 => 0.00091108071114655
715 => 0.00089861805960028
716 => 0.00089856584063526
717 => 0.00089634823216753
718 => 0.00092788083704746
719 => 0.00094522058142548
720 => 0.00094720855517402
721 => 0.00094508677495286
722 => 0.00094590336394954
723 => 0.00093581374875116
724 => 0.0009588756171122
725 => 0.00098003946810269
726 => 0.00097436710393751
727 => 0.00096586342367983
728 => 0.00095908983276185
729 => 0.00097277146118505
730 => 0.00097216223980824
731 => 0.00097985462032723
801 => 0.00097950564951354
802 => 0.00097691899127007
803 => 0.00097436719631522
804 => 0.00098448477486939
805 => 0.00098157107472913
806 => 0.00097865284880777
807 => 0.00097279989996443
808 => 0.00097359541291943
809 => 0.00096509320094204
810 => 0.00096115968864654
811 => 0.00090200910153802
812 => 0.00088620213186143
813 => 0.00089117532630223
814 => 0.00089281263104107
815 => 0.00088593341758064
816 => 0.00089579644255796
817 => 0.00089425930056277
818 => 0.00090023942086805
819 => 0.00089650330132795
820 => 0.00089665663297709
821 => 0.00090764376391984
822 => 0.00091083337477512
823 => 0.00090921111295081
824 => 0.00091034728952468
825 => 0.00093652999911927
826 => 0.00093280765509084
827 => 0.0009308302340148
828 => 0.0009313779931668
829 => 0.00093806823683184
830 => 0.00093994113978429
831 => 0.00093200551836821
901 => 0.00093574800330331
902 => 0.00095168302916495
903 => 0.00095725938637216
904 => 0.0009750564417743
905 => 0.00096749593632204
906 => 0.00098137357129067
907 => 0.0010240286899499
908 => 0.0010581045502445
909 => 0.0010267669808731
910 => 0.0010893429587696
911 => 0.0011380673335529
912 => 0.001136197210894
913 => 0.0011277009891355
914 => 0.0010722295838492
915 => 0.0010211839696727
916 => 0.0010638857934426
917 => 0.0010639946491731
918 => 0.0010603265246409
919 => 0.0010375441182054
920 => 0.0010595337462806
921 => 0.0010612792031026
922 => 0.0010603022114367
923 => 0.0010428349938388
924 => 0.0010161657810483
925 => 0.0010213768813905
926 => 0.0010299127700546
927 => 0.0010137525520405
928 => 0.0010085883832029
929 => 0.0010181895555953
930 => 0.0010491265335276
1001 => 0.0010432780770552
1002 => 0.0010431253502213
1003 => 0.0010681475271416
1004 => 0.0010502370485904
1005 => 0.001021442610054
1006 => 0.0010141716345716
1007 => 0.000988364569925
1008 => 0.001006189601398
1009 => 0.0010068310925474
1010 => 0.00099706850497707
1011 => 0.0010222347902307
1012 => 0.0010220028784816
1013 => 0.0010458945208227
1014 => 0.0010915663676877
1015 => 0.0010780589551946
1016 => 0.0010623513040675
1017 => 0.0010640591612709
1018 => 0.0010827901394419
1019 => 0.0010714649624531
1020 => 0.0010755375750602
1021 => 0.001082783975055
1022 => 0.0010871559080898
1023 => 0.0010634301073874
1024 => 0.0010578984883075
1025 => 0.0010465827370043
1026 => 0.0010436306687079
1027 => 0.0010528471120334
1028 => 0.0010504189048388
1029 => 0.0010067771777003
1030 => 0.0010022163743941
1031 => 0.0010023562477201
1101 => 0.00099088789095218
1102 => 0.00097339589416005
1103 => 0.0010193638173369
1104 => 0.0010156719497851
1105 => 0.0010115964137358
1106 => 0.0010120956436472
1107 => 0.0010320487611008
1108 => 0.0010204749453211
1109 => 0.0010512458314825
1110 => 0.0010449202623452
1111 => 0.0010384324662281
1112 => 0.0010375356551816
1113 => 0.0010350384071893
1114 => 0.0010264744146386
1115 => 0.0010161328790174
1116 => 0.0010093045014318
1117 => 0.00093103005093678
1118 => 0.00094555733364713
1119 => 0.00096226964820191
1120 => 0.00096803867221582
1121 => 0.00095817035743571
1122 => 0.0010268640758542
1123 => 0.0010394150801584
1124 => 0.0010013972694392
1125 => 0.00099428568931065
1126 => 0.0010273303098635
1127 => 0.0010074003641295
1128 => 0.0010163748174732
1129 => 0.00099697695810774
1130 => 0.0010363919107578
1201 => 0.0010360916348567
1202 => 0.0010207583280488
1203 => 0.0010337179339649
1204 => 0.0010314658835167
1205 => 0.0010141546178948
1206 => 0.0010369407087556
1207 => 0.0010369520103724
1208 => 0.0010221940359445
1209 => 0.0010049599527489
1210 => 0.0010018789057243
1211 => 0.00099955775067181
1212 => 0.0010158039556197
1213 => 0.0010303702521754
1214 => 0.0010574745187743
1215 => 0.0010642891753788
1216 => 0.0010908872337835
1217 => 0.0010750493850395
1218 => 0.0010820700982532
1219 => 0.0010896920755872
1220 => 0.0010933463318101
1221 => 0.0010873919173931
1222 => 0.0011287096502932
1223 => 0.0011321981328926
1224 => 0.0011333677909329
1225 => 0.0011194356838706
1226 => 0.0011318106557922
1227 => 0.001126020816246
1228 => 0.0011410843702813
1229 => 0.0011434465278951
1230 => 0.0011414458644324
1231 => 0.0011421956505431
]
'min_raw' => 0.00051219825745641
'max_raw' => 0.0011434465278951
'avg_raw' => 0.00082782239267576
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000512'
'max' => '$0.001143'
'avg' => '$0.000827'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 7.8979932057014E-5
'max_diff' => -0.00010911505398408
'year' => 2031
]
6 => [
'items' => [
101 => 0.0011069382544605
102 => 0.001105109972476
103 => 0.0010801812178889
104 => 0.0010903398696472
105 => 0.0010713487571019
106 => 0.0010773710345201
107 => 0.0010800255970237
108 => 0.001078639004217
109 => 0.0010909142245757
110 => 0.0010804777796089
111 => 0.0010529342854312
112 => 0.0010253832870469
113 => 0.0010250374067048
114 => 0.0010177837151457
115 => 0.0010125406247284
116 => 0.0010135506299514
117 => 0.0010171100200943
118 => 0.0010123337465026
119 => 0.0010133530066366
120 => 0.0010302795161557
121 => 0.0010336740069254
122 => 0.0010221382009768
123 => 0.00097582027548422
124 => 0.00096445374038863
125 => 0.00097262378040716
126 => 0.00096871902749627
127 => 0.00078183186060968
128 => 0.00082573822833316
129 => 0.00079965055555123
130 => 0.00081167295540526
131 => 0.00078504419686503
201 => 0.00079775283617324
202 => 0.00079540601453821
203 => 0.00086600615455368
204 => 0.00086490383047466
205 => 0.00086543145467759
206 => 0.00084024657675388
207 => 0.00088036677113031
208 => 0.00090013142155567
209 => 0.00089647351078107
210 => 0.00089739412811645
211 => 0.0008815748721436
212 => 0.00086558461965459
213 => 0.00084784896876207
214 => 0.00088079961592768
215 => 0.00087713606644917
216 => 0.00088553893084937
217 => 0.00090690978089717
218 => 0.00091005671974668
219 => 0.00091428623747351
220 => 0.00091277025644601
221 => 0.00094888707489928
222 => 0.00094451308987815
223 => 0.0009550531352977
224 => 0.00093337146219451
225 => 0.00090883659103495
226 => 0.00091349986793701
227 => 0.00091305075687164
228 => 0.00090733305754375
229 => 0.00090217137424615
301 => 0.00089357862585088
302 => 0.00092076735326098
303 => 0.00091966354058058
304 => 0.00093753298483443
305 => 0.00093437438698804
306 => 0.00091328049752985
307 => 0.0009140338699185
308 => 0.00091910066129064
309 => 0.00093663688408121
310 => 0.00094184282896254
311 => 0.00093943122787247
312 => 0.00094513930877444
313 => 0.00094965074318216
314 => 0.00094570587547679
315 => 0.0010015568831951
316 => 0.00097836365087176
317 => 0.00098966787092866
318 => 0.0009923638608039
319 => 0.00098545813942903
320 => 0.0009869557431199
321 => 0.00098922420463898
322 => 0.0010029978587725
323 => 0.001039143912658
324 => 0.0010551527538693
325 => 0.0011033161425159
326 => 0.0010538234424605
327 => 0.0010508867504604
328 => 0.0010595624311506
329 => 0.0010878394388987
330 => 0.0011107552977542
331 => 0.0011183578101841
401 => 0.0011193626077056
402 => 0.0011336254264297
403 => 0.0011418006081365
404 => 0.0011318935450872
405 => 0.0011234983464656
406 => 0.0010934277870536
407 => 0.001096908536185
408 => 0.0011208874460072
409 => 0.0011547590684818
410 => 0.0011838244443067
411 => 0.0011736467627234
412 => 0.0012512952888802
413 => 0.0012589938230829
414 => 0.0012579301345795
415 => 0.0012754685411887
416 => 0.0012406583757039
417 => 0.0012257763555439
418 => 0.0011253134836972
419 => 0.0011535394528588
420 => 0.0011945675566883
421 => 0.001189137333299
422 => 0.0011593416276136
423 => 0.0011838018415921
424 => 0.0011757145299092
425 => 0.001169335731642
426 => 0.0011985582430948
427 => 0.0011664268913579
428 => 0.0011942470218755
429 => 0.0011585674167242
430 => 0.0011736932535156
501 => 0.0011651070969984
502 => 0.0011706633925448
503 => 0.0011381814023144
504 => 0.001155707895787
505 => 0.0011374522425642
506 => 0.0011374435870076
507 => 0.0011370405924509
508 => 0.0011585182875096
509 => 0.0011592186743743
510 => 0.001143346625275
511 => 0.0011410592150318
512 => 0.0011495169695812
513 => 0.0011396151540933
514 => 0.0011442481512388
515 => 0.0011397554828571
516 => 0.0011387440885743
517 => 0.0011306851268545
518 => 0.0011272131045598
519 => 0.0011285745739645
520 => 0.0011239271770006
521 => 0.0011211269522261
522 => 0.0011364835572626
523 => 0.0011282791426753
524 => 0.0011352261130593
525 => 0.0011273091635292
526 => 0.0010998655672071
527 => 0.0010840824647516
528 => 0.001032244055322
529 => 0.0010469453639309
530 => 0.0010566923467482
531 => 0.0010534709689852
601 => 0.0010603917349278
602 => 0.0010608166137485
603 => 0.0010585666021917
604 => 0.0010559613770533
605 => 0.0010546932975339
606 => 0.0010641445233534
607 => 0.0010696312780553
608 => 0.0010576705868717
609 => 0.0010548683642752
610 => 0.0010669612834297
611 => 0.0010743379571281
612 => 0.0011288031711222
613 => 0.0011247682121492
614 => 0.0011348951673507
615 => 0.0011337550276058
616 => 0.0011443696900075
617 => 0.0011617201769432
618 => 0.0011264417857304
619 => 0.00113256489461
620 => 0.001131063649716
621 => 0.0011474538478214
622 => 0.0011475050162309
623 => 0.0011376782737155
624 => 0.0011430055102538
625 => 0.0011400319929632
626 => 0.0011454055406022
627 => 0.0011247143228121
628 => 0.0011499139926016
629 => 0.0011642005815413
630 => 0.0011643989508426
701 => 0.0011711706806147
702 => 0.0011780511502553
703 => 0.0011912576125677
704 => 0.0011776828291892
705 => 0.0011532631153697
706 => 0.0011550261398323
707 => 0.0011407088705548
708 => 0.001140949546438
709 => 0.0011396647997114
710 => 0.001143520421349
711 => 0.0011255604149411
712 => 0.0011297755925471
713 => 0.0011238743192147
714 => 0.0011325520663943
715 => 0.001123216244912
716 => 0.0011310629257702
717 => 0.001134449293107
718 => 0.0011469450614831
719 => 0.0011213706097629
720 => 0.0010692225714671
721 => 0.0010801847213507
722 => 0.0010639708406146
723 => 0.0010654714970073
724 => 0.0010685030617483
725 => 0.0010586767685565
726 => 0.0010605513156354
727 => 0.0010604843436227
728 => 0.001059907214999
729 => 0.0010573510166303
730 => 0.0010536440232673
731 => 0.0010684115438731
801 => 0.001070920833388
802 => 0.0010764986731445
803 => 0.001093094540775
804 => 0.0010914362222412
805 => 0.0010941410085728
806 => 0.0010882364751977
807 => 0.001065745391376
808 => 0.0010669667654354
809 => 0.0010517362113436
810 => 0.0010761091936334
811 => 0.0010703373497196
812 => 0.0010666162044002
813 => 0.0010656008554237
814 => 0.001082237861
815 => 0.0010872159138216
816 => 0.0010841139253679
817 => 0.0010777516565499
818 => 0.0010899690935164
819 => 0.0010932379642363
820 => 0.0010939697438392
821 => 0.0011156166996826
822 => 0.0010951795682031
823 => 0.0011000989888779
824 => 0.0011384789046714
825 => 0.001103673617113
826 => 0.0011221107541832
827 => 0.0011212083522659
828 => 0.0011306401677123
829 => 0.0011204346681052
830 => 0.001120561177504
831 => 0.0011289359906539
901 => 0.0011171750759904
902 => 0.0011142629081256
903 => 0.0011102397690777
904 => 0.0011190241460052
905 => 0.00112428998269
906 => 0.0011667287590388
907 => 0.0011941461440034
908 => 0.0011929558830139
909 => 0.001203832640383
910 => 0.0011989325615685
911 => 0.0011831089145012
912 => 0.0012101179505569
913 => 0.0012015711614428
914 => 0.001202275748353
915 => 0.0012022495235931
916 => 0.0012079323911806
917 => 0.0012039055586677
918 => 0.0011959682584387
919 => 0.001201237408749
920 => 0.0012168849014148
921 => 0.0012654551987731
922 => 0.0012926357806457
923 => 0.0012638188936154
924 => 0.0012836963964154
925 => 0.0012717769778138
926 => 0.001269610864882
927 => 0.0012820954055762
928 => 0.0012946017988063
929 => 0.0012938051956242
930 => 0.0012847261963496
1001 => 0.0012795977000304
1002 => 0.0013184323923315
1003 => 0.0013470451320872
1004 => 0.0013450939350581
1005 => 0.0013537058841813
1006 => 0.0013789908331645
1007 => 0.0013813025720182
1008 => 0.0013810113460574
1009 => 0.0013752814601034
1010 => 0.0014001777760429
1011 => 0.0014209467208086
1012 => 0.0013739551570574
1013 => 0.0013918489293691
1014 => 0.0013998820202612
1015 => 0.0014116769810014
1016 => 0.0014315770568352
1017 => 0.001453193817425
1018 => 0.0014562506643881
1019 => 0.0014540816851842
1020 => 0.0014398248504855
1021 => 0.0014634781678645
1022 => 0.0014773337264466
1023 => 0.0014855843945034
1024 => 0.0015065067159152
1025 => 0.0013999316298957
1026 => 0.0013244924868857
1027 => 0.0013127115753503
1028 => 0.0013366685222191
1029 => 0.0013429857780553
1030 => 0.0013404393001489
1031 => 0.0012555256860643
1101 => 0.0013122645227454
1102 => 0.0013733107402774
1103 => 0.0013756557741113
1104 => 0.0014062167870241
1105 => 0.0014161687055667
1106 => 0.001440774326685
1107 => 0.0014392352383846
1108 => 0.001445226315566
1109 => 0.001443849070673
1110 => 0.0014894258024698
1111 => 0.0015397037058518
1112 => 0.0015379627419316
1113 => 0.0015307346984593
1114 => 0.0015414695755803
1115 => 0.0015933617599781
1116 => 0.001588584359194
1117 => 0.0015932251971177
1118 => 0.0016544090070381
1119 => 0.0017339566632301
1120 => 0.0016969987904748
1121 => 0.0017771867400123
1122 => 0.0018276608036657
1123 => 0.0019149504776385
1124 => 0.0019040213805464
1125 => 0.0019380026100628
1126 => 0.0018844560157801
1127 => 0.0017615022117549
1128 => 0.0017420443016197
1129 => 0.0017809995304632
1130 => 0.0018767671593793
1201 => 0.0017779834670206
1202 => 0.0017979672793286
1203 => 0.0017922119400395
1204 => 0.0017919052624674
1205 => 0.0018036098980466
1206 => 0.0017866317136662
1207 => 0.0017174595361837
1208 => 0.0017491607374898
1209 => 0.0017369193812488
1210 => 0.0017505020786517
1211 => 0.0018238022946048
1212 => 0.0017913945218731
1213 => 0.0017572555658938
1214 => 0.0018000733927326
1215 => 0.0018545952001
1216 => 0.00185118332338
1217 => 0.0018445628564895
1218 => 0.001881882081715
1219 => 0.0019435225082805
1220 => 0.0019601836678898
1221 => 0.0019724825952911
1222 => 0.0019741784095876
1223 => 0.0019916463507847
1224 => 0.0018977168284797
1225 => 0.002046785392659
1226 => 0.0020725254157568
1227 => 0.0020676873582291
1228 => 0.0020962963105965
1229 => 0.0020878788310709
1230 => 0.0020756832239004
1231 => 0.0021210344987015
]
'min_raw' => 0.00078183186060968
'max_raw' => 0.0021210344987015
'avg_raw' => 0.0014514331796556
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.000781'
'max' => '$0.002121'
'avg' => '$0.001451'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00026963360315327
'max_diff' => 0.00097758797080638
'year' => 2032
]
7 => [
'items' => [
101 => 0.0020690429218012
102 => 0.0019952474239489
103 => 0.0019547617543176
104 => 0.0020080765499739
105 => 0.0020406340352512
106 => 0.0020621524619745
107 => 0.0020686639248992
108 => 0.0019050083099132
109 => 0.0018168070101923
110 => 0.0018733430320834
111 => 0.0019423208806985
112 => 0.0018973336530479
113 => 0.0018990970671997
114 => 0.0018349571030055
115 => 0.0019479958443148
116 => 0.0019315270505115
117 => 0.0020169671818958
118 => 0.001996576208841
119 => 0.0020662493192181
120 => 0.0020479020542556
121 => 0.0021240605253332
122 => 0.0021544422013543
123 => 0.0022054577639241
124 => 0.0022429850194211
125 => 0.002265021741631
126 => 0.0022636987394871
127 => 0.002351019211534
128 => 0.0022995293799129
129 => 0.0022348460161752
130 => 0.0022336760981986
131 => 0.0022671765288487
201 => 0.002337384241097
202 => 0.0023555880794023
203 => 0.0023657615416017
204 => 0.0023501805301026
205 => 0.0022942920081873
206 => 0.0022701596277856
207 => 0.0022907211150702
208 => 0.0022655761829898
209 => 0.0023089833901825
210 => 0.0023685907569371
211 => 0.0023562820714153
212 => 0.0023974281616933
213 => 0.0024400100364361
214 => 0.0025009040297899
215 => 0.0025168239745507
216 => 0.0025431390378589
217 => 0.0025702258820511
218 => 0.0025789254463946
219 => 0.0025955356140429
220 => 0.0025954480702603
221 => 0.0026455039284614
222 => 0.0027007170901582
223 => 0.002721558780511
224 => 0.00276948309826
225 => 0.0026874143835833
226 => 0.002749664446403
227 => 0.0028058155612865
228 => 0.0027388698872836
301 => 0.002831138902555
302 => 0.0028347214993319
303 => 0.0028888144572084
304 => 0.0028339808814438
305 => 0.0028014208791898
306 => 0.0028954203856898
307 => 0.0029409037859285
308 => 0.0029272038156204
309 => 0.002822946365125
310 => 0.0027622640571243
311 => 0.0026034467523433
312 => 0.0027915727102534
313 => 0.0028832033766419
314 => 0.0028227090638354
315 => 0.002853218876471
316 => 0.0030196705213706
317 => 0.0030830445308025
318 => 0.0030698631798585
319 => 0.0030720906111845
320 => 0.0031062860763543
321 => 0.003257927600704
322 => 0.0031670604842907
323 => 0.0032365249900627
324 => 0.0032733687134513
325 => 0.0033075912170577
326 => 0.0032235515643338
327 => 0.0031142172109278
328 => 0.0030795864316602
329 => 0.0028166940966394
330 => 0.002803009408918
331 => 0.0027953277790115
401 => 0.0027468961890393
402 => 0.00270884222585
403 => 0.0026785803014689
404 => 0.0025991639749172
405 => 0.0026259646538377
406 => 0.0024993916047898
407 => 0.0025803685560972
408 => 0.0023783549136037
409 => 0.0025465978779401
410 => 0.0024550308815207
411 => 0.0025165156569298
412 => 0.0025163011423406
413 => 0.0024030881770466
414 => 0.0023377893013593
415 => 0.0023794002864175
416 => 0.002424010565484
417 => 0.0024312484331755
418 => 0.0024890868244327
419 => 0.0025052282762005
420 => 0.0024563189237717
421 => 0.0023741686298812
422 => 0.0023932502695032
423 => 0.0023374026125414
424 => 0.0022395317418648
425 => 0.0023098243098462
426 => 0.0023338252831011
427 => 0.0023444254801957
428 => 0.0022481807194308
429 => 0.002217938526023
430 => 0.0022018378360093
501 => 0.0023617446398564
502 => 0.0023705046955403
503 => 0.0023256870121142
504 => 0.0025282671909874
505 => 0.0024824170573883
506 => 0.0025336428901739
507 => 0.0023915188107118
508 => 0.0023969481419427
509 => 0.002329664325086
510 => 0.0023673387666195
511 => 0.0023407116856475
512 => 0.0023642950440497
513 => 0.0023784308118381
514 => 0.0024457035880826
515 => 0.002547366024983
516 => 0.002435655278661
517 => 0.0023869813067612
518 => 0.002417178365175
519 => 0.002497597111053
520 => 0.0026194356276179
521 => 0.0025473047735828
522 => 0.0025793152217422
523 => 0.0025863080806194
524 => 0.0025331214592832
525 => 0.0026213966942112
526 => 0.0026687041097558
527 => 0.0027172317292142
528 => 0.002759366901477
529 => 0.0026978487308573
530 => 0.0027636819917037
531 => 0.0027106320045964
601 => 0.0026630406819543
602 => 0.0026631128583459
603 => 0.0026332581264543
604 => 0.0025754108214759
605 => 0.002564742890901
606 => 0.0026202388129627
607 => 0.0026647412869729
608 => 0.0026684067238849
609 => 0.0026930455801166
610 => 0.0027076266014341
611 => 0.002850540432283
612 => 0.0029080215572957
613 => 0.0029783083888992
614 => 0.0030056890709575
615 => 0.0030880951074352
616 => 0.0030215455402884
617 => 0.0030071471228198
618 => 0.0028072570331338
619 => 0.0028399890241218
620 => 0.002892396099861
621 => 0.00280812120651
622 => 0.0028615742289347
623 => 0.0028721269878512
624 => 0.0028052575778822
625 => 0.0028409754190033
626 => 0.0027461194225874
627 => 0.0025494336264934
628 => 0.0026216156617278
629 => 0.0026747659358708
630 => 0.0025989139412873
701 => 0.0027348757057006
702 => 0.0026554496497508
703 => 0.0026302754031378
704 => 0.0025320616918335
705 => 0.0025784147829767
706 => 0.0026411080024602
707 => 0.0026023708816885
708 => 0.0026827562236978
709 => 0.0027966033059707
710 => 0.0028777375165093
711 => 0.002883965993747
712 => 0.0028318021319406
713 => 0.0029153950533907
714 => 0.002916003936563
715 => 0.0028217107796802
716 => 0.002763956746116
717 => 0.0027508349081746
718 => 0.0027836158320399
719 => 0.0028234179253047
720 => 0.0028861747329147
721 => 0.0029240973574036
722 => 0.0030229794494647
723 => 0.0030497341084047
724 => 0.003079129367074
725 => 0.0031184104978182
726 => 0.0031655775667519
727 => 0.0030623787051478
728 => 0.0030664789883061
729 => 0.0029703816372659
730 => 0.0028676878359252
731 => 0.0029456196301797
801 => 0.0030475050843353
802 => 0.0030241324485786
803 => 0.0030215025495963
804 => 0.0030259253102113
805 => 0.0030083031061297
806 => 0.0029285985301778
807 => 0.0028885713911118
808 => 0.0029402166125192
809 => 0.0029676637492329
810 => 0.0030102318646339
811 => 0.0030049844459068
812 => 0.0031146353396981
813 => 0.0031572423613544
814 => 0.0031463416619575
815 => 0.0031483476529865
816 => 0.0032254856305188
817 => 0.0033112789261696
818 => 0.0033916356689692
819 => 0.0034733779991473
820 => 0.0033748344296601
821 => 0.003324800082397
822 => 0.0033764227571163
823 => 0.0033490310392685
824 => 0.0035064319749334
825 => 0.0035173300742109
826 => 0.0036747196279967
827 => 0.0038241010561388
828 => 0.003730277257569
829 => 0.0038187488737037
830 => 0.0039144381397499
831 => 0.0040990382589771
901 => 0.0040368714331319
902 => 0.0039892526188128
903 => 0.0039442530693737
904 => 0.0040378899882792
905 => 0.0041583523885648
906 => 0.0041842988358118
907 => 0.0042263419926576
908 => 0.0041821387540268
909 => 0.0042353766861305
910 => 0.0044233299803895
911 => 0.0043725433411711
912 => 0.0043004181491213
913 => 0.0044487892237125
914 => 0.004502484138829
915 => 0.0048793431733626
916 => 0.0053551432717315
917 => 0.0051581589067349
918 => 0.0050358843547358
919 => 0.0050646217748467
920 => 0.0052383678639213
921 => 0.0052941695933068
922 => 0.0051424812568273
923 => 0.0051960601416595
924 => 0.0054912850648445
925 => 0.0056496637641837
926 => 0.0054345642173839
927 => 0.0048411130987349
928 => 0.0042939240647161
929 => 0.0044390632367812
930 => 0.0044226089588619
1001 => 0.004739791308765
1002 => 0.004371332096622
1003 => 0.0043775360047881
1004 => 0.0047012773497853
1005 => 0.0046149087092718
1006 => 0.0044750025728996
1007 => 0.004294945534341
1008 => 0.0039620934453051
1009 => 0.0036672770677788
1010 => 0.0042454798762647
1011 => 0.0042205467197692
1012 => 0.0041844398142769
1013 => 0.0042647918252747
1014 => 0.0046549583823636
1015 => 0.0046459637803768
1016 => 0.004588744711623
1017 => 0.004632144870967
1018 => 0.00446739431513
1019 => 0.0045098542846696
1020 => 0.0042938373871774
1021 => 0.0043914860465064
1022 => 0.004474702397166
1023 => 0.0044914093116001
1024 => 0.0045290508428962
1025 => 0.0042074080792675
1026 => 0.0043518162372014
1027 => 0.0044366425007729
1028 => 0.0040533943559506
1029 => 0.0044290669171865
1030 => 0.0042018089943432
1031 => 0.0041246742420308
1101 => 0.0042285260242886
1102 => 0.0041880548837436
1103 => 0.004153260173648
1104 => 0.0041338441275657
1105 => 0.004210101414753
1106 => 0.0042065439211585
1107 => 0.0040817721984186
1108 => 0.0039190125724504
1109 => 0.0039736400453279
1110 => 0.0039537933722962
1111 => 0.0038818664689576
1112 => 0.0039303365173204
1113 => 0.0037168989544606
1114 => 0.0033496907210796
1115 => 0.0035922797279435
1116 => 0.0035829403150653
1117 => 0.0035782309595835
1118 => 0.003760529893574
1119 => 0.0037430060574228
1120 => 0.0037112001232145
1121 => 0.0038812823280333
1122 => 0.0038192000353459
1123 => 0.0040105230329806
1124 => 0.0041365407332184
1125 => 0.0041045785681926
1126 => 0.0042230988243627
1127 => 0.003974898551971
1128 => 0.004057340726393
1129 => 0.0040743319442814
1130 => 0.003879183540027
1201 => 0.0037458731737381
1202 => 0.003736982892156
1203 => 0.0035058410883111
1204 => 0.0036293151742136
1205 => 0.003737967260103
1206 => 0.0036859313427044
1207 => 0.0036694583257849
1208 => 0.0037536153966655
1209 => 0.0037601551218294
1210 => 0.0036110486950414
1211 => 0.0036420526427571
1212 => 0.0037713442587089
1213 => 0.0036387948257632
1214 => 0.0033812729293768
1215 => 0.0033174039385542
1216 => 0.0033088826378394
1217 => 0.003135664869215
1218 => 0.0033216719699224
1219 => 0.0032404748857832
1220 => 0.0034969755016885
1221 => 0.0033504637255238
1222 => 0.0033441478956827
1223 => 0.0033346005925471
1224 => 0.0031855049035562
1225 => 0.0032181473839198
1226 => 0.0033266559602389
1227 => 0.0033653730427061
1228 => 0.003361334533805
1229 => 0.0033261242090182
1230 => 0.0033422433153996
1231 => 0.0032903180574763
]
'min_raw' => 0.0018168070101923
'max_raw' => 0.0056496637641837
'avg_raw' => 0.003733235387188
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.001816'
'max' => '$0.005649'
'avg' => '$0.003733'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0010349751495826
'max_diff' => 0.0035286292654822
'year' => 2033
]
8 => [
'items' => [
101 => 0.0032719821681728
102 => 0.0032141090578472
103 => 0.0031290515735234
104 => 0.0031408793384065
105 => 0.0029723582054597
106 => 0.0028805389481367
107 => 0.0028551245878681
108 => 0.0028211394431777
109 => 0.0028589633003919
110 => 0.0029718808062636
111 => 0.0028356783373971
112 => 0.0026021687580179
113 => 0.0026162030816195
114 => 0.0026477340399244
115 => 0.0025889763077214
116 => 0.0025333670453541
117 => 0.0025817147872604
118 => 0.0024827737001751
119 => 0.002659690597602
120 => 0.0026549054913305
121 => 0.0027208491702237
122 => 0.0027620851059361
123 => 0.0026670496244117
124 => 0.0026431484578115
125 => 0.0026567636485544
126 => 0.0024317348737866
127 => 0.0027024595184807
128 => 0.0027048007564501
129 => 0.0026847536555493
130 => 0.0028289061711633
131 => 0.0031331129414059
201 => 0.0030186581177516
202 => 0.0029743377506173
203 => 0.0028900847002971
204 => 0.0030023468873977
205 => 0.0029937269029913
206 => 0.0029547440644736
207 => 0.0029311671221042
208 => 0.0029746083613283
209 => 0.0029257842718214
210 => 0.0029170141237497
211 => 0.0028638765684504
212 => 0.0028449088788133
213 => 0.0028308659565315
214 => 0.0028154060789282
215 => 0.0028495067165596
216 => 0.0027722301853745
217 => 0.0026790422642771
218 => 0.0026712946969451
219 => 0.0026926864115218
220 => 0.0026832221702474
221 => 0.002671249385799
222 => 0.0026483900796932
223 => 0.0026416082118834
224 => 0.0026636459921707
225 => 0.0026387666231087
226 => 0.0026754774874091
227 => 0.0026654941636242
228 => 0.0026097281285021
301 => 0.0025402230015095
302 => 0.0025396042600873
303 => 0.002524629494488
304 => 0.0025055568790262
305 => 0.0025002513137271
306 => 0.0025776430752899
307 => 0.0027378417055844
308 => 0.0027063908812293
309 => 0.002729117325036
310 => 0.0028409089353769
311 => 0.0028764441266133
312 => 0.0028512220895708
313 => 0.0028166966096396
314 => 0.0028182155555368
315 => 0.0029361995720352
316 => 0.0029435580904221
317 => 0.0029621506924377
318 => 0.0029860474402964
319 => 0.0028552918090636
320 => 0.0028120569770644
321 => 0.0027915699150861
322 => 0.0027284776936835
323 => 0.0027965172453479
324 => 0.0027568735123371
325 => 0.002762222806343
326 => 0.0027587390716041
327 => 0.0027606414263407
328 => 0.0026596411457236
329 => 0.002696440339562
330 => 0.0026352545424846
331 => 0.0025533336286261
401 => 0.0025530590009976
402 => 0.0025731090286072
403 => 0.0025611824876274
404 => 0.00252908847251
405 => 0.002533647275878
406 => 0.0024937073613765
407 => 0.002538496704634
408 => 0.0025397811027346
409 => 0.0025225347658885
410 => 0.0025915389289149
411 => 0.0026198099908089
412 => 0.0026084580824444
413 => 0.0026190135106562
414 => 0.0027076978049732
415 => 0.0027221572145139
416 => 0.0027285791290969
417 => 0.0027199746142963
418 => 0.0026206344967563
419 => 0.002625040653396
420 => 0.0025927111995047
421 => 0.0025653962177605
422 => 0.0025664886737821
423 => 0.0025805321250977
424 => 0.0026418607006304
425 => 0.0027709230723219
426 => 0.0027758208949843
427 => 0.0027817571989306
428 => 0.0027576112674336
429 => 0.0027503286234487
430 => 0.0027599363106747
501 => 0.0028084053517049
502 => 0.002933080884451
503 => 0.0028890122243797
504 => 0.0028531837177721
505 => 0.002884614977363
506 => 0.0028797763813153
507 => 0.0028389337612822
508 => 0.0028377874449684
509 => 0.0027593973989493
510 => 0.0027304183837911
511 => 0.0027062013496831
512 => 0.0026797569806389
513 => 0.0026640798722463
514 => 0.0026881670358557
515 => 0.0026936760551642
516 => 0.0026410090509605
517 => 0.0026338307328988
518 => 0.0026768397454278
519 => 0.0026579130825514
520 => 0.0026773796246784
521 => 0.0026818960294328
522 => 0.0026811687842457
523 => 0.0026614071744893
524 => 0.0026740026352484
525 => 0.0026442106156657
526 => 0.0026118162689862
527 => 0.0025911506940438
528 => 0.0025731172390159
529 => 0.002583123247976
530 => 0.0025474536530583
531 => 0.0025360422317571
601 => 0.00266973557655
602 => 0.0027684962877943
603 => 0.0027670602679392
604 => 0.0027583188663861
605 => 0.0027453309168067
606 => 0.0028074552022963
607 => 0.002785812343446
608 => 0.0028015593315809
609 => 0.0028055676009603
610 => 0.0028176994251581
611 => 0.0028220355095433
612 => 0.002808928850927
613 => 0.0027649413037672
614 => 0.0026553285184555
615 => 0.0026043034709989
616 => 0.0025874643554488
617 => 0.002588076425317
618 => 0.0025711928059515
619 => 0.0025761657885254
620 => 0.0025694634055584
621 => 0.0025567707136994
622 => 0.0025823395100207
623 => 0.0025852860756069
624 => 0.0025793180130212
625 => 0.0025807237078071
626 => 0.0025313106985899
627 => 0.0025350674623613
628 => 0.0025141493242959
629 => 0.0025102274255805
630 => 0.0024573481941017
701 => 0.0023636649705699
702 => 0.0024155745704571
703 => 0.0023528750733876
704 => 0.002329129823795
705 => 0.0024415361422225
706 => 0.0024302536655183
707 => 0.0024109429697755
708 => 0.0023823784260703
709 => 0.002371783558952
710 => 0.0023074125002687
711 => 0.0023036091147155
712 => 0.0023355131495637
713 => 0.0023207905352321
714 => 0.0023001144088203
715 => 0.0022252275748624
716 => 0.0021410299793151
717 => 0.0021435713754775
718 => 0.0021703530640691
719 => 0.0022482244356521
720 => 0.0022177987435862
721 => 0.0021957245548978
722 => 0.0021915907229042
723 => 0.0022433342850683
724 => 0.002316562266142
725 => 0.002350919196478
726 => 0.0023168725219505
727 => 0.0022777615354564
728 => 0.0022801420399814
729 => 0.0022959784701017
730 => 0.0022976426549922
731 => 0.002272185423459
801 => 0.002279351485019
802 => 0.0022684655822309
803 => 0.0022016588169142
804 => 0.0022004504943762
805 => 0.0021840550367629
806 => 0.0021835585888223
807 => 0.0021556658253835
808 => 0.0021517634349648
809 => 0.0020963806601873
810 => 0.0021328337702603
811 => 0.0021083829378975
812 => 0.0020715297661584
813 => 0.0020651762654598
814 => 0.0020649852715567
815 => 0.0021028252387144
816 => 0.0021323915882126
817 => 0.0021088082705948
818 => 0.0021034388063166
819 => 0.0021607706371434
820 => 0.0021534746390795
821 => 0.0021471563518102
822 => 0.0023100055036083
823 => 0.0021810976926824
824 => 0.002124886529318
825 => 0.0020553145404442
826 => 0.002077967530834
827 => 0.0020827408487507
828 => 0.0019154327568029
829 => 0.0018475558847365
830 => 0.0018242631001293
831 => 0.0018108577732762
901 => 0.0018169667490567
902 => 0.0017558696030339
903 => 0.0017969278956147
904 => 0.0017440229315722
905 => 0.0017351532421829
906 => 0.0018297538715583
907 => 0.001842916996487
908 => 0.0017867590160787
909 => 0.001822821530652
910 => 0.0018097447615613
911 => 0.0017449298353343
912 => 0.0017424543818987
913 => 0.0017099325302729
914 => 0.0016590421299498
915 => 0.0016357838514304
916 => 0.0016236707380398
917 => 0.0016286688447046
918 => 0.0016261416490303
919 => 0.0016096499877944
920 => 0.0016270869317479
921 => 0.0015825427453893
922 => 0.0015648048914645
923 => 0.0015567931143617
924 => 0.0015172575851007
925 => 0.0015801761936845
926 => 0.0015925719522033
927 => 0.0016049921341956
928 => 0.00171310133882
929 => 0.0017077005084704
930 => 0.0017565213845197
1001 => 0.0017546242950523
1002 => 0.0017406997903573
1003 => 0.0016819545955188
1004 => 0.001705369383149
1005 => 0.0016333023062892
1006 => 0.0016872998603575
1007 => 0.0016626576316725
1008 => 0.0016789682980512
1009 => 0.0016496402492288
1010 => 0.0016658716023726
1011 => 0.0015955114464004
1012 => 0.0015298101227477
1013 => 0.0015562502533268
1014 => 0.0015849936990619
1015 => 0.0016473168131094
1016 => 0.0016101976805372
1017 => 0.00162354712424
1018 => 0.0015788287225057
1019 => 0.0014865618865478
1020 => 0.0014870841068192
1021 => 0.0014728908642493
1022 => 0.0014606258304217
1023 => 0.0016144612594342
1024 => 0.0015953293920583
1025 => 0.0015648452653116
1026 => 0.0016056494803531
1027 => 0.00161643876246
1028 => 0.0016167459181537
1029 => 0.0016465156201387
1030 => 0.0016624037154246
1031 => 0.0016652040610817
1101 => 0.0017120473303722
1102 => 0.0017277485763607
1103 => 0.0017924197864638
1104 => 0.0016610557215436
1105 => 0.0016583503650731
1106 => 0.0016062236793377
1107 => 0.001573164111154
1108 => 0.0016084872962549
1109 => 0.0016397788161587
1110 => 0.0016071959940859
1111 => 0.0016114506227877
1112 => 0.0015677108462693
1113 => 0.0015833457582268
1114 => 0.0015968126506548
1115 => 0.0015893770242034
1116 => 0.0015782455315173
1117 => 0.0016372132683704
1118 => 0.0016338860775607
1119 => 0.0016887981897807
1120 => 0.001731606108059
1121 => 0.0018083255504443
1122 => 0.0017282648128402
1123 => 0.0017253470813493
1124 => 0.0017538683746918
1125 => 0.0017277442098993
1126 => 0.0017442537802726
1127 => 0.0018056656034202
1128 => 0.0018069631384719
1129 => 0.0017852277545776
1130 => 0.0017839051544924
1201 => 0.0017880796727283
1202 => 0.0018125299564249
1203 => 0.0018039862760199
1204 => 0.001813873239284
1205 => 0.0018262370382403
1206 => 0.0018773789528656
1207 => 0.0018897090953417
1208 => 0.0018597532415708
1209 => 0.0018624579197649
1210 => 0.001851253608148
1211 => 0.0018404303835157
1212 => 0.0018647594118841
1213 => 0.0019092211894155
1214 => 0.001908944595005
1215 => 0.0019192588631788
1216 => 0.0019256845668031
1217 => 0.0018981007429452
1218 => 0.0018801446878989
1219 => 0.0018870301819771
1220 => 0.0018980402369547
1221 => 0.0018834597695377
1222 => 0.0017934623703105
1223 => 0.0018207618321799
1224 => 0.0018162178668493
1225 => 0.0018097467076535
1226 => 0.0018371965276637
1227 => 0.0018345489255595
1228 => 0.0017552429634931
1229 => 0.001760319873877
1230 => 0.0017555517072288
1231 => 0.0017709586291443
]
'min_raw' => 0.0014606258304217
'max_raw' => 0.0032719821681728
'avg_raw' => 0.0023663039992972
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.00146'
'max' => '$0.003271'
'avg' => '$0.002366'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00035618117977063
'max_diff' => -0.0023776815960109
'year' => 2034
]
9 => [
'items' => [
101 => 0.0017269121855546
102 => 0.0017404605749455
103 => 0.0017489579977632
104 => 0.0017539630450831
105 => 0.0017720447079956
106 => 0.0017699230335506
107 => 0.0017719128217332
108 => 0.0017987231544504
109 => 0.0019343206171392
110 => 0.0019417008878544
111 => 0.0019053577356455
112 => 0.001919876108116
113 => 0.0018920040077917
114 => 0.0019107147354663
115 => 0.0019235161401402
116 => 0.0018656690539871
117 => 0.0018622437249696
118 => 0.0018342565865726
119 => 0.0018492952894746
120 => 0.0018253676318366
121 => 0.001831238642067
122 => 0.0018148227856372
123 => 0.0018443680588465
124 => 0.0018774042651657
125 => 0.0018857505155213
126 => 0.0018637951241225
127 => 0.001847897973819
128 => 0.0018199878147328
129 => 0.0018664030313115
130 => 0.0018799762551172
131 => 0.0018663317369452
201 => 0.0018631700039461
202 => 0.001857178525626
203 => 0.0018644411243952
204 => 0.0018799023324254
205 => 0.001872611112242
206 => 0.0018774270916279
207 => 0.0018590735444254
208 => 0.0018981098743386
209 => 0.0019601089608452
210 => 0.0019603082980462
211 => 0.0019530170385605
212 => 0.0019500336122713
213 => 0.0019575148869742
214 => 0.0019615731716027
215 => 0.0019857662421609
216 => 0.0020117263707644
217 => 0.0021328709636652
218 => 0.0020988540467466
219 => 0.0022063407364923
220 => 0.0022913487526813
221 => 0.0023168389397864
222 => 0.0022933891670557
223 => 0.0022131687612759
224 => 0.0022092327654567
225 => 0.0023291159198734
226 => 0.0022952434377544
227 => 0.0022912144137877
228 => 0.0022483524059252
301 => 0.0022736891611349
302 => 0.0022681476411028
303 => 0.0022594000806316
304 => 0.002307740844598
305 => 0.0023982304393332
306 => 0.0023841267873877
307 => 0.0023735990654599
308 => 0.0023274696525463
309 => 0.0023552498624977
310 => 0.0023453578618288
311 => 0.0023878601743208
312 => 0.0023626827459421
313 => 0.0022949868203878
314 => 0.002305767619661
315 => 0.0023041381235388
316 => 0.0023376730382661
317 => 0.0023276066892527
318 => 0.0023021725073349
319 => 0.0023979211557359
320 => 0.0023917037710907
321 => 0.0024005186010255
322 => 0.0024043991617706
323 => 0.0024626796767718
324 => 0.0024865553389994
325 => 0.0024919755323273
326 => 0.0025146555648335
327 => 0.0024914112324575
328 => 0.0025844051348895
329 => 0.0026462406536621
330 => 0.0027180657907433
331 => 0.0028230216207956
401 => 0.002862485983791
402 => 0.0028553570998477
403 => 0.0029349334123491
404 => 0.003077930277032
405 => 0.0028842608546369
406 => 0.003088195226685
407 => 0.0030236319590301
408 => 0.002870553612864
409 => 0.0028606971720461
410 => 0.0029643636053459
411 => 0.0031942857768805
412 => 0.0031366928806668
413 => 0.0031943799782266
414 => 0.0031270849146924
415 => 0.0031237431475806
416 => 0.0031911116071961
417 => 0.0033485216851513
418 => 0.0032737420575433
419 => 0.0031665271246504
420 => 0.0032456929626494
421 => 0.0031771121873222
422 => 0.0030225805059597
423 => 0.0031366488404644
424 => 0.0030603745936602
425 => 0.0030826354738397
426 => 0.0032429525956842
427 => 0.0032236628154373
428 => 0.0032486255772623
429 => 0.0032045669560305
430 => 0.0031634092563931
501 => 0.0030865853536091
502 => 0.0030638415833673
503 => 0.003070127143227
504 => 0.003063838468556
505 => 0.0030208562009965
506 => 0.0030115741844094
507 => 0.0029961037501097
508 => 0.0030008986845903
509 => 0.0029718097420718
510 => 0.0030267065866865
511 => 0.0030368959247963
512 => 0.00307684527029
513 => 0.003080992943866
514 => 0.0031922513024225
515 => 0.0031309720681503
516 => 0.0031720834690947
517 => 0.0031684060784387
518 => 0.0028738712847996
519 => 0.0029144555806606
520 => 0.0029775920089666
521 => 0.0029491491335942
522 => 0.0029089375624253
523 => 0.0028764645626984
524 => 0.0028272646475775
525 => 0.0028965125833095
526 => 0.0029875662551002
527 => 0.003083302215244
528 => 0.0031983226984883
529 => 0.0031726514656142
530 => 0.0030811519873164
531 => 0.0030852565870724
601 => 0.0031106296076637
602 => 0.003077769240616
603 => 0.003068078076863
604 => 0.003109298190582
605 => 0.003109582050851
606 => 0.0030717722272545
607 => 0.0030297535274518
608 => 0.0030295774675654
609 => 0.0030221006457879
610 => 0.0031284150246768
611 => 0.0031868771834696
612 => 0.0031935797757587
613 => 0.0031864260456051
614 => 0.0031891792324198
615 => 0.003155161390344
616 => 0.0032329160896515
617 => 0.0033042714908788
618 => 0.0032851467190641
619 => 0.0032564759673673
620 => 0.0032336383326703
621 => 0.00327976689812
622 => 0.0032777128657136
623 => 0.0033036482636982
624 => 0.0033024716842355
625 => 0.0032937505853729
626 => 0.003285147030522
627 => 0.0033192591530042
628 => 0.0033094354095532
629 => 0.0032995964071153
630 => 0.0032798627814502
701 => 0.0032825449089189
702 => 0.0032538791076316
703 => 0.0032406169962983
704 => 0.0030411866620998
705 => 0.0029878923602278
706 => 0.0030046598325023
707 => 0.0030101801197423
708 => 0.0029869863712691
709 => 0.0030202402485945
710 => 0.0030150576670379
711 => 0.0030352200601659
712 => 0.0030226234722889
713 => 0.0030231404406492
714 => 0.0030601843197197
715 => 0.0030709383154098
716 => 0.0030654687464064
717 => 0.0030692994450505
718 => 0.0031575762784671
719 => 0.0031450261356895
720 => 0.0031383591224725
721 => 0.0031402059306968
722 => 0.0031627625543114
723 => 0.0031690771773775
724 => 0.0031423216757257
725 => 0.0031549397249764
726 => 0.0032086657772169
727 => 0.0032274668548698
728 => 0.0032874708697089
729 => 0.0032619800977189
730 => 0.0033087695129212
731 => 0.0034525842235659
801 => 0.00356747336565
802 => 0.0034618165625949
803 => 0.0036727958409882
804 => 0.0038370734723974
805 => 0.0038307682232852
806 => 0.003802122618439
807 => 0.0036150969026264
808 => 0.0034429930505393
809 => 0.0035869652307257
810 => 0.0035873322454212
811 => 0.0035749649074605
812 => 0.0034981524335465
813 => 0.003572291999869
814 => 0.0035781769294083
815 => 0.0035748829337954
816 => 0.0035159909901419
817 => 0.0034260738772334
818 => 0.0034436434658646
819 => 0.0034724228104523
820 => 0.0034179375071475
821 => 0.0034005261513607
822 => 0.0034328971744144
823 => 0.0035372033554638
824 => 0.003517484876141
825 => 0.0035169699469572
826 => 0.0036013339634369
827 => 0.0035409475345317
828 => 0.0034438650746428
829 => 0.0034193504731605
830 => 0.0033323401529128
831 => 0.003392438491028
901 => 0.0033946013232258
902 => 0.0033616860776302
903 => 0.0034465359654166
904 => 0.0034457540587632
905 => 0.0035263063989772
906 => 0.0036802922193892
907 => 0.0036347510351113
908 => 0.003581791592663
909 => 0.0035875497524632
910 => 0.0036507025531219
911 => 0.0036125189282054
912 => 0.0036262500259511
913 => 0.0036506817694609
914 => 0.0036654220469265
915 => 0.0035854288533759
916 => 0.0035667786134425
917 => 0.0035286267678834
918 => 0.003518673663515
919 => 0.0035497475456585
920 => 0.0035415606755701
921 => 0.0033944195455545
922 => 0.0033790424787823
923 => 0.0033795140714668
924 => 0.0033408477059286
925 => 0.0032818722174917
926 => 0.0034368562798604
927 => 0.0034244088906516
928 => 0.0034106679363165
929 => 0.0034123511248178
930 => 0.0034796244533948
1001 => 0.0034406025254356
1002 => 0.0035443487164833
1003 => 0.0035230216184999
1004 => 0.0035011475609276
1005 => 0.0034981238998711
1006 => 0.0034897042539127
1007 => 0.003460830155109
1008 => 0.0034259629457393
1009 => 0.0034029405939674
1010 => 0.0031390328191757
1011 => 0.0031880125670962
1012 => 0.0032443593024341
1013 => 0.0032638099696774
1014 => 0.0032305382574126
1015 => 0.0034621439251027
1016 => 0.0035044605123974
1017 => 0.003376280809239
1018 => 0.0033523036203209
1019 => 0.0034637158656164
1020 => 0.0033965206621101
1021 => 0.0034267786581346
1022 => 0.0033613774209686
1023 => 0.0034942676856925
1024 => 0.0034932552845274
1025 => 0.003441557970087
1026 => 0.0034852521862441
1027 => 0.0034776592409249
1028 => 0.0034192931002467
1029 => 0.0034961179964578
1030 => 0.0034961561006478
1031 => 0.0034463985594955
1101 => 0.0033882926447561
1102 => 0.0033779046796011
1103 => 0.0033700787432836
1104 => 0.0034248539575391
1105 => 0.003473965243363
1106 => 0.0035653491705609
1107 => 0.003588325261087
1108 => 0.0036780024720154
1109 => 0.0036246040592117
1110 => 0.0036482748839824
1111 => 0.0036739729127136
1112 => 0.003686293492701
1113 => 0.0036662177687702
1114 => 0.0038055233899547
1115 => 0.0038172850525966
1116 => 0.0038212286363424
1117 => 0.0037742555646733
1118 => 0.0038159786464998
1119 => 0.0037964577982364
1120 => 0.0038472456223699
1121 => 0.0038552098016855
1122 => 0.0038484644251391
1123 => 0.0038509923813599
1124 => 0.0037321196088746
1125 => 0.0037259554285174
1126 => 0.0036419063919567
1127 => 0.0036761569956143
1128 => 0.0036121271337506
1129 => 0.0036324316625282
1130 => 0.0036413817053448
1201 => 0.0036367067108879
1202 => 0.0036780934733559
1203 => 0.0036429062705011
1204 => 0.0035500414568556
1205 => 0.0034571513422536
1206 => 0.0034559851825314
1207 => 0.0034315288550035
1208 => 0.0034138514096006
1209 => 0.0034172567127262
1210 => 0.0034292574451017
1211 => 0.0034131539052187
1212 => 0.003416590411923
1213 => 0.0034736593205376
1214 => 0.0034851040831635
1215 => 0.0034462103080035
1216 => 0.003290046188391
1217 => 0.0032517231217301
1218 => 0.0032792689820666
1219 => 0.0032661038350064
1220 => 0.0026360007038029
1221 => 0.0027840340880273
1222 => 0.0026960776778599
1223 => 0.0027366120383449
1224 => 0.002646831319766
1225 => 0.0026896793844825
1226 => 0.0026817669114901
1227 => 0.0029198002126966
1228 => 0.0029160836501024
1229 => 0.0029178625719401
1230 => 0.0028329499976683
1231 => 0.002968218034111
]
'min_raw' => 0.0017269121855546
'max_raw' => 0.0038552098016855
'avg_raw' => 0.0027910609936201
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.001726'
'max' => '$0.003855'
'avg' => '$0.002791'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00026628635513299
'max_diff' => 0.00058322763351277
'year' => 2035
]
10 => [
'items' => [
101 => 0.0030348559329439
102 => 0.0030225230313802
103 => 0.0030256269570018
104 => 0.0029722912310242
105 => 0.0029183789783537
106 => 0.002858581993106
107 => 0.0029696774005655
108 => 0.0029573254877179
109 => 0.0029856563317125
110 => 0.0030577096447137
111 => 0.0030683197687571
112 => 0.0030825798830686
113 => 0.003077468647192
114 => 0.0031992390222029
115 => 0.0031844918263223
116 => 0.0032200283253368
117 => 0.0031469270507033
118 => 0.0030642060196188
119 => 0.0030799285832737
120 => 0.0030784143739609
121 => 0.0030591367514799
122 => 0.0030417337758648
123 => 0.0030127627247236
124 => 0.0031044314174431
125 => 0.0031007098359254
126 => 0.003160957914832
127 => 0.0031503084816666
128 => 0.00307918896063
129 => 0.0030817290082371
130 => 0.0030988120491004
131 => 0.0031579366485788
201 => 0.0031754888552136
202 => 0.0031673579737659
203 => 0.0031866031670523
204 => 0.0032018137831362
205 => 0.0031885133862457
206 => 0.0033768189581607
207 => 0.0032986213560829
208 => 0.0033367343232402
209 => 0.0033458240413326
210 => 0.0033225409195751
211 => 0.0033275901949782
212 => 0.0033352384713688
213 => 0.0033816773079259
214 => 0.0035035462522374
215 => 0.0035575211780831
216 => 0.0037199074055656
217 => 0.0035530393118588
218 => 0.0035431380497471
219 => 0.003572388712911
220 => 0.0036677266187711
221 => 0.0037449890368365
222 => 0.0037706214382847
223 => 0.0037740091832809
224 => 0.0038220972724074
225 => 0.003849660468305
226 => 0.0038162581135451
227 => 0.0037879531152585
228 => 0.0036865681247415
229 => 0.003698303713456
301 => 0.0037791502820756
302 => 0.0038933508220899
303 => 0.0039913467659633
304 => 0.0039570320019223
305 => 0.004218829429107
306 => 0.0042447855746657
307 => 0.0042411992746122
308 => 0.0043003312369874
309 => 0.0041829663336873
310 => 0.0041327905636886
311 => 0.0037940729771634
312 => 0.0038892388028662
313 => 0.0040275679194181
314 => 0.0040092595421349
315 => 0.003908801240147
316 => 0.0039912705593329
317 => 0.003964003623356
318 => 0.0039424970596448
319 => 0.0040410227972583
320 => 0.003932689701538
321 => 0.0040264872139178
322 => 0.0039061909340797
323 => 0.0039571887488739
324 => 0.00392823992271
325 => 0.0039469733610728
326 => 0.003837458063191
327 => 0.0038965498595944
328 => 0.0038349996501848
329 => 0.0038349704673715
330 => 0.0038336117430874
331 => 0.0039060252915023
401 => 0.0039083866947164
402 => 0.003854872973027
403 => 0.0038471608096901
404 => 0.003875676719655
405 => 0.0038422920574147
406 => 0.0038579125307564
407 => 0.0038427651856394
408 => 0.0038393551992017
409 => 0.0038121838471044
410 => 0.0038004776815291
411 => 0.0038050679706819
412 => 0.003789398947347
413 => 0.0037799577940144
414 => 0.0038317336600591
415 => 0.0038040719034639
416 => 0.0038274940991355
417 => 0.003800801551051
418 => 0.0037082735500006
419 => 0.0036550597181306
420 => 0.0034802829014966
421 => 0.003529849389884
422 => 0.0035627120229651
423 => 0.0035518509229279
424 => 0.0035751847684957
425 => 0.0035766172771039
426 => 0.0035690312060494
427 => 0.0035602475076042
428 => 0.0035559720889701
429 => 0.0035878375566842
430 => 0.0036063365332345
501 => 0.0035660102278401
502 => 0.0035565623387112
503 => 0.0035973344599413
504 => 0.0036222054303383
505 => 0.0038058387019591
506 => 0.0037922345560698
507 => 0.0038263782925731
508 => 0.0038225342318212
509 => 0.0038583223072005
510 => 0.0039168206852766
511 => 0.0037978771262442
512 => 0.0038185216153334
513 => 0.0038134600633596
514 => 0.0038687207605993
515 => 0.0038688932784642
516 => 0.0038357617299924
517 => 0.003853722879917
518 => 0.0038436974587675
519 => 0.0038618147498016
520 => 0.0037920528644073
521 => 0.0038770153104873
522 => 0.0039251835425556
523 => 0.0039258523585046
524 => 0.0039486837182182
525 => 0.0039718817019904
526 => 0.0040164082117226
527 => 0.0039706398818008
528 => 0.0038883071117285
529 => 0.0038942512717945
530 => 0.0038459795988255
531 => 0.0038467910543691
601 => 0.0038424594410825
602 => 0.0038554589386244
603 => 0.0037949055230926
604 => 0.0038091172886855
605 => 0.0037892207336315
606 => 0.0038184783641084
607 => 0.0037870019901748
608 => 0.003813457622526
609 => 0.0038248749964306
610 => 0.0038670053519373
611 => 0.0037807793024113
612 => 0.0036049585504375
613 => 0.0036419182041229
614 => 0.003587251973204
615 => 0.0035923115410045
616 => 0.0036025326731859
617 => 0.0035694026396397
618 => 0.003575722805993
619 => 0.0035754970051765
620 => 0.0035735511757277
621 => 0.0035649327744597
622 => 0.0035524343875224
623 => 0.00360222411428
624 => 0.0036106843590726
625 => 0.003629490435244
626 => 0.0036854445616467
627 => 0.0036798534249299
628 => 0.003688972800889
629 => 0.0036690652543733
630 => 0.0035932349949912
701 => 0.003597352942906
702 => 0.0035460020664224
703 => 0.0036281772778798
704 => 0.0036087171031469
705 => 0.0035961710019006
706 => 0.0035927476819368
707 => 0.0036488405077961
708 => 0.0036656243604405
709 => 0.003655165789795
710 => 0.0036337149562757
711 => 0.0036749068980024
712 => 0.0036859281238599
713 => 0.0036883953698822
714 => 0.0037613795928505
715 => 0.0036924743771926
716 => 0.0037090605474604
717 => 0.0038384611131586
718 => 0.0037211126561278
719 => 0.0037832747509999
720 => 0.0037802322399318
721 => 0.0038120322642178
722 => 0.0037776237097672
723 => 0.0037780502450379
724 => 0.0038062865122836
725 => 0.0037666337673746
726 => 0.0037568151900974
727 => 0.0037432508959108
728 => 0.0037728680360274
729 => 0.0037906221720593
730 => 0.0039337074695
731 => 0.004026147097129
801 => 0.0040221340491014
802 => 0.0040588057959621
803 => 0.0040422848381267
804 => 0.0039889343072676
805 => 0.0040799971580399
806 => 0.004051181061824
807 => 0.0040535566257845
808 => 0.0040534682071753
809 => 0.004072628392012
810 => 0.00405905164505
811 => 0.0040322904831635
812 => 0.0040500557913149
813 => 0.0041028124053106
814 => 0.0042665705539241
815 => 0.004358211783395
816 => 0.0042610536368418
817 => 0.0043280720253348
818 => 0.0042878848733325
819 => 0.0042805816723494
820 => 0.004322674172943
821 => 0.0043648403508868
822 => 0.0043621545476412
823 => 0.0043315440677112
824 => 0.0043142529843109
825 => 0.0044451868607557
826 => 0.0045416567105198
827 => 0.004535078113508
828 => 0.0045641139012439
829 => 0.0046493638720795
830 => 0.0046571580610253
831 => 0.0046561761723655
901 => 0.0046368574618239
902 => 0.0047207971292192
903 => 0.0047908210765383
904 => 0.0046323857385047
905 => 0.004692715841157
906 => 0.0047197999679521
907 => 0.0047595675015857
908 => 0.0048266619966381
909 => 0.0048995444142008
910 => 0.0049098507871592
911 => 0.0049025379223399
912 => 0.0048544700087727
913 => 0.0049342188197379
914 => 0.0049809338028616
915 => 0.0050087515062584
916 => 0.0050792925736481
917 => 0.0047199672302987
918 => 0.0044656188926476
919 => 0.0044258987268889
920 => 0.0045066712458777
921 => 0.0045279703149862
922 => 0.0045193846869353
923 => 0.0042330925085699
924 => 0.0044243914578193
925 => 0.0046302130423392
926 => 0.0046381194876354
927 => 0.0047411580763725
928 => 0.0047747116645597
929 => 0.0048576712340696
930 => 0.0048524820904093
1001 => 0.0048726814254099
1002 => 0.0048680379480969
1003 => 0.0050217030814156
1004 => 0.0051912185429592
1005 => 0.0051853487615521
1006 => 0.0051609789083393
1007 => 0.0051971722960378
1008 => 0.0053721304187317
1009 => 0.0053560230784408
1010 => 0.0053716699875134
1011 => 0.0055779554743772
1012 => 0.0058461559510684
1013 => 0.0057215499027577
1014 => 0.0059919091731674
1015 => 0.0061620860027612
1016 => 0.006456389232931
1017 => 0.0064195410190398
1018 => 0.006534111106848
1019 => 0.0063535750257202
1020 => 0.0059390276910888
1021 => 0.0058734239885599
1022 => 0.006004764262373
1023 => 0.0063276515095461
1024 => 0.0059945953939014
1025 => 0.0060619722123231
1026 => 0.006042567684085
1027 => 0.0060415336992391
1028 => 0.0060809966952859
1029 => 0.0060237535612686
1030 => 0.0057905347354391
1031 => 0.0058974175489496
1101 => 0.005856144961719
1102 => 0.0059019399743266
1103 => 0.0061490767700701
1104 => 0.0060398117016665
1105 => 0.0059247098280767
1106 => 0.0060690731207088
1107 => 0.006252897200839
1108 => 0.0062413938202681
1109 => 0.0062190724539204
1110 => 0.0063448968273133
1111 => 0.006552721829076
1112 => 0.006608896091944
1113 => 0.0066503627843609
1114 => 0.0066560803406596
1115 => 0.0067149747239785
1116 => 0.0063982847815773
1117 => 0.0069008798533425
1118 => 0.0069876641383277
1119 => 0.0069713522895906
1120 => 0.0070678093699106
1121 => 0.0070394292500005
1122 => 0.0069983109089552
1123 => 0.0071512158982718
1124 => 0.0069759226668166
1125 => 0.0067271159935702
1126 => 0.0065906157317892
1127 => 0.0067703702876645
1128 => 0.006880140122368
1129 => 0.0069526910004343
1130 => 0.0069746448523007
1201 => 0.0064228685203053
1202 => 0.0061254916802781
1203 => 0.0063161068253031
1204 => 0.0065486704577882
1205 => 0.0063969928788565
1206 => 0.006402938352787
1207 => 0.0061866859853968
1208 => 0.0065678039938339
1209 => 0.0065122783057116
1210 => 0.0068003456739133
1211 => 0.0067315960846069
1212 => 0.0069665038406646
1213 => 0.0069046447558784
1214 => 0.007161418358331
1215 => 0.0072638523002171
1216 => 0.0074358548312139
1217 => 0.0075623805931914
1218 => 0.0076366789406768
1219 => 0.0076322183465799
1220 => 0.0079266254146065
1221 => 0.0077530238523907
1222 => 0.0075349393755009
1223 => 0.0075309949153617
1224 => 0.0076439439562239
1225 => 0.0078806541598148
1226 => 0.0079420296716126
1227 => 0.0079763302097062
1228 => 0.0079237977416055
1229 => 0.0077353656879563
1230 => 0.0076540016825628
1231 => 0.0077233261725002
]
'min_raw' => 0.002858581993106
'max_raw' => 0.0079763302097062
'avg_raw' => 0.0054174561014061
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.002858'
'max' => '$0.007976'
'avg' => '$0.005417'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0011316698075513
'max_diff' => 0.0041211204080207
'year' => 2036
]
11 => [
'items' => [
101 => 0.007638548278428
102 => 0.0077848987080725
103 => 0.0079858691067392
104 => 0.0079443695141376
105 => 0.0080830964302381
106 => 0.008226664193905
107 => 0.0084319725439803
108 => 0.0084856477492361
109 => 0.0085743708224389
110 => 0.0086656960087758
111 => 0.0086950271973444
112 => 0.0087510295372552
113 => 0.0087507343772803
114 => 0.0089195011979938
115 => 0.0091056562275141
116 => 0.0091759254416591
117 => 0.0093375056249187
118 => 0.0090608052235317
119 => 0.0092706856564888
120 => 0.0094600030606642
121 => 0.0092342910467659
122 => 0.0095453824737703
123 => 0.0095574614489326
124 => 0.0097398396330627
125 => 0.0095549644040144
126 => 0.0094451860831482
127 => 0.009762111982149
128 => 0.0099154624416032
129 => 0.0098692720352082
130 => 0.0095177607618402
131 => 0.0093131661237123
201 => 0.0087777024923733
202 => 0.0094119822940018
203 => 0.0097209214831796
204 => 0.0095169606839745
205 => 0.0096198266474024
206 => 0.010181029989464
207 => 0.010394699886896
208 => 0.010350258041896
209 => 0.010357767982126
210 => 0.010473060380397
211 => 0.010984330367015
212 => 0.010677965539888
213 => 0.010912169970955
214 => 0.011036391156707
215 => 0.011151774716954
216 => 0.010868429160335
217 => 0.010499800754345
218 => 0.010383040664201
219 => 0.0094966808021215
220 => 0.0094505419220345
221 => 0.0094246427704905
222 => 0.0092613522835134
223 => 0.0091330506897781
224 => 0.009031020498907
225 => 0.0087632628092671
226 => 0.0088536231694111
227 => 0.0084268732974981
228 => 0.0086998927424612
301 => 0.0080187896426521
302 => 0.008586032543261
303 => 0.0082773080218295
304 => 0.0084846082348514
305 => 0.008483884983937
306 => 0.0081021795671713
307 => 0.0078820198487696
308 => 0.0080223141900796
309 => 0.0081727208605425
310 => 0.0081971238367964
311 => 0.0083921300110674
312 => 0.0084465520426627
313 => 0.0082816507462071
314 => 0.0080046752948048
315 => 0.0080690103750281
316 => 0.0078807161004223
317 => 0.0075507376268103
318 => 0.0077877339274299
319 => 0.0078686548844532
320 => 0.0079043941890399
321 => 0.0075798982585262
322 => 0.0074779345920094
323 => 0.0074236499915139
324 => 0.0079627869450209
325 => 0.0079923220843669
326 => 0.007841216135625
327 => 0.0085242293523922
328 => 0.0083696424258091
329 => 0.008542353897519
330 => 0.0080631726408263
331 => 0.0080814780101351
401 => 0.0078546259239964
402 => 0.0079816479339722
403 => 0.0078918728714318
404 => 0.0079713858108221
405 => 0.0080190455388485
406 => 0.008245860400792
407 => 0.0085886224046467
408 => 0.0082119818240268
409 => 0.0080478741294582
410 => 0.0081496856201918
411 => 0.0084208230365769
412 => 0.0088316101016691
413 => 0.0085884158912744
414 => 0.0086963413521421
415 => 0.0087199182640721
416 => 0.008540595856866
417 => 0.0088382219746056
418 => 0.0089977222290125
419 => 0.0091613364861069
420 => 0.0093033981611745
421 => 0.0090959853538688
422 => 0.009317946789144
423 => 0.0091390850537799
424 => 0.0089786275867721
425 => 0.0089788709345156
426 => 0.008878213621552
427 => 0.0086831773940474
428 => 0.008647209721303
429 => 0.0088343180971358
430 => 0.0089843612953246
501 => 0.0089967195717859
502 => 0.0090797911958011
503 => 0.0091289521271875
504 => 0.0096107960858197
505 => 0.0098045977120039
506 => 0.010041574672025
507 => 0.010133890553243
508 => 0.010411728258633
509 => 0.010187351746655
510 => 0.010138806476894
511 => 0.0094648630836378
512 => 0.0095752212765285
513 => 0.0097519153913284
514 => 0.0094677767045104
515 => 0.0096479973015861
516 => 0.009683576665043
517 => 0.0094581217806593
518 => 0.0095785469757391
519 => 0.009258733361189
520 => 0.0085955934674941
521 => 0.0088389602388759
522 => 0.0090181600989824
523 => 0.008762419803427
524 => 0.0092208243846937
525 => 0.008953033891709
526 => 0.0088681571616435
527 => 0.0085370227769186
528 => 0.0086933054599774
529 => 0.0089046800265669
530 => 0.0087740751193455
531 => 0.0090450999122554
601 => 0.0094289432986879
602 => 0.0097024929541286
603 => 0.0097234926999937
604 => 0.0095476185979489
605 => 0.0098294579688892
606 => 0.0098315108610155
607 => 0.0095135948992472
608 => 0.0093188731428276
609 => 0.009274631950071
610 => 0.0093851551235737
611 => 0.0095193506599095
612 => 0.0097309396183069
613 => 0.0098587983944443
614 => 0.010192186271556
615 => 0.010282391472122
616 => 0.010381499639037
617 => 0.010513938713862
618 => 0.010672965779872
619 => 0.010325023612859
620 => 0.0103388480038
621 => 0.010014849075465
622 => 0.0096686097543929
623 => 0.009931362239746
624 => 0.010274876161847
625 => 0.010196073688568
626 => 0.010187206800535
627 => 0.010202118446736
628 => 0.010142703955332
629 => 0.0098739744127143
630 => 0.0097390201187477
701 => 0.0099131455884769
702 => 0.010005685526205
703 => 0.010149206899291
704 => 0.010131514860689
705 => 0.010501210504687
706 => 0.010644863052929
707 => 0.01060811058385
708 => 0.010614873922658
709 => 0.010874949999509
710 => 0.011164208085693
711 => 0.01143513645437
712 => 0.011710736427633
713 => 0.011378489903015
714 => 0.01120979560793
715 => 0.011383845059927
716 => 0.011291491970774
717 => 0.011822180214751
718 => 0.011858923917346
719 => 0.012389573786522
720 => 0.012893223700982
721 => 0.012576890213535
722 => 0.012875178444224
723 => 0.01319780148551
724 => 0.013820193675854
725 => 0.013610593882167
726 => 0.013450043725051
727 => 0.013298324602349
728 => 0.01361402801196
729 => 0.014020175404939
730 => 0.014107655663355
731 => 0.01424940710202
801 => 0.014100372796805
802 => 0.014279868201846
803 => 0.01491356585592
804 => 0.014742335155986
805 => 0.01449916003537
806 => 0.014999403472291
807 => 0.015180439627466
808 => 0.016451046173854
809 => 0.018055239424806
810 => 0.017391092885211
811 => 0.01697883569621
812 => 0.017075725914496
813 => 0.017661522984376
814 => 0.017849662410951
815 => 0.017338234593969
816 => 0.017518879544939
817 => 0.018514250985403
818 => 0.019048235827873
819 => 0.018323012688067
820 => 0.016322150808108
821 => 0.014477264776395
822 => 0.014966611628306
823 => 0.0149111348815
824 => 0.015980537319163
825 => 0.014738251360422
826 => 0.014759168269947
827 => 0.015850684817504
828 => 0.015559486915947
829 => 0.015087783609234
830 => 0.014480708732552
831 => 0.013358474675377
901 => 0.012364480675125
902 => 0.014313931812766
903 => 0.014229867934864
904 => 0.014108130982093
905 => 0.01437904339717
906 => 0.015694517184955
907 => 0.015664191256373
908 => 0.015471273171162
909 => 0.015617599838493
910 => 0.015062131836971
911 => 0.015205288588735
912 => 0.014476972537022
913 => 0.014806201809561
914 => 0.01508677154579
915 => 0.015143100074244
916 => 0.015270011125057
917 => 0.014185570091102
918 => 0.014672452277831
919 => 0.014958449947844
920 => 0.013666302070044
921 => 0.014932908338872
922 => 0.014166692385364
923 => 0.013906627182566
924 => 0.014256770717148
925 => 0.014120319441196
926 => 0.01400300664682
927 => 0.013937544091868
928 => 0.014194650859734
929 => 0.014182656521704
930 => 0.013761979947203
1001 => 0.013213224504737
1002 => 0.013397404843511
1003 => 0.013330490399735
1004 => 0.013087983823352
1005 => 0.013251403975478
1006 => 0.012531784330562
1007 => 0.011293716134058
1008 => 0.012111621907723
1009 => 0.012080133425147
1010 => 0.012064255504343
1011 => 0.012678889087998
1012 => 0.012619806250939
1013 => 0.012512570323136
1014 => 0.013086014351443
1015 => 0.0128766995672
1016 => 0.013521758411471
1017 => 0.013946635886097
1018 => 0.013838873215185
1019 => 0.014238472533683
1020 => 0.013401647986525
1021 => 0.013679607533517
1022 => 0.013736894610917
1023 => 0.013078938141147
1024 => 0.012629472933771
1025 => 0.012599498728718
1026 => 0.011820187999249
1027 => 0.012236489500555
1028 => 0.012602817593977
1029 => 0.012427374865436
1030 => 0.012371834938783
1031 => 0.012655576378916
1101 => 0.012677625518895
1102 => 0.012174902790701
1103 => 0.012279434765051
1104 => 0.012715350475085
1105 => 0.012268450807603
1106 => 0.011400197754331
1107 => 0.011184858992582
1108 => 0.011156128832284
1109 => 0.010572113031688
1110 => 0.011199248958325
1111 => 0.01092548732015
1112 => 0.011790297054976
1113 => 0.011296322372511
1114 => 0.011275028111244
1115 => 0.011242838712151
1116 => 0.01074015218719
1117 => 0.010850208588761
1118 => 0.011216052829647
1119 => 0.011346590176326
1120 => 0.011332974061607
1121 => 0.011214259993282
1122 => 0.011268606685846
1123 => 0.011093537053452
1124 => 0.011031716322494
1125 => 0.01083659309046
1126 => 0.010549815843539
1127 => 0.01058969397863
1128 => 0.01002151321313
1129 => 0.00971193817645
1130 => 0.0096262518864304
1201 => 0.0095116685983395
1202 => 0.0096391943737147
1203 => 0.01001990362841
1204 => 0.0095606874952736
1205 => 0.0087733936452782
1206 => 0.0088207113471464
1207 => 0.0089270201744924
1208 => 0.0087289143780364
1209 => 0.00854142386745
1210 => 0.008704431654819
1211 => 0.0083708448718645
1212 => 0.0089673325434827
1213 => 0.0089511992236028
1214 => 0.009173532941032
1215 => 0.0093125627772876
1216 => 0.0089921440161624
1217 => 0.0089115595642439
1218 => 0.0089574641304158
1219 => 0.0081987639052787
1220 => 0.009111530946256
1221 => 0.0091194245935299
1222 => 0.009051834393199
1223 => 0.0095378546639987
1224 => 0.01056350902891
1225 => 0.010177616599979
1226 => 0.010028187387837
1227 => 0.0097441223463218
1228 => 0.010122622148027
1229 => 0.010093559268773
1230 => 0.0099621259070155
1231 => 0.0098826345997275
]
'min_raw' => 0.0074236499915139
'max_raw' => 0.019048235827873
'avg_raw' => 0.013235942909693
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.007423'
'max' => '$0.019048'
'avg' => '$0.013235'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0045650679984079
'max_diff' => 0.011071905618167
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00023301989041878
]
1 => [
'year' => 2028
'avg' => 0.00039992977811616
]
2 => [
'year' => 2029
'avg' => 0.0010925360734839
]
3 => [
'year' => 2030
'avg' => 0.00084288995363929
]
4 => [
'year' => 2031
'avg' => 0.00082782239267576
]
5 => [
'year' => 2032
'avg' => 0.0014514331796556
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00023301989041878
'min' => '$0.000233'
'max_raw' => 0.0014514331796556
'max' => '$0.001451'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0014514331796556
]
1 => [
'year' => 2033
'avg' => 0.003733235387188
]
2 => [
'year' => 2034
'avg' => 0.0023663039992972
]
3 => [
'year' => 2035
'avg' => 0.0027910609936201
]
4 => [
'year' => 2036
'avg' => 0.0054174561014061
]
5 => [
'year' => 2037
'avg' => 0.013235942909693
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0014514331796556
'min' => '$0.001451'
'max_raw' => 0.013235942909693
'max' => '$0.013235'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.013235942909693
]
]
]
]
'prediction_2025_max_price' => '$0.000398'
'last_price' => 0.00038632
'sma_50day_nextmonth' => '$0.000351'
'sma_200day_nextmonth' => '$0.000417'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.000378'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.000369'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000363'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000347'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000374'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.000427'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.000411'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.000378'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000373'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.000366'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.000362'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.000377'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.000399'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0004035'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.000415'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.000391'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.000377'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.00076'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.000377'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.000375'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.000385'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.000399'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.000509'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.007943'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.044174'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.11'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 157.64
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000359'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000378'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 93.21
'cci_20_action' => 'NEUTRAL'
'adx_14' => 6.16
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000011'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.42
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000016'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 23
'sell_pct' => 34.29
'buy_pct' => 65.71
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767703962
'last_updated_date' => '6. Januar 2026'
]
Lympo Market Token Preisprognose für 2026
Die Preisprognose für Lympo Market Token im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.000133 am unteren Ende und $0.000398 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Lympo Market Token im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn LMT das prognostizierte Preisziel erreicht.
Lympo Market Token Preisprognose 2027-2032
Die Preisprognose für LMT für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.000233 am unteren Ende und $0.001451 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Lympo Market Token, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Lympo Market Token Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.000128 | $0.000233 | $0.000337 |
| 2028 | $0.000231 | $0.000399 | $0.000567 |
| 2029 | $0.0005093 | $0.001092 | $0.001675 |
| 2030 | $0.000433 | $0.000842 | $0.001252 |
| 2031 | $0.000512 | $0.000827 | $0.001143 |
| 2032 | $0.000781 | $0.001451 | $0.002121 |
Lympo Market Token Preisprognose 2032-2037
Die Preisprognose für Lympo Market Token für die Jahre 2032-2037 wird derzeit zwischen $0.001451 am unteren Ende und $0.013235 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Lympo Market Token bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Lympo Market Token Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.000781 | $0.001451 | $0.002121 |
| 2033 | $0.001816 | $0.003733 | $0.005649 |
| 2034 | $0.00146 | $0.002366 | $0.003271 |
| 2035 | $0.001726 | $0.002791 | $0.003855 |
| 2036 | $0.002858 | $0.005417 | $0.007976 |
| 2037 | $0.007423 | $0.013235 | $0.019048 |
Lympo Market Token Potenzielles Preishistogramm
Lympo Market Token Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Lympo Market Token Bullisch, mit 23 technischen Indikatoren, die bullische Signale zeigen, und 12 anzeigen bärische Signale. Die Preisprognose für LMT wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Lympo Market Token
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Lympo Market Token im nächsten Monat steigen, und bis zum 04.02.2026 $0.000417 erreichen. Der kurzfristige 50-Tage-SMA für Lympo Market Token wird voraussichtlich bis zum 04.02.2026 $0.000351 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 56.11, was darauf hindeutet, dass sich der LMT-Markt in einem NEUTRAL Zustand befindet.
Beliebte LMT Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.000378 | BUY |
| SMA 5 | $0.000369 | BUY |
| SMA 10 | $0.000363 | BUY |
| SMA 21 | $0.000347 | BUY |
| SMA 50 | $0.000374 | BUY |
| SMA 100 | $0.000427 | SELL |
| SMA 200 | $0.000411 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.000378 | BUY |
| EMA 5 | $0.000373 | BUY |
| EMA 10 | $0.000366 | BUY |
| EMA 21 | $0.000362 | BUY |
| EMA 50 | $0.000377 | BUY |
| EMA 100 | $0.000399 | SELL |
| EMA 200 | $0.0004035 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.000415 | SELL |
| SMA 50 | $0.000391 | SELL |
| SMA 100 | $0.000377 | BUY |
| SMA 200 | $0.00076 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.000399 | SELL |
| EMA 50 | $0.000509 | SELL |
| EMA 100 | $0.007943 | SELL |
| EMA 200 | $0.044174 | SELL |
Lympo Market Token Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 56.11 | NEUTRAL |
| Stoch RSI (14) | 157.64 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 93.21 | NEUTRAL |
| Average Directional Index (14) | 6.16 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.000011 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 68.42 | NEUTRAL |
| VWMA (10) | 0.000359 | BUY |
| Hull Moving Average (9) | 0.000378 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.000016 | SELL |
Auf weltweiten Geldflüssen basierende Lympo Market Token-Preisprognose
Definition weltweiter Geldflüsse, die für Lympo Market Token-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Lympo Market Token-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.000542 | $0.000762 | $0.001071 | $0.0015061 | $0.002116 | $0.002973 |
| Amazon.com aktie | $0.000806 | $0.001681 | $0.0035094 | $0.007322 | $0.015279 | $0.03188 |
| Apple aktie | $0.000547 | $0.000777 | $0.0011024 | $0.001563 | $0.002218 | $0.003146 |
| Netflix aktie | $0.0006095 | $0.000961 | $0.001517 | $0.002394 | $0.003778 | $0.005961 |
| Google aktie | $0.00050028 | $0.000647 | $0.000838 | $0.001086 | $0.0014069 | $0.001822 |
| Tesla aktie | $0.000875 | $0.001985 | $0.00450047 | $0.0102022 | $0.023127 | $0.052428 |
| Kodak aktie | $0.000289 | $0.000217 | $0.000162 | $0.000122 | $0.000091 | $0.000068 |
| Nokia aktie | $0.000255 | $0.000169 | $0.000112 | $0.000074 | $0.000049 | $0.000032 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Lympo Market Token Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Lympo Market Token investieren?", "Sollte ich heute LMT kaufen?", "Wird Lympo Market Token auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Lympo Market Token/Lympo Market-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Lympo Market Token.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Lympo Market Token zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Lympo Market Token-Preis entspricht heute $0.0003863 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Lympo Market Token-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Lympo Market Token 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000396 | $0.0004066 | $0.000417 | $0.000428 |
| Wenn die Wachstumsrate von Lympo Market Token 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.0004064 | $0.000427 | $0.000449 | $0.000473 |
| Wenn die Wachstumsrate von Lympo Market Token 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000436 | $0.000493 | $0.000557 | $0.000629 |
| Wenn die Wachstumsrate von Lympo Market Token 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000486 | $0.000613 | $0.000772 | $0.000973 |
| Wenn die Wachstumsrate von Lympo Market Token 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000587 | $0.000892 | $0.001356 | $0.002061 |
| Wenn die Wachstumsrate von Lympo Market Token 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000888 | $0.002043 | $0.004698 | $0.0108044 |
| Wenn die Wachstumsrate von Lympo Market Token 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.00139 | $0.0050048 | $0.018013 | $0.064838 |
Fragefeld
Ist LMT eine gute Investition?
Die Entscheidung, Lympo Market Token zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Lympo Market Token in den letzten 2026 Stunden um 81.7832% gestiegen, und Lympo Market Token hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Lympo Market Token investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Lympo Market Token steigen?
Es scheint, dass der Durchschnittswert von Lympo Market Token bis zum Ende dieses Jahres potenziell auf $0.000398 steigen könnte. Betrachtet man die Aussichten von Lympo Market Token in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.001252 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Lympo Market Token nächste Woche kosten?
Basierend auf unserer neuen experimentellen Lympo Market Token-Prognose wird der Preis von Lympo Market Token in der nächsten Woche um 0.86% steigen und $0.000389 erreichen bis zum 13. Januar 2026.
Wie viel wird Lympo Market Token nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Lympo Market Token-Prognose wird der Preis von Lympo Market Token im nächsten Monat um -11.62% fallen und $0.000341 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Lympo Market Token in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Lympo Market Token im Jahr 2026 wird erwartet, dass LMT innerhalb der Spanne von $0.000133 bis $0.000398 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Lympo Market Token-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Lympo Market Token in 5 Jahren sein?
Die Zukunft von Lympo Market Token scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.001252 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Lympo Market Token-Prognose für 2030 könnte der Wert von Lympo Market Token seinen höchsten Gipfel von ungefähr $0.001252 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.000433 liegen wird.
Wie viel wird Lympo Market Token im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Lympo Market Token-Preisprognosesimulation wird der Wert von LMT im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.000398 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.000398 und $0.000133 während des Jahres 2026 liegen.
Wie viel wird Lympo Market Token im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Lympo Market Token könnte der Wert von LMT um -12.62% fallen und bis zu $0.000337 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.000337 und $0.000128 im Laufe des Jahres schwanken.
Wie viel wird Lympo Market Token im Jahr 2028 kosten?
Unser neues experimentelles Lympo Market Token-Preisprognosemodell deutet darauf hin, dass der Wert von LMT im Jahr 2028 um 47.02% steigen, und im besten Fall $0.000567 erreichen wird. Der Preis wird voraussichtlich zwischen $0.000567 und $0.000231 im Laufe des Jahres liegen.
Wie viel wird Lympo Market Token im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Lympo Market Token im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.001675 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.001675 und $0.0005093.
Wie viel wird Lympo Market Token im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Lympo Market Token-Preisprognosen wird der Wert von LMT im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.001252 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.001252 und $0.000433 während des Jahres 2030 liegen.
Wie viel wird Lympo Market Token im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Lympo Market Token im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.001143 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.001143 und $0.000512 während des Jahres schwanken.
Wie viel wird Lympo Market Token im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Lympo Market Token-Preisprognose könnte LMT eine 449.04% Steigerung im Wert erfahren und $0.002121 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.002121 und $0.000781 liegen.
Wie viel wird Lympo Market Token im Jahr 2033 kosten?
Laut unserer experimentellen Lympo Market Token-Preisprognose wird der Wert von LMT voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.005649 beträgt. Im Laufe des Jahres könnte der Preis von LMT zwischen $0.005649 und $0.001816 liegen.
Wie viel wird Lympo Market Token im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Lympo Market Token-Preisprognosesimulation deuten darauf hin, dass LMT im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.003271 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.003271 und $0.00146.
Wie viel wird Lympo Market Token im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Lympo Market Token könnte LMT um 897.93% steigen, wobei der Wert im Jahr 2035 $0.003855 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.003855 und $0.001726.
Wie viel wird Lympo Market Token im Jahr 2036 kosten?
Unsere jüngste Lympo Market Token-Preisprognosesimulation deutet darauf hin, dass der Wert von LMT im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.007976 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.007976 und $0.002858.
Wie viel wird Lympo Market Token im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Lympo Market Token um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $0.019048 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.019048 und $0.007423 liegen.
Verwandte Prognosen
Lightcoin-Preisprognose
ALL BEST ICO-PreisprognoseCryptoTycoon-Preisprognose
Yellow Token-Preisprognose
BSCstarter-Preisprognose
Minerva Wallet-Preisprognose
KingDeFi-Preisprognose
DaVinci Token-Preisprognose
veDAO-Preisprognose
Sapien-Preisprognose
NFTmall-Preisprognose
OptionRoom-Preisprognose
Lunch Money-Preisprognose
Flurry Finance-Preisprognose
BiShares-Preisprognose
Manga Token-Preisprognose
Umi Digital-Preisprognose
Parasol Finance-Preisprognose
Unique One-Preisprognose
APR Coin-Preisprognose
bePAY Finance-Preisprognose
ETF Rocks-Preisprognose
SOLA Token-Preisprognose
WavesGo-Preisprognose
YANG-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Lympo Market Token?
Lympo Market Token-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Lympo Market Token Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Lympo Market Token. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von LMT über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von LMT über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von LMT einzuschätzen.
Wie liest man Lympo Market Token-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Lympo Market Token in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von LMT innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Lympo Market Token?
Die Preisentwicklung von Lympo Market Token wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von LMT. Die Marktkapitalisierung von Lympo Market Token kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von LMT-„Walen“, großen Inhabern von Lympo Market Token, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Lympo Market Token-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


