Predicción del precio de Token6900 - Pronóstico de T6900
Predicción de precio de Token6900 hasta $0.002139 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000716 | $0.002139 |
| 2027 | $0.00069 | $0.001812 |
| 2028 | $0.001245 | $0.00305 |
| 2029 | $0.002735 | $0.008999 |
| 2030 | $0.002326 | $0.006727 |
| 2031 | $0.00275 | $0.006141 |
| 2032 | $0.004199 | $0.011391 |
| 2033 | $0.009757 | $0.030342 |
| 2034 | $0.007844 | $0.017573 |
| 2035 | $0.009274 | $0.0207053 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Token6900 hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,956.13, equivalente a un ROI del 39.56% en los próximos 90 días.
Predicción del precio a largo plazo de Token6900 para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Token6900'
'name_with_ticker' => 'Token6900 <small>T6900</small>'
'name_lang' => 'Token6900'
'name_lang_with_ticker' => 'Token6900 <small>T6900</small>'
'name_with_lang' => 'Token6900'
'name_with_lang_with_ticker' => 'Token6900 <small>T6900</small>'
'image' => '/uploads/coins/token6900.png?1757095938'
'price_for_sd' => 0.002074
'ticker' => 'T6900'
'marketcap' => '$0'
'low24h' => '$0.00207'
'high24h' => '$0.002303'
'volume24h' => '$6.62K'
'current_supply' => '0'
'max_supply' => '930.99M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002074'
'change_24h_pct' => '-7.343%'
'ath_price' => '$0.0124'
'ath_days' => 124
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 sept. 2025'
'ath_pct' => '-83.28%'
'fdv' => '$1.93M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.1023034'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0020925'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.001833'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.000716'
'current_year_max_price_prediction' => '$0.002139'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.002326'
'grand_prediction_max_price' => '$0.006727'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0021141469371394
107 => 0.0021220403943674
108 => 0.0021398247565518
109 => 0.0019878593288601
110 => 0.0020560873444231
111 => 0.0020961649114659
112 => 0.0019150930055323
113 => 0.0020925857020761
114 => 0.0019852139488565
115 => 0.0019487703631441
116 => 0.0019978368502285
117 => 0.001978715592493
118 => 0.00196227625793
119 => 0.0019531028267801
120 => 0.0019891318396243
121 => 0.0019874510431112
122 => 0.001928500585168
123 => 0.0018516021159092
124 => 0.0018774117662987
125 => 0.0018680348783454
126 => 0.0018340518267602
127 => 0.0018569523003994
128 => 0.0017561102041571
129 => 0.0015826166188884
130 => 0.0016972317955692
131 => 0.0016928192359443
201 => 0.0016905942232878
202 => 0.0017767243608325
203 => 0.001768444935468
204 => 0.0017534176973589
205 => 0.0018337758397479
206 => 0.0018044440368064
207 => 0.0018948377420302
208 => 0.0019543768825888
209 => 0.0019392758306537
210 => 0.0019952726801268
211 => 0.0018780063685155
212 => 0.001916957533325
213 => 0.0019249853144082
214 => 0.0018327842327445
215 => 0.001769799551851
216 => 0.0017655991917133
217 => 0.0016563924348677
218 => 0.0017147298028885
219 => 0.0017660642725825
220 => 0.0017414790453148
221 => 0.0017336960968247
222 => 0.0017734574927453
223 => 0.0017765472937417
224 => 0.0017060995035822
225 => 0.0017207478299478
226 => 0.0017818337859736
227 => 0.0017192086205863
228 => 0.0015975381540014
301 => 0.0015673621960626
302 => 0.0015633361670203
303 => 0.0014814965758047
304 => 0.001569378697864
305 => 0.0015310157964907
306 => 0.0016522037422709
307 => 0.0015829818375852
308 => 0.0015799978196263
309 => 0.0015754870388211
310 => 0.0015050443219109
311 => 0.001520466800046
312 => 0.001571733466277
313 => 0.0015900259903485
314 => 0.0015881179302216
315 => 0.001571482231644
316 => 0.0015790979692643
317 => 0.0015545650248905
318 => 0.0015459019316231
319 => 0.0015185588262994
320 => 0.0014783720151994
321 => 0.0014839602377629
322 => 0.0014043396495225
323 => 0.0013609581272647
324 => 0.001348950693663
325 => 0.0013328938516257
326 => 0.0013507643566968
327 => 0.0014041140943998
328 => 0.0013397629919517
329 => 0.0012294375405094
330 => 0.0012360682881265
331 => 0.0012509656093355
401 => 0.0012232045498182
402 => 0.0011969310367942
403 => 0.0012197737247311
404 => 0.0011730273765602
405 => 0.0012566146821786
406 => 0.0012543538798124
407 => 0.0012855100583426
408 => 0.0013049926561667
409 => 0.0012600915757481
410 => 0.0012487990754483
411 => 0.0012552317968346
412 => 0.0011489132413827
413 => 0.0012768215641241
414 => 0.0012779277206107
415 => 0.0012684561372055
416 => 0.0013365633703389
417 => 0.001480290875429
418 => 0.0014262148065886
419 => 0.0014052749182758
420 => 0.0013654681752861
421 => 0.0014185082968293
422 => 0.0014144356430496
423 => 0.0013960175581496
424 => 0.0013848782429341
425 => 0.0014054027727686
426 => 0.0013823350265527
427 => 0.001378191425473
428 => 0.0013530857112128
429 => 0.0013441241134591
430 => 0.0013374893032537
501 => 0.0013301850291406
502 => 0.0013462964377224
503 => 0.0013097858662437
504 => 0.0012657576962158
505 => 0.0012620972302694
506 => 0.0012722040985789
507 => 0.0012677325617198
508 => 0.0012620758222713
509 => 0.0012512755661426
510 => 0.0012480713608602
511 => 0.0012584834735686
512 => 0.0012467288053847
513 => 0.0012640734586
514 => 0.0012593566726489
515 => 0.0012330090897517
516 => 0.0012001702463372
517 => 0.001199877911749
518 => 0.0011928028368019
519 => 0.001183791665112
520 => 0.0011812849632956
521 => 0.0012178499772664
522 => 0.0012935384618874
523 => 0.0012786790012844
524 => 0.0012894164844288
525 => 0.0013422342742219
526 => 0.0013590234613108
527 => 0.0013471068939888
528 => 0.0013307947616566
529 => 0.0013315124126937
530 => 0.0013872559068911
531 => 0.0013907325602478
601 => 0.0013995169416694
602 => 0.001410807354262
603 => 0.0013490297000744
604 => 0.001328602690737
605 => 0.0013189232404657
606 => 0.0012891142800485
607 => 0.0013212606882313
608 => 0.0013025303528296
609 => 0.0013050577149947
610 => 0.0013034117670691
611 => 0.001304310565935
612 => 0.0012565913178232
613 => 0.0012739777037853
614 => 0.0012450694649783
615 => 0.0012063645783178
616 => 0.001206234825966
617 => 0.001215707792143
618 => 0.0012100729011837
619 => 0.0011949095544986
620 => 0.0011970634363263
621 => 0.0011781931650952
622 => 0.001199354628911
623 => 0.0011999614639739
624 => 0.0011918131477321
625 => 0.0012244153024597
626 => 0.0012377724318524
627 => 0.0012324090355482
628 => 0.00123739612167
629 => 0.0012792964789589
630 => 0.0012861280654377
701 => 0.0012891622048823
702 => 0.001285096859973
703 => 0.0012381619832836
704 => 0.0012402437446473
705 => 0.001224969161031
706 => 0.0012120637474712
707 => 0.0012125798963336
708 => 0.0012192149564897
709 => 0.0012481906533324
710 => 0.0013091682991272
711 => 0.0013114823562111
712 => 0.0013142870609025
713 => 0.0013028789173908
714 => 0.0012994381121465
715 => 0.001303977422411
716 => 0.0013268774201192
717 => 0.0013857824315135
718 => 0.0013649614663534
719 => 0.0013480336975805
720 => 0.001362883914488
721 => 0.0013605978399949
722 => 0.0013413010706494
723 => 0.0013407594746038
724 => 0.0013037228046795
725 => 0.0012900311910926
726 => 0.0012785894539799
727 => 0.001266095375747
728 => 0.0012586884673652
729 => 0.0012700688450193
730 => 0.0012726716720374
731 => 0.0012477882774018
801 => 0.0012443967626603
802 => 0.0012647170798651
803 => 0.001255774865881
804 => 0.0012649721547199
805 => 0.0012671060046234
806 => 0.0012667624056422
807 => 0.0012574257072361
808 => 0.0012633766403758
809 => 0.0012493009094419
810 => 0.0012339956661577
811 => 0.0012242318744927
812 => 0.001215711671286
813 => 0.0012204391752222
814 => 0.0012035864868977
815 => 0.0011981949727251
816 => 0.0012613605981283
817 => 0.0013080217247585
818 => 0.0013073432534975
819 => 0.0013032132341845
820 => 0.0012970768632294
821 => 0.0013264285063627
822 => 0.0013162029807997
823 => 0.0013236429050181
824 => 0.0013255366779843
825 => 0.0013312685583851
826 => 0.0013333172129566
827 => 0.0013271247559594
828 => 0.0013063421139318
829 => 0.0012545537459535
830 => 0.0012304461208595
831 => 0.0012224902030343
901 => 0.0012227793855368
902 => 0.0012148024411501
903 => 0.0012171520087735
904 => 0.0012139853574158
905 => 0.0012079884858396
906 => 0.0012200688853011
907 => 0.0012214610388023
908 => 0.001218641329218
909 => 0.0012193054729001
910 => 0.0011959594818555
911 => 0.0011977344268498
912 => 0.0011878513075724
913 => 0.0011859983418507
914 => 0.0011610146769393
915 => 0.0011167524931086
916 => 0.0011412780395849
917 => 0.0011116546282552
918 => 0.0011004357935167
919 => 0.001153544012282
920 => 0.0011482134201107
921 => 0.001139089763466
922 => 0.001125593973752
923 => 0.0011205882540684
924 => 0.0010901750858895
925 => 0.0010883781136655
926 => 0.0011034517010396
927 => 0.0010964957591169
928 => 0.0010867269822363
929 => 0.0010513454626196
930 => 0.0010115649201519
1001 => 0.0010127656446774
1002 => 0.0010254190950931
1003 => 0.0010622107087269
1004 => 0.0010478355887788
1005 => 0.001037406274321
1006 => 0.001035453177227
1007 => 0.0010599002764431
1008 => 0.0010944980436595
1009 => 0.001110730541956
1010 => 0.0010946446291325
1011 => 0.0010761659986078
1012 => 0.0010772907072262
1013 => 0.0010847728897854
1014 => 0.00108555916138
1015 => 0.0010735314725424
1016 => 0.0010769171964976
1017 => 0.0010717739722125
1018 => 0.0010402100142689
1019 => 0.0010396391223601
1020 => 0.0010318928180432
1021 => 0.001031658263027
1022 => 0.0010184798669777
1023 => 0.0010166361182725
1024 => 0.00099046961304515
1025 => 0.0010076924860253
1026 => 0.00099614028707161
1027 => 0.00097872839836023
1028 => 0.00097572658218345
1029 => 0.00097563634396437
1030 => 0.00099351446044389
1031 => 0.001007483569825
1101 => 0.00099634124251834
1102 => 0.00099380435057554
1103 => 0.0010208917194741
1104 => 0.0010174446048749
1105 => 0.0010144594258635
1106 => 0.0010914001930769
1107 => 0.0010304955720646
1108 => 0.0010039376809889
1109 => 0.00097106724757612
1110 => 0.00098177002644244
1111 => 0.00098402525920611
1112 => 0.00090497779218926
1113 => 0.00087290824466525
1114 => 0.00086190318447042
1115 => 0.00085556961673958
1116 => 0.00085845590308646
1117 => 0.00082958954893211
1118 => 0.00084898821632926
1119 => 0.00082399239364377
1120 => 0.00081980176262711
1121 => 0.00086449738997701
1122 => 0.00087071652541468
1123 => 0.00084418376150364
1124 => 0.00086122209119882
1125 => 0.00085504375600085
1126 => 0.00082442087528135
1127 => 0.00082325130648453
1128 => 0.00080788582138579
1129 => 0.00078384181255047
1130 => 0.00077285305532583
1201 => 0.00076713001515448
1202 => 0.00076949145306901
1203 => 0.00076829743779823
1204 => 0.00076050568049335
1205 => 0.00076874405220624
1206 => 0.00074769841681003
1207 => 0.00073931787521904
1208 => 0.00073553257900949
1209 => 0.00071685336625377
1210 => 0.00074658030043173
1211 => 0.00075243688095484
1212 => 0.00075830500075077
1213 => 0.00080938297723879
1214 => 0.00080683126587831
1215 => 0.0008298974938432
1216 => 0.00082900118264055
1217 => 0.00082242232077685
1218 => 0.00079466718474412
1219 => 0.00080572988727904
1220 => 0.00077168060840226
1221 => 0.00079719264326265
1222 => 0.00078555001596041
1223 => 0.00079325625926034
1224 => 0.00077939973896313
1225 => 0.0007870685094173
1226 => 0.00075382569346168
1227 => 0.00072278401966136
1228 => 0.00073527609536156
1229 => 0.00074885641028982
1230 => 0.00077830199325416
1231 => 0.00076076444696138
]
'min_raw' => 0.00071685336625377
'max_raw' => 0.0021398247565518
'avg_raw' => 0.0014283390614028
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000716'
'max' => '$0.002139'
'avg' => '$0.001428'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0013579766337462
'max_diff' => 6.4994756551829E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00076707161177631
102 => 0.00074594366545294
103 => 0.00070235067728832
104 => 0.00070259740886714
105 => 0.00069589157736289
106 => 0.00069009675987578
107 => 0.00076277884511936
108 => 0.00075373967888558
109 => 0.00073933695050889
110 => 0.00075861557478277
111 => 0.00076371314903369
112 => 0.00076385826980627
113 => 0.00077792345642317
114 => 0.00078543004904194
115 => 0.00078675311852643
116 => 0.0008088849935666
117 => 0.00081630330615357
118 => 0.00084685828582043
119 => 0.00078479316710388
120 => 0.000783514976827
121 => 0.00075888686456182
122 => 0.0007432673264082
123 => 0.0007599563477023
124 => 0.00077474054229028
125 => 0.00075934625069845
126 => 0.00076135642018911
127 => 0.00074069084148692
128 => 0.0007480778134671
129 => 0.00075444046886902
130 => 0.00075092738453568
131 => 0.00074566812725346
201 => 0.0007735284069308
202 => 0.00077195642076609
203 => 0.00079790055370669
204 => 0.00081812586061663
205 => 0.00085437322630531
206 => 0.00081654721059126
207 => 0.00081516868023385
208 => 0.00082864403560081
209 => 0.00081630124314688
210 => 0.00082410146191905
211 => 0.0008531164904702
212 => 0.00085372953230221
213 => 0.00084346029175637
214 => 0.00084283540753589
215 => 0.0008448077275159
216 => 0.00085635966724311
217 => 0.00085232306454717
218 => 0.00085699432338119
219 => 0.00086283580408198
220 => 0.00088699864499695
221 => 0.00089282422413864
222 => 0.00087867108704082
223 => 0.0008799489568548
224 => 0.00087465529506791
225 => 0.00086954168411117
226 => 0.00088103633475902
227 => 0.00090204303474589
228 => 0.00090191235315553
301 => 0.00090678549924058
302 => 0.00090982142888025
303 => 0.00089678899643047
304 => 0.00088830536212149
305 => 0.00089155852734323
306 => 0.00089676040937751
307 => 0.00088987162710872
308 => 0.00084735087175139
309 => 0.00086024895269043
310 => 0.00085810208133824
311 => 0.00085504467546424
312 => 0.00086801379558636
313 => 0.00086676289231221
314 => 0.00082929348274751
315 => 0.00083169215277864
316 => 0.00082943935381674
317 => 0.00083671860814193
318 => 0.00081590813952484
319 => 0.00082230929951081
320 => 0.00082632404704686
321 => 0.00082868876418834
322 => 0.00083723174400509
323 => 0.0008362293239263
324 => 0.00083716943216553
325 => 0.00084983641597071
326 => 0.00091390167327339
327 => 0.00091738860387635
328 => 0.00090021768230242
329 => 0.00090707712678975
330 => 0.00089390849336967
331 => 0.00090274868520675
401 => 0.00090879691994515
402 => 0.00088146611017098
403 => 0.00087984775699164
404 => 0.00086662477193709
405 => 0.00087373005511725
406 => 0.00086242503868968
407 => 0.00086519889428832
408 => 0.00085744295221414
409 => 0.000871402103755
410 => 0.00088701060421053
411 => 0.00089095392782395
412 => 0.00088058074110458
413 => 0.00087306987029344
414 => 0.00085988325538372
415 => 0.00088181288986146
416 => 0.00088822578327625
417 => 0.0008817792056624
418 => 0.00088028539276877
419 => 0.0008774546200346
420 => 0.00088088595458625
421 => 0.00088819085728147
422 => 0.00088474600007078
423 => 0.00088702138894901
424 => 0.000878349952916
425 => 0.00089679331070789
426 => 0.00092608580151718
427 => 0.00092617998166494
428 => 0.00092273510588518
429 => 0.00092132553693699
430 => 0.00092486018853956
501 => 0.00092677759203496
502 => 0.00093820800717343
503 => 0.00095047329802484
504 => 0.0010077100586627
505 => 0.00099163820531221
506 => 0.0010424220643803
507 => 0.0010825855034443
508 => 0.0010946287626853
509 => 0.0010835495308627
510 => 0.0010456480772861
511 => 0.0010437884511552
512 => 0.0011004292243796
513 => 0.001084425611632
514 => 0.0010825220328187
515 => 0.0010622711703928
516 => 0.0010742419382046
517 => 0.0010716237556836
518 => 0.0010674908264883
519 => 0.0010903302175823
520 => 0.0011330835188239
521 => 0.0011264200158875
522 => 0.0011214460200565
523 => 0.0010996514182333
524 => 0.0011127766365314
525 => 0.0011081029976925
526 => 0.0011281839161091
527 => 0.0011162884248859
528 => 0.0010843043685254
529 => 0.0010893979349216
530 => 0.0010886280526077
531 => 0.0011044721760745
601 => 0.0010997161634851
602 => 0.0010876993648183
603 => 0.0011329373926882
604 => 0.0011299998867854
605 => 0.0011341645985482
606 => 0.0011359980334641
607 => 0.001163533623845
608 => 0.0011748140741835
609 => 0.0011773749339024
610 => 0.0011880904892626
611 => 0.0011771083211234
612 => 0.0012210448238333
613 => 0.0012502600343694
614 => 0.0012841950048081
615 => 0.0013337831174791
616 => 0.0013524287065591
617 => 0.001349060547782
618 => 0.0013866576888679
619 => 0.0014542189156617
620 => 0.0013627166033665
621 => 0.0014590687603984
622 => 0.0014285647799212
623 => 0.001356240390953
624 => 0.001351583552952
625 => 0.0014005624688647
626 => 0.001509192990313
627 => 0.0014819822767674
628 => 0.0015092374972924
629 => 0.0014774428348037
630 => 0.0014758639618247
701 => 0.0015076933015024
702 => 0.0015820642885862
703 => 0.0015467334203774
704 => 0.0014960779573158
705 => 0.0015334811629542
706 => 0.001501079044727
707 => 0.0014280680035792
708 => 0.0014819614692476
709 => 0.0014459244435527
710 => 0.0014564419634841
711 => 0.0015321864313918
712 => 0.0015230726566181
713 => 0.001534866725088
714 => 0.0015140505029431
715 => 0.0014946048690428
716 => 0.0014583081493162
717 => 0.0014475624800118
718 => 0.0014505321964189
719 => 0.0014475610083678
720 => 0.0014272533272649
721 => 0.0014228678854642
722 => 0.0014155586236658
723 => 0.0014178240695315
724 => 0.0014040805189505
725 => 0.0014300174384593
726 => 0.0014348315592754
727 => 0.0014537062863343
728 => 0.0014556659231121
729 => 0.0015082317693061
730 => 0.0014792793845556
731 => 0.0014987031438748
801 => 0.0014969657000178
802 => 0.0013578078797687
803 => 0.0013769825995992
804 => 0.0014068124462969
805 => 0.001393374140793
806 => 0.0013743755208897
807 => 0.0013590331166762
808 => 0.0013357878054514
809 => 0.0013685051346136
810 => 0.0014115249433619
811 => 0.0014567569764554
812 => 0.0015111003004971
813 => 0.001498971503197
814 => 0.0014557410658129
815 => 0.0014576803516541
816 => 0.0014696682536435
817 => 0.0014541428313515
818 => 0.0014495640812253
819 => 0.0014690392036877
820 => 0.0014691733181527
821 => 0.0014513094434957
822 => 0.0014314570158691
823 => 0.0014313738334724
824 => 0.001427841285728
825 => 0.0014780712671998
826 => 0.0015056926781854
827 => 0.0015088594284408
828 => 0.0015054795306619
829 => 0.0015067803191737
830 => 0.0014907080287174
831 => 0.0015274445186107
901 => 0.0015611575545991
902 => 0.0015521217407803
903 => 0.0015385757713492
904 => 0.001527785754235
905 => 0.0015495799556598
906 => 0.0015486094941777
907 => 0.0015608631006404
908 => 0.001560307206271
909 => 0.001556186779299
910 => 0.0015521218879337
911 => 0.0015682387227227
912 => 0.0015635973331319
913 => 0.0015589487341811
914 => 0.0015496252573204
915 => 0.0015508924726723
916 => 0.0015373488421438
917 => 0.001531082938947
918 => 0.0014368587888704
919 => 0.0014116790171071
920 => 0.0014196010858853
921 => 0.0014222092366236
922 => 0.0014112509676834
923 => 0.0014269623103953
924 => 0.0014245137142761
925 => 0.0014340397693951
926 => 0.00142808830373
927 => 0.0014283325539568
928 => 0.0014458345454918
929 => 0.0014509154480932
930 => 0.0014483312600222
1001 => 0.0014501411367663
1002 => 0.0014918489824336
1003 => 0.0014859194605215
1004 => 0.0014827695201855
1005 => 0.0014836420751857
1006 => 0.0014942993239799
1007 => 0.0014972827717781
1008 => 0.0014846416938141
1009 => 0.0014906032992591
1010 => 0.0015159870586038
1011 => 0.0015248699377781
1012 => 0.0015532198240785
1013 => 0.0015411762884991
1014 => 0.0015632827192872
1015 => 0.0016312303508923
1016 => 0.001685511620637
1017 => 0.0016355923217114
1018 => 0.0017352729609194
1019 => 0.0018128886368813
1020 => 0.0018099096179622
1021 => 0.0017963755295754
1022 => 0.0017080121460123
1023 => 0.0016266988430337
1024 => 0.0016947208737205
1025 => 0.0016948942758656
1026 => 0.0016890511231038
1027 => 0.0016527598031353
1028 => 0.0016877882638349
1029 => 0.0016905686958406
1030 => 0.0016890123932939
1031 => 0.0016611879233636
1101 => 0.0016187051006015
1102 => 0.0016270061424797
1103 => 0.0016406034184129
1104 => 0.0016148609383825
1105 => 0.0016066346562209
1106 => 0.0016219288798735
1107 => 0.0016712100551602
1108 => 0.0016618937344386
1109 => 0.0016616504476544
1110 => 0.0017015096184359
1111 => 0.0016729790543038
1112 => 0.0016271108452014
1113 => 0.0016155285174757
1114 => 0.0015744190568403
1115 => 0.001602813507728
1116 => 0.0016038353734658
1117 => 0.0015882840228989
1118 => 0.0016283727515915
1119 => 0.0016280033268991
1120 => 0.001666061608373
1121 => 0.0017388147485132
1122 => 0.0017172980650091
1123 => 0.0016922765031024
1124 => 0.0016949970406543
1125 => 0.00172483462274
1126 => 0.0017067941394853
1127 => 0.0017132816230464
1128 => 0.0017248248031567
1129 => 0.0017317890903182
1130 => 0.0016939949869061
1201 => 0.0016851833734998
1202 => 0.0016671579049265
1203 => 0.001662455396637
1204 => 0.0016771367646762
1205 => 0.0016732687428983
1206 => 0.0016037494896074
1207 => 0.0015964843408371
1208 => 0.0015967071525776
1209 => 0.0015784385905555
1210 => 0.0015505746485146
1211 => 0.0016237994245287
1212 => 0.0016179184502346
1213 => 0.0016114263097653
1214 => 0.0016122215599292
1215 => 0.0016440059533789
1216 => 0.0016255694000277
1217 => 0.0016745859988036
1218 => 0.0016645096596691
1219 => 0.0016541749004573
1220 => 0.0016527463219298
1221 => 0.0016487683213535
1222 => 0.0016351262772285
1223 => 0.0016186526891878
1224 => 0.0016077753994456
1225 => 0.0014830878193025
1226 => 0.0015062291089027
1227 => 0.0015328510531929
1228 => 0.0015420408416812
1229 => 0.001526321072558
1230 => 0.0016357469895266
1231 => 0.0016557401590111
]
'min_raw' => 0.00069009675987578
'max_raw' => 0.0018128886368813
'avg_raw' => 0.0012514926983786
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00069'
'max' => '$0.001812'
'avg' => '$0.001251'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -2.6756606377987E-5
'max_diff' => -0.0003269361196705
'year' => 2027
]
2 => [
'items' => [
101 => 0.0015951795445203
102 => 0.0015838511262227
103 => 0.0016364896787442
104 => 0.0016047421967724
105 => 0.0016190380859604
106 => 0.0015881381929693
107 => 0.0016509243899506
108 => 0.0016504460643253
109 => 0.001626020815609
110 => 0.0016466648685671
111 => 0.0016430774563404
112 => 0.0016155014106964
113 => 0.0016517985997841
114 => 0.001651816602737
115 => 0.0016283078318982
116 => 0.0016008547342902
117 => 0.0015959467688511
118 => 0.0015922492761852
119 => 0.001618128729425
120 => 0.0016413321662768
121 => 0.0016845080096383
122 => 0.0016953634424921
123 => 0.0017377329196076
124 => 0.0017125039589177
125 => 0.0017236876304218
126 => 0.0017358290878665
127 => 0.0017416501490527
128 => 0.0017321650422251
129 => 0.001797982280158
130 => 0.0018035392716276
131 => 0.0018054024827996
201 => 0.0017832092804851
202 => 0.001802922038524
203 => 0.0017936990918555
204 => 0.0018176946368786
205 => 0.0018214574447287
206 => 0.0018182704803454
207 => 0.0018194648549489
208 => 0.0017633014533296
209 => 0.00176038908467
210 => 0.0017206787313454
211 => 0.0017368609938493
212 => 0.0017066090297342
213 => 0.0017162022391849
214 => 0.0017204308345033
215 => 0.0017182220562796
216 => 0.0017377759146916
217 => 0.0017211511404521
218 => 0.001677275627868
219 => 0.0016333881614299
220 => 0.0016328371900387
221 => 0.0016212823948037
222 => 0.0016129303942151
223 => 0.0016145392858316
224 => 0.0016202092297392
225 => 0.0016126008467678
226 => 0.0016142244810295
227 => 0.0016411876279932
228 => 0.0016465948948244
229 => 0.0016282188893765
301 => 0.001554436575858
302 => 0.0015363302110516
303 => 0.0015493447070096
304 => 0.0015431246161826
305 => 0.0012454220011976
306 => 0.001315362814703
307 => 0.0012738063582837
308 => 0.0012929574853224
309 => 0.0012505391043105
310 => 0.0012707833790672
311 => 0.0012670450007222
312 => 0.0013795077591397
313 => 0.0013777518078545
314 => 0.0013785922888119
315 => 0.0013384739428555
316 => 0.0014023835572958
317 => 0.0014338677314845
318 => 0.0014280408487663
319 => 0.0014295073496112
320 => 0.0014043080063461
321 => 0.0013788362735377
322 => 0.0013505842017816
323 => 0.0014030730590428
324 => 0.00139723719413
325 => 0.001410622568562
326 => 0.0014446653444768
327 => 0.0014496782725462
328 => 0.0014564156987076
329 => 0.0014540008110314
330 => 0.0015115332327466
331 => 0.0015045656768657
401 => 0.0015213554818359
402 => 0.0014868175791666
403 => 0.0014477346639285
404 => 0.0014551630483985
405 => 0.0014544476352388
406 => 0.0014453396046021
407 => 0.0014371172817908
408 => 0.0014234294309352
409 => 0.0014667398164632
410 => 0.0014649814939048
411 => 0.0014934466922987
412 => 0.0014884151919864
413 => 0.0014548136014838
414 => 0.0014560136888622
415 => 0.0014640848532241
416 => 0.0014920192452355
417 => 0.0015003120747029
418 => 0.0014964705056815
419 => 0.0015055632146105
420 => 0.0015127497210083
421 => 0.0015064657291686
422 => 0.0015954338018526
423 => 0.0015584880552419
424 => 0.0015764951550731
425 => 0.0015807897422789
426 => 0.0015697892474567
427 => 0.0015721748608855
428 => 0.0015757884151893
429 => 0.0015977292093153
430 => 0.001655308201722
501 => 0.0016808095455055
502 => 0.0017575315964922
503 => 0.0016786920139001
504 => 0.0016740139993397
505 => 0.0016878339575064
506 => 0.0017328779232895
507 => 0.0017693818267921
508 => 0.0017814922775446
509 => 0.0017830928735333
510 => 0.0018058128842326
511 => 0.0018188355706623
512 => 0.0018030540773381
513 => 0.0017896809141371
514 => 0.001741779903489
515 => 0.0017473245759017
516 => 0.0017855218704376
517 => 0.0018394777987791
518 => 0.0018857775984537
519 => 0.0018695650223186
520 => 0.0019932555339343
521 => 0.0020055189429305
522 => 0.0020038245363307
523 => 0.0020317624070642
524 => 0.0019763114231067
525 => 0.0019526050531527
526 => 0.001792572343813
527 => 0.0018375350074881
528 => 0.0019028908797044
529 => 0.0018942407849447
530 => 0.0018467776035737
531 => 0.0018857415933745
601 => 0.0018728588798297
602 => 0.0018626977491527
603 => 0.0019092478586162
604 => 0.0018580641010879
605 => 0.0019023802825696
606 => 0.0018455443214272
607 => 0.0018696390800007
608 => 0.001855961729702
609 => 0.0018648126515783
610 => 0.0018130703431438
611 => 0.0018409892368015
612 => 0.0018119088253788
613 => 0.0018118950374774
614 => 0.0018112530857835
615 => 0.00184546606086
616 => 0.001846581744749
617 => 0.0018212983044745
618 => 0.0018176545657294
619 => 0.0018311273776309
620 => 0.0018153542434293
621 => 0.0018227343936473
622 => 0.0018155777806611
623 => 0.0018139666763366
624 => 0.001801129122972
625 => 0.0017955983520066
626 => 0.0017977671098125
627 => 0.0017903640213496
628 => 0.0017859033927693
629 => 0.0018103657544865
630 => 0.0017972965014299
701 => 0.0018083627040161
702 => 0.001795751369503
703 => 0.0017520349895837
704 => 0.0017268932371997
705 => 0.0016443170480427
706 => 0.0016677355528522
707 => 0.0016832620457691
708 => 0.0016781305399527
709 => 0.0016891550000755
710 => 0.00168983181239
711 => 0.0016862476480231
712 => 0.001682097644846
713 => 0.001680077652809
714 => 0.0016951330185045
715 => 0.0017038731650311
716 => 0.001684820337051
717 => 0.0016803565260326
718 => 0.001699619987056
719 => 0.0017113706871522
720 => 0.0017981312545141
721 => 0.001791703751451
722 => 0.0018078355228056
723 => 0.0018060193329133
724 => 0.0018229279992857
725 => 0.0018505665226689
726 => 0.0017943696767781
727 => 0.001804123506084
728 => 0.001801732092387
729 => 0.0018278409200685
730 => 0.0018279224289787
731 => 0.0018122688825509
801 => 0.0018207549240192
802 => 0.001816018248474
803 => 0.0018245780613843
804 => 0.0017916179082289
805 => 0.0018317598169435
806 => 0.0018545176924972
807 => 0.0018548336856213
808 => 0.0018656207380161
809 => 0.0018765810079931
810 => 0.0018976182917757
811 => 0.0018759942895665
812 => 0.0018370948146461
813 => 0.0018399032310908
814 => 0.0018170964831778
815 => 0.0018174798687306
816 => 0.0018154333266033
817 => 0.0018215751535838
818 => 0.0017929656938662
819 => 0.0017996802768782
820 => 0.0017902798213409
821 => 0.0018041030713296
822 => 0.0017892315394069
823 => 0.0018017309391749
824 => 0.0018071252657532
825 => 0.0018270304469584
826 => 0.0017862915279584
827 => 0.0017032221143352
828 => 0.0017206843121981
829 => 0.0016948563499328
830 => 0.0016972468261745
831 => 0.0017020759686241
901 => 0.0016864231379479
902 => 0.0016894092047635
903 => 0.0016893025214442
904 => 0.0016883831822336
905 => 0.0016843112764338
906 => 0.0016784062074219
907 => 0.0017019301848807
908 => 0.0017059273670457
909 => 0.0017148126078524
910 => 0.0017412490575769
911 => 0.001738607432835
912 => 0.001742916032389
913 => 0.0017335103837544
914 => 0.0016976831272386
915 => 0.0016996287196375
916 => 0.0016753671512467
917 => 0.0017141921850012
918 => 0.0017049979045428
919 => 0.0016990702921189
920 => 0.00169745288815
921 => 0.00172395486872
922 => 0.0017318846766742
923 => 0.0017269433525067
924 => 0.0017168085524779
925 => 0.0017362703646179
926 => 0.0017414775245187
927 => 0.0017426432155878
928 => 0.0017771258152676
929 => 0.001744570409856
930 => 0.0017524068195115
1001 => 0.0018135442506417
1002 => 0.0017581010369954
1003 => 0.001787470543795
1004 => 0.0017860330592687
1005 => 0.0018010575051375
1006 => 0.0017848006161768
1007 => 0.0017850021397991
1008 => 0.0017983428298865
1009 => 0.0017796082366649
1010 => 0.0017749692879181
1011 => 0.0017685606134491
1012 => 0.0017825537196955
1013 => 0.0017909419540364
1014 => 0.0018585449623449
1015 => 0.001902219588784
1016 => 0.0019003235580667
1017 => 0.0019176497296025
1018 => 0.001909844130636
1019 => 0.0018846377925605
1020 => 0.00192766193807
1021 => 0.0019140472982241
1022 => 0.0019151696725912
1023 => 0.0019151278977612
1024 => 0.0019241804430463
1025 => 0.0019177658850582
1026 => 0.0019051221328229
1027 => 0.0019135156456159
1028 => 0.0019384413778755
1029 => 0.002015811615624
1030 => 0.0020591090256874
1031 => 0.0020132050571723
1101 => 0.0020448689999754
1102 => 0.00202588191731
1103 => 0.0020224313995729
1104 => 0.0020423186956002
1105 => 0.0020622408017066
1106 => 0.0020609718496732
1107 => 0.0020465094236515
1108 => 0.0020383399661623
1109 => 0.0021002018352396
1110 => 0.0021457806065863
1111 => 0.0021426724399444
1112 => 0.0021563908766718
1113 => 0.0021966686311986
1114 => 0.0022003511242952
1115 => 0.0021998872148062
1116 => 0.0021907597714377
1117 => 0.0022304184514966
1118 => 0.0022635024201299
1119 => 0.002188647032015
1120 => 0.0022171509838802
1121 => 0.0022299473262124
1122 => 0.0022487361532598
1123 => 0.0022804360538619
1124 => 0.0023148705538991
1125 => 0.0023197399697594
1126 => 0.0023162848861835
1127 => 0.0022935744077599
1128 => 0.0023312530485896
1129 => 0.0023533243127148
1130 => 0.0023664672454095
1201 => 0.0023997955359476
1202 => 0.0022300263520663
1203 => 0.0021098552856391
1204 => 0.0020910888383253
1205 => 0.0021292511468921
1206 => 0.0021393142433224
1207 => 0.0021352578217694
1208 => 0.0019999943610303
1209 => 0.0020903767041979
1210 => 0.0021876205058831
1211 => 0.0021913560363436
1212 => 0.0022400383167392
1213 => 0.0022558912627901
1214 => 0.0022950868794409
1215 => 0.0022926351829476
1216 => 0.0023021786918636
1217 => 0.0022999848044343
1218 => 0.0023725864306691
1219 => 0.0024526768058518
1220 => 0.002449903530831
1221 => 0.0024383895918122
1222 => 0.0024554897546735
1223 => 0.0025381516048683
1224 => 0.0025305414263315
1225 => 0.0025379340665466
1226 => 0.002635397046544
1227 => 0.0027621127844878
1228 => 0.0027032406021608
1229 => 0.0028309762977963
1230 => 0.0029113791472206
1231 => 0.0030504275614901
]
'min_raw' => 0.0012454220011976
'max_raw' => 0.0030504275614901
'avg_raw' => 0.0021479247813439
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001245'
'max' => '$0.00305'
'avg' => '$0.002147'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00055532524132184
'max_diff' => 0.0012375389246088
'year' => 2028
]
3 => [
'items' => [
101 => 0.0030330180151957
102 => 0.0030871485424864
103 => 0.0030018512938467
104 => 0.0028059915695519
105 => 0.0027749960184613
106 => 0.002837049896677
107 => 0.0029896033011413
108 => 0.0028322454470789
109 => 0.0028640787360125
110 => 0.0028549107466581
111 => 0.0028544222234668
112 => 0.0028730671667094
113 => 0.0028460217040812
114 => 0.0027358336239481
115 => 0.0027863321717307
116 => 0.0027668322572924
117 => 0.0027884688661766
118 => 0.0029052327207083
119 => 0.0028536086373172
120 => 0.0027992268590647
121 => 0.002867433677276
122 => 0.0029542843952647
123 => 0.0029488494334188
124 => 0.0029383033357997
125 => 0.0029977511359025
126 => 0.0030959414851011
127 => 0.0031224819419287
128 => 0.0031420735645631
129 => 0.0031447749183212
130 => 0.0031726005409117
131 => 0.0030229751552828
201 => 0.0032604344849282
202 => 0.0033014371514764
203 => 0.0032937303495518
204 => 0.0033393030877641
205 => 0.0033258944321132
206 => 0.0033064673938288
207 => 0.0033787098774947
208 => 0.0032958896996395
209 => 0.0031783368839446
210 => 0.0031138450843233
211 => 0.0031987730884697
212 => 0.003250635657023
213 => 0.0032849135157579
214 => 0.0032952859750998
215 => 0.0030345901480404
216 => 0.0028940895561087
217 => 0.0029841488246943
218 => 0.0030940273479275
219 => 0.0030223647745384
220 => 0.00302517381174
221 => 0.0029230018146802
222 => 0.0031030673025518
223 => 0.003076833275558
224 => 0.0032129354540088
225 => 0.0031804535768333
226 => 0.0032914396199039
227 => 0.003262213275216
228 => 0.0033835301979922
301 => 0.0034319268030122
302 => 0.0035131922351709
303 => 0.0035729714178766
304 => 0.003608074897355
305 => 0.0036059674161169
306 => 0.0037450648902942
307 => 0.0036630439694675
308 => 0.0035600063620623
309 => 0.0035581427368238
310 => 0.0036115073737532
311 => 0.0037233450128839
312 => 0.003752342885539
313 => 0.0037685487403906
314 => 0.0037437289095554
315 => 0.0036547010784904
316 => 0.0036162593124178
317 => 0.0036490128108768
318 => 0.0036089580968017
319 => 0.0036781037706632
320 => 0.003773055549594
321 => 0.0037534483827248
322 => 0.0038189922018978
323 => 0.003886823159331
324 => 0.0039838244749393
325 => 0.0040091842107876
326 => 0.0040511028898005
327 => 0.0040942509800736
328 => 0.0041081089837956
329 => 0.004134568212787
330 => 0.0041344287595896
331 => 0.0042141654270668
401 => 0.0043021174405331
402 => 0.0043353172895229
403 => 0.0044116585116245
404 => 0.004280926844091
405 => 0.0043800883156523
406 => 0.0044695344451732
407 => 0.0043628930821273
408 => 0.0045098733568352
409 => 0.0045155802678377
410 => 0.0046017478484178
411 => 0.0045144004977888
412 => 0.004462533919808
413 => 0.0046122707870234
414 => 0.0046847237404018
415 => 0.0046629003212025
416 => 0.004496823023541
417 => 0.0044001589129116
418 => 0.0041471702902801
419 => 0.0044468462420823
420 => 0.0045928096565378
421 => 0.0044964450135597
422 => 0.0045450457342813
423 => 0.0048101955077018
424 => 0.0049111473742439
425 => 0.00489015009171
426 => 0.0048936982868135
427 => 0.0049481700815936
428 => 0.0051897280178139
429 => 0.0050449809031616
430 => 0.0051556346487424
501 => 0.0052143249964067
502 => 0.0052688398621659
503 => 0.0051349685814615
504 => 0.0049608040122249
505 => 0.0049056387822164
506 => 0.0044868634489551
507 => 0.0044650643742097
508 => 0.0044528278929756
509 => 0.0043756786096791
510 => 0.0043150604059752
511 => 0.0042668545597802
512 => 0.0041403480238805
513 => 0.0041830402661084
514 => 0.0039814152518502
515 => 0.0041104077908208
516 => 0.0037886093996586
517 => 0.0040566126621093
518 => 0.0039107506709705
519 => 0.0040086930750745
520 => 0.0040083513632534
521 => 0.0038280083446303
522 => 0.0037239902551513
523 => 0.0037902746302119
524 => 0.0038613367419372
525 => 0.0038728663304829
526 => 0.0039650002132456
527 => 0.0039907127995135
528 => 0.0039128024627159
529 => 0.003781940843267
530 => 0.0038123370128293
531 => 0.0037233742777453
601 => 0.0035674705064128
602 => 0.0036794433168025
603 => 0.0037176757573665
604 => 0.0037345613811736
605 => 0.0035812479277372
606 => 0.0035330735120705
607 => 0.003507425857392
608 => 0.0037621500016563
609 => 0.0037761043652864
610 => 0.0037047118680069
611 => 0.0040274127254245
612 => 0.0039543755827612
613 => 0.0040359759656505
614 => 0.0038095788790391
615 => 0.0038182275526317
616 => 0.0037110475436556
617 => 0.0037710611869115
618 => 0.0037286454781882
619 => 0.0037662126776028
620 => 0.0037887303020365
621 => 0.0038958927238277
622 => 0.0040578362848288
623 => 0.003879886231564
624 => 0.0038023508450648
625 => 0.0038504533627733
626 => 0.0039785567063068
627 => 0.0041726398292495
628 => 0.0040577387141806
629 => 0.0041087298779007
630 => 0.0041198691787346
701 => 0.0040351453503532
702 => 0.0041757637176508
703 => 0.0042511222430671
704 => 0.0043284244968946
705 => 0.0043955438779331
706 => 0.0042975482768029
707 => 0.0044024176171298
708 => 0.0043179114407569
709 => 0.0042421006644624
710 => 0.0042422156381167
711 => 0.0041946584307285
712 => 0.0041025103488201
713 => 0.0040855168287109
714 => 0.0041739192663637
715 => 0.0042448096496192
716 => 0.0042506485211261
717 => 0.0042898970797758
718 => 0.0043131239724923
719 => 0.0045407790965441
720 => 0.0046323438706997
721 => 0.0047443075433046
722 => 0.0047879237037111
723 => 0.0049191927092756
724 => 0.0048131823261349
725 => 0.0047902463129058
726 => 0.0044718306431708
727 => 0.0045239711912519
728 => 0.0046074532395444
729 => 0.0044732072313988
730 => 0.0045583554243956
731 => 0.0045751654813785
801 => 0.0044686456034118
802 => 0.004525542472686
803 => 0.0043744412566398
804 => 0.0040611298784266
805 => 0.0041761125227795
806 => 0.0042607784517628
807 => 0.0041399497318699
808 => 0.0043565305355607
809 => 0.0042300085011798
810 => 0.0041899070904098
811 => 0.0040334571898106
812 => 0.0041072955205845
813 => 0.0042071629202192
814 => 0.0041454564780763
815 => 0.0042735066107918
816 => 0.0044548597484399
817 => 0.0045841027940939
818 => 0.004594024470322
819 => 0.004510929850578
820 => 0.0046440895090205
821 => 0.0046450594317586
822 => 0.0044948547930622
823 => 0.0044028552882036
824 => 0.0043819528071311
825 => 0.004434171303023
826 => 0.0044975741971018
827 => 0.0045975428896817
828 => 0.0046579518769091
829 => 0.0048154664771473
830 => 0.0048580854116742
831 => 0.0049049106994657
901 => 0.0049674837243392
902 => 0.005042618684094
903 => 0.0048782276695861
904 => 0.0048847592310557
905 => 0.0047316805944944
906 => 0.0045680941176316
907 => 0.0046922358622282
908 => 0.0048545346794042
909 => 0.0048173031514197
910 => 0.0048131138439504
911 => 0.0048201590970968
912 => 0.0047920877408646
913 => 0.0046651220369993
914 => 0.0046013606553655
915 => 0.0046836291049364
916 => 0.0047273511245359
917 => 0.0047951601639739
918 => 0.004786801268588
919 => 0.0049614700720212
920 => 0.0050293410873249
921 => 0.0050119767772457
922 => 0.0050151722281957
923 => 0.0051380494594608
924 => 0.0052747142122576
925 => 0.0054027187877543
926 => 0.0055329305398739
927 => 0.0053759551904425
928 => 0.0052962527888948
929 => 0.0053784853226342
930 => 0.0053348515827254
1001 => 0.0055855839948496
1002 => 0.0056029441630587
1003 => 0.0058536584443757
1004 => 0.0060916161518467
1005 => 0.0059421591792393
1006 => 0.0060830903727182
1007 => 0.0062355189487545
1008 => 0.0065295784025736
1009 => 0.0064305495236636
1010 => 0.006354694954399
1011 => 0.0062830127529705
1012 => 0.0064321720349141
1013 => 0.0066240630682569
1014 => 0.0066653945589295
1015 => 0.0067323673636637
1016 => 0.0066619536485306
1017 => 0.0067467592125921
1018 => 0.0070461601191823
1019 => 0.0069652593513367
1020 => 0.0068503672555486
1021 => 0.0070867155165328
1022 => 0.0071722490334024
1023 => 0.0077725680490437
1024 => 0.0085304956042324
1025 => 0.0082167086195636
1026 => 0.008021930912337
1027 => 0.0080677082937243
1028 => 0.0083444777794123
1029 => 0.0084333673539909
1030 => 0.0081917348482124
1031 => 0.0082770835342043
1101 => 0.0087473631853172
1102 => 0.0089996531297616
1103 => 0.008657009498146
1104 => 0.0077116693079619
1105 => 0.0068400224793845
1106 => 0.0070712224690915
1107 => 0.0070450115652297
1108 => 0.0075502683817692
1109 => 0.0069633298947793
1110 => 0.0069732124336125
1111 => 0.0074889174260418
1112 => 0.0073513361754835
1113 => 0.0071284721696543
1114 => 0.0068416496332632
1115 => 0.0063114316468707
1116 => 0.0058418027901005
1117 => 0.0067628531272933
1118 => 0.0067231357619322
1119 => 0.0066656191311056
1120 => 0.0067936161690608
1121 => 0.0074151334527784
1122 => 0.0074008054677336
1123 => 0.0073096581370807
1124 => 0.0073787925840452
1125 => 0.0071163525668413
1126 => 0.0071839893349228
1127 => 0.0068398844060735
1128 => 0.0069954342050046
1129 => 0.0071279940035911
1130 => 0.0071546073457387
1201 => 0.0072145685645081
1202 => 0.006702206515158
1203 => 0.0069322420331567
1204 => 0.0070673663485678
1205 => 0.0064568697756759
1206 => 0.0070552987942179
1207 => 0.0066932874317814
1208 => 0.0065704153381423
1209 => 0.00673584642506
1210 => 0.0066713777696012
1211 => 0.0066159514053641
1212 => 0.0065850225417741
1213 => 0.0067064968740436
1214 => 0.00670082995125
1215 => 0.0065020743665051
1216 => 0.0062428058085195
1217 => 0.0063298248467798
1218 => 0.006298210014372
1219 => 0.0061836337833316
1220 => 0.0062608443290659
1221 => 0.0059208481610149
1222 => 0.0053359024253461
1223 => 0.0057223354957013
1224 => 0.005707458242851
1225 => 0.0056999564573341
1226 => 0.0059903502294805
1227 => 0.0059624355688128
1228 => 0.0059117701863598
1229 => 0.0061827032738506
1230 => 0.0060838090523522
1231 => 0.0063885777406012
]
'min_raw' => 0.0027358336239481
'max_raw' => 0.0089996531297616
'avg_raw' => 0.0058677433768549
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.002735'
'max' => '$0.008999'
'avg' => '$0.005867'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0014904116227505
'max_diff' => 0.0059492255682715
'year' => 2029
]
4 => [
'items' => [
101 => 0.0065893181098848
102 => 0.0065384038589638
103 => 0.0067272011465375
104 => 0.0063318295896675
105 => 0.0064631561613061
106 => 0.0064902223857101
107 => 0.0061793600016068
108 => 0.0059670027525245
109 => 0.0059528409450606
110 => 0.0055846427397834
111 => 0.0057813312490504
112 => 0.0059544089976818
113 => 0.0058715181874632
114 => 0.0058452774332405
115 => 0.005979335755639
116 => 0.0059897532354213
117 => 0.005752233592391
118 => 0.0058016214474458
119 => 0.0060075770130724
120 => 0.0057964318956196
121 => 0.0053862114227679
122 => 0.005284471073759
123 => 0.0052708970357545
124 => 0.0049949691401133
125 => 0.0052912698503702
126 => 0.0051619266499777
127 => 0.005570520270248
128 => 0.0053371337856811
129 => 0.0053270729607951
130 => 0.0053118645483778
131 => 0.0050743620101616
201 => 0.0051263599719572
202 => 0.0052992091164791
203 => 0.0053608836385295
204 => 0.0053544504805952
205 => 0.0052983620613734
206 => 0.0053240390524739
207 => 0.0052413245176824
208 => 0.0052121162938933
209 => 0.0051199271052601
210 => 0.0049844344658827
211 => 0.0050032755484128
212 => 0.0047348291762285
213 => 0.0045885653451351
214 => 0.0045480814444148
215 => 0.0044939446804329
216 => 0.004554196335959
217 => 0.0047340687013846
218 => 0.0045171044666302
219 => 0.0041451345044154
220 => 0.0041674905329505
221 => 0.0042177178915044
222 => 0.0041241195411265
223 => 0.0040355365576078
224 => 0.0041125522748127
225 => 0.0039549436982289
226 => 0.0042367641350007
227 => 0.0042291416819787
228 => 0.0043341869131483
301 => 0.0043998738519438
302 => 0.0042484867244191
303 => 0.004210413271241
304 => 0.0042321016405132
305 => 0.0038736412078827
306 => 0.0043048930482792
307 => 0.004308622532103
308 => 0.0042766884273678
309 => 0.0045063167189721
310 => 0.0049909040371174
311 => 0.0048085827955514
312 => 0.0047379825001284
313 => 0.0046037712869206
314 => 0.0047825997598466
315 => 0.0047688685232846
316 => 0.0047067706641346
317 => 0.0046692136851636
318 => 0.0047384135704776
319 => 0.004660639053572
320 => 0.0046466686132349
321 => 0.0045620229447814
322 => 0.004531808292276
323 => 0.004509438566441
324 => 0.0044848116963005
325 => 0.0045391324351968
326 => 0.0044160344943696
327 => 0.004267590445172
328 => 0.0042552489286681
329 => 0.0042893249408126
330 => 0.0042742488420994
331 => 0.0042551767501076
401 => 0.0042187629325202
402 => 0.0042079597307001
403 => 0.0042430648956469
404 => 0.0042034332111802
405 => 0.0042619119204605
406 => 0.0042460089473108
407 => 0.0041571762320434
408 => 0.0040464577787366
409 => 0.0040454721522624
410 => 0.0040216180431121
411 => 0.0039912362486199
412 => 0.0039827847284334
413 => 0.004106066225924
414 => 0.0043612552362247
415 => 0.0043111555273472
416 => 0.0043473577014359
417 => 0.0045254365673435
418 => 0.0045820424837972
419 => 0.004541864945083
420 => 0.0044868674520483
421 => 0.0044892870626248
422 => 0.0046772301451978
423 => 0.0046889519247222
424 => 0.0047185690799909
425 => 0.0047566354943183
426 => 0.0045483478200468
427 => 0.0044794767318976
428 => 0.0044468417895101
429 => 0.0043463387982685
430 => 0.0044547226578473
501 => 0.0043915720243303
502 => 0.0044000932023246
503 => 0.0043945437739772
504 => 0.0043975741371055
505 => 0.0042366853604451
506 => 0.004295304774595
507 => 0.0041978386291484
508 => 0.0040673424014837
509 => 0.0040669049323707
510 => 0.0040988436992177
511 => 0.004079845270933
512 => 0.0040287209889132
513 => 0.0040359829518743
514 => 0.0039723605149384
515 => 0.0040437078676397
516 => 0.0040457538544221
517 => 0.0040182812373155
518 => 0.0041282016781893
519 => 0.0041732361725018
520 => 0.0041551531074018
521 => 0.0041719674164487
522 => 0.0043132373964377
523 => 0.0043362705672172
524 => 0.0043465003801917
525 => 0.0043327937859964
526 => 0.0041745495723499
527 => 0.0041815683761315
528 => 0.0041300690510317
529 => 0.0040865575481876
530 => 0.0040882977801136
531 => 0.0041106683486749
601 => 0.0042083619335986
602 => 0.0044139523237192
603 => 0.0044217543287397
604 => 0.004431210586425
605 => 0.0043927472340844
606 => 0.0043811463189738
607 => 0.0043964509204549
608 => 0.0044736598615551
609 => 0.0046722622200876
610 => 0.0046020628823767
611 => 0.0045449897280999
612 => 0.0045950582712125
613 => 0.0045873506114505
614 => 0.0045222902063448
615 => 0.0045204641774639
616 => 0.0043955924589963
617 => 0.0043494302278703
618 => 0.0043108536123583
619 => 0.0042687289552872
620 => 0.0042437560465442
621 => 0.0042821257843575
622 => 0.0042909013973728
623 => 0.0042070052950557
624 => 0.0041955705663166
625 => 0.0042640819344919
626 => 0.0042339326357192
627 => 0.0042649419371736
628 => 0.0042721363611038
629 => 0.0042709778931494
630 => 0.0042394985626058
701 => 0.0042595625491672
702 => 0.0042121052395873
703 => 0.0041605025432767
704 => 0.0041275832379921
705 => 0.004098856778019
706 => 0.0041147958876037
707 => 0.0040579758723007
708 => 0.0040397980058443
709 => 0.0042527653219742
710 => 0.0044100865681838
711 => 0.0044077990549578
712 => 0.0043938744064956
713 => 0.0043731852033924
714 => 0.004472146317483
715 => 0.0044376702441238
716 => 0.0044627544680649
717 => 0.0044691394558395
718 => 0.0044884648907979
719 => 0.0044953720727182
720 => 0.0044744937716086
721 => 0.004404423643015
722 => 0.0042298155446276
723 => 0.0041485350034828
724 => 0.0041217110710705
725 => 0.0041226860700678
726 => 0.0040957912451354
727 => 0.0041037129764195
728 => 0.0040930363902785
729 => 0.004072817519071
730 => 0.0041135474292819
731 => 0.0041182411720084
801 => 0.004108734324279
802 => 0.0041109735310722
803 => 0.0040322608923003
804 => 0.0040382452432713
805 => 0.0040049236166104
806 => 0.0039986762133097
807 => 0.003914442042757
808 => 0.0037652089996847
809 => 0.0038478985919488
810 => 0.00374802119241
811 => 0.0037101961078151
812 => 0.0038892541752798
813 => 0.0038712817116041
814 => 0.0038405206662333
815 => 0.0037950186689664
816 => 0.0037781415355652
817 => 0.0036756014156702
818 => 0.0036695427983566
819 => 0.0037203644505926
820 => 0.003696912006752
821 => 0.0036639758934646
822 => 0.0035446846298182
823 => 0.0034105617534995
824 => 0.0034146100800692
825 => 0.0034572720715813
826 => 0.0035813175656563
827 => 0.0035328508451124
828 => 0.0034976876832662
829 => 0.0034911026800532
830 => 0.0035735277819022
831 => 0.0036901765696112
901 => 0.0037449055709348
902 => 0.0036906707927676
903 => 0.003628368799817
904 => 0.0036321608334483
905 => 0.0036573875343361
906 => 0.0036600385039131
907 => 0.0036194863112506
908 => 0.0036309015159492
909 => 0.0036135607761838
910 => 0.0035071406882516
911 => 0.0035052158863227
912 => 0.0034790986804884
913 => 0.0034783078618754
914 => 0.003433875979509
915 => 0.0034276596520228
916 => 0.0033394374527618
917 => 0.0033975055714768
918 => 0.0033585565261558
919 => 0.0032998511277061
920 => 0.003289730294886
921 => 0.0032894260504302
922 => 0.0033497033683511
923 => 0.0033968011959217
924 => 0.0033592340614747
925 => 0.0033506807531694
926 => 0.0034420077085905
927 => 0.0034303855210495
928 => 0.0034203207815941
929 => 0.003679731950087
930 => 0.0034743877681189
1001 => 0.0033848459841447
1002 => 0.0032740210229531
1003 => 0.003310106189145
1004 => 0.0033177098638631
1005 => 0.0030511958098978
1006 => 0.0029430710913963
1007 => 0.0029059667626007
1008 => 0.0028846126968006
1009 => 0.0028943440127332
1010 => 0.0027970190843173
1011 => 0.0028624230458185
1012 => 0.0027781478844818
1013 => 0.0027640188794286
1014 => 0.0029147133075878
1015 => 0.0029356815569221
1016 => 0.0028462244909376
1017 => 0.0029036704090831
1018 => 0.0028828397206055
1019 => 0.0027795925402385
1020 => 0.0027756492573833
1021 => 0.002723843451589
1022 => 0.0026427773971016
1023 => 0.0026057280349083
1024 => 0.0025864324054006
1025 => 0.0025943941581998
1026 => 0.0025903684523509
1027 => 0.0025640979985944
1028 => 0.0025918742440091
1029 => 0.0025209174149114
1030 => 0.0024926618338267
1031 => 0.0024798994433752
1101 => 0.0024169211734283
1102 => 0.0025171476074776
1103 => 0.0025368934776047
1104 => 0.0025566782531957
1105 => 0.0027288912170755
1106 => 0.0027202879440688
1107 => 0.0027980573420851
1108 => 0.0027950353662869
1109 => 0.0027728542741919
1110 => 0.0026792758952559
1111 => 0.0027165745692256
1112 => 0.0026017750482478
1113 => 0.002687790654973
1114 => 0.0026485367241612
1115 => 0.0026745188614796
1116 => 0.0026278006358663
1117 => 0.002653656430869
1118 => 0.0025415759559353
1119 => 0.0024369167854571
1120 => 0.0024790346908491
1121 => 0.0025248216707771
1122 => 0.0026240995095663
1123 => 0.0025649704478078
1124 => 0.0025862354943335
1125 => 0.0025150011481982
1126 => 0.0023680243450359
1127 => 0.0023688562177802
1128 => 0.0023462470386774
1129 => 0.0023267094069383
1130 => 0.0025717621318382
1201 => 0.0025412859517866
1202 => 0.0024927261474982
1203 => 0.0025577253752282
1204 => 0.0025749122027164
1205 => 0.0025754014875332
1206 => 0.002622823246212
1207 => 0.0026481322473198
1208 => 0.0026525930684605
1209 => 0.0027272122303566
1210 => 0.0027522235891736
1211 => 0.002855241836401
1212 => 0.0026459849553999
1213 => 0.002641675447641
1214 => 0.0025586400476591
1215 => 0.0025059776842528
1216 => 0.0025622458847361
1217 => 0.002612091828989
1218 => 0.0025601889000921
1219 => 0.0025669663268754
1220 => 0.0024972908854563
1221 => 0.0025221965772294
1222 => 0.0025436487141434
1223 => 0.0025318041050378
1224 => 0.0025140721519212
1225 => 0.0026080050299959
1226 => 0.002602704968889
1227 => 0.0026901774244598
1228 => 0.0027583684587925
1229 => 0.0028805789829222
1230 => 0.0027530459300141
1231 => 0.0027483981186682
]
'min_raw' => 0.0023267094069383
'max_raw' => 0.0067272011465375
'avg_raw' => 0.0045269552767379
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.002326'
'max' => '$0.006727'
'avg' => '$0.004526'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00040912421700977
'max_diff' => -0.0022724519832241
'year' => 2030
]
5 => [
'items' => [
101 => 0.0027938312201072
102 => 0.0027522166336025
103 => 0.0027785156157867
104 => 0.0028763418103116
105 => 0.0028784087236494
106 => 0.0028437852621736
107 => 0.0028416784213963
108 => 0.0028483282359118
109 => 0.0028872764072328
110 => 0.0028736667194168
111 => 0.0028894161947126
112 => 0.0029091111547345
113 => 0.002990577859875
114 => 0.0030102192066802
115 => 0.0029625009168144
116 => 0.0029668093441102
117 => 0.0029489613938041
118 => 0.0029317204974425
119 => 0.0029704755146326
120 => 0.0030413010702793
121 => 0.0030408604681735
122 => 0.0030572906204314
123 => 0.0030675264691734
124 => 0.0030235867132736
125 => 0.0029949835478924
126 => 0.0030059518215663
127 => 0.0030234903300287
128 => 0.00300026431965
129 => 0.0028569026242584
130 => 0.0029003894046597
131 => 0.002893151078006
201 => 0.0028828428206406
202 => 0.0029265691146073
203 => 0.0029223516068832
204 => 0.0027960208765052
205 => 0.002804108159985
206 => 0.0027965126909996
207 => 0.0028210552051782
208 => 0.0027508912572952
209 => 0.0027724732151026
210 => 0.0027860092167211
211 => 0.0027939820256629
212 => 0.0028227852785669
213 => 0.0028194055492845
214 => 0.0028225751898493
215 => 0.0028652828101291
216 => 0.0030812832980185
217 => 0.0030930397279961
218 => 0.0030351467670741
219 => 0.0030582738630743
220 => 0.0030138748960938
221 => 0.003043680220075
222 => 0.0030640722657698
223 => 0.00297192453244
224 => 0.002966468141706
225 => 0.0029218859243953
226 => 0.0029458418827122
227 => 0.0029077262305356
228 => 0.0029170784783508
301 => 0.0028909287781452
302 => 0.002937993032162
303 => 0.0029906181811985
304 => 0.0030039133720753
305 => 0.0029689394488181
306 => 0.0029436160234861
307 => 0.002899156430658
308 => 0.0029730937243778
309 => 0.0029947152422597
310 => 0.0029729801557489
311 => 0.0029679436612834
312 => 0.0029583995133719
313 => 0.0029699684973809
314 => 0.0029945974868299
315 => 0.0029829829102318
316 => 0.0029906545426973
317 => 0.0029614181906917
318 => 0.0030236012591611
319 => 0.0031223629370611
320 => 0.0031226804720047
321 => 0.0031110658327997
322 => 0.0031063133726779
323 => 0.0031182306973375
324 => 0.003124695357091
325 => 0.0031632337997765
326 => 0.0032045870842173
327 => 0.0033975648188509
328 => 0.0033433774431787
329 => 0.0035145987696425
330 => 0.0036500126085687
331 => 0.0036906172979331
401 => 0.0036532628943161
402 => 0.0035254754973875
403 => 0.0035192056380522
404 => 0.0037101739595109
405 => 0.0036562166617956
406 => 0.003649798612923
407 => 0.0035815214163839
408 => 0.0036218816958338
409 => 0.0036130543106686
410 => 0.0035991198513347
411 => 0.0036761244530037
412 => 0.0038202701930799
413 => 0.0037978037276988
414 => 0.0037810335534812
415 => 0.0037075515317839
416 => 0.0037518041216494
417 => 0.0037360466220008
418 => 0.0038037508404475
419 => 0.0037636443612718
420 => 0.0036558078821969
421 => 0.0036729811969233
422 => 0.0036703854849503
423 => 0.00372380505342
424 => 0.0037077698249206
425 => 0.0036672543492296
426 => 0.003819777518611
427 => 0.0038098735123698
428 => 0.0038239151288487
429 => 0.0038300966826742
430 => 0.0039229348481169
501 => 0.0039609676740089
502 => 0.0039696017913447
503 => 0.0040057300343777
504 => 0.003968702887746
505 => 0.0041168378741812
506 => 0.0042153389962445
507 => 0.0043297531183424
508 => 0.0044969429023444
509 => 0.0045598078077211
510 => 0.0045484518252467
511 => 0.0046752132113663
512 => 0.004903000604476
513 => 0.004594494170085
514 => 0.0049193521946109
515 => 0.0048165058947122
516 => 0.0045726591677785
517 => 0.004556958313328
518 => 0.0047220941479262
519 => 0.0050883495353301
520 => 0.0049966067148197
521 => 0.0050884995937185
522 => 0.0049813016693054
523 => 0.0049759783888232
524 => 0.0050832932298
525 => 0.0053340402051698
526 => 0.0052149197162814
527 => 0.0050441312859178
528 => 0.005170238805136
529 => 0.0050609928012892
530 => 0.0048148309785913
531 => 0.0049965365608138
601 => 0.0048750352126586
602 => 0.0049104957654173
603 => 0.0051658735272779
604 => 0.0051351457993251
605 => 0.005174910324607
606 => 0.0051047269783032
607 => 0.0050391646659576
608 => 0.0049167877412432
609 => 0.0048805579669447
610 => 0.0048905705731501
611 => 0.0048805530051943
612 => 0.0048120842405187
613 => 0.0047972984173059
614 => 0.0047726547308362
615 => 0.0047802928397409
616 => 0.0047339554994131
617 => 0.0048214036343947
618 => 0.0048376347788376
619 => 0.0049012722389079
620 => 0.0049078792911216
621 => 0.0050851087115949
622 => 0.0049874937250176
623 => 0.0050529822856861
624 => 0.0050471243724177
625 => 0.0045779440657591
626 => 0.0046425929724037
627 => 0.0047431663831983
628 => 0.0046978581979594
629 => 0.0046338030245141
630 => 0.0045820750375359
701 => 0.0045037018478057
702 => 0.0046140106073272
703 => 0.0047590548960691
704 => 0.0049115578536436
705 => 0.0050947801647798
706 => 0.005053887077877
707 => 0.0049081326399837
708 => 0.0049146710775939
709 => 0.0049550891261198
710 => 0.0049027440809118
711 => 0.0048873065051833
712 => 0.0049529682402748
713 => 0.0049534204165574
714 => 0.0048931911159355
715 => 0.0048262572701399
716 => 0.0048259768148821
717 => 0.004814066583527
718 => 0.0049834204730047
719 => 0.0050765479886079
720 => 0.0050872249081894
721 => 0.0050758293468509
722 => 0.0050802150461364
723 => 0.0050260261967316
724 => 0.0051498858372668
725 => 0.0052635516918707
726 => 0.0052330868147201
727 => 0.0051874156330338
728 => 0.0051510363369985
729 => 0.0052245170087248
730 => 0.0052212450300821
731 => 0.0052625589197907
801 => 0.0052606846831129
802 => 0.0052467923758979
803 => 0.0052330873108581
804 => 0.0052874263445906
805 => 0.0052717775755338
806 => 0.0052561044996164
807 => 0.0052246697464361
808 => 0.0052289422514693
809 => 0.0051832789555564
810 => 0.0051621530254569
811 => 0.0048444697249537
812 => 0.004759574366458
813 => 0.0047862841744451
814 => 0.0047950777367543
815 => 0.0047581311679406
816 => 0.0048111030568247
817 => 0.0048028474440532
818 => 0.0048349652039751
819 => 0.0048148994219669
820 => 0.0048157229286598
821 => 0.0048747321150699
822 => 0.0048918627329278
823 => 0.0048831499624242
824 => 0.0048892520882286
825 => 0.0050298730018446
826 => 0.0050098812047321
827 => 0.0049992609609674
828 => 0.0050022028410703
829 => 0.0050381344994455
830 => 0.0050481934019948
831 => 0.005005573125067
901 => 0.0050256730940511
902 => 0.0051112562109192
903 => 0.0051412054582381
904 => 0.0052367890792259
905 => 0.0051961834581669
906 => 0.0052707168329908
907 => 0.0054998070168996
908 => 0.0056828201076409
909 => 0.0055145137060594
910 => 0.0058505939406292
911 => 0.0061122806110881
912 => 0.0061022366408139
913 => 0.0060566055168976
914 => 0.0057586821998803
915 => 0.0054845287217744
916 => 0.0057138697473815
917 => 0.0057144543848202
918 => 0.0056947537873281
919 => 0.0055723950682751
920 => 0.0056904959691329
921 => 0.0056998703897635
922 => 0.00569462320707
923 => 0.0056008110640573
924 => 0.0054575772610591
925 => 0.0054855648033116
926 => 0.0055314089684518
927 => 0.0054446163997468
928 => 0.0054168809150984
929 => 0.0054684464579516
930 => 0.0056346013811324
1001 => 0.005603190755375
1002 => 0.0056023704969962
1003 => 0.0057367584741646
1004 => 0.0056405656852527
1005 => 0.005485917815848
1006 => 0.0054468671892685
1007 => 0.0053082637725654
1008 => 0.0054039976461707
1009 => 0.00540744293785
1010 => 0.0053550104736529
1011 => 0.0054901724213458
1012 => 0.005488926880203
1013 => 0.0056172430333364
1014 => 0.0058625353247812
1015 => 0.0057899903241004
1016 => 0.0057056283811822
1017 => 0.0057148008634804
1018 => 0.0058154003546757
1019 => 0.005754575605836
1020 => 0.005776448609604
1021 => 0.0058153672472648
1022 => 0.005838847827661
1023 => 0.005711422369307
1024 => 0.0056817133995004
1025 => 0.0056209392737076
1026 => 0.0056050844386911
1027 => 0.0056545836960555
1028 => 0.0056415423905746
1029 => 0.0054071533744252
1030 => 0.0053826584181094
1031 => 0.0053834096434488
1101 => 0.0053218159111211
1102 => 0.0052278706851317
1103 => 0.0054747531298538
1104 => 0.005454925014425
1105 => 0.0054330363095659
1106 => 0.0054357175510159
1107 => 0.0055428808526474
1108 => 0.0054807207258247
1109 => 0.0056459836108272
1110 => 0.0056120105299278
1111 => 0.0055771661676954
1112 => 0.0055723496154496
1113 => 0.0055589375087715
1114 => 0.0055129424045469
1115 => 0.0054574005523185
1116 => 0.0054207270105245
1117 => 0.0050003341286632
1118 => 0.0050783566022237
1119 => 0.0051681143460829
1120 => 0.0051990983595815
1121 => 0.0051460980604637
1122 => 0.0055150351793967
1123 => 0.0055824435461923
1124 => 0.0053782592062295
1125 => 0.0053400646530141
1126 => 0.0055175392079468
1127 => 0.0054105003559404
1128 => 0.0054586999444448
1129 => 0.0053545187978636
1130 => 0.0055662068445786
1201 => 0.0055645941363371
1202 => 0.0054822427049736
1203 => 0.0055518455708438
1204 => 0.0055397503600565
1205 => 0.0054467757968697
1206 => 0.0055691543040674
1207 => 0.0055692150022801
1208 => 0.0054899535400673
1209 => 0.0053973935047678
1210 => 0.0053808459566267
1211 => 0.0053683796019527
1212 => 0.0054556339853964
1213 => 0.0055338659927547
1214 => 0.0056794363630891
1215 => 0.0057160362128578
1216 => 0.0058588878630952
1217 => 0.0057738266606995
1218 => 0.0058115331899945
1219 => 0.0058524689614585
1220 => 0.0058720950756615
1221 => 0.0058401153757631
1222 => 0.0060620227886668
1223 => 0.0060807585733833
1224 => 0.0060870405199349
1225 => 0.0060122145888517
1226 => 0.0060786775288808
1227 => 0.0060475817202624
1228 => 0.006128484375623
1229 => 0.0061411709450005
1230 => 0.0061304258720756
1231 => 0.0061344527894398
]
'min_raw' => 0.0027508912572952
'max_raw' => 0.0061411709450005
'avg_raw' => 0.0044460311011478
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00275'
'max' => '$0.006141'
'avg' => '$0.004446'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00042418185035684
'max_diff' => -0.00058603020153703
'year' => 2031
]
6 => [
'items' => [
101 => 0.0059450939596767
102 => 0.0059352747054061
103 => 0.0058013884766836
104 => 0.005855948104525
105 => 0.0057539514953865
106 => 0.0057862956708258
107 => 0.0058005526751728
108 => 0.0057931056251798
109 => 0.0058590328240226
110 => 0.0058029812369693
111 => 0.0056550518830017
112 => 0.0055070822257806
113 => 0.0055052245872676
114 => 0.0054662667884027
115 => 0.0054381074353001
116 => 0.0054435319257144
117 => 0.0054626485374617
118 => 0.0054369963430732
119 => 0.0054424705393453
120 => 0.0055333786718402
121 => 0.0055516096494849
122 => 0.0054896536641454
123 => 0.0052408914428011
124 => 0.0051798445697104
125 => 0.0052237238514759
126 => 0.0052027523809797
127 => 0.0041990272296251
128 => 0.0044348375654703
129 => 0.0042947270712735
130 => 0.0043592964331732
131 => 0.0042162799000348
201 => 0.0042845348857872
202 => 0.0042719306821917
203 => 0.0046511067240956
204 => 0.0046451864117409
205 => 0.0046480201519691
206 => 0.0045127583476037
207 => 0.004728234074716
208 => 0.0048343851661481
209 => 0.0048147394242439
210 => 0.0048196838342303
211 => 0.0047347224890497
212 => 0.0046488427635068
213 => 0.0045535889310846
214 => 0.0047305587779955
215 => 0.004710882751995
216 => 0.0047560124764294
217 => 0.004870790072217
218 => 0.0048876915091944
219 => 0.0049104072118895
220 => 0.0049022652494871
221 => 0.0050962398260853
222 => 0.0050727482249738
223 => 0.0051293562246576
224 => 0.0050129092744487
225 => 0.0048811384970414
226 => 0.0049061838139153
227 => 0.0049037717484986
228 => 0.0048730633873046
229 => 0.0048453412518822
301 => 0.0047991917070671
302 => 0.0049452156957094
303 => 0.0049392873884417
304 => 0.0050352597922034
305 => 0.0050182957376123
306 => 0.0049050056292448
307 => 0.0049090518076284
308 => 0.0049362643017852
309 => 0.0050304470547686
310 => 0.0050584069083049
311 => 0.0050454547901394
312 => 0.0050761114931261
313 => 0.0051003413011923
314 => 0.0050791543839705
315 => 0.0053791164525771
316 => 0.0052545512884092
317 => 0.0053152634827058
318 => 0.0053297429833085
319 => 0.0052926540469857
320 => 0.0053006973092189
321 => 0.0053128806598444
322 => 0.0053868555790977
323 => 0.0055809871720338
324 => 0.0056669667330467
325 => 0.005925640484511
326 => 0.0056598273273979
327 => 0.005644055074699
328 => 0.0056906500285366
329 => 0.0058425189040435
330 => 0.0059655943633238
331 => 0.0060064255935606
401 => 0.0060118221146865
402 => 0.0060884242170197
403 => 0.0061323311135324
404 => 0.0060791227069612
405 => 0.0060340341535444
406 => 0.0058725325518027
407 => 0.0058912268019586
408 => 0.0060200116473365
409 => 0.0062019278268225
410 => 0.006358030833974
411 => 0.0063033690016086
412 => 0.0067204001973167
413 => 0.0067617471369515
414 => 0.0067560343268006
415 => 0.0068502288085382
416 => 0.0066632719446616
417 => 0.0065833442632357
418 => 0.0060437828105699
419 => 0.0061953775703433
420 => 0.0064157294565221
421 => 0.0063865650581092
422 => 0.0062265396283434
423 => 0.0063579094403356
424 => 0.0063144744721772
425 => 0.0062802155106721
426 => 0.0064371624547533
427 => 0.0062645928427109
428 => 0.0064140079426331
429 => 0.0062223815314815
430 => 0.0063036186922544
501 => 0.0062575045508004
502 => 0.0062873460518578
503 => 0.0061128932464384
504 => 0.0062070237456402
505 => 0.0061089771081992
506 => 0.006108930621327
507 => 0.0061067662363713
508 => 0.0062221176705153
509 => 0.0062258792766414
510 => 0.0061406343925227
511 => 0.0061283492729458
512 => 0.0061737737989133
513 => 0.0061205935757076
514 => 0.0061454762674332
515 => 0.0061213472470915
516 => 0.0061159152963777
517 => 0.0060726325889196
518 => 0.0060539852084639
519 => 0.0060612973268244
520 => 0.0060363372972046
521 => 0.0060212979765149
522 => 0.0061037745369519
523 => 0.0060597106378054
524 => 0.0060970211124424
525 => 0.0060545011176362
526 => 0.005907108290558
527 => 0.0058223411170545
528 => 0.0055439297300262
529 => 0.0056228868540192
530 => 0.0056752355089136
531 => 0.0056579342787832
601 => 0.0056951040157904
602 => 0.0056973859357626
603 => 0.0056853016753609
604 => 0.0056713096499054
605 => 0.0056644991057213
606 => 0.005715259322296
607 => 0.005744727336528
608 => 0.0056804893967669
609 => 0.0056654393462651
610 => 0.0057303874500375
611 => 0.0057700057558193
612 => 0.0060625250661094
613 => 0.0060408542907782
614 => 0.0060952436841847
615 => 0.0060891202731604
616 => 0.0061461290223602
617 => 0.0062393142336069
618 => 0.0060498426441476
619 => 0.0060827283606431
620 => 0.0060746655424005
621 => 0.0061626932777888
622 => 0.0061629680907701
623 => 0.0061101910660933
624 => 0.00613880234738
625 => 0.0061228323150752
626 => 0.0061516923219293
627 => 0.0060405648643616
628 => 0.0061759061122113
629 => 0.0062526358785448
630 => 0.0062537012714247
701 => 0.0062900705717017
702 => 0.0063270238871509
703 => 0.0063979525582002
704 => 0.006325045725012
705 => 0.0061938934294435
706 => 0.0062033622015642
707 => 0.0061264676586591
708 => 0.0061277602698175
709 => 0.0061208602101503
710 => 0.0061415678086237
711 => 0.0060451090177372
712 => 0.0060677477031592
713 => 0.0060360534109965
714 => 0.0060826594634417
715 => 0.0060325190552671
716 => 0.0060746616542654
717 => 0.0060928490029438
718 => 0.0061599607111125
719 => 0.0060226066014037
720 => 0.0057425322736517
721 => 0.0058014072929182
722 => 0.0057143265148901
723 => 0.0057223861724365
724 => 0.0057386679633652
725 => 0.0056858933518948
726 => 0.0056959610846442
727 => 0.0056956013943848
728 => 0.0056925017780501
729 => 0.0056787730633545
730 => 0.0056588637109023
731 => 0.0057381764432961
801 => 0.0057516532220398
802 => 0.0057816104317675
803 => 0.0058707427677475
804 => 0.0058618363454979
805 => 0.0058763630897109
806 => 0.005844651288658
807 => 0.0057238571919357
808 => 0.0057304168925457
809 => 0.0056486173208275
810 => 0.0057795186328081
811 => 0.0057485194743182
812 => 0.0057285341151783
813 => 0.005723080924774
814 => 0.0058124342025747
815 => 0.0058391701037337
816 => 0.005822510084311
817 => 0.0057883398984246
818 => 0.0058539567568351
819 => 0.0058715130599927
820 => 0.0058754432688182
821 => 0.0059917037611369
822 => 0.0058819409388458
823 => 0.0059083619411199
824 => 0.0061144910586546
825 => 0.0059275603929245
826 => 0.006026581735613
827 => 0.0060217351561706
828 => 0.0060723911243905
829 => 0.0060175798882396
830 => 0.0060182593392024
831 => 0.0060632384072492
901 => 0.0060000734181952
902 => 0.0059844328786141
903 => 0.0059628255852026
904 => 0.0060100043198797
905 => 0.0060382858376079
906 => 0.0062662141000115
907 => 0.0064134661523158
908 => 0.0064070735523756
909 => 0.0064654899493833
910 => 0.0064391728274985
911 => 0.0063541878988264
912 => 0.0064992468092617
913 => 0.0064533441004774
914 => 0.0064571282640178
915 => 0.0064569874172618
916 => 0.0064875087057189
917 => 0.006465881575612
918 => 0.006423252282192
919 => 0.00645155159659
920 => 0.0065355904431622
921 => 0.0067964496015489
922 => 0.0069424298425062
923 => 0.0067876614077451
924 => 0.0068944186016114
925 => 0.0068304023267692
926 => 0.0068187686653112
927 => 0.0068858200723539
928 => 0.0069529888440085
929 => 0.0069487104836327
930 => 0.006899949404566
1001 => 0.0068724055082679
1002 => 0.0070809771189199
1003 => 0.0072346491287236
1004 => 0.0072241697278852
1005 => 0.0072704223951021
1006 => 0.0074062216565921
1007 => 0.007418637439171
1008 => 0.0074170733359396
1009 => 0.0073862995233649
1010 => 0.0075200115320643
1011 => 0.0076315564421603
1012 => 0.0073791762748948
1013 => 0.0074752793386905
1014 => 0.0075184231002757
1015 => 0.0075817709424601
1016 => 0.0076886493705562
1017 => 0.0078047476915716
1018 => 0.0078211652671165
1019 => 0.0078095162116141
1020 => 0.0077329462480141
1021 => 0.0078599824162101
1022 => 0.0079343972241746
1023 => 0.0079787095393649
1024 => 0.0080910781978213
1025 => 0.0075186895414594
1026 => 0.0071135244009244
1027 => 0.0070502520135743
1028 => 0.0071789189013144
1029 => 0.0072128473335123
1030 => 0.007199170825036
1031 => 0.0067431206233608
1101 => 0.0070478510036442
1102 => 0.007375715270371
1103 => 0.0073883098721252
1104 => 0.0075524455793672
1105 => 0.0076058948937951
1106 => 0.0077380456518838
1107 => 0.0077297795859846
1108 => 0.0077619561926014
1109 => 0.0077545593479613
1110 => 0.0079993407996955
1111 => 0.0082693710913556
1112 => 0.0082600208009991
1113 => 0.0082212007517196
1114 => 0.0082788551447017
1115 => 0.0085575553438996
1116 => 0.0085318970956372
1117 => 0.0085568218982597
1118 => 0.008885425139969
1119 => 0.0093126560974571
1120 => 0.009114164424417
1121 => 0.0095448342404736
1122 => 0.0098159180608552
1123 => 0.010284729497615
1124 => 0.010226031996788
1125 => 0.010408536848821
1126 => 0.010120951219769
1127 => 0.0094605964848195
1128 => 0.0093560928202773
1129 => 0.0095653118031449
1130 => 0.010079656257235
1201 => 0.0095491132658891
1202 => 0.0096564414220577
1203 => 0.0096255309058608
1204 => 0.0096238838158139
1205 => 0.0096867465437046
1206 => 0.0095955608781997
1207 => 0.009224054072945
1208 => 0.0093943134524899
1209 => 0.0093285681295207
1210 => 0.0094015174669935
1211 => 0.0097951949547394
1212 => 0.0096211407533078
1213 => 0.0094377887911147
1214 => 0.0096677528407624
1215 => 0.0099605761001848
1216 => 0.0099422517468641
1217 => 0.0099066948424365
1218 => 0.010107127250996
1219 => 0.01043818286875
1220 => 0.01052766587194
1221 => 0.010593720395495
1222 => 0.010602828198293
1223 => 0.01069664422758
1224 => 0.010192171793422
1225 => 0.010992782502202
1226 => 0.011131025855184
1227 => 0.011105041834423
1228 => 0.011258693503093
1229 => 0.011213485284404
1230 => 0.011147985668475
1231 => 0.011391556245964
]
'min_raw' => 0.0041990272296251
'max_raw' => 0.011391556245964
'avg_raw' => 0.0077952917377945
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.004199'
'max' => '$0.011391'
'avg' => '$0.007795'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00144813597233
'max_diff' => 0.0052503853009635
'year' => 2032
]
7 => [
'items' => [
101 => 0.011112322234005
102 => 0.010715984708614
103 => 0.010498546103517
104 => 0.010784886798981
105 => 0.010959745069787
106 => 0.011075315263715
107 => 0.011110286734569
108 => 0.010231332552436
109 => 0.0097576249973008
110 => 0.010061266109075
111 => 0.010431729221629
112 => 0.010190113852126
113 => 0.010199584717172
114 => 0.0098551046956638
115 => 0.010462208059794
116 => 0.010373758206183
117 => 0.010832636203181
118 => 0.010723121286471
119 => 0.011097318479482
120 => 0.010998779817848
121 => 0.011407808293065
122 => 0.011570980825833
123 => 0.011844972904128
124 => 0.012046522592269
125 => 0.012164876424177
126 => 0.012157770904044
127 => 0.012626747749708
128 => 0.012350208488623
129 => 0.0120028100014
130 => 0.011996526658794
131 => 0.012176449258002
201 => 0.012553517666585
202 => 0.012651286018809
203 => 0.012705925189898
204 => 0.012622243397372
205 => 0.012322079849211
206 => 0.012192470750979
207 => 0.01230290145781
208 => 0.012167854192775
209 => 0.012400983659796
210 => 0.012721120211782
211 => 0.012655013279754
212 => 0.012875998842219
213 => 0.013104695651011
214 => 0.013431742359
215 => 0.013517244478973
216 => 0.013658576231934
217 => 0.013804053030793
218 => 0.013850776257877
219 => 0.013939985395746
220 => 0.013939515219554
221 => 0.01420835296099
222 => 0.014504889315005
223 => 0.014616824923814
224 => 0.014874214684103
225 => 0.01443344373962
226 => 0.014767773564222
227 => 0.015069347434831
228 => 0.01470979863386
301 => 0.015205352891873
302 => 0.015224594140761
303 => 0.015515114154715
304 => 0.015220616463673
305 => 0.015045744674801
306 => 0.015550592976912
307 => 0.015794873167731
308 => 0.015721293986238
309 => 0.015161352782026
310 => 0.014835442984166
311 => 0.013982474179863
312 => 0.014992852574071
313 => 0.015484978416747
314 => 0.015160078294982
315 => 0.015323939018089
316 => 0.016217909991342
317 => 0.016558276257623
318 => 0.016487482453577
319 => 0.016499445441095
320 => 0.016683100900296
321 => 0.017497530347299
322 => 0.017009505344328
323 => 0.017382582173151
324 => 0.017580460777931
325 => 0.017764261453944
326 => 0.017312905084455
327 => 0.016725697079492
328 => 0.016539703655005
329 => 0.015127773380954
330 => 0.015054276278488
331 => 0.015013020127683
401 => 0.014752905932658
402 => 0.014548527426642
403 => 0.014385998050571
404 => 0.013959472432381
405 => 0.014103412307729
406 => 0.013423619495149
407 => 0.01385852684626
408 => 0.01277356110321
409 => 0.013677152813953
410 => 0.01318536892707
411 => 0.013515588580627
412 => 0.013514436475364
413 => 0.012906397396929
414 => 0.012555693145939
415 => 0.012779175544283
416 => 0.013018766415363
417 => 0.013057639228116
418 => 0.013368275046432
419 => 0.01345496682623
420 => 0.013192286686191
421 => 0.012751077599752
422 => 0.012853560407624
423 => 0.012553616335109
424 => 0.012027975885208
425 => 0.012405500033128
426 => 0.012534403375794
427 => 0.012591334435376
428 => 0.012074427423112
429 => 0.011912004017261
430 => 0.011825531158851
501 => 0.012684351395509
502 => 0.012731399506751
503 => 0.012490694717708
504 => 0.013578703188746
505 => 0.013332453362966
506 => 0.013607574751034
507 => 0.012844261166984
508 => 0.012873420773833
509 => 0.0125120558905
510 => 0.012714396078756
511 => 0.012571388555426
512 => 0.01269804899111
513 => 0.012773968734018
514 => 0.013135274320929
515 => 0.013681278343383
516 => 0.013081307314724
517 => 0.012819891345794
518 => 0.012982072342659
519 => 0.013413981709272
520 => 0.014068346508724
521 => 0.01368094937713
522 => 0.013852869645702
523 => 0.013890426576184
524 => 0.013604774273568
525 => 0.014078878916572
526 => 0.014332955446378
527 => 0.014593585392228
528 => 0.014819883071525
529 => 0.01448948406048
530 => 0.014843058363136
531 => 0.014558139889462
601 => 0.014302538564245
602 => 0.014302926205948
603 => 0.014142583760901
604 => 0.013831900069173
605 => 0.013774605229675
606 => 0.014072660220282
607 => 0.014311672096837
608 => 0.014331358259779
609 => 0.014463687515514
610 => 0.014541998605957
611 => 0.015309553751071
612 => 0.015618270779985
613 => 0.015995764119227
614 => 0.01614281904922
615 => 0.01658540166639
616 => 0.016227980258223
617 => 0.016150649888279
618 => 0.015077089226696
619 => 0.015252884724888
620 => 0.015534350279236
621 => 0.015081730490017
622 => 0.015368813567562
623 => 0.015425489848321
624 => 0.015066350642776
625 => 0.015258182409946
626 => 0.014748734110497
627 => 0.013692382924149
628 => 0.014080054937417
629 => 0.01436551202817
630 => 0.013958129563059
701 => 0.014688346863892
702 => 0.01426176899149
703 => 0.014126564285288
704 => 0.013599082522435
705 => 0.013848033609866
706 => 0.014184743520254
707 => 0.013976695942363
708 => 0.014408425904988
709 => 0.01501987067024
710 => 0.015455622622124
711 => 0.015489074246236
712 => 0.015208914934288
713 => 0.015657872019638
714 => 0.015661142181867
715 => 0.015154716755549
716 => 0.014844534001718
717 => 0.014774059827418
718 => 0.014950118132096
719 => 0.015163885416132
720 => 0.015500936842756
721 => 0.015704609960814
722 => 0.016235681432835
723 => 0.016379374146152
724 => 0.016537248873178
725 => 0.016748218195248
726 => 0.017001540957817
727 => 0.016447285174989
728 => 0.016469306790503
729 => 0.015953191479727
730 => 0.015401648251741
731 => 0.015820200810949
801 => 0.016367402604399
802 => 0.016241873908377
803 => 0.016227749365756
804 => 0.016251502928623
805 => 0.016156858391207
806 => 0.015728784656163
807 => 0.015513808706307
808 => 0.015791182527835
809 => 0.015938594369488
810 => 0.01616721728023
811 => 0.016139034680837
812 => 0.016727942746598
813 => 0.016956774613297
814 => 0.016898229629528
815 => 0.016909003315505
816 => 0.01732329247973
817 => 0.017784067235412
818 => 0.018215643598694
819 => 0.018654661612059
820 => 0.018125408261782
821 => 0.01785668605032
822 => 0.018133938779115
823 => 0.017986824578602
824 => 0.018832186411656
825 => 0.018890717430822
826 => 0.019736018134594
827 => 0.020538309159009
828 => 0.020034404541111
829 => 0.020509563899427
830 => 0.021023487485756
831 => 0.022014929464883
901 => 0.021681046685662
902 => 0.02142529770939
903 => 0.021183616162582
904 => 0.021686517095624
905 => 0.022333491111943
906 => 0.022472843118418
907 => 0.022698646605471
908 => 0.022461241848772
909 => 0.02274716972894
910 => 0.023756620789013
911 => 0.02348385820191
912 => 0.023096491479451
913 => 0.023893356142667
914 => 0.024181738366553
915 => 0.026205755840723
916 => 0.028761161509854
917 => 0.027703206783135
918 => 0.027046500144275
919 => 0.027200841781697
920 => 0.028133989426123
921 => 0.028433686832886
922 => 0.027619005969411
923 => 0.027906765023088
924 => 0.029492345700692
925 => 0.030342958862708
926 => 0.029187711936101
927 => 0.026000431483351
928 => 0.023061613344364
929 => 0.023841120251529
930 => 0.023752748359172
1001 => 0.02545625699204
1002 => 0.023477352904416
1003 => 0.02351067257407
1004 => 0.025249407961418
1005 => 0.024785543169544
1006 => 0.024034141614023
1007 => 0.02306709940727
1008 => 0.02127943244751
1009 => 0.01969604596847
1010 => 0.022801431485997
1011 => 0.022667521615704
1012 => 0.022473600279189
1013 => 0.022905151229123
1014 => 0.025000640144128
1015 => 0.024952332342201
1016 => 0.024645022753201
1017 => 0.024878114367955
1018 => 0.023993279526975
1019 => 0.024221321612811
1020 => 0.023061147820556
1021 => 0.023585594827793
1022 => 0.024032529443756
1023 => 0.024122258184891
1024 => 0.024324421620331
1025 => 0.022596957198971
1026 => 0.023372538008471
1027 => 0.023828119071958
1028 => 0.021769787252943
1029 => 0.023787432469937
1030 => 0.022566885886657
1031 => 0.022152614044297
1101 => 0.022710376503869
1102 => 0.022493015930932
1103 => 0.022306142074162
1104 => 0.022201863251183
1105 => 0.022611422443497
1106 => 0.022592316017647
1107 => 0.021922197687008
1108 => 0.021048055642206
1109 => 0.021341446405176
1110 => 0.021234854790436
1111 => 0.020848553028026
1112 => 0.021108873773638
1113 => 0.019962552955279
1114 => 0.017990367567865
1115 => 0.019293253644463
1116 => 0.019243093947781
1117 => 0.019217801154153
1118 => 0.020196884031591
1119 => 0.02010276780421
1120 => 0.019931945929926
1121 => 0.020845415750345
1122 => 0.020511986977989
1123 => 0.021539535888691
1124 => 0.022216346058976
1125 => 0.022044685107276
1126 => 0.022681228343737
1127 => 0.021348205535789
1128 => 0.021790982240997
1129 => 0.021882237906278
1130 => 0.020834143674555
1201 => 0.020118166382965
1202 => 0.020070418860354
1203 => 0.018829012904484
1204 => 0.019492161945831
1205 => 0.020075705659245
1206 => 0.019796233505341
1207 => 0.019707760970408
1208 => 0.020159747964028
1209 => 0.020194871224439
1210 => 0.019394057164871
1211 => 0.019560571766338
1212 => 0.020254965335206
1213 => 0.019543074830033
1214 => 0.018159987865135
1215 => 0.017816963175167
1216 => 0.017771197358326
1217 => 0.016840887193501
1218 => 0.017839885725187
1219 => 0.01740379609461
1220 => 0.018781398012447
1221 => 0.017994519185205
1222 => 0.017960598411678
1223 => 0.017909322187395
1224 => 0.017108565797902
1225 => 0.017283880556477
1226 => 0.017866653515175
1227 => 0.018074593472245
1228 => 0.018052903631121
1229 => 0.017863797609747
1230 => 0.017950369377952
1231 => 0.017671491548958
]
'min_raw' => 0.0097576249973008
'max_raw' => 0.030342958862708
'avg_raw' => 0.020050291930004
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.009757'
'max' => '$0.030342'
'avg' => '$0.02005'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0055585977676757
'max_diff' => 0.018951402616744
'year' => 2033
]
8 => [
'items' => [
101 => 0.0175730139832
102 => 0.01726219169728
103 => 0.016805368803825
104 => 0.016868892829017
105 => 0.015963807142871
106 => 0.015470668424525
107 => 0.015334174126751
108 => 0.015151648247278
109 => 0.01535479091052
110 => 0.01596124314884
111 => 0.015229733083407
112 => 0.013975610385686
113 => 0.01405098529674
114 => 0.014220330342867
115 => 0.013904756969739
116 => 0.01360609325614
117 => 0.013865757123762
118 => 0.01333436880393
119 => 0.014284546082581
120 => 0.014258846450034
121 => 0.014613013780946
122 => 0.014834481881211
123 => 0.01432406961125
124 => 0.014195702305656
125 => 0.014268826156891
126 => 0.013060251781369
127 => 0.014514247470308
128 => 0.014526821685404
129 => 0.014419153621721
130 => 0.015193361439001
131 => 0.016827181414934
201 => 0.016212472619731
202 => 0.015974438794557
203 => 0.0155219363189
204 => 0.016124869000775
205 => 0.016078573178022
206 => 0.015869205910364
207 => 0.015742579933618
208 => 0.015975892178336
209 => 0.015713669964545
210 => 0.015666567649564
211 => 0.015381178868601
212 => 0.01527930805816
213 => 0.015203886965703
214 => 0.015120855753631
215 => 0.015304001917372
216 => 0.01488896861545
217 => 0.014388479139547
218 => 0.014346868854997
219 => 0.014461758509054
220 => 0.014410928389663
221 => 0.014346625499941
222 => 0.014223853771614
223 => 0.014187430022422
224 => 0.014305789537005
225 => 0.014172168545829
226 => 0.014369333597021
227 => 0.014315715612736
228 => 0.01401620991111
301 => 0.013642914915671
302 => 0.013639591807199
303 => 0.013559166012758
304 => 0.013456731671438
305 => 0.013428236781063
306 => 0.013843888957092
307 => 0.014704276522048
308 => 0.014535361855718
309 => 0.014657420013213
310 => 0.01525782534269
311 => 0.015448676142113
312 => 0.015313214765231
313 => 0.015127786877663
314 => 0.015135944763653
315 => 0.015769607988315
316 => 0.01580912878637
317 => 0.015908985093162
318 => 0.016037328666779
319 => 0.015335072230792
320 => 0.015102868548671
321 => 0.014992837561912
322 => 0.014653984710047
323 => 0.015019408459736
324 => 0.014806491689797
325 => 0.014835221436334
326 => 0.014816511151212
327 => 0.014826728232073
328 => 0.014284280488667
329 => 0.01448191993615
330 => 0.014153306021908
331 => 0.01371332887938
401 => 0.013711853921723
402 => 0.013819537704041
403 => 0.013755483176651
404 => 0.013583114090438
405 => 0.013607598305575
406 => 0.013393090817469
407 => 0.013633643398415
408 => 0.013640541585698
409 => 0.013547915739046
410 => 0.013918520179852
411 => 0.014070357121635
412 => 0.014009388805131
413 => 0.01406607942202
414 => 0.014542381022708
415 => 0.014620038966116
416 => 0.014654529494782
417 => 0.014608316755489
418 => 0.014074785340921
419 => 0.014098449727908
420 => 0.013924816157766
421 => 0.013778114088051
422 => 0.013783981401489
423 => 0.013859405335257
424 => 0.014188786077575
425 => 0.014881948431729
426 => 0.014908253436374
427 => 0.014940135869375
428 => 0.014810453991534
429 => 0.014771340696288
430 => 0.014822941228715
501 => 0.01508325656419
502 => 0.015752858281956
503 => 0.015516176313703
504 => 0.015323750189338
505 => 0.015492559778117
506 => 0.015466572865097
507 => 0.015247217166911
508 => 0.01524106058305
509 => 0.014820046865971
510 => 0.014664407680786
511 => 0.014534343928254
512 => 0.014392317705889
513 => 0.014308119800509
514 => 0.014437486050436
515 => 0.014467073642411
516 => 0.01418421207601
517 => 0.014145659089719
518 => 0.014376649950833
519 => 0.014274999485064
520 => 0.014379549509918
521 => 0.014403806012497
522 => 0.014399900156907
523 => 0.014293765396163
524 => 0.014361412527677
525 => 0.014201406895065
526 => 0.014027424801669
527 => 0.013916435065549
528 => 0.013819581800133
529 => 0.013873321620931
530 => 0.01368174897229
531 => 0.013620461026394
601 => 0.014338495201629
602 => 0.014868914767043
603 => 0.014861202256493
604 => 0.014814254332014
605 => 0.014744499239278
606 => 0.015078153544679
607 => 0.014961915056306
608 => 0.015046488268648
609 => 0.015068015700715
610 => 0.015133172753936
611 => 0.015156460800025
612 => 0.015086068150157
613 => 0.014849821819464
614 => 0.014261118425003
615 => 0.013987075405707
616 => 0.013896636644792
617 => 0.013899923921983
618 => 0.013809246141987
619 => 0.013835954812089
620 => 0.013799957956499
621 => 0.013731788620586
622 => 0.013869112356534
623 => 0.013884937637843
624 => 0.013852884636976
625 => 0.013860434279016
626 => 0.013595049121856
627 => 0.013615225778968
628 => 0.01350287958824
629 => 0.013481816031832
630 => 0.013197814644771
701 => 0.012694665020935
702 => 0.012973458754456
703 => 0.012636715128693
704 => 0.012509185215119
705 => 0.013112891991011
706 => 0.013052296574931
707 => 0.012948583562796
708 => 0.012795170402163
709 => 0.012738267968576
710 => 0.012392546795228
711 => 0.012372119743956
712 => 0.012543468492724
713 => 0.012464396940918
714 => 0.012353350535444
715 => 0.01195115171141
716 => 0.011498947069741
717 => 0.011512596285416
718 => 0.011656434168364
719 => 0.012074662212218
720 => 0.011911253280066
721 => 0.011792698224888
722 => 0.011770496426805
723 => 0.012048398412426
724 => 0.012441687944345
725 => 0.012626210593364
726 => 0.012443354252222
727 => 0.012233298733203
728 => 0.012246083839342
729 => 0.012331137422657
730 => 0.012340075351671
731 => 0.012203350802846
801 => 0.012241837962471
802 => 0.01218337244766
803 => 0.011824569691184
804 => 0.011818080087095
805 => 0.01173002410418
806 => 0.011727357804013
807 => 0.011577552610479
808 => 0.01155659382835
809 => 0.011259146524064
810 => 0.011454927240498
811 => 0.011323607814863
812 => 0.01112567846531
813 => 0.011091555370843
814 => 0.011090529589418
815 => 0.011293758775217
816 => 0.011452552389136
817 => 0.011325892172495
818 => 0.01129705409637
819 => 0.011604969302817
820 => 0.011565784286087
821 => 0.011531850314316
822 => 0.012406473180399
823 => 0.011714140934221
824 => 0.011412244557944
825 => 0.011038590463734
826 => 0.011160254120936
827 => 0.01118589044112
828 => 0.010287319700759
829 => 0.0099227696633046
830 => 0.0097976698282286
831 => 0.0097256731044903
901 => 0.0097584829155758
902 => 0.0094303451244121
903 => 0.0096508591469722
904 => 0.0093667195566215
905 => 0.009319082629629
906 => 0.0098271594153169
907 => 0.0098978553319039
908 => 0.0095962445882443
909 => 0.0097899275120177
910 => 0.0097196953914634
911 => 0.009371590314368
912 => 0.0093582952609106
913 => 0.0091836283697092
914 => 0.0089103085071538
915 => 0.0087853939958149
916 => 0.0087203374337522
917 => 0.0087471810391864
918 => 0.008733608090851
919 => 0.0086450354218663
920 => 0.0087386849725577
921 => 0.0084994490692072
922 => 0.0084041834048384
923 => 0.0083611541143897
924 => 0.0081488184802613
925 => 0.0084867389002446
926 => 0.0085533134799906
927 => 0.0086200192322246
928 => 0.0092006472634705
929 => 0.0091716407278673
930 => 0.009433845682965
1001 => 0.0094236568805738
1002 => 0.0093488717799413
1003 => 0.0090333657419247
1004 => 0.0091591208253237
1005 => 0.0087720662253004
1006 => 0.0090620738487924
1007 => 0.0089297264804386
1008 => 0.0090173270704225
1009 => 0.0088598133110046
1010 => 0.0089469879290502
1011 => 0.0085691007826025
1012 => 0.0082162350822652
1013 => 0.0083582385408728
1014 => 0.0085126125404447
1015 => 0.0088473347052799
1016 => 0.008647976945302
1017 => 0.0087196735343415
1018 => 0.008479501962923
1019 => 0.0079839594094687
1020 => 0.0079867641265055
1021 => 0.0079105357006379
1022 => 0.0078446632111559
1023 => 0.0086708755821907
1024 => 0.0085681230133678
1025 => 0.0084044002428722
1026 => 0.0086235496772648
1027 => 0.0086814962660874
1028 => 0.0086831459240079
1029 => 0.0088430316942752
1030 => 0.0089283627585279
1031 => 0.0089434027284484
1101 => 0.0091949864425247
1102 => 0.0092793139850136
1103 => 0.0096266471980449
1104 => 0.008921123013901
1105 => 0.0089065932076116
1106 => 0.0086266335592261
1107 => 0.0084490787242331
1108 => 0.0086387908906829
1109 => 0.0088068499718642
1110 => 0.0086318556233413
1111 => 0.008654706190926
1112 => 0.0084197905755976
1113 => 0.0085037618542705
1114 => 0.0085760892316163
1115 => 0.0085361543050527
1116 => 0.0084763697871146
1117 => 0.0087930710437278
1118 => 0.0087752015176674
1119 => 0.009070121008756
1120 => 0.0093000318419547
1121 => 0.0097120731565242
1122 => 0.0092820865645715
1123 => 0.0092664161441188
1124 => 0.0094195970176581
1125 => 0.0092792905338199
1126 => 0.0093679593883905
1127 => 0.0096977872332377
1128 => 0.0097047559758635
1129 => 0.009588020558165
1130 => 0.0095809171973892
1201 => 0.0096033375113037
1202 => 0.0097346539901868
1203 => 0.0096887679775172
1204 => 0.0097418684330702
1205 => 0.0098082713658421
1206 => 0.010082942050047
1207 => 0.010149164222116
1208 => 0.0099882786762486
1209 => 0.010002804839681
1210 => 0.0099426292291201
1211 => 0.0098845003433161
1212 => 0.010015165589561
1213 => 0.010253958895307
1214 => 0.010252473374545
1215 => 0.010307868779999
1216 => 0.010342379658677
1217 => 0.010194233703885
1218 => 0.010097796134793
1219 => 0.010134776435265
1220 => 0.010193908741046
1221 => 0.010115600625466
1222 => 0.0096322466602589
1223 => 0.0097788653765318
1224 => 0.0097544608528551
1225 => 0.0097197058434479
1226 => 0.0098671320964293
1227 => 0.0098529124746805
1228 => 0.0094269795970811
1229 => 0.0094542464379692
1230 => 0.0094286377839861
1231 => 0.0095113845840431
]
'min_raw' => 0.0078446632111559
'max_raw' => 0.0175730139832
'avg_raw' => 0.012708838597178
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.007844'
'max' => '$0.017573'
'avg' => '$0.0127088'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0019129617861449
'max_diff' => -0.012769944879507
'year' => 2034
]
9 => [
'items' => [
101 => 0.009274821935065
102 => 0.0093475870126169
103 => 0.0093932245871272
104 => 0.0094201054691182
105 => 0.0095172176472628
106 => 0.0095058226540221
107 => 0.0095165093184836
108 => 0.0096605010420076
109 => 0.010388761767599
110 => 0.010428399392076
111 => 0.010233209232371
112 => 0.010311183851217
113 => 0.010161489634206
114 => 0.01026198036495
115 => 0.010330733570737
116 => 0.010020051054266
117 => 0.010001654451954
118 => 0.0098513423936594
119 => 0.0099321115796766
120 => 0.0098036019972133
121 => 0.0098351337536754
122 => 0.0097469682137182
123 => 0.0099056486320573
124 => 0.010083077996204
125 => 0.010127903660486
126 => 0.010009986636423
127 => 0.0099246069398912
128 => 0.0097747083186015
129 => 0.010023993066515
130 => 0.01009689152362
131 => 0.010023610161954
201 => 0.010006629269226
202 => 0.0099744505081914
203 => 0.010013456145498
204 => 0.010096494502967
205 => 0.010057335147062
206 => 0.010083200591536
207 => 0.0099846281895324
208 => 0.01019428274636
209 => 0.01052726463872
210 => 0.010528335229952
211 => 0.010489175662964
212 => 0.010473152411857
213 => 0.010513332503988
214 => 0.010535128555696
215 => 0.010665063605878
216 => 0.010804489091564
217 => 0.011455126997157
218 => 0.011272430476836
219 => 0.0118497151333
220 => 0.012306272345532
221 => 0.012443173890653
222 => 0.012317230910857
223 => 0.011886386780281
224 => 0.011865247511784
225 => 0.012509110540565
226 => 0.012327189744139
227 => 0.012305550844272
228 => 0.012075349509178
301 => 0.012211427009209
302 => 0.012181664863816
303 => 0.012134683861299
304 => 0.012394310252115
305 => 0.012880307678716
306 => 0.012804560422125
307 => 0.012748018608895
308 => 0.012500268842391
309 => 0.01264946953874
310 => 0.012596342028521
311 => 0.012824611527972
312 => 0.012689389733286
313 => 0.012325811515182
314 => 0.012383712544785
315 => 0.012374960920641
316 => 0.012555068725372
317 => 0.012501004832942
318 => 0.01236440407795
319 => 0.012878646592347
320 => 0.012845254543829
321 => 0.012892596834142
322 => 0.012913438374447
323 => 0.013226448730991
324 => 0.013354679058853
325 => 0.013383789588265
326 => 0.013505598482045
327 => 0.013380758872023
328 => 0.013880206321243
329 => 0.014212309731409
330 => 0.014598064932201
331 => 0.015161756961781
401 => 0.015373710379346
402 => 0.015335422891585
403 => 0.015762807755084
404 => 0.016530808854562
405 => 0.015490657871781
406 => 0.016585939382333
407 => 0.016239185901725
408 => 0.015417039637033
409 => 0.015364103110055
410 => 0.015920870105819
411 => 0.017155725715585
412 => 0.016846408390955
413 => 0.017156231647918
414 => 0.016794806361439
415 => 0.016776858549634
416 => 0.017138678028471
417 => 0.017984088962524
418 => 0.01758246591751
419 => 0.017006640800472
420 => 0.017431821106062
421 => 0.01706349057678
422 => 0.016233538805084
423 => 0.016846171861826
424 => 0.016436521583568
425 => 0.01655607931297
426 => 0.017417103266989
427 => 0.017313502586855
428 => 0.017447571460114
429 => 0.017210943408006
430 => 0.016989895494518
501 => 0.016577293148759
502 => 0.01645514193523
503 => 0.016488900136109
504 => 0.016455125206342
505 => 0.016224277985902
506 => 0.016174426550627
507 => 0.016091338641127
508 => 0.016117091058575
509 => 0.01596086148049
510 => 0.016255698973014
511 => 0.016310423409725
512 => 0.016524981549378
513 => 0.016547257687206
514 => 0.017144799052095
515 => 0.016815683309589
516 => 0.017036482564148
517 => 0.017016732200577
518 => 0.015434858039555
519 => 0.01565282634195
520 => 0.015991916618255
521 => 0.015839156908405
522 => 0.015623190418945
523 => 0.015448785899316
524 => 0.015184545218299
525 => 0.015556458902537
526 => 0.016045485848699
527 => 0.016559660217578
528 => 0.017177407031747
529 => 0.01703953313419
530 => 0.016548111870583
531 => 0.016570156669485
601 => 0.016706428941988
602 => 0.016529943967455
603 => 0.016477895103069
604 => 0.016699278227286
605 => 0.016700802771193
606 => 0.016497735479071
607 => 0.016272063344799
608 => 0.016271117770316
609 => 0.016230961593757
610 => 0.016801950056042
611 => 0.017115935976854
612 => 0.017151933956661
613 => 0.017113513025996
614 => 0.017128299717337
615 => 0.016945598228224
616 => 0.017363199653892
617 => 0.017746432018586
618 => 0.017643717558283
619 => 0.017489733980567
620 => 0.017367078644063
621 => 0.017614823859045
622 => 0.017603792154609
623 => 0.017743084818205
624 => 0.017736765698391
625 => 0.017689926814685
626 => 0.017643719231047
627 => 0.017826927077106
628 => 0.017774166159669
629 => 0.017721323289954
630 => 0.017615338824902
701 => 0.017629743873918
702 => 0.017475786883639
703 => 0.017404559335343
704 => 0.016333467907757
705 => 0.016047237279384
706 => 0.016137291261831
707 => 0.016166939371104
708 => 0.016042371434821
709 => 0.016220969856573
710 => 0.016193135481726
711 => 0.016301422751693
712 => 0.016233769566704
713 => 0.016236546077014
714 => 0.016435499668886
715 => 0.016493256743015
716 => 0.016463881028956
717 => 0.016484454772143
718 => 0.016958568000238
719 => 0.01689116426049
720 => 0.016855357367156
721 => 0.016865276121318
722 => 0.016986422216199
723 => 0.017020336508434
724 => 0.016876639269119
725 => 0.016944407717884
726 => 0.017232957171627
727 => 0.017333933149952
728 => 0.017656200001548
729 => 0.017519295315154
730 => 0.017770589792126
731 => 0.018542983341741
801 => 0.019160024754741
802 => 0.018592567971031
803 => 0.019725685946256
804 => 0.020607980826088
805 => 0.020574116879061
806 => 0.020420268358914
807 => 0.019415799095248
808 => 0.01849147150303
809 => 0.019264710782943
810 => 0.019266681928886
811 => 0.019200259988989
812 => 0.018787719024889
813 => 0.019185904457673
814 => 0.01921751097133
815 => 0.019199819728533
816 => 0.01888352553861
817 => 0.018400602771537
818 => 0.018494964724269
819 => 0.018649531527777
820 => 0.018356904322724
821 => 0.018263392199802
822 => 0.018437249027723
823 => 0.018997451951794
824 => 0.018891548834033
825 => 0.01888878327564
826 => 0.019341881723332
827 => 0.01901756101955
828 => 0.018496154930682
829 => 0.018364493016742
830 => 0.017897181920346
831 => 0.018219955359132
901 => 0.018231571400571
902 => 0.018054791686813
903 => 0.018510499630165
904 => 0.018506300201241
905 => 0.018938927070278
906 => 0.019765947156645
907 => 0.01952135662192
908 => 0.019236924441408
909 => 0.019267850105879
910 => 0.019607028314076
911 => 0.019401953426715
912 => 0.019475699786043
913 => 0.019606916690129
914 => 0.019686083106296
915 => 0.019256459276894
916 => 0.019156293410977
917 => 0.018951389202753
918 => 0.018897933519546
919 => 0.019064823721678
920 => 0.019020854049734
921 => 0.018230595117268
922 => 0.018148008661866
923 => 0.018150541470546
924 => 0.017942873901666
925 => 0.017626131013197
926 => 0.018458512412359
927 => 0.018391660536836
928 => 0.018317861240183
929 => 0.01832690123293
930 => 0.018688209786284
1001 => 0.018478632578819
1002 => 0.019035827933892
1003 => 0.018921285319714
1004 => 0.018803805119692
1005 => 0.018787565777515
1006 => 0.018742345923446
1007 => 0.018587270218277
1008 => 0.018400006985681
1009 => 0.018276359579057
1010 => 0.016858975626968
1011 => 0.017122033843933
1012 => 0.01742465834404
1013 => 0.017529123108785
1014 => 0.017350428899946
1015 => 0.018594326154796
1016 => 0.018821598169749
1017 => 0.018133176411869
1018 => 0.018004400809045
1019 => 0.018602768661879
1020 => 0.018241879699125
1021 => 0.018404387976955
1022 => 0.018053133967561
1023 => 0.018766854996649
1024 => 0.018761417638217
1025 => 0.018483764037781
1026 => 0.01871843495958
1027 => 0.018677655111949
1028 => 0.018364184880888
1029 => 0.0187767925621
1030 => 0.018776997210362
1031 => 0.018509761656653
1101 => 0.018197689035305
1102 => 0.018141897821435
1103 => 0.018099866636278
1104 => 0.018394050881965
1105 => 0.018657815556758
1106 => 0.019148616223739
1107 => 0.019272015172554
1108 => 0.019753649484913
1109 => 0.019466859702253
1110 => 0.019593989898357
1111 => 0.019732007709892
1112 => 0.019798178524179
1113 => 0.01969035673322
1114 => 0.020438533068906
1115 => 0.020501702075168
1116 => 0.020522882096558
1117 => 0.020270601245732
1118 => 0.020494685688334
1119 => 0.020389843998537
1120 => 0.020662612949528
1121 => 0.020705386603932
1122 => 0.020669158840369
1123 => 0.020682735873413
1124 => 0.020044299358255
1125 => 0.020011193056923
1126 => 0.019559786289148
1127 => 0.019743737883647
1128 => 0.01939984919476
1129 => 0.019508899840452
1130 => 0.019556968326
1201 => 0.019531860077013
1202 => 0.019754138230801
1203 => 0.019565156391654
1204 => 0.019066402246655
1205 => 0.018567512216422
1206 => 0.018561249058479
1207 => 0.018429900119659
1208 => 0.018334958894651
1209 => 0.018353247942808
1210 => 0.018417700933994
1211 => 0.018331212769634
1212 => 0.018349669404561
1213 => 0.018656172520271
1214 => 0.018717639534246
1215 => 0.018508750604045
1216 => 0.01767003140676
1217 => 0.017464207611978
1218 => 0.017612149674004
1219 => 0.017541442897044
1220 => 0.0141573134714
1221 => 0.014952364482454
1222 => 0.014479972169067
1223 => 0.014697672280801
1224 => 0.01421548205423
1225 => 0.014445608504105
1226 => 0.014403112551685
1227 => 0.01568153105019
1228 => 0.015661570303743
1229 => 0.015671124456768
1230 => 0.015215079839672
1231 => 0.015941571297666
]
'min_raw' => 0.009274821935065
'max_raw' => 0.020705386603932
'avg_raw' => 0.014990104269499
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.009274'
'max' => '$0.0207053'
'avg' => '$0.01499'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0014301587239091
'max_diff' => 0.0031323726207323
'year' => 2035
]
10 => [
'items' => [
101 => 0.016299467113662
102 => 0.01623323012321
103 => 0.016249900546687
104 => 0.015963447439599
105 => 0.015673897949
106 => 0.015352743002578
107 => 0.015949409197079
108 => 0.015883070101682
109 => 0.016035228118469
110 => 0.016422208796183
111 => 0.016479193170973
112 => 0.016555780748569
113 => 0.016528329553876
114 => 0.017182328381749
115 => 0.01710312480847
116 => 0.017293982631649
117 => 0.016901373608953
118 => 0.016457099232982
119 => 0.016541541267431
120 => 0.016533408820473
121 => 0.016429873436718
122 => 0.016336406321644
123 => 0.016180809909242
124 => 0.016673139982019
125 => 0.016653152280164
126 => 0.016976729940026
127 => 0.01691953444558
128 => 0.016537568935556
129 => 0.016551210908471
130 => 0.016642959732437
131 => 0.01696050345975
201 => 0.017054772058042
202 => 0.017011103087359
203 => 0.017114464301862
204 => 0.017196156791428
205 => 0.017124723620791
206 => 0.018136066677781
207 => 0.017716086529927
208 => 0.017920781931788
209 => 0.017969600578997
210 => 0.017844552640718
211 => 0.017871671060899
212 => 0.017912748078148
213 => 0.018162159683174
214 => 0.018816687902593
215 => 0.01910657399545
216 => 0.019978710608536
217 => 0.019082502990847
218 => 0.019029325739689
219 => 0.019186423879709
220 => 0.019698460396626
221 => 0.020113417900444
222 => 0.020251083243933
223 => 0.020269277991682
224 => 0.020527547327886
225 => 0.020675582494961
226 => 0.020496186637313
227 => 0.020344167431486
228 => 0.019799653505533
229 => 0.019862682475124
301 => 0.020296889572786
302 => 0.020910232672905
303 => 0.02143654486028
304 => 0.021252248676093
305 => 0.022658298468612
306 => 0.022797702562341
307 => 0.022778441424062
308 => 0.023096024695689
309 => 0.022465686576218
310 => 0.022196204817918
311 => 0.020377035709277
312 => 0.020888148025862
313 => 0.021631079794591
314 => 0.021532749989148
315 => 0.020993213080074
316 => 0.021436135573153
317 => 0.021289691545474
318 => 0.021174185064876
319 => 0.021703342644531
320 => 0.021121512149105
321 => 0.021625275590322
322 => 0.020979193766195
323 => 0.021253090525539
324 => 0.02109761347804
325 => 0.021198226182322
326 => 0.020610046368944
327 => 0.020927413918985
328 => 0.020596842835455
329 => 0.02059668610172
330 => 0.020589388726729
331 => 0.020978304140525
401 => 0.020990986658207
402 => 0.020703577579793
403 => 0.02066215744142
404 => 0.020815309402158
405 => 0.020636008566695
406 => 0.020719902299102
407 => 0.020638549622386
408 => 0.020620235421308
409 => 0.020474304751211
410 => 0.020411433806085
411 => 0.020436087123654
412 => 0.020351932641137
413 => 0.02030122652142
414 => 0.020579302003263
415 => 0.020430737490847
416 => 0.02055653236102
417 => 0.02041317322988
418 => 0.019916228022747
419 => 0.019630429579025
420 => 0.018691746149597
421 => 0.018957955605749
422 => 0.019134452750592
423 => 0.019076120445274
424 => 0.019201440808702
425 => 0.019209134461207
426 => 0.019168391533567
427 => 0.019121216442851
428 => 0.019098254217637
429 => 0.019269395831784
430 => 0.019368749299159
501 => 0.019152166600304
502 => 0.019101424304277
503 => 0.019320401370677
504 => 0.019453977254682
505 => 0.020440226532371
506 => 0.020367162000337
507 => 0.020550539637553
508 => 0.020529894129762
509 => 0.020722103107913
510 => 0.021036283553615
511 => 0.020397466861268
512 => 0.020508343350441
513 => 0.020481158995808
514 => 0.020777950651569
515 => 0.020778877202723
516 => 0.020600935779251
517 => 0.020697400711685
518 => 0.020643556632777
519 => 0.020740860160827
520 => 0.020366186178966
521 => 0.020822498645316
522 => 0.02108119840961
523 => 0.021084790456088
524 => 0.021207412091196
525 => 0.021332002774231
526 => 0.021571143740755
527 => 0.021325333262468
528 => 0.020883144141198
529 => 0.020915068767492
530 => 0.020655813447482
531 => 0.02066017157625
601 => 0.020636907543335
602 => 0.020706724657346
603 => 0.020381507109335
604 => 0.020457835017818
605 => 0.020350975498966
606 => 0.020508111058716
607 => 0.020339059171864
608 => 0.020481145886689
609 => 0.020542465802558
610 => 0.020768737612239
611 => 0.020305638641598
612 => 0.019361348491417
613 => 0.019559849729396
614 => 0.019266250806489
615 => 0.019293424504614
616 => 0.019348319699488
617 => 0.01917038641231
618 => 0.019204330476181
619 => 0.019203117755359
620 => 0.019192667182478
621 => 0.019146379862374
622 => 0.019079254090555
623 => 0.019346662505259
624 => 0.019392100405712
625 => 0.019493103229854
626 => 0.019793619123632
627 => 0.01976359049919
628 => 0.01981256843153
629 => 0.019705649880232
630 => 0.019298384149559
701 => 0.019320500638149
702 => 0.019044707671037
703 => 0.019486050583618
704 => 0.019381534756477
705 => 0.019314152722804
706 => 0.019295766910626
707 => 0.019597027725178
708 => 0.019687169682576
709 => 0.019630999263927
710 => 0.019515792096525
711 => 0.019737023915879
712 => 0.019796216217716
713 => 0.01980946719117
714 => 0.020201447558071
715 => 0.019831374539321
716 => 0.019920454793144
717 => 0.020615433504387
718 => 0.019985183713796
719 => 0.020319041084119
720 => 0.020302700503152
721 => 0.020473490636692
722 => 0.020288690727211
723 => 0.02029098154357
724 => 0.020442631611828
725 => 0.020229666441194
726 => 0.020176933270009
727 => 0.020104082771699
728 => 0.020263149169576
729 => 0.02035850228115
730 => 0.021126978331286
731 => 0.02162344890644
801 => 0.021601895809425
802 => 0.021798850770439
803 => 0.021710120756602
804 => 0.021423588136125
805 => 0.021912664380348
806 => 0.021757900192857
807 => 0.021770658764435
808 => 0.021770183889763
809 => 0.021873088544725
810 => 0.021800171165612
811 => 0.021656443526564
812 => 0.021751856640852
813 => 0.022035199479475
814 => 0.02291470434458
815 => 0.023406886918983
816 => 0.022885074335599
817 => 0.023245013668268
818 => 0.023029178328164
819 => 0.022989954626322
820 => 0.023216023126546
821 => 0.023442487329754
822 => 0.023428062539041
823 => 0.023263661156578
824 => 0.023170794987155
825 => 0.023874008734473
826 => 0.024392124644564
827 => 0.024356792612989
828 => 0.024512736709769
829 => 0.024970593401084
830 => 0.025012454078891
831 => 0.025007180595644
901 => 0.024903424537989
902 => 0.025354243910794
903 => 0.025730325362999
904 => 0.024879408008443
905 => 0.025203426197732
906 => 0.025348888402118
907 => 0.025562470074847
908 => 0.025922818157187
909 => 0.026314251752216
910 => 0.026369604754405
911 => 0.026330329150467
912 => 0.026072168172245
913 => 0.026500479482701
914 => 0.026751374203229
915 => 0.02690077626768
916 => 0.027279635044995
917 => 0.025349786727171
918 => 0.02398374416813
919 => 0.023770416896642
920 => 0.024204226291894
921 => 0.024318618369856
922 => 0.024272507066665
923 => 0.022734901971309
924 => 0.02376232172403
925 => 0.024867738990051
926 => 0.024910202569193
927 => 0.025463597565748
928 => 0.025643805661054
929 => 0.026089361168421
930 => 0.026061491550124
1001 => 0.026169977225831
1002 => 0.026145038247696
1003 => 0.026970336002313
1004 => 0.027880761983558
1005 => 0.027849236826805
1006 => 0.02771835232033
1007 => 0.02791273813157
1008 => 0.028852395311392
1009 => 0.028765886735974
1010 => 0.02884992244821
1011 => 0.029957831219978
1012 => 0.031398270221462
1013 => 0.030729041687562
1014 => 0.032181075040803
1015 => 0.033095053067687
1016 => 0.034675683558092
1017 => 0.034477780835924
1018 => 0.035093108686637
1019 => 0.034123493659699
1020 => 0.031897061566322
1021 => 0.031544720165106
1022 => 0.032250116573047
1023 => 0.033984264810394
1024 => 0.032195502073743
1025 => 0.032557366445678
1026 => 0.032453149482217
1027 => 0.032447596203128
1028 => 0.032659542279147
1029 => 0.032352103441517
1030 => 0.031099542309824
1031 => 0.03167358369509
1101 => 0.031451918748507
1102 => 0.031697872532957
1103 => 0.033025183668577
1104 => 0.032438347776374
1105 => 0.031820163834615
1106 => 0.032595503683579
1107 => 0.033582777746989
1108 => 0.033520995910403
1109 => 0.033401113324621
1110 => 0.034076885183823
1111 => 0.035193062312647
1112 => 0.035494760505405
1113 => 0.035717467943351
1114 => 0.035748175536371
1115 => 0.036064482829137
1116 => 0.034363618796231
1117 => 0.037062933697739
1118 => 0.03752903081416
1119 => 0.037441423874019
1120 => 0.037959471202557
1121 => 0.037807048536909
1122 => 0.037586212008768
1123 => 0.038407427216327
1124 => 0.037465970249511
1125 => 0.036129690611253
1126 => 0.03539658117309
1127 => 0.036361998819515
1128 => 0.036951545687753
1129 => 0.037341198665436
1130 => 0.037459107421048
1201 => 0.034495652029367
1202 => 0.032898513934022
1203 => 0.033922261141913
1204 => 0.035171303390797
1205 => 0.034356680303473
1206 => 0.034388611986211
1207 => 0.033227173542868
1208 => 0.035274064921636
1209 => 0.034975850064816
1210 => 0.036522989269532
1211 => 0.036153752081758
1212 => 0.037415384043607
1213 => 0.037083154066161
1214 => 0.038462222127811
1215 => 0.039012369714381
1216 => 0.039936153135866
1217 => 0.040615691981185
1218 => 0.041014730188663
1219 => 0.040990773431441
1220 => 0.042571961609516
1221 => 0.041639590183412
1222 => 0.040468311929153
1223 => 0.04044712720087
1224 => 0.041053748805891
1225 => 0.042325061271507
1226 => 0.042654694096997
1227 => 0.042838913877109
1228 => 0.042556774871131
1229 => 0.041544752511758
1230 => 0.04110776638805
1231 => 0.041480091226156
]
'min_raw' => 0.015352743002578
'max_raw' => 0.042838913877109
'avg_raw' => 0.029095828439844
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.015352'
'max' => '$0.042838'
'avg' => '$0.029095'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0060779210675133
'max_diff' => 0.022133527273176
'year' => 2036
]
11 => [
'items' => [
101 => 0.041024769943391
102 => 0.041810782218031
103 => 0.042890144954275
104 => 0.042667260817504
105 => 0.043412329070074
106 => 0.044183396328018
107 => 0.045286057137675
108 => 0.045574333504731
109 => 0.046050843377306
110 => 0.046541328561524
111 => 0.046698859183749
112 => 0.046999634020457
113 => 0.046998048788601
114 => 0.047904454003503
115 => 0.048904247024573
116 => 0.049281645744765
117 => 0.05014945329196
118 => 0.048663363278992
119 => 0.0497905796248
120 => 0.050807356984774
121 => 0.049595113099403
122 => 0.051265908878786
123 => 0.051330782092795
124 => 0.052310290603301
125 => 0.051317371076779
126 => 0.050727778631441
127 => 0.05242990992939
128 => 0.053253517647835
129 => 0.053005440300297
130 => 0.051117559436449
131 => 0.05001873179867
201 => 0.047142887922579
202 => 0.050549449221018
203 => 0.052208685858732
204 => 0.051113262414399
205 => 0.051665730282744
206 => 0.054679815834128
207 => 0.055827384464508
208 => 0.055588698211499
209 => 0.055629032259147
210 => 0.056248239462256
211 => 0.058994145204476
212 => 0.057348734834141
213 => 0.058606589409912
214 => 0.059273750941368
215 => 0.059893447753101
216 => 0.058371668240674
217 => 0.056391855454386
218 => 0.055764765638082
219 => 0.051004344141297
220 => 0.050756543528926
221 => 0.050617445536076
222 => 0.049740452366955
223 => 0.049051375964672
224 => 0.04850339682581
225 => 0.047065335925014
226 => 0.047550639264313
227 => 0.04525867033508
228 => 0.046724990833611
301 => 0.043066953081031
302 => 0.046113475620559
303 => 0.044455391910676
304 => 0.045568750527844
305 => 0.045564866124513
306 => 0.043514819919636
307 => 0.042332396052036
308 => 0.043085882561096
309 => 0.043893679910643
310 => 0.04402474231285
311 => 0.045072072662204
312 => 0.045364360050419
313 => 0.044478715618536
314 => 0.042991148379374
315 => 0.043336676321235
316 => 0.042325393939323
317 => 0.040553160463436
318 => 0.041826009486046
319 => 0.042260616105586
320 => 0.042452563147767
321 => 0.040709775066623
322 => 0.040162153213758
323 => 0.039870603934284
324 => 0.042766176323094
325 => 0.042924802314938
326 => 0.042113249313209
327 => 0.045781545835639
328 => 0.044951297355408
329 => 0.045878888323642
330 => 0.043305323282164
331 => 0.043403636932513
401 => 0.042185269998668
402 => 0.042867474070313
403 => 0.042385314220938
404 => 0.042812358722996
405 => 0.04306832743676
406 => 0.04428649444858
407 => 0.046127385131065
408 => 0.044104540919304
409 => 0.043223158728577
410 => 0.043769963282622
411 => 0.045226175867107
412 => 0.047432412474752
413 => 0.046126275998376
414 => 0.046705917186956
415 => 0.046832543000219
416 => 0.04586944631834
417 => 0.047467923223159
418 => 0.048324559982455
419 => 0.049203292041492
420 => 0.04996627046684
421 => 0.04885230713338
422 => 0.050044407580554
423 => 0.049083785054189
424 => 0.048222007340708
425 => 0.048223314301773
426 => 0.047682708553543
427 => 0.046635216795639
428 => 0.046442043244075
429 => 0.047446956454443
430 => 0.048252801683522
501 => 0.048319174956327
502 => 0.048765332280969
503 => 0.049029363589906
504 => 0.051617229350645
505 => 0.052658090367563
506 => 0.05393083551656
507 => 0.05442664148008
508 => 0.055918839674001
509 => 0.054713768441998
510 => 0.054453043700701
511 => 0.050833458976559
512 => 0.051426165772364
513 => 0.052375146540148
514 => 0.050849107319888
515 => 0.051817027959334
516 => 0.052008115996923
517 => 0.05079725309113
518 => 0.051444027287411
519 => 0.049726386777272
520 => 0.046164825000416
521 => 0.047471888259543
522 => 0.048434326770997
523 => 0.04706080834734
524 => 0.049522786959241
525 => 0.048084549879723
526 => 0.047628697773071
527 => 0.04585025618201
528 => 0.046689612154496
529 => 0.047824853125703
530 => 0.047123406191426
531 => 0.048579013902839
601 => 0.050640542618598
602 => 0.052109710747604
603 => 0.052222495233816
604 => 0.051277918553485
605 => 0.052791608711924
606 => 0.052802634292195
607 => 0.05109518560987
608 => 0.05004938279906
609 => 0.049811774200056
610 => 0.050405367066278
611 => 0.051126098389159
612 => 0.052262490806201
613 => 0.052949188943738
614 => 0.054739733489883
615 => 0.055224203505135
616 => 0.055756489169765
617 => 0.056467786968532
618 => 0.057321882348963
619 => 0.055453170280256
620 => 0.055527417694461
621 => 0.053787298890161
622 => 0.051927732389488
623 => 0.053338911565262
624 => 0.055183840616289
625 => 0.054760611853518
626 => 0.054712989971927
627 => 0.054793076767554
628 => 0.054473976101784
629 => 0.053030695616929
630 => 0.052305889192848
701 => 0.053241074397752
702 => 0.053738083713853
703 => 0.054508901819359
704 => 0.054413882217859
705 => 0.056399426877822
706 => 0.057170949492929
707 => 0.056973560992671
708 => 0.057009885227138
709 => 0.058406690069067
710 => 0.059960224328117
711 => 0.061415314168619
712 => 0.06289549405194
713 => 0.061111079430192
714 => 0.060205063732662
715 => 0.06113984066496
716 => 0.060643834866745
717 => 0.063494031308168
718 => 0.063691372725789
719 => 0.066541363065567
720 => 0.069246343268554
721 => 0.067547393667812
722 => 0.069149426618941
723 => 0.07088215587125
724 => 0.074224871724144
725 => 0.073099162623051
726 => 0.072236887093725
727 => 0.071422040884996
728 => 0.073117606492167
729 => 0.075298924558471
730 => 0.075768759577549
731 => 0.076530071799245
801 => 0.075729645086961
802 => 0.076693670897797
803 => 0.080097105624453
804 => 0.079177467518361
805 => 0.077871433568508
806 => 0.080558118415858
807 => 0.081530419217891
808 => 0.088354535444442
809 => 0.096970264070643
810 => 0.093403295845471
811 => 0.091189163562762
812 => 0.091709537169119
813 => 0.094855709602588
814 => 0.095866160333697
815 => 0.093119406923289
816 => 0.094089606663455
817 => 0.099435502619704
818 => 0.10230340428336
819 => 0.098408408613536
820 => 0.087662270038275
821 => 0.077753839500951
822 => 0.080382001461891
823 => 0.080084049456881
824 => 0.085827547747769
825 => 0.079155534453676
826 => 0.079267874046216
827 => 0.085130141799289
828 => 0.083566189267482
829 => 0.08103278646186
830 => 0.077772336145063
831 => 0.071745092179312
901 => 0.066406594116713
902 => 0.076876618200147
903 => 0.076425131723166
904 => 0.07577131239795
905 => 0.077226316555578
906 => 0.084291403734881
907 => 0.084128530607942
908 => 0.08309241487296
909 => 0.083878299526039
910 => 0.080895017082479
911 => 0.081663876896263
912 => 0.07775226995493
913 => 0.079520479655548
914 => 0.081027350917249
915 => 0.081329877632645
916 => 0.082011485769831
917 => 0.076187218865501
918 => 0.078802143714053
919 => 0.080338167077253
920 => 0.073398357641306
921 => 0.080200989357893
922 => 0.076085831336521
923 => 0.074689084896468
924 => 0.076569619970649
925 => 0.07583677362336
926 => 0.075206715368143
927 => 0.074855132035957
928 => 0.076235989447353
929 => 0.076171570798629
930 => 0.073912220060712
1001 => 0.070964989126016
1002 => 0.071954176567257
1003 => 0.071594795496173
1004 => 0.070292352133481
1005 => 0.071170041702324
1006 => 0.067305141029664
1007 => 0.06065578030241
1008 => 0.065048551674261
1009 => 0.064879434754861
1010 => 0.064794158335257
1011 => 0.068095204613921
1012 => 0.067777885182323
1013 => 0.067201947306771
1014 => 0.07028177458274
1015 => 0.069157596197489
1016 => 0.072622049091094
1017 => 0.074903961833586
1018 => 0.074325194949946
1019 => 0.076471344913702
1020 => 0.071976965448026
1021 => 0.073469818023317
1022 => 0.07377749287008
1023 => 0.070243769992224
1024 => 0.067829802565688
1025 => 0.067668818459581
1026 => 0.06348333160717
1027 => 0.065719184899659
1028 => 0.067686643271153
1029 => 0.066744383392144
1030 => 0.066446092063663
1031 => 0.067969997769376
1101 => 0.06808841829408
1102 => 0.065388417781192
1103 => 0.065949833385718
1104 => 0.068291029784168
1105 => 0.065890841243368
1106 => 0.061227666977166
1107 => 0.06007113528572
1108 => 0.059916832638972
1109 => 0.056780226966084
1110 => 0.060148420263514
1111 => 0.058678113627217
1112 => 0.063322794674299
1113 => 0.06066977777013
1114 => 0.060555411513909
1115 => 0.060382530143749
1116 => 0.057682724069545
1117 => 0.058273810018169
1118 => 0.060238669736326
1119 => 0.060939753819493
1120 => 0.060866625005806
1121 => 0.060229040851781
1122 => 0.060520923612535
1123 => 0.059580667541453
1124 => 0.059248643553016
1125 => 0.058200684515116
1126 => 0.056660474235477
1127 => 0.056874649921519
1128 => 0.053823090339611
1129 => 0.052160438720863
1130 => 0.051700238666189
1201 => 0.051084839919996
1202 => 0.051769749592085
1203 => 0.053814445654724
1204 => 0.051348108396713
1205 => 0.047119746161298
1206 => 0.047373877936425
1207 => 0.047944836582734
1208 => 0.046880858922606
1209 => 0.045873893360171
1210 => 0.04674936821901
1211 => 0.04495775539835
1212 => 0.04816134443258
1213 => 0.048074696327158
1214 => 0.049268796210502
1215 => 0.050015491372954
1216 => 0.048294600768933
1217 => 0.047861801435805
1218 => 0.048108343605587
1219 => 0.044033550718547
1220 => 0.048935798698541
1221 => 0.048978193542642
1222 => 0.048615183148791
1223 => 0.051225478858212
1224 => 0.056734016976738
1225 => 0.054661483356116
1226 => 0.053858935695551
1227 => 0.052333292006158
1228 => 0.054366121638515
1229 => 0.054210032039832
1230 => 0.053504135679366
1231 => 0.053077207358026
]
'min_raw' => 0.039870603934284
'max_raw' => 0.10230340428336
'avg_raw' => 0.07108700410882
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.03987'
'max' => '$0.1023034'
'avg' => '$0.071087'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.024517860931706
'max_diff' => 0.059464490406246
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0012514926983786
]
1 => [
'year' => 2028
'avg' => 0.0021479247813439
]
2 => [
'year' => 2029
'avg' => 0.0058677433768549
]
3 => [
'year' => 2030
'avg' => 0.0045269552767379
]
4 => [
'year' => 2031
'avg' => 0.0044460311011478
]
5 => [
'year' => 2032
'avg' => 0.0077952917377945
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0012514926983786
'min' => '$0.001251'
'max_raw' => 0.0077952917377945
'max' => '$0.007795'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0077952917377945
]
1 => [
'year' => 2033
'avg' => 0.020050291930004
]
2 => [
'year' => 2034
'avg' => 0.012708838597178
]
3 => [
'year' => 2035
'avg' => 0.014990104269499
]
4 => [
'year' => 2036
'avg' => 0.029095828439844
]
5 => [
'year' => 2037
'avg' => 0.07108700410882
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0077952917377945
'min' => '$0.007795'
'max_raw' => 0.07108700410882
'max' => '$0.071087'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.07108700410882
]
]
]
]
'prediction_2025_max_price' => '$0.002139'
'last_price' => 0.00207483
'sma_50day_nextmonth' => '$0.001945'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.002171'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.002122'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.00206'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001985'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002038'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0025007'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.002132'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.00212'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.002084'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.002051'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.002189'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0029069'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.001973'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.002092'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0021022'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.002372'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.003016'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.001266'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.000633'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.000316'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '50.96'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 94.92
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.002090'
'vwma_10_action' => 'SELL'
'hma_9' => '0.002220'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 41.87
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 41.85
'cci_20_action' => 'NEUTRAL'
'adx_14' => 9.19
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000096'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -58.13
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 56.69
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000329'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 19
'buy_signals' => 9
'sell_pct' => 67.86
'buy_pct' => 32.14
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767691326
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Token6900 para 2026
La previsión del precio de Token6900 para 2026 sugiere que el precio medio podría oscilar entre $0.000716 en el extremo inferior y $0.002139 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Token6900 podría potencialmente ganar 3.13% para 2026 si T6900 alcanza el objetivo de precio previsto.
Predicción de precio de Token6900 2027-2032
La predicción del precio de T6900 para 2027-2032 está actualmente dentro de un rango de precios de $0.001251 en el extremo inferior y $0.007795 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Token6900 alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Token6900 | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00069 | $0.001251 | $0.001812 |
| 2028 | $0.001245 | $0.002147 | $0.00305 |
| 2029 | $0.002735 | $0.005867 | $0.008999 |
| 2030 | $0.002326 | $0.004526 | $0.006727 |
| 2031 | $0.00275 | $0.004446 | $0.006141 |
| 2032 | $0.004199 | $0.007795 | $0.011391 |
Predicción de precio de Token6900 2032-2037
La predicción de precio de Token6900 para 2032-2037 se estima actualmente entre $0.007795 en el extremo inferior y $0.071087 en el extremo superior. Comparado con el precio actual, Token6900 podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Token6900 | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.004199 | $0.007795 | $0.011391 |
| 2033 | $0.009757 | $0.02005 | $0.030342 |
| 2034 | $0.007844 | $0.0127088 | $0.017573 |
| 2035 | $0.009274 | $0.01499 | $0.0207053 |
| 2036 | $0.015352 | $0.029095 | $0.042838 |
| 2037 | $0.03987 | $0.071087 | $0.1023034 |
Token6900 Histograma de precios potenciales
Pronóstico de precio de Token6900 basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Token6900 es Bajista, con 9 indicadores técnicos mostrando señales alcistas y 19 indicando señales bajistas. La predicción de precio de T6900 se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Token6900
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Token6900 disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Token6900 alcance $0.001945 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 50.96, lo que sugiere que el mercado de T6900 está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de T6900 para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.002171 | SELL |
| SMA 5 | $0.002122 | SELL |
| SMA 10 | $0.00206 | BUY |
| SMA 21 | $0.001985 | BUY |
| SMA 50 | $0.002038 | BUY |
| SMA 100 | $0.0025007 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.002132 | SELL |
| EMA 5 | $0.00212 | SELL |
| EMA 10 | $0.002084 | SELL |
| EMA 21 | $0.002051 | BUY |
| EMA 50 | $0.002189 | SELL |
| EMA 100 | $0.0029069 | SELL |
| EMA 200 | $0.001973 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.003016 | SELL |
| EMA 50 | $0.001266 | BUY |
| EMA 100 | $0.000633 | BUY |
| EMA 200 | $0.000316 | BUY |
Osciladores de Token6900
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 50.96 | NEUTRAL |
| Stoch RSI (14) | 94.92 | SELL |
| Estocástico Rápido (14) | 41.87 | NEUTRAL |
| Índice de Canal de Materias Primas (20) | 41.85 | NEUTRAL |
| Índice Direccional Medio (14) | 9.19 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000096 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -58.13 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 56.69 | NEUTRAL |
| VWMA (10) | 0.002090 | SELL |
| Promedio Móvil de Hull (9) | 0.002220 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000329 | NEUTRAL |
Predicción de precios de Token6900 basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Token6900
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Token6900 por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.002915 | $0.004096 | $0.005756 | $0.008088 | $0.011366 | $0.015971 |
| Amazon.com acción | $0.004329 | $0.009033 | $0.018848 | $0.039328 | $0.08206 | $0.171224 |
| Apple acción | $0.002942 | $0.004174 | $0.005921 | $0.008398 | $0.011912 | $0.016897 |
| Netflix acción | $0.003273 | $0.005165 | $0.00815 | $0.012859 | $0.02029 | $0.032015 |
| Google acción | $0.002686 | $0.003479 | $0.0045059 | $0.005835 | $0.007556 | $0.009785 |
| Tesla acción | $0.0047034 | $0.010662 | $0.02417 | $0.054793 | $0.124213 | $0.281581 |
| Kodak acción | $0.001555 | $0.001166 | $0.000874 | $0.000656 | $0.000492 | $0.000368 |
| Nokia acción | $0.001374 | $0.00091 | $0.0006031 | $0.000399 | $0.000264 | $0.000175 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Token6900
Podría preguntarse cosas como: "¿Debo invertir en Token6900 ahora?", "¿Debería comprar T6900 hoy?", "¿Será Token6900 una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Token6900 regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Token6900, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Token6900 a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Token6900 es de $0.002074 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Token6900 basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Token6900 ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.002128 | $0.002184 | $0.00224 | $0.002299 |
| Si Token6900 ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.002182 | $0.002296 | $0.002415 | $0.002541 |
| Si Token6900 ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.002344 | $0.002649 | $0.002993 | $0.003382 |
| Si Token6900 ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.002614 | $0.003293 | $0.004149 | $0.005228 |
| Si Token6900 ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.003153 | $0.004792 | $0.007284 | $0.011071 |
| Si Token6900 ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.004771 | $0.010972 | $0.025233 | $0.058027 |
| Si Token6900 ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.007467 | $0.026879 | $0.096748 | $0.348229 |
Cuadro de preguntas
¿Es T6900 una buena inversión?
La decisión de adquirir Token6900 depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Token6900 ha experimentado una caída de -7.343% durante las últimas 24 horas, y Token6900 ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Token6900 dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Token6900 subir?
Parece que el valor medio de Token6900 podría potencialmente aumentar hasta $0.002139 para el final de este año. Mirando las perspectivas de Token6900 en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.006727. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Token6900 la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Token6900, el precio de Token6900 aumentará en un 0.86% durante la próxima semana y alcanzará $0.0020925 para el 13 de enero de 2026.
¿Cuál será el precio de Token6900 el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Token6900, el precio de Token6900 disminuirá en un -11.62% durante el próximo mes y alcanzará $0.001833 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Token6900 este año en 2026?
Según nuestra predicción más reciente sobre el valor de Token6900 en 2026, se anticipa que T6900 fluctúe dentro del rango de $0.000716 y $0.002139. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Token6900 no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Token6900 en 5 años?
El futuro de Token6900 parece estar en una tendencia alcista, con un precio máximo de $0.006727 proyectada después de un período de cinco años. Basado en el pronóstico de Token6900 para 2030, el valor de Token6900 podría potencialmente alcanzar su punto más alto de aproximadamente $0.006727, mientras que su punto más bajo se anticipa que esté alrededor de $0.002326.
¿Cuánto será Token6900 en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Token6900, se espera que el valor de T6900 en 2026 crezca en un 3.13% hasta $0.002139 si ocurre lo mejor. El precio estará entre $0.002139 y $0.000716 durante 2026.
¿Cuánto será Token6900 en 2027?
Según nuestra última simulación experimental para la predicción de precios de Token6900, el valor de T6900 podría disminuir en un -12.62% hasta $0.001812 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.001812 y $0.00069 a lo largo del año.
¿Cuánto será Token6900 en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Token6900 sugiere que el valor de T6900 en 2028 podría aumentar en un 47.02% , alcanzando $0.00305 en el mejor escenario. Se espera que el precio oscile entre $0.00305 y $0.001245 durante el año.
¿Cuánto será Token6900 en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Token6900 podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.008999 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.008999 y $0.002735.
¿Cuánto será Token6900 en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Token6900, se espera que el valor de T6900 en 2030 aumente en un 224.23% , alcanzando $0.006727 en el mejor escenario. Se pronostica que el precio oscile entre $0.006727 y $0.002326 durante el transcurso de 2030.
¿Cuánto será Token6900 en 2031?
Nuestra simulación experimental indica que el precio de Token6900 podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.006141 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.006141 y $0.00275 durante el año.
¿Cuánto será Token6900 en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Token6900, T6900 podría experimentar un 449.04% aumento en valor, alcanzando $0.011391 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.011391 y $0.004199 a lo largo del año.
¿Cuánto será Token6900 en 2033?
Según nuestra predicción experimental de precios de Token6900, se anticipa que el valor de T6900 aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.030342. A lo largo del año, el precio de T6900 podría oscilar entre $0.030342 y $0.009757.
¿Cuánto será Token6900 en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Token6900 sugieren que T6900 podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.017573 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.017573 y $0.007844.
¿Cuánto será Token6900 en 2035?
Basado en nuestra predicción experimental para el precio de Token6900, T6900 podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.0207053 en 2035. El rango de precios esperado para el año está entre $0.0207053 y $0.009274.
¿Cuánto será Token6900 en 2036?
Nuestra reciente simulación de predicción de precios de Token6900 sugiere que el valor de T6900 podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.042838 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.042838 y $0.015352.
¿Cuánto será Token6900 en 2037?
Según la simulación experimental, el valor de Token6900 podría aumentar en un 4830.69% en 2037, con un máximo de $0.1023034 bajo condiciones favorables. Se espera que el precio caiga entre $0.1023034 y $0.03987 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de Token6900?
Los traders de Token6900 utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Token6900
Las medias móviles son herramientas populares para la predicción de precios de Token6900. Una media móvil simple (SMA) calcula el precio de cierre promedio de T6900 durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de T6900 por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de T6900.
¿Cómo leer gráficos de Token6900 y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Token6900 en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de T6900 dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Token6900?
La acción del precio de Token6900 está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de T6900. La capitalización de mercado de Token6900 puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de T6900, grandes poseedores de Token6900, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Token6900.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


