FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-686f |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
7.584 |
the_geom |
MULTIPOLYGON (((-44.99793475563019 -1.2868580696697085, -44.997537660172426 -1.2838626633700354, -44.99716173448116 -1.281780175311206, -44.99668278512456 -1.2809611481541265, -44.99620135218273 -1.2801356893805869, -44.99571133611066 -1.2792981594516488, -44.99528177210242 -1.278562344936402, -44.99340216185149 -1.2762921204035909, -44.99246238360159 -1.2736924547065824, -44.98704843283466 -1.2689238379594674, -44.9858969778944 -1.2685770809464625, -44.984429078140174 -1.2671834667063837, -44.9825396379099 -1.2655357774927989, -44.98081882745901 -1.2646480787398793, -44.979307442564675 -1.2632974373443142, -44.978804296206 -1.262367807906753, -44.97796346123323 -1.2611424012084762, -44.976914490310165 -1.2602557189259425, -44.97590902165313 -1.2599172989980427, -44.97448108947256 -1.259494353543769, -44.97171173916574 -1.259029433144327, -44.97053625473179 -1.2590717755110465, -44.96936027154898 -1.2593263074127277, -44.96789234666336 -1.2597064268840812, -44.966423529128214 -1.2599178290624684, -44.96541710957276 -1.2604236462474043, -44.9654161845869 -1.260424522915794, -44.9649119948145 -1.2611852502972383, -44.965122705727175 -1.261861408588409, -44.9658775454036 -1.2619867263323594, -44.966591991395774 -1.261776085434327, -44.96726292289061 -1.2618605703331773, -44.967682692191744 -1.2621980324762008, -44.96806114486164 -1.262874222228794, -44.967765933334086 -1.2638041022690079, -44.96673209626101 -1.2644096856219087, -44.96671729634313 -1.2644237122095947, -44.96570163294252 -1.2657236370546636, -44.96483844474189 -1.2668272100944404, -44.96399215771636 -1.2679630689838697, -44.96314675995939 -1.2690989504819525, -44.96220696106387 -1.270044929522388, -44.96248058203023 -1.2710260145384753, -44.96370967899794 -1.2709918056154046, -44.96521380535425 -1.27231596483471, -44.96558948950842 -1.2736404389855394, -44.96577855995528 -1.2749660673180863, -44.96652826677819 -1.27629186135288, -44.96690438285667 -1.2772381819290277, -44.96746824060036 -1.2783729018368029, -44.96870984358298 -1.2803350033198275, -44.9708519184588 -1.2798871293157488, -44.972355078224204 -1.2789404917431788, -44.973107129957064 -1.2778061058707566, -44.97412747647807 -1.2770622445557278, -44.97516133689025 -1.277018893997899, -44.976158500003365 -1.2786311206212952, -44.97686603571676 -1.2795093362837762, -44.978130518448374 -1.280419313676868, -44.97818052673546 -1.2804544969652314, -44.97968378835144 -1.281781226374668, -44.98031260297144 -1.2830467875148157, -44.9804365858717 -1.2832938559383555, -44.98081232700022 -1.2846191693895392, -44.981000178368376 -1.2863228369608128, -44.9811880319999 -1.2880264952481657, -44.98166380734118 -1.2897875899375484, -44.981750475518886 -1.2901077931442775, -44.98212849122655 -1.2918121880517677, -44.983254635838705 -1.292758400594712, -44.98551019157337 -1.2937051355245233, -44.98814102366036 -1.2948399881495143, -44.98919751217495 -1.29369467638167, -44.99058479796106 -1.2921901601977845, -44.99095936885253 -1.2904858050557977, -44.99220711487353 -1.28882710094279, -44.994155026751876 -1.2880263388635584, -44.99699563786212 -1.2876155198555557, -44.99793475563019 -1.2868580696697085))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-686e |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
0.609 |
the_geom |
MULTIPOLYGON (((-45.372194303337785 -1.3882666545867692, -45.37434739119061 -1.3878723499043262, -45.375179381758606 -1.3871322980024312, -45.375865443231554 -1.3858519662662963, -45.37581581749456 -1.3838325869561467, -45.37581460941309 -1.3821084066586178, -45.37576586129505 -1.3803836425457399, -45.375618546437344 -1.3794480797622606, -45.37517774687348 -1.3791025679042896, -45.37454149903934 -1.379251353655945, -45.37380857565574 -1.3798920738979936, -45.37297519004353 -1.3805314733194802, -45.37155634898556 -1.3815659835800922, -45.36964834425103 -1.3830448250814489, -45.36852203233085 -1.3839316094211689, -45.36788535966905 -1.3847692941769805, -45.367837081906416 -1.3854095795860881, -45.368031970870845 -1.38590334384085, -45.36837575921808 -1.3869864289433245, -45.368768369163796 -1.3876758083847869, -45.369893584164274 -1.3879710453188807, -45.37038380624282 -1.3880207724813, -45.371410651723984 -1.3880700012768283, -45.372194303337785 -1.3882666545867692))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-686d |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
36.352 |
the_geom |
MULTIPOLYGON (((-45.273259586460696 -1.6519024511892422, -45.27364663123904 -1.650598578145921, -45.2736474237369 -1.6495569891392272, -45.27131609867174 -1.6483849417014522, -45.26872568709439 -1.6468206705302395, -45.26522894962056 -1.643171727359568, -45.26367461058042 -1.641477879844723, -45.26263846128108 -1.6392641189945163, -45.262120192198296 -1.6374389365464042, -45.26121347211652 -1.6354837484309552, -45.25758715574543 -1.6314446188022083, -45.25629247065852 -1.630533317940251, -45.254349408858715 -1.6277953694128793, -45.25331296078981 -1.6267535982313768, -45.252018339098136 -1.6258413593979768, -45.25137034797895 -1.6257113109256134, -45.24981618406253 -1.6263624698859307, -45.24826375682415 -1.627536330284699, -45.24670866307315 -1.627927470491474, -45.24593175606575 -1.6281891818810865, -45.2451553873747 -1.6288385961091802, -45.24476688766624 -1.6302729099616, -45.24489615825598 -1.6320976625753478, -45.245156128303314 -1.6337915672944536, -45.24580317315983 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FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-686c |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
1.583 |
the_geom |
MULTIPOLYGON (((-44.73481027908607 -1.6575515894539647, -44.732905802559465 -1.656353909862678, -44.73159629535857 -1.6559940277548686, -44.730286201332895 -1.6555154605070204, -44.72909509650465 -1.6549149585914924, -44.728023568014976 -1.6539561294457559, -44.725760334858165 -1.6538360677074455, -44.724688560452336 -1.6541960569636416, -44.723498139859934 -1.655514027250475, -44.723260349627644 -1.656352989042154, -44.72290294922395 -1.6575511685917372, -44.72254557555121 -1.6587484385088236, -44.72290101476518 -1.6600673732147473, -44.724330959028094 -1.6588688457679497, -44.724808219694914 -1.6581502160986528, -44.72599871676452 -1.6574309795893678, -44.72730810474042 -1.6565925243869157, -44.727903841962856 -1.656832549573321, -44.72885629157111 -1.657670543134657, -44.728498516164485 -1.6589900867950673, -44.72766615424626 -1.6588707747569769, -44.72623638960186 -1.6591082902351437, -44.72671271720485 -1.659947573684711, -44.72790327878727 -1.6604284950284596, -44.72969000377518 -1.659470127086376, -44.731356728569864 -1.658390888560758, -44.73302445118951 -1.6585109307575479, -44.7331432937302 -1.6593500337989757, -44.731238551947435 -1.6604285714930476, -44.73016536130305 -1.6606671536255533, -44.728855885367715 -1.6609068905424813, -44.7277838963355 -1.66102684653572, -44.72671265611263 -1.6615064169313065, -44.72540208637377 -1.6615060698308373, -44.72409297173516 -1.6616253277379838, -44.72290170723972 -1.6619849291821251, -44.72266356969545 -1.662943424583323, -44.72266326424047 -1.663662597411809, -44.722662465968746 -1.6648609036895814, -44.72313898041516 -1.6659402125695997, -44.723972144930244 -1.6670187648574026, -44.72528247125662 -1.667737377830127, -44.72647363889267 -1.6677364494596962, -44.727783970596896 -1.6668980483852454, -44.72980805590675 -1.6661804138127274, -44.73064170405046 -1.6661792925039325, -44.73230826493874 -1.6654614641526677, -44.734094336356996 -1.6647421827098992, -44.73564288072794 -1.6641435733684797, -44.73719148403736 -1.6641445755842388, -44.73909599430428 -1.663784277052961, -44.7390969538181 -1.6628250983125683, -44.73885924072249 -1.6617483481791406, -44.73802463329014 -1.660548402207006, -44.73683493197605 -1.6591110492279526, -44.73481027908607 -1.6575515894539647))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-686b |
Folha |
SA23 |
Nome_Unidade |
GJo1 |
Simbolo_Unidade |
GJo |
Quantidade_Componentes |
1 |
Legenda |
GJo - Gleissolo Tiomórfico Órtico |
Ordem |
GLEISSOLO |
Subordem |
TIOMÓRFICO |
Grande_Grupo |
Órtico |
Subgrupo |
sálico e solódico |
Textura |
indiscriminada |
Horizonte_Superficial |
A moderado |
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
plano |
Descricao_Componente_Parte_1 |
GLEISSOLO TIOMÓRFICO Órtico sálico e solódico indiscriminada A moderado plano |
Descricao_Componente_Parte_2 |
|
Descricao_Componente_Parte_3 |
|
Descricao_Componente_Parte_4 |
|
Descricao_Inclusao_Parte_1 |
|
Descricao_Inclusao_Parte_2 |
|
Descricao_Inclusao_Parte_3 |
|
Area_Poligono_Km2 |
5.003 |
the_geom |
MULTIPOLYGON (((-44.74426414052786 -1.6111426432913585, -44.744942682860085 -1.6117305852689838, -44.74552672030982 -1.612023666451716, -44.746108964707695 -1.6123166862528584, -44.74698435537706 -1.6127082674368558, -44.748053475425785 -1.6134913210800348, -44.74873270535586 -1.61378485256845, -44.74960782087316 -1.6138838067083607, -44.75155136384613 -1.6138834203771588, -44.75261924777946 -1.6138828042156326, -44.75339700008951 -1.613883378777713, -44.75397996741342 -1.614373891290344, -44.75495216248042 -1.6151554929566871, -44.75602115877109 -1.616135085022125, -44.75728316210743 -1.6173095303620348, -44.75796372413441 -1.6177000103299726, -44.75961650669714 -1.6173093984368776, -44.76039350342466 -1.6164284904065214, -44.76010170794221 -1.6155481970058496, -44.759130190112884 -1.6144713130252266, -44.758061670287226 -1.6133948119904764, -44.75650781636137 -1.612219684534963, -44.75534125368341 -1.611340102906397, -44.754369768509015 -1.6102631883590375, -44.754273301739595 -1.6101648501778374, -44.75369095214906 -1.6093817408371165, -44.75330361893285 -1.6090879878510844, -44.75281709973253 -1.6086967100923026, -44.75223357421133 -1.6083058188816197, -44.75223290364173 -1.6079153441844607, -44.7526224415547 -1.6076212297268204, -44.75320622106613 -1.6076207708815586, -44.753594191473525 -1.607621027697286, -44.75378920082505 -1.6074255106160542, -44.753893387696905 -1.6068772774002702, -44.75398189924094 -1.6066428768494176, -44.75427278870405 -1.6061525066308369, -44.754467634749965 -1.605468687441188, -44.75524512651176 -1.604489938313662, -44.756896956511675 -1.603413505852779, -44.7581597745816 -1.603218251357117, -44.75971537300264 -1.6030227844658749, -44.76126982848477 -1.6032186346561834, -44.762629497967055 -1.603219551451257, -44.76418497348034 -1.6032197373416808, -44.76535080942736 -1.6030239370618447, -44.76642017529596 -1.6027297955648812, -44.767294358511016 -1.602142873661166, -44.767974401474845 -1.6010666175077723, -44.76807157264645 -1.5999908773803486, -44.767587069932496 -1.5985225128579372, -44.76671228500191 -1.5971525739451613, -44.76564314235374 -1.5956846506448705, -44.76457440009937 -1.59500038332565, -44.76360257528296 -1.594510496730412, -44.763117084566176 -1.59392356610942, -44.7625338468756 -1.5931404064176529, -44.76224284470527 -1.592455766585622, -44.761951515360735 -1.5916714577540738, -44.76117428221698 -1.5908890722665576, -44.760008719869035 -1.5900085776080959, -44.75922971505156 -1.5885403005191965, -44.758647704770574 -1.5887347084596786, -44.75787099757535 -1.5892252192765222, -44.75777374795505 -1.5896169812680088, -44.75757889121677 -1.590301741037263, -44.7572864135991 -1.5905945834844668, -44.75641247641989 -1.5914759419832876, -44.75573179640769 -1.59215989795052, -44.75495395487366 -1.5930408285882858, -44.754080002835266 -1.5939221731149635, -44.753302918228414 -1.5943139018375452, -44.75252534863996 -1.5948025494158202, -44.751650131861815 -1.5955850904910187, -44.750581829845146 -1.5963675265384842, -44.74951259514613 -1.5971508316191003, -44.748638007169845 -1.5976398509396808, -44.74786080331653 -1.5982263358253814, -44.74650008535777 -1.599106798933732, -44.745915925994204 -1.5996942839094295, -44.74552936241754 -1.6002811154171257, -44.74523591837025 -1.6012597032471365, -44.744750122004646 -1.6024347965953964, -44.744069635197704 -1.6034122325392302, -44.7435845007889 -1.6036089298011527, -44.743001521853934 -1.603804170901502, -44.74154274853682 -1.6041957416689145, -44.74037771030989 -1.6039013581359696, -44.73979497230868 -1.6037061425173036, -44.73921150485305 -1.603314312979905, -44.73872618719183 -1.6025316773857616, -44.73823945767106 -1.601846833424368, -44.7378519094487 -1.601259518778769, -44.73746366351687 -1.6004746832866015, -44.73697605064849 -1.599105812619499, -44.73590777350092 -1.5985183923606265, -44.73503357780349 -1.598420325266565, -44.73396398789517 -1.5984199088175663, -44.73318735245628 -1.5987146554849656, -44.73289490584517 -1.5994975849925204, -44.732797883917144 -1.6001819554443801, -44.732700861518545 -1.6008663244250294, -44.73270064291831 -1.6017477995393232, -44.73279821530856 -1.6028236943416814, -44.732894956373855 -1.6043896685637795, -44.7331868920285 -1.6055635503863401, -44.73357470316666 -1.6064434877503122, -44.73444908840485 -1.607520869402089, -44.735713276012476 -1.6085976815951981, -44.73755870396662 -1.6094782946769046, -44.738725206410486 -1.6096739881033795, -44.7396966903415 -1.6093812137183994, -44.74066806583212 -1.6092832049412122, -44.74134882712016 -1.6092832921602551, -44.741834569625716 -1.609478885406884, -44.74232014812338 -1.6098710564623733, -44.742707881883334 -1.6102617709271139, -44.74329188427665 -1.6105557630603107, -44.74377766001316 -1.6107504472166665, -44.74426414052786 -1.6111426432913585))) |
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PWG – Powering Growth é um projeto para facilitar o |
Sobre nós |
Privacidade |