FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-679d |
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 |
8.11 |
the_geom |
MULTIPOLYGON (((-47.44948551534732 -0.755902501663505, -47.446176215328144 -0.7555495993551106, -47.44273776231433 -0.7554015485811423, -47.44071981775566 -0.7550257096301708, -47.43720622738219 -0.7549529936529914, -47.432154724596906 -0.7548045510748922, -47.42923935427912 -0.7551074231955456, -47.425420917643265 -0.755017302075315, -47.42414695091012 -0.7549469615189067, -47.420963530434776 -0.7553051063464727, -47.41756821361984 -0.7558061818511879, -47.41565745265333 -0.7560202838308177, -47.41395868339391 -0.7561640611843782, -47.41212055191136 -0.7564497999935492, -47.410210197133544 -0.7568772855857338, -47.40957393398596 -0.7574469161029794, -47.40879615166558 -0.7589449031512616, -47.40801840330545 -0.7604410653624836, -47.40766721423564 -0.762649393694687, -47.407242901866304 -0.764999438836935, -47.407243940873855 -0.7674204788669051, -47.4074578481364 -0.7692717633145942, -47.408166215110555 -0.771765073216087, -47.40908843540049 -0.7741862851153187, -47.41093014001289 -0.7780306056589271, -47.411708559743346 -0.7796682930105259, -47.41255771197233 -0.7814602132403505, -47.41333775183113 -0.7830289034338827, -47.41376272969417 -0.7852383597681905, -47.413976444841566 -0.7874472940224054, -47.414092545519026 -0.7892334593204555, -47.4153688368231 -0.7880144735186776, -47.415172612505735 -0.78609290558238, -47.41542819542344 -0.7853798338354605, -47.41627216323677 -0.7851593512654358, -47.41686241543277 -0.7855330303758986, -47.416963770451304 -0.7863735781790282, -47.41791286726212 -0.7867540034295316, -47.4188786192804 -0.7864165585026544, -47.41914717149294 -0.7851053892440554, -47.418089298500455 -0.7842429182446654, -47.41778708018437 -0.7817185713434516, -47.42018977410407 -0.7814154123250695, -47.41938106970139 -0.7800776066613659, -47.419757426204946 -0.7793673993133601, -47.421440729720935 -0.7790470598433137, -47.42202078158731 -0.7798990431949746, -47.42288139111502 -0.7789597446103693, -47.42230133858478 -0.7781077604334098, -47.42210785165499 -0.776066334860971, -47.42047641503385 -0.7741122710740908, -47.42038251486394 -0.7729113584628343, -47.42465495825885 -0.7694135987420021, -47.425291466286204 -0.7677515174153896, -47.42686127128771 -0.7671877807438529, -47.42675803410526 -0.7664661009642658, -47.42726355468639 -0.7652794504396491, -47.42798478975252 -0.7651758637821202, -47.42831395527575 -0.7665013729375695, -47.42986522330528 -0.7667762648721099, -47.43056239154574 -0.7677509247396229, -47.43049208160222 -0.7708649292485753, -47.42980011307389 -0.7749230239497694, -47.42998812725204 -0.7772031434345152, -47.43131906131227 -0.7766346144932544, -47.43126390292881 -0.7737583224291522, -47.43286423132378 -0.7718767472889886, -47.433677916525035 -0.7677016346696519, -47.4359874265007 -0.7661965030397193, -47.43661004670037 -0.7651315852151463, -47.437459458626655 -0.7646723216799014, -47.43986667421663 -0.7641275282121245, -47.44081472626079 -0.7646286573494215, -47.44078240810891 -0.766065423096693, -47.44197401714275 -0.7663316910055765, -47.44237423694919 -0.7698146901154013, -47.44193792521622 -0.7731606112497458, -47.44241197822541 -0.7734107115173069, -47.443927410208524 -0.7699696761638186, -47.443821399150984 -0.7640971811762188, -47.443135268260534 -0.7626433217441466, -47.443302198142405 -0.7606103812088444, -47.444525190731085 -0.7594398309818419, -47.44571490277969 -0.7598259163974784, -47.448597947192255 -0.7594122228702748, -47.4488921251939 -0.7570226618021623, -47.44948551534732 -0.755902501663505))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-679c |
Folha |
SA23 |
Nome_Unidade |
|
Simbolo_Unidade |
|
Quantidade_Componentes |
0 |
Legenda |
Corpos d`água continental |
Ordem |
|
Subordem |
|
Grande_Grupo |
|
Subgrupo |
|
Textura |
|
Horizonte_Superficial |
|
Erosao |
|
Pedregosidade |
|
Rochosidade |
|
Relevo_Local |
|
Descricao_Componente_Parte_1 |
|
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 |
0.214 |
the_geom |
MULTIPOLYGON (((-44.70765562203466 -1.7836649209655793, -44.70837041573139 -1.7823460760929453, -44.707536421515 -1.7817477239150934, -44.70694133654826 -1.782107182719145, -44.705392953213526 -1.782106946582695, -44.70491668174127 -1.782106389802502, -44.70396318145487 -1.7821070526227045, -44.703367377292835 -1.7815076101265943, -44.702296731512746 -1.7804286678183676, -44.70205913097603 -1.7805483771650812, -44.70205843305262 -1.7807873930235807, -44.70229619521993 -1.7815070417749292, -44.70265387629112 -1.7821057539138208, -44.702654217095656 -1.7825856522452017, -44.70229547148703 -1.7835442722843111, -44.70229601162675 -1.7842632119531887, -44.702414475334685 -1.7846221131961408, -44.70289164132734 -1.7852221053260697, -44.70348673803486 -1.784862658581365, -44.70396287248353 -1.7846223659402476, -44.70479770897155 -1.7846231616078434, -44.70527221683972 -1.78522215501882, -44.70610743162862 -1.7857019361210311, -44.706582841330246 -1.7857015563578709, -44.70706004492806 -1.7851018357634036, -44.70765562203466 -1.7836649209655793))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-679b |
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 |
15.82 |
the_geom |
MULTIPOLYGON (((-47.501357115036534 -0.8079582222406362, -47.5006087494445 -0.8050223393751442, -47.50090591163254 -0.8017823717672383, -47.50015624267395 -0.8004671780934356, -47.49918547385286 -0.8001664497910773, -47.49858611301451 -0.7997155733546579, -47.49716638082015 -0.7988866916067264, -47.49611924913583 -0.7982854166521771, -47.4952214496027 -0.7974579328092813, -47.49432413555852 -0.7961019927519845, -47.49365125222304 -0.7955004506010427, -47.493277151166176 -0.7945972297100993, -47.492677665805886 -0.7918108982521204, -47.49289825050379 -0.7879705944851596, -47.49304724056562 -0.7851827942290638, -47.49311998983103 -0.7819327862821874, -47.493267652325684 -0.7808030168646679, -47.493640175751196 -0.777714406854635, -47.494087844091915 -0.7756818124227902, -47.494908523612175 -0.7732711620434537, -47.49565436664203 -0.7713127683053619, -47.495953115607506 -0.7699567756213341, -47.495952030254955 -0.768676340748555, -47.49557876861681 -0.7676985984399959, -47.494382173698696 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FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-679a |
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 |
0.989 |
the_geom |
MULTIPOLYGON (((-47.510560345661546 -0.8259089590792228, -47.51048746315407 -0.826276768312702, -47.51003951183636 -0.8269535244474159, -47.50951656895413 -0.8279335737128048, -47.50981644741063 -0.8288367409543907, -47.51019007341907 -0.8291387872083051, -47.51019132116529 -0.8295146919141236, -47.50966670461974 -0.8295895082997441, -47.50899382075269 -0.8291396937048607, -47.50802320780746 -0.8291404580058965, -47.50727522166052 -0.8297420488916378, -47.50585612069266 -0.8298947649807319, -47.504659950553034 -0.8299701033293615, -47.50391237596772 -0.8300451061375345, -47.50301576417938 -0.8307239876760101, -47.502567854432186 -0.8315541594275698, -47.50301726871407 -0.8324563063790509, -47.50383887752019 -0.8330585288807144, -47.50511024690564 -0.8339618649720861, -47.50570905645832 -0.8347140831699151, -47.50660630596664 -0.8357674805733846, -47.507131327863405 -0.8371226085155452, -47.507430358422326 -0.8381019935338462, -47.50832767019259 -0.8392316368154308, -47.50900075448219 -0.8399084124348584, -47.50946222337674 -0.8406374024071354, -47.5105256764953 -0.8398289880595609, -47.51212162922671 -0.8348440932726152, -47.512831458397336 -0.8337186530052485, -47.51398644502468 -0.8331738356103494, -47.51459997385201 -0.8312471648824511, -47.514503685630956 -0.8304459432437644, -47.512490702666135 -0.8285737078257265, -47.510560345661546 -0.8259089590792228))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6799 |
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 |
7.366 |
the_geom |
MULTIPOLYGON (((-47.94163433857306 -0.7394328785479829, -47.937542633160376 -0.7440580043607953, -47.93672439975674 -0.7442734009592438, -47.93579893376093 -0.7440196550878134, -47.93350279411729 -0.7426913894882219, -47.93209985359286 -0.7431263898823306, -47.93019508556998 -0.7451786201326364, -47.929587108664094 -0.7464438817254727, -47.929438491753395 -0.7479517315691859, -47.92871737921978 -0.7489820098728356, -47.92281856477617 -0.7530411848912218, -47.9210340762704 -0.75486255614905, -47.917865754091686 -0.756305580339869, -47.91843060007401 -0.7570145516548108, -47.92098519302296 -0.7571862155191391, -47.92574484637868 -0.7547902075796664, -47.92744235970966 -0.754187386697244, -47.92801804474794 -0.7544325404639712, -47.931046012164884 -0.754149588035406, -47.93243092456632 -0.7546441105523938, -47.934701408870694 -0.7571350396858297, -47.936860273660905 -0.754043218776026, -47.93946945953728 -0.7516577726016859, -47.94064566875661 -0.75098528624269, -47.94133856265037 -0.7512329906213691, -47.94105789774511 -0.7534362547387854, -47.9417201191236 -0.755079037681559, -47.94378040035112 -0.756518233354731, -47.94459212066559 -0.7566513902379748, -47.944079726181414 -0.7588504363300845, -47.94113399575819 -0.7606463929559468, -47.93927475620191 -0.7606064391506229, -47.935877906368404 -0.7618121500545659, -47.93355678440617 -0.761645764744342, -47.93116022675104 -0.7649647195909125, -47.92974633618948 -0.7658643699172086, -47.92902694930966 -0.7668955351852026, -47.929243771985156 -0.7675977038453838, -47.930862055102324 -0.7679820247150669, -47.93239069816289 -0.7672002243877057, -47.93413523367417 -0.7671223750862921, -47.93682771024974 -0.7662499160773206, -47.93836623565523 -0.7650042714285118, -47.93989232199439 -0.7643404161161962, -47.94163437672008 -0.7643777899672619, -47.943587619073966 -0.7654667987824708, -47.943784620009325 -0.7670992919214157, -47.94353373529059 -0.7679074072182733, -47.94257521446912 -0.769282042298651, -47.939736633536846 -0.7715461099872275, -47.93597830544185 -0.773324079784576, -47.93170649240488 -0.7773017652321719, -47.92972090258059 -0.7777229772606404, -47.92752840610143 -0.7769782408621255, -47.925207164987526 -0.7768117935942597, -47.91584001848884 -0.779979533617689, -47.91534641532983 -0.7812480531229599, -47.916276986023924 -0.7812685844300493, -47.92037118257997 -0.7800785604082016, -47.925026133204085 -0.7798315567821796, -47.927225248940644 -0.7802259530600617, -47.928375114540486 -0.7808333178895894, -47.92704920978218 -0.7830133403071055, -47.92715309884604 -0.7835967599025826, -47.92773630245913 -0.7834933761347124, -47.92938541694545 -0.7824827379094638, -47.930456291935776 -0.781343133234724, -47.933500362270486 -0.780362255365343, -47.933868282257464 -0.7794414363189792, -47.93635644140546 -0.7772860084664237, -47.937637547873905 -0.7771979474277787, -47.93956515339845 -0.7794486528994917, -47.94025880751876 -0.7795801243121593, -47.94131474319964 -0.7791375072138353, -47.94276517536043 -0.7766114404801249, -47.94640823532197 -0.7762501338515987, -47.947076180682814 -0.7749009202001558, -47.94801101086006 -0.7737555106297722, -47.94934854770248 -0.7724055389937696, -47.95048416571832 -0.7697771237740411, -47.95175343137647 -0.7673450309232366, -47.95262150715382 -0.7649195518012121, -47.953020219411506 -0.7620878350419803, -47.953019255011576 -0.7598648258160385, -47.95301757650331 -0.7581793754162501, -47.95301693461691 -0.7570333473943158, -47.95301639697326 -0.7567645393117786, -47.9528161400041 -0.7556186684043213, -47.952882225597484 -0.7550797981987778, -47.95281462200916 -0.7537997064986568, -47.95227763017535 -0.7527881029243633, -47.95134102005412 -0.7520474261211347, -47.951140256670044 -0.7506318149448666, -47.95080485820173 -0.7491496746487458, -47.95006801270682 -0.7486122457460427, -47.94919885370468 -0.7486131504151449, -47.948529724232394 -0.7483423741119598, -47.947726659739665 -0.7478043920236793, -47.94672385757684 -0.7473146924274062, -47.946120784095946 -0.746842847249362, -47.945450910436946 -0.7464394588153181, -47.94491656755081 -0.7461026138500334, -47.94471501552185 -0.7459002150393472, -47.94404558892826 -0.7445532827236857, -47.94377712209009 -0.743543896488054, -47.94297382371061 -0.7422630286613592, -47.94243761140036 -0.7410497754043852, -47.94163433857306 -0.7394328785479829))) |
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PWG – Powering Growth é um projeto para facilitar o |
Sobre nós |
Privacidade |