FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6764 |
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 |
3.485 |
the_geom |
MULTIPOLYGON (((-47.76205966413625 -0.6492682103629684, -47.761948478023875 -0.6491158014375842, -47.76047933366345 -0.6474409892014868, -47.759940881015645 -0.6464540377092944, -47.759450392286176 -0.6451983600577429, -47.758716319166 -0.6431786017836363, -47.758273890491566 -0.640469555896648, -47.757489876615736 -0.63864667614665, -47.75719717767156 -0.6382039797513779, -47.7564130129366 -0.6380572065983093, -47.75528719928576 -0.6381070921944904, -47.753818886097406 -0.6381074184352898, -47.75274246350617 -0.6381084477637917, -47.75195940006341 -0.6379117210569047, -47.752007644240805 -0.6374676654627561, -47.75254616446807 -0.6372700218408252, -47.75401433529625 -0.6370725611940937, -47.75597220104951 -0.6365782203234333, -47.75695027057863 -0.6360852829084231, -47.757292530417104 -0.6354943544199027, -47.757194570132526 -0.634903442067885, -47.75685157087438 -0.6345104745954045, -47.75657321375273 -0.6333749256651675, -47.75660665798127 -0.6327897124192072, -47.75650281119488 -0.6316526609385131, -47.756125734507435 -0.630652953706132, -47.75554461702536 -0.6301028635930117, -47.75482565354237 -0.6302064861337768, -47.75356004207515 -0.6309999748671051, -47.752224606794336 -0.6311032385446235, -47.75061795517154 -0.6314147463968678, -47.749042590802375 -0.6314834799299537, -47.74736573450892 -0.6316916249396338, -47.74654437807279 -0.6319346253729428, -47.74606597815548 -0.632002803470052, -47.74555357470864 -0.6320711172024871, -47.74459593651487 -0.6320829874262255, -47.74373435063802 -0.6322024201410396, -47.74279885780947 -0.6327117285578984, -47.741522014130325 -0.6328353490457725, -47.73933505169786 -0.6340620742759109, -47.73831901098573 -0.6347339688080614, -47.74033845967071 -0.6385909062334909, -47.73899150769892 -0.6427455769603059, -47.73983685639364 -0.6455155744683154, -47.74030977866579 -0.6459405711648555, -47.74125635030724 -0.6452961857120426, -47.74284398238387 -0.6457301473266994, -47.744317712702596 -0.6453638980784223, -47.74550941360747 -0.6456553123088166, -47.7465833705061 -0.6452799749971583, -47.747644715428194 -0.6454366965656898, -47.74948509684396 -0.6465431526648783, -47.752088090368645 -0.6492657352961893, -47.75314741141839 -0.6495559269548364, -47.75596663832163 -0.6485515159862919, -47.75849003350014 -0.6488739564330173, -47.759535878225726 -0.6496961601357908, -47.76205966413625 -0.6492682103629684))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6763 |
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 |
1.215 |
the_geom |
MULTIPOLYGON (((-47.389491698373774 -0.6556074511166647, -47.38904958145642 -0.6577625605533363, -47.388606663378006 -0.658875665129146, -47.38890359138944 -0.6597666929029873, -47.389714942731366 -0.6605092683455397, -47.39060146709563 -0.6612518258787806, -47.391707968678396 -0.6617707321163584, -47.39281403766721 -0.6617700051048336, -47.394067855682934 -0.6608035273657775, -47.395320782724305 -0.658797775628867, -47.39576225518316 -0.6559758548666197, -47.396423659776346 -0.6529311578989315, -47.39738180168109 -0.6505548973993162, -47.39804546687752 -0.649143613181327, -47.39789772696113 -0.6479545293452088, -47.39730680694232 -0.647584249827104, -47.396496202540916 -0.6477337962744196, -47.39612778104501 -0.648031117958177, -47.395537289953765 -0.6481041757171464, -47.3949458051017 -0.6481045312628055, -47.3944298624159 -0.6475116522269736, -47.39406134224193 -0.6466206945004567, -47.39369200775566 -0.6458033002223867, -47.39332309181359 -0.6455064681190416, -47.3928801529653 -0.6455067474206205, -47.392511920473524 -0.646026646381404, -47.391848080638674 -0.6472907566379483, -47.39007919961604 -0.6496666522744937, -47.389268683355716 -0.6510035327054392, -47.388014163177274 -0.6521934819396393, -47.38786815281402 -0.6530838934547301, -47.38816320751294 -0.6539013102367666, -47.388605715182095 -0.6544197506433019, -47.38912342580831 -0.6550135778089866, -47.389491698373774 -0.6556074511166647))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6762 |
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 |
1.108 |
the_geom |
MULTIPOLYGON (((-47.296795315591325 -0.627021399254243, -47.2976807304934 -0.6263179317856609, -47.29817082020634 -0.623749598511491, -47.29890990614172 -0.6236349317832762, -47.2995697649488 -0.624564978817799, -47.30115214495547 -0.6230662074578774, -47.301947495204104 -0.6218935326156659, -47.30237682271815 -0.621824019562897, -47.302451421248115 -0.6213924544050973, -47.30287498073755 -0.6206568307225668, -47.302781506505355 -0.6195742850948779, -47.30220405084095 -0.6186026230762869, -47.301607705928035 -0.6184700087451291, -47.29845035544749 -0.6204347398519626, -47.29511191580322 -0.6197593012094439, -47.29335021063341 -0.6182799793703448, -47.29173199579173 -0.6157265710452441, -47.29164048093832 -0.6145250273440169, -47.29105177034361 -0.6140318698133508, -47.29067620524863 -0.6147423125475313, -47.288726630836706 -0.6162557417548282, -47.287981124848045 -0.6174377931253094, -47.2882384612249 -0.619799963831788, -47.28879051987624 -0.619799786714017, -47.29065872530255 -0.6202168983241998, -47.291697486142446 -0.6210517208733288, -47.29159244302085 -0.624476208440806, -47.2915183870342 -0.6254901548580514, -47.29151942491596 -0.6273781212798177, -47.2916367080937 -0.6283222180054473, -47.29222349164282 -0.62855728037926, -47.29292699161798 -0.6283209299280246, -47.29409885886394 -0.6276126402220468, -47.296795315591325 -0.627021399254243))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6761 |
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 |
0.883 |
the_geom |
MULTIPOLYGON (((-47.97210889113215 -0.6646155641467203, -47.973554841828495 -0.6664330457438898, -47.97536033775204 -0.6689768820609902, -47.976804785970124 -0.6710359082280217, -47.978368304400185 -0.671279000558806, -47.97860823518248 -0.6694593604407142, -47.97680213921224 -0.6672797910241326, -47.97631991435275 -0.6644914612939906, -47.97691964022579 -0.6618248625380289, -47.97727945698779 -0.6590358130901016, -47.97571471200178 -0.6574618833422907, -47.974510393447844 -0.655644192123, -47.973306541895006 -0.655280846315774, -47.97174308133975 -0.6560087904292996, -47.97054165746371 -0.6573432790122802, -47.96958025431356 -0.6589200996487584, -47.969580449605644 -0.6601328010378319, -47.97042417453057 -0.6619489550169033, -47.97126651923787 -0.6632827178013024, -47.971449082894075 -0.6637454416221701, -47.97210889113215 -0.6646155641467203))) |
FID |
PedologiaSA23.fid-6d9cbe3e_18e3b0a1db5_-6760 |
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 |
9.908 |
the_geom |
MULTIPOLYGON (((-47.587701463325146 -0.5774293953351692, -47.58578615790619 -0.577746437297999, -47.58384231140671 -0.5777029702674616, -47.582847318842944 -0.5775144085558632, -47.58104086973144 -0.5764182538312062, -47.57881697626864 -0.5765354176321372, -47.57830337397048 -0.5771340646353794, -47.57752119074552 -0.5798390811820946, -47.574676202392936 -0.5804405770956341, -47.57225331854695 -0.5819968941228097, -47.57113865118893 -0.5821944023032433, -47.57011942835629 -0.5831156016699006, -47.56928068183078 -0.5833749714755939, -47.56551115090537 -0.5831233637436538, -47.56253040498743 -0.5847783109626632, -47.56175461572649 -0.5847065649876434, -47.5615479771964 -0.584034788742007, -47.561956179032606 -0.5831547667175986, -47.566084600961 -0.579804731049492, -47.565539389972415 -0.5793485666459847, -47.56470318064686 -0.579496219837822, -47.56245285424845 -0.5807784406058784, -47.56109343971077 -0.5820251340589073, -47.55991864652504 -0.5823883829409259, -47.558560469226855 -0.5835796590694529, -47.5561285880309 -0.584344181267997, -47.556608070545096 -0.5852131601744315, -47.55649047341076 -0.5870058808219359, -47.55613497675098 -0.5884404749972855, -47.5563688652806 -0.5896853199662628, -47.55630580640674 -0.5900200370320354, -47.55596161273717 -0.5903645308533619, -47.55552886385914 -0.5905506679530933, -47.55319000475391 -0.5908793675402338, -47.55268202854922 -0.5911082615214799, -47.552668404991024 -0.5917085430012234, -47.553255755479206 -0.592200227994515, -47.553976484436596 -0.5920971602443776, -47.554319657646616 -0.5928230026086112, -47.553950198618644 -0.593295014677592, -47.5531014876526 -0.5937548985803263, -47.55045812468769 -0.5941754830083402, -47.548626643482244 -0.595876215449227, -47.545160383195615 -0.598256414672015, -47.53968032184382 -0.6048397099459569, -47.53808708167683 -0.6056972887675901, -47.5343055682053 -0.6090257008818823, -47.533476879256376 -0.6112749419429231, -47.534633110599955 -0.6151143987615336, -47.53644988459012 -0.6208318057116782, -47.54113548996356 -0.614893533953332, -47.54099926420982 -0.6135265976232731, -47.54179631920444 -0.6119580329070385, -47.54324333468334 -0.6115122361097496, -47.545310388365635 -0.6101206075919079, -47.54795663006314 -0.6095802276496175, -47.549930126975305 -0.606987954315753, -47.551486978068304 -0.6070225915337134, -47.55425480762182 -0.6063659693793161, -47.556357151091625 -0.6051104408307231, -47.55972946670983 -0.6025326120393452, -47.560389188107614 -0.6024380984287042, -47.56238191710135 -0.6017532677615981, -47.5649706219889 -0.5984555910131261, -47.56978982562267 -0.5971243792751045, -47.57612238448147 -0.5977464483587931, -47.57764618630775 -0.5974203621576561, -47.580432806407394 -0.5979441740111097, -47.58159834711928 -0.598348408586585, -47.58193702886413 -0.5969797681000181, -47.58250292932574 -0.595611872665013, -47.58216225727527 -0.5948116261013675, -47.58182321663693 -0.5938996554261327, -47.58261605277791 -0.5941289293541178, -47.585104585506436 -0.5927576531765151, -47.5873674618992 -0.5912756944136675, -47.58838447769514 -0.5892222573798264, -47.58734977722765 -0.5866294635447932, -47.58533247904322 -0.5860327567109357, -47.58521413840111 -0.5847760773112203, -47.58663396767557 -0.5795807780369754, -47.587701463325146 -0.5774293953351692))) |
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PWG – Powering Growth é um projeto para facilitar o |
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