Productos agrícolas. Índice de precios percibidos por el productor "
"por país, periodo y tipo de índice.
Fuente INE
Fecha: 20100727 10:04
Temática: Indicadores económicos agrarios
Código temática: 01
Descripción:
Contenido: Productos agrícolas. Índice de precios percibidos por el productor
Unidades: índice: 2000 = 100.
Filtrar por fila: pcaxis Object
(
[axis_version] =>
[creation_date] => 20100727 10:04
[note] => "Los índices de esta tabla proporcionan información sobre la tendencia "
"de los precios percibidos por el productor por el total de la "
"producción agrícola. #"
"Las ponderaciones corresponden a los valores de ventas en 2000. #"
"Los índices nominales se deflactan mediante los índices de precios de "
"consumo armonizado. #"
" #"
"Nota: Los datos están sujetos a actualización continua. La "
"información más actual está disponible en la web de Eurostat. Los "
"datos españoles proporcionados por Eurostat no siempre corresponden a "
"la última actualización y la información más reciente es la publicada "
"en el apartado de resultados detallados correspondiente. "
[subject_area] => Indicadores económicos agrarios
[subject_code] => 01
[matrix] => 01001
[title] => Productos agrícolas. Índice de precios percibidos por el productor "
"por país, periodo y tipo de índice.
[description] =>
[contents] => Productos agrícolas. Índice de precios percibidos por el productor
[units] => índice: 2000 = 100.
[stub] => Array
(
[0] => país
)
[heading] => Array
(
[0] => periodo
[1] => tipo de índice
)
[prestext] =>
[values] => Array
(
[: www.ine.es ; tel: +34 91 "
"5839100 fax +34 91 5839158 ";
VALUES("país] => Array
(
[0] => UE 27
[1] => UE 25
[2] => UE 15
[3] => Bélgica
[4] => Bulgaria
[5] => República Checa
[6] => Dinamarca
[7] => Alemania
[8] => Estonia
[9] => Irlanda
[10] => Grecia
[11] => España
[12] => Francia
[13] => Italia
[14] => Chipre
[15] => Letonia
[16] => Lituania
[17] => Luxemburgo
[18] => Hungría
[19] => Malta
[20] => Países Bajos
[21] => Austria
[22] => Polonia
[23] => Portugal
[24] => Rumanía
[25] => Eslovenia
[26] => Eslovaquia
[27] => Finlandia
[28] => Suecia
[29] => Reino Unido
)
[periodo] => Array
(
[0] => 1995
[1] => 1996
[2] => 1997
[3] => 1998
[4] => 1999
[5] => 2000
[6] => 2001
[7] => 2002
[8] => 2003
[9] => 2004
[10] => 2005
[11] => 2006
[12] => 2007
[13] => 2008
)
[tipo de índice] => Array
(
[0] => Nominal
[1] => Deflactado
)
)
[codes] => Array
(
)
[map] => Array
(
)
[decimals] => 1
[showdecimals] => 1
[source] => EUROSTAT
[contact] => INE E-mail: www.ine.es/infoine
[copyright] => YES
[infofile] =>
[data] => Array
(
[0] => Array
(
[0] => 99.0
[1] => ..
[2] => 101.3
[3] => 114.6
[4] => 101.8
[5] => 111.5
[6] => 98.9
[7] => 105.1
[8] => 95.0
[9] => 98.4
[10] => 100.0
[11] => 100.0
[12] => 106.4
[13] => 102.7
[14] => 103.9
[15] => 97.1
[16] => 107.9
[17] => 98.2
[18] => 108.6
[19] => 96.1
[20] => 106.5
[21] => 92.0
[22] => 112.2
[23] => 94.6
[24] => 122.6
[25] => 100.8
[26] => 129.3
[27] => 102.4
[28] => 101.8
[29] => ..
[30] => 104.0
[31] => 114.1
[32] => 103.5
[33] => 110.6
[34] => 100.0
[35] => 104.6
[36] => 95.8
[37] => 98.4
[38] => 100.0
[39] => 100.0
[40] => 105.4
[41] => 102.6
[42] => 102.0
[43] => 96.9
[44] => 105.6
[45] => 98.2
[46] => 105.3
[47] => 95.7
[48] => 103.5
[49] => 92.1
[50] => 108.8
[51] => 94.7
[52] => 118.2
[53] => 100.6
[54] => 124.3
[55] => 102.3
[56] => 104.6
[57] => ..
[58] => 105.8
[59] => 113.1
[60] => 104.6
[61] => 109.9
[62] => 100.8
[63] => 104.4
[64] => 96.6
[65] => 98.7
[66] => 100.0
[67] => 100.0
[68] => 105.4
[69] => 102.9
[70] => 102.3
[71] => 97.4
[72] => 106.2
[73] => 98.9
[74] => 105.2
[75] => 96.0
[76] => 103.4
[77] => 92.3
[78] => 108.5
[79] => 94.8
[80] => 117.1
[81] => 100.3
[82] => 123.7
[83] => 102.6
[84] => 100.6
[85] => 108.9
[86] => 103.8
[87] => 110.4
[88] => 105.2
[89] => 110.2
[90] => 98.8
[91] => 102.5
[92] => 90.6
[93] => 93.0
[94] => 100.0
[95] => 100.0
[96] => 104.5
[97] => 102.0
[98] => 94.7
[99] => 91.0
[100] => 97.7
[101] => 92.5
[102] => 99.7
[103] => 92.7
[104] => 100.8
[105] => 91.4
[106] => 110.3
[107] => 97.7
[108] => 112.6
[109] => 98.0
[110] => 109.1
[111] => 90.8
[112] => 3.4
[113] => ..
[114] => 9.3
[115] => ..
[116] => 94.8
[117] => 127.3
[118] => 98.5
[119] => 111.5
[120] => 88.8
[121] => 98.0
[122] => 100.0
[123] => 100.0
[124] => 116.0
[125] => 108.0
[126] => 102.5
[127] => 90.2
[128] => 104.8
[129] => 90.1
[130] => 116.4
[131] => 94.3
[132] => 100.3
[133] => 76.6
[134] => 104.0
[135] => 74.0
[136] => 125.4
[137] => 82.9
[138] => 136.7
[139] => 80.7
[140] => 90.9
[141] => ..
[142] => 98.5
[143] => 123.5
[144] => 101.4
[145] => 117.7
[146] => 103.7
[147] => 109.8
[148] => 91.5
[149] => 95.2
[150] => 100.0
[151] => 100.0
[152] => 110.9
[153] => 106.1
[154] => 100.1
[155] => 94.4
[156] => 96.4
[157] => 91.0
[158] => 102.9
[159] => 94.7
[160] => 96.2
[161] => 87.2
[162] => 97.3
[163] => 86.3
[164] => 113.6
[165] => 97.9
[166] => 123.6
[167] => 100.3
[168] => 102.8
[169] => 113.6
[170] => 106.8
[171] => 115.5
[172] => 106.7
[173] => 113.2
[174] => 93.8
[175] => 98.3
[176] => 89.7
[177] => 92.1
[178] => 100.0
[179] => 100.0
[180] => 107.4
[181] => 105.0
[182] => 96.9
[183] => 92.4
[184] => 92.5
[185] => 86.5
[186] => 94.9
[187] => 88.0
[188] => 93.4
[189] => 85.2
[190] => 98.8
[191] => 88.5
[192] => 101.0
[193] => 89.0
[194] => 113.6
[195] => 96.6
[196] => 104.8
[197] => 110.5
[198] => 104.2
[199] => 108.7
[200] => 105.3
[201] => 108.1
[202] => 100.2
[203] => 102.3
[204] => 94.1
[205] => 95.5
[206] => 100.0
[207] => 100.0
[208] => 107.1
[209] => 105.2
[210] => 100.0
[211] => 96.9
[212] => 101.3
[213] => 97.1
[214] => 99.7
[215] => 93.9
[216] => 98.8
[217] => 91.3
[218] => 107.5
[219] => 97.6
[220] => 118.2
[221] => 104.9
[222] => 121.6
[223] => 105.0
[224] => ..
[225] => ..
[226] => ..
[227] => ..
[228] => ..
[229] => ..
[230] => ..
[231] => ..
[232] => ..
[233] => ..
[234] => 100.0
[235] => 100.0
[236] => ..
[237] => ..
[238] => ..
[239] => ..
[240] => ..
[241] => ..
[242] => 127.4
[243] => 117.4
[244] => 130.8
[245] => 118.0
[246] => 133.6
[247] => 117.9
[248] => 145.4
[249] => 125.4
[250] => 163.5
[251] => 111.4
[252] => 110.3
[253] => ..
[254] => 105.3
[255] => 117.5
[256] => 98.8
[257] => 108.8
[258] => 98.0
[259] => 105.8
[260] => 94.0
[261] => 98.9
[262] => 100.0
[263] => 100.0
[264] => 104.3
[265] => 100.4
[266] => 100.0
[267] => 91.8
[268] => 99.6
[269] => 87.9
[270] => 101.8
[271] => 87.9
[272] => 102.3
[273] => 86.4
[274] => 107.4
[275] => 88.4
[276] => 118.0
[277] => 94.4
[278] => 122.3
[279] => 94.9
[280] => 88.8
[281] => 110.9
[282] => 95.3
[283] => 110.4
[284] => 97.2
[285] => 106.8
[286] => 96.1
[287] => 101.0
[288] => 96.3
[289] => 99.0
[290] => 100.0
[291] => 100.0
[292] => 106.1
[293] => 102.4
[294] => 113.6
[295] => 105.5
[296] => 123.6
[297] => 110.9
[298] => 121.2
[299] => 105.6
[300] => 125.0
[301] => 105.2
[302] => 133.2
[303] => 108.5
[304] => 142.6
[305] => 112.8
[306] => 147.2
[307] => 111.7
[308] => 102.6
[309] => 116.5
[310] => 104.9
[311] => 115.1
[312] => 101.6
[313] => 109.4
[314] => 98.9
[315] => 104.6
[316] => 95.6
[317] => 99.0
[318] => 100.0
[319] => 100.0
[320] => 103.0
[321] => 100.2
[322] => 100.3
[323] => 94.2
[324] => 105.8
[325] => 96.3
[326] => 106.8
[327] => 94.4
[328] => 110.2
[329] => 94.2
[330] => 109.2
[331] => 90.1
[332] => 115.8
[333] => 92.9
[334] => 119.2
[335] => 91.9
[336] => 101.8
[337] => 108.5
[338] => 101.5
[339] => 106.0
[340] => 101.8
[341] => 104.9
[342] => 101.7
[343] => 104.1
[344] => 98.3
[345] => 100.1
[346] => 100.0
[347] => 100.0
[348] => 103.5
[349] => 101.7
[350] => 99.9
[351] => 96.3
[352] => 103.6
[353] => 97.7
[354] => 101.8
[355] => 93.8
[356] => 97.4
[357] => 88.1
[358] => 102.3
[359] => 90.8
[360] => 113.9
[361] => 99.5
[362] => 121.2
[363] => 102.6
[364] => 100.9
[365] => 113.7
[366] => 105.3
[367] => 114.1
[368] => 105.9
[369] => 112.6
[370] => 102.4
[371] => 106.7
[372] => 97.7
[373] => 100.2
[374] => 100.0
[375] => 100.0
[376] => 105.8
[377] => 103.4
[378] => 107.2
[379] => 102.0
[380] => 113.9
[381] => 105.4
[382] => 111.6
[383] => 101.1
[384] => 105.7
[385] => 93.7
[386] => 109.0
[387] => 94.5
[388] => 113.3
[389] => 96.2
[390] => 120.4
[391] => 98.8
[392] => ..
[393] => ..
[394] => ..
[395] => ..
[396] => ..
[397] => ..
[398] => ..
[399] => ..
[400] => ..
[401] => ..
[402] => 100.0
[403] => 100.0
[404] => ..
[405] => ..
[406] => ..
[407] => ..
[408] => ..
[409] => ..
[410] => 121.0
[411] => 109.0
[412] => 121.9
[413] => 107.6
[414] => 128.7
[415] => 111.1
[416] => 134.7
[417] => 113.8
[418] => 157.0
[419] => 127.1
[420] => 108.2
[421] => ..
[422] => 120.6
[423] => 142.5
[424] => 111.9
[425] => 122.3
[426] => 107.1
[427] => 112.3
[428] => 97.2
[429] => 99.8
[430] => 100.0
[431] => 100.0
[432] => 108.6
[433] => 105.9
[434] => 106.7
[435] => 102.1
[436] => 104.7
[437] => 97.3
[438] => 124.1
[439] => 108.6
[440] => 140.3
[441] => 114.9
[442] => 147.1
[443] => 113.0
[444] => 175.3
[445] => 122.3
[446] => 186.2
[447] => 112.7
[448] => 107.2
[449] => 155.2
[450] => 128.5
[451] => 149.2
[452] => 121.3
[453] => 129.5
[454] => 113.4
[455] => 115.2
[456] => 105.3
[457] => 106.3
[458] => 100.0
[459] => 100.0
[460] => 114.7
[461] => 113.0
[462] => 114.2
[463] => 112.1
[464] => 101.9
[465] => 101.1
[466] => 102.9
[467] => 100.9
[468] => 116.4
[469] => 111.2
[470] => 137.3
[471] => 126.4
[472] => 164.6
[473] => 143.2
[474] => 165.7
[475] => 129.7
[476] => 106.5
[477] => ..
[478] => 100.6
[479] => 108.0
[480] => 102.8
[481] => 108.8
[482] => 102.2
[483] => 107.1
[484] => 99.2
[485] => 103.0
[486] => 100.0
[487] => 100.0
[488] => 101.8
[489] => 99.4
[490] => 99.5
[491] => 95.2
[492] => 100.5
[493] => 93.8
[494] => 103.8
[495] => 93.8
[496] => 103.1
[497] => 89.8
[498] => 104.9
[499] => 88.7
[500] => 113.9
[501] => 93.9
[502] => 121.5
[503] => 96.2
[504] => 53.0
[505] => 107.0
[506] => 70.9
[507] => 115.9
[508] => 77.4
[509] => 106.9
[510] => 79.5
[511] => 96.2
[512] => 81.6
[513] => 89.7
[514] => 100.0
[515] => 100.0
[516] => 106.0
[517] => 97.2
[518] => 104.3
[519] => 90.8
[520] => 110.5
[521] => 92.0
[522] => 104.5
[523] => 81.4
[524] => 105.2
[525] => 79.2
[526] => 116.3
[527] => 84.2
[528] => 142.1
[529] => 95.3
[530] => 137.9
[531] => 87.2
[532] => ..
[533] => ..
[534] => ..
[535] => ..
[536] => ..
[537] => ..
[538] => ..
[539] => ..
[540] => ..
[541] => ..
[542] => 100.0
[543] => 100.0
[544] => 109.4
[545] => 106.7
[546] => 110.3
[547] => 104.9
[548] => 103.9
[549] => 96.9
[550] => 98.8
[551] => 89.7
[552] => 97.8
[553] => 86.6
[554] => 97.2
[555] => 83.9
[556] => 103.4
[557] => 88.7
[558] => 108.0
[559] => 88.4
[560] => 94.9
[561] => 104.2
[562] => 97.8
[563] => 105.8
[564] => 103.9
[565] => 110.5
[566] => 98.6
[567] => 102.9
[568] => 92.9
[569] => 95.0
[570] => 100.0
[571] => 100.0
[572] => 106.1
[573] => 100.9
[574] => 103.7
[575] => 95.0
[576] => 104.9
[577] => 94.0
[578] => 99.6
[579] => 88.0
[580] => 101.0
[581] => 87.9
[582] => 112.4
[583] => 96.3
[584] => 118.0
[585] => 99.5
[586] => 116.2
[587] => 95.9
[588] => 103.0
[589] => 109.5
[590] => 104.9
[591] => 109.6
[592] => 107.4
[593] => 111.0
[594] => 99.8
[595] => 102.3
[596] => 93.7
[597] => 95.5
[598] => 100.0
[599] => 100.0
[600] => 106.7
[601] => 104.3
[602] => 101.7
[603] => 97.8
[604] => 102.1
[605] => 96.9
[606] => 101.5
[607] => 94.5
[608] => 102.6
[609] => 93.5
[610] => 107.8
[611] => 96.6
[612] => 116.2
[613] => 101.9
[614] => 121.0
[615] => 102.8
[616] => 68.8
[617] => ..
[618] => 83.9
[619] => 127.3
[620] => 92.2
[621] => 121.6
[622] => 90.7
[623] => 107.0
[624] => 85.9
[625] => 94.6
[626] => 100.0
[627] => 100.0
[628] => 101.6
[629] => 96.5
[630] => 94.8
[631] => 88.3
[632] => 96.6
[633] => 89.3
[634] => 105.7
[635] => 94.4
[636] => 103.7
[637] => 90.6
[638] => 111.5
[639] => 96.2
[640] => 127.7
[641] => 107.4
[642] => 124.2
[643] => 100.2
[644] => 96.3
[645] => 108.4
[646] => 98.3
[647] => 107.5
[648] => 98.8
[649] => 106.1
[650] => 100.1
[651] => 105.1
[652] => 95.4
[653] => 98.0
[654] => 100.0
[655] => 100.0
[656] => 111.0
[657] => 106.3
[658] => 104.5
[659] => 96.5
[660] => 112.2
[661] => 100.4
[662] => 111.4
[663] => 97.2
[664] => 108.9
[665] => 93.1
[666] => 113.3
[667] => 94.0
[668] => 118.3
[669] => 95.8
[670] => 121.6
[671] => 95.9
[672] => 12.9
[673] => ..
[674] => 17.9
[675] => 154.1
[676] => 42.0
[677] => 142.0
[678] => 58.3
[679] => 123.9
[680] => 67.7
[681] => 98.7
[682] => 100.0
[683] => 100.0
[684] => 140.3
[685] => 104.3
[686] => 175.7
[687] => 106.6
[688] => 191.1
[689] => 100.6
[690] => 230.8
[691] => 108.6
[692] => 215.8
[693] => 93.1
[694] => 236.2
[695] => 95.6
[696] => 282.0
[697] => 108.8
[698] => 313.4
[699] => 112.0
[700] => 77.0
[701] => ..
[702] => 86.6
[703] => 117.0
[704] => 94.1
[705] => 117.4
[706] => 94.5
[707] => 109.2
[708] => 94.1
[709] => 102.5
[710] => 100.0
[711] => 100.0
[712] => 109.0
[713] => 100.4
[714] => 109.9
[715] => 94.2
[716] => 113.5
[717] => 92.0
[718] => 112.2
[719] => 87.8
[720] => 113.7
[721] => 86.8
[722] => 118.9
[723] => 88.5
[724] => 128.6
[725] => 92.3
[726] => 145.1
[727] => 98.7
[728] => 85.5
[729] => ..
[730] => 90.2
[731] => 126.4
[732] => 95.2
[733] => 125.9
[734] => 95.0
[735] => 117.7
[736] => 93.2
[737] => 104.6
[738] => 100.0
[739] => 100.0
[740] => 108.0
[741] => 100.8
[742] => 106.8
[743] => 96.3
[744] => 101.5
[745] => 84.4
[746] => 103.8
[747] => 80.3
[748] => 101.3
[749] => 76.2
[750] => 101.1
[751] => 73.0
[752] => 106.6
[753] => 75.5
[754] => 111.0
[755] => 75.7
[756] => 103.6
[757] => ..
[758] => 108.1
[759] => 115.7
[760] => 102.5
[761] => 108.3
[762] => 101.3
[763] => 105.7
[764] => 96.6
[765] => 99.5
[766] => 100.0
[767] => 100.0
[768] => 105.2
[769] => 102.5
[770] => 103.7
[771] => 99.0
[772] => 99.0
[773] => 93.3
[774] => 102.0
[775] => 96.0
[776] => 98.9
[777] => 92.4
[778] => 103.2
[779] => 95.2
[780] => 109.3
[781] => 99.2
[782] => 120.9
[783] => 105.6
[784] => 111.3
[785] => 117.5
[786] => 106.2
[787] => 111.3
[788] => 104.3
[789] => 107.4
[790] => 102.7
[791] => 104.6
[792] => 101.2
[793] => 102.5
[794] => 100.0
[795] => 100.0
[796] => 105.1
[797] => 102.4
[798] => 102.2
[799] => 97.7
[800] => 100.7
[801] => 94.0
[802] => 99.1
[803] => 91.6
[804] => 97.6
[805] => 89.5
[806] => 101.5
[807] => 91.7
[808] => 115.1
[809] => 102.2
[810] => 114.7
[811] => 98.6
[812] => 139.2
[813] => ..
[814] => 135.2
[815] => 142.9
[816] => 117.1
[817] => 121.5
[818] => 107.0
[819] => 109.3
[820] => 103.6
[821] => 104.5
[822] => 100.0
[823] => 100.0
[824] => 108.3
[825] => 107.0
[826] => 103.3
[827] => 100.8
[828] => 109.9
[829] => 105.8
[830] => 113.2
[831] => 107.5
[832] => 109.7
[833] => 102.1
[834] => 114.2
[835] => 103.9
[836] => 129.3
[837] => 115.0
[838] => 155.8
[839] => 133.7
[840] =>
)
)
)
Filtrar por columna:
1995 1996 1997 1998 1999 2000 2001 2002 2003 2004 2005 2006 2007 2008
Descargar para Excel |
Ver gráficos
| | 1995 | 1996 | 1997 | 1998 | 1999 | 2000 | 2001 | 2002 | 2003 | 2004 | 2005 | 2006 | 2007 | 2008 |
datos graficos