pcaxis Object ( [axis_version] => [creation_date] => 20100727 10:05 [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] => 01003 [title] => Índices de precios pagados por el productor por país, periodo y tipo " "de índice. [description] => [contents] => Índices de precios pagados por el productor [units] => índice: 2000 = 100. 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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] => 01003 [title] => Índices de precios pagados por el productor por país, periodo y tipo " "de índice. [description] => [contents] => Índices de precios pagados por el productor [units] => índice: 2000 = 100. 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[2] => 91.7 [3] => 106.2 [4] => 92.9 [5] => 103.6 [6] => 92.6 [7] => 99.5 [8] => 94.4 [9] => 98.5 [10] => 100.0 [11] => 100.0 [12] => 104.1 [13] => 101.4 [14] => 104.8 [15] => 99.7 [16] => 106.6 [17] => 99.4 [18] => 111.4 [19] => 101.5 [20] => 112.9 [21] => 100.7 [22] => 116.3 [23] => 101.5 [24] => 124.7 [25] => 106.4 [26] => 139.6 [27] => 115.0 [28] => 87.2 [29] => .. [30] => 91.7 [31] => 106.2 [32] => 92.9 [33] => 103.6 [34] => 92.6 [35] => 99.5 [36] => 94.4 [37] => 98.5 [38] => 100.0 [39] => 100.0 [40] => 104.1 [41] => 101.4 [42] => 104.8 [43] => 99.7 [44] => 106.6 [45] => 99.4 [46] => 111.4 [47] => 101.5 [48] => 112.9 [49] => 100.7 [50] => 116.3 [51] => 101.5 [52] => 124.7 [53] => 106.4 [54] => 139.6 [55] => 115.0 [56] => 97.1 [57] => .. [58] => 100.1 [59] => 109.4 [60] => 98.9 [61] => 106.1 [62] => 96.2 [63] => 101.0 [64] => 96.3 [65] => 98.9 [66] => 100.0 [67] => 100.0 [68] => 103.7 [69] => 101.4 [70] => 104.2 [71] => 99.6 [72] => 105.9 [73] => 99.1 [74] => 110.1 [75] => 101.0 [76] => 111.6 [77] => 100.2 [78] => 115.1 [79] => 101.2 [80] => 123.2 [81] => 106.0 [82] => 137.9 [83] => 114.7 [84] => 92.2 [85] => .. [86] => 95.8 [87] => 101.8 [88] => 97.7 [89] => 102.4 [90] => 94.4 [91] => 98.0 [92] => 93.8 [93] => 96.3 [94] => 100.0 [95] => 100.0 [96] => 102.6 [97] => 100.2 [98] => 103.1 [99] => 99.1 [100] => 103.2 [101] => 97.7 [102] => 103.5 [103] => 96.2 [104] => 107.6 [105] => 97.6 [106] => 110.4 [107] => 97.9 [108] => 121.9 [109] => 106.1 [110] => 139.9 [111] => 116.5 [112] => .. [113] => .. [114] => .. [115] => .. [116] => .. [117] => .. [118] => .. [119] => .. [120] => .. [121] => .. [122] => .. [123] => .. [124] => .. [125] => .. [126] => .. [127] => .. [128] => .. [129] => .. [130] => .. [131] => .. [132] => .. [133] => .. [134] => .. [135] => .. [136] => .. [137] => .. [138] => .. [139] => .. [140] => 82.2 [141] => .. [142] => 90.5 [143] => 113.5 [144] => 97.5 [145] => 113.2 [146] => 96.9 [147] => 102.5 [148] => 90.7 [149] => 94.4 [150] => 100.0 [151] => 100.0 [152] => 104.7 [153] => 100.1 [154] => 103.3 [155] => 97.4 [156] => 101.7 [157] => 96.0 [158] => 108.4 [159] => 99.8 [160] => 107.8 [161] => 97.7 [162] => 108.6 [163] => 96.4 [164] => 115.7 [165] => 99.7 [166] => 128.5 [167] => 104.2 [168] => 94.6 [169] => .. [170] => 97.4 [171] => 105.4 [172] => 100.3 [173] => 106.5 [174] => 98.8 [175] => 103.6 [176] => 97.1 [177] => 99.8 [178] => 100.0 [179] => 100.0 [180] => 105.8 [181] => 103.5 [182] => 107.0 [183] => 102.2 [184] => 105.7 [185] => 99.0 [186] => 109.1 [187] => 101.2 [188] => 110.8 [189] => 101.0 [190] => 112.6 [191] => 100.9 [192] => 122.3 [193] => 107.8 [194] => 146.0 [195] => 124.1 [196] => 93.7 [197] => .. [198] => 96.4 [199] => 100.5 [200] => 97.7 [201] => 100.3 [202] => 94.9 [203] => 96.9 [204] => 94.4 [205] => 95.8 [206] => 100.0 [207] => 100.0 [208] => 104.1 [209] => 102.1 [210] => 103.6 [211] => 100.3 [212] => 103.9 [213] => 99.5 [214] => 107.6 [215] => 101.3 [216] => 108.0 [217] => 99.8 [218] => 111.2 [219] => 100.9 [220] => 119.1 [221] => 105.7 [222] => 115.6 [223] => 99.8 [224] => .. [225] => .. [226] => .. [227] => .. [228] => .. [229] => .. [230] => .. [231] => .. [232] => .. [233] => .. [234] => .. [235] => .. [236] => .. [237] => .. [238] => .. [239] => .. [240] => .. [241] => .. [242] => .. [243] => .. [244] => .. [245] => .. [246] => .. [247] => .. [248] => .. [249] => .. [250] => .. [251] => .. [252] => 92.0 [253] => .. [254] => 95.5 [255] => 106.6 [256] => 94.4 [257] => 104.0 [258] => 93.1 [259] => 100.5 [260] => 94.5 [261] => 99.4 [262] => 100.0 [263] => 100.0 [264] => 104.5 [265] => 100.4 [266] => 106.2 [267] => 97.5 [268] => 108.7 [269] => 96.0 [270] => 112.5 [271] => 97.1 [272] => 117.0 [273] => 98.9 [274] => 121.7 [275] => 100.1 [276] => 129.0 [277] => 103.2 [278] => 149.6 [279] => 116.1 [280] => 83.0 [281] => .. [282] => 89.3 [283] => .. [284] => 91.3 [285] => 100.3 [286] => 93.1 [287] => 97.8 [288] => 94.9 [289] => 97.6 [290] => 100.0 [291] => 100.0 [292] => 102.1 [293] => 98.4 [294] => 105.0 [295] => 97.4 [296] => 109.1 [297] => 97.9 [298] => 117.3 [299] => 102.2 [300] => 123.3 [301] => 103.8 [302] => 128.2 [303] => 104.5 [304] => 136.3 [305] => 107.8 [306] => 152.8 [307] => 116.0 [308] => 90.1 [309] => .. [310] => 94.2 [311] => 103.3 [312] => 96.7 [313] => 104.1 [314] => 96.2 [315] => 101.7 [316] => 94.9 [317] => 98.2 [318] => 100.0 [319] => 100.0 [320] => 102.8 [321] => 100.0 [322] => 103.7 [323] => 97.4 [324] => 105.1 [325] => 95.7 [326] => 109.2 [327] => 96.5 [328] => 111.3 [329] => 95.1 [330] => 115.0 [331] => 94.9 [332] => 121.6 [333] => 97.6 [334] => 143.1 [335] => 110.3 [336] => 94.2 [337] => .. [338] => 97.4 [339] => 101.7 [340] => 98.9 [341] => 102.0 [342] => 96.9 [343] => 99.2 [344] => 95.9 [345] => 97.7 [346] => 100.0 [347] => 100.0 [348] => 103.1 [349] => 101.3 [350] => 103.6 [351] => 99.9 [352] => 105.0 [353] => 99.0 [354] => 108.8 [355] => 100.3 [356] => 110.9 [357] => 100.3 [358] => 114.0 [359] => 101.2 [360] => 120.4 [361] => 105.2 [362] => 135.8 [363] => 115.0 [364] => 96.0 [365] => .. [366] => 104.4 [367] => 113.1 [368] => 106.9 [369] => 113.7 [370] => 100.6 [371] => 104.9 [372] => 96.3 [373] => 98.8 [374] => 100.0 [375] => 100.0 [376] => 104.5 [377] => 102.1 [378] => 105.8 [379] => 100.7 [380] => 108.9 [381] => 100.8 [382] => 114.1 [383] => 103.4 [384] => 111.9 [385] => 99.1 [386] => 115.3 [387] => 100.0 [388] => 123.4 [389] => 104.8 [390] => 137.0 [391] => 112.4 [392] => .. [393] => .. [394] => .. [395] => .. [396] => .. [397] => .. [398] => .. [399] => .. [400] => .. [401] => .. [402] => 100.0 [403] => 100.0 [404] => .. [405] => .. [406] => .. [407] => .. [408] => .. [409] => .. [410] => 142.8 [411] => 128.6 [412] => 154.1 [413] => 136.0 [414] => 157.3 [415] => 135.8 [416] => 172.5 [417] => 145.7 [418] => 200.0 [419] => 161.9 [420] => 66.0 [421] => .. [422] => 85.3 [423] => 100.8 [424] => 95.1 [425] => 104.0 [426] => 98.2 [427] => 102.9 [428] => 98.7 [429] => 101.3 [430] => 100.0 [431] => 100.0 [432] => 101.6 [433] => 99.2 [434] => 102.3 [435] => 97.9 [436] => 106.6 [437] => 99.1 [438] => 115.2 [439] => 100.9 [440] => 135.9 [441] => 111.3 [442] => 147.8 [443] => 113.5 [444] => 165.2 [445] => 115.3 [446] => 199.0 [447] => 120.5 [448] => .. [449] => .. [450] => .. [451] => .. [452] => .. [453] => .. [454] => .. [455] => .. [456] => .. [457] => .. [458] => .. [459] => .. [460] => .. [461] => .. [462] => .. [463] => .. [464] => .. [465] => .. [466] => .. [467] => .. [468] => .. [469] => .. [470] => .. [471] => .. [472] => .. [473] => .. [474] => 153.8 [475] => 120.4 [476] => 93.5 [477] => .. [478] => 95.0 [479] => 102.0 [480] => 95.8 [481] => 101.4 [482] => 95.9 [483] => 100.5 [484] => 96.3 [485] => 99.9 [486] => 100.0 [487] => 100.0 [488] => 103.6 [489] => 101.1 [490] => 104.8 [491] => 100.3 [492] => 106.2 [493] => 99.1 [494] => 110.9 [495] => 100.2 [496] => 112.2 [497] => 97.7 [498] => 112.1 [499] => 94.9 [500] => 119.4 [501] => 98.4 [502] => 133.1 [503] => 105.4 [504] => 46.6 [505] => .. [506] => 62.6 [507] => 102.3 [508] => 72.9 [509] => 100.7 [510] => 78.6 [511] => 95.1 [512] => 86.1 [513] => 94.7 [514] => 100.0 [515] => 100.0 [516] => 111.8 [517] => 102.5 [518] => 112.9 [519] => 98.3 [520] => 119.8 [521] => 99.7 [522] => 129.4 [523] => 100.8 [524] => 129.3 [525] => 97.4 [526] => 136.7 [527] => 99.0 [528] => 156.0 [529] => 104.6 [530] => 178.2 [531] => 112.7 [532] => .. [533] => .. [534] => .. [535] => .. [536] => .. [537] => .. [538] => .. [539] => .. [540] => .. [541] => .. [542] => 100.0 [543] => 100.0 [544] => 100.7 [545] => 98.3 [546] => 101.7 [547] => 96.7 [548] => 97.3 [549] => 90.7 [550] => 102.7 [551] => 93.2 [552] => 105.9 [553] => 93.8 [554] => 108.7 [555] => 93.8 [556] => 115.5 [557] => 99.0 [558] => 138.3 [559] => 113.2 [560] => 91.9 [561] => .. [562] => 96.7 [563] => 104.6 [564] => 97.2 [565] => 103.3 [566] => 94.8 [567] => 99.0 [568] => 94.4 [569] => 96.6 [570] => 100.0 [571] => 100.0 [572] => 106.1 [573] => 100.9 [574] => 107.2 [575] => 98.2 [576] => 109.1 [577] => 97.7 [578] => 110.8 [579] => 97.9 [580] => 112.5 [581] => 97.9 [582] => 119.0 [583] => 101.9 [584] => 128.2 [585] => 108.1 [586] => 139.2 [587] => 114.8 [588] => 95.4 [589] => .. [590] => 97.7 [591] => 102.2 [592] => 99.1 [593] => 102.4 [594] => 97.0 [595] => 99.4 [596] => 96.8 [597] => 98.7 [598] => 100.0 [599] => 100.0 [600] => 101.9 [601] => 99.6 [602] => 101.6 [603] => 97.6 [604] => 103.6 [605] => 98.2 [606] => 107.0 [607] => 99.6 [608] => 108.4 [609] => 98.8 [610] => 111.4 [611] => 99.9 [612] => 118.6 [613] => 104.0 [614] => 128.9 [615] => 109.5 [616] => 52.9 [617] => .. [618] => 62.8 [619] => 95.3 [620] => 72.1 [621] => 95.0 [622] => 79.9 [623] => 94.3 [624] => 88.0 [625] => 96.8 [626] => 100.0 [627] => 100.0 [628] => 106.5 [629] => 101.2 [630] => 109.0 [631] => 101.6 [632] => 112.3 [633] => 103.9 [634] => 120.8 [635] => 107.8 [636] => 123.6 [637] => 108.0 [638] => 124.0 [639] => 107.0 [640] => 133.9 [641] => 112.6 [642] => 149.3 [643] => 120.5 [644] => 97.3 [645] => .. [646] => 100.2 [647] => 109.6 [648] => 98.9 [649] => 106.2 [650] => 96.2 [651] => 101.1 [652] => 96.3 [653] => 99.0 [654] => 100.0 [655] => 100.0 [656] => 104.5 [657] => 100.1 [658] => 104.3 [659] => 96.4 [660] => 105.6 [661] => 94.5 [662] => 110.1 [663] => 96.1 [664] => 113.8 [665] => 97.3 [666] => 115.5 [667] => 95.8 [668] => 123.6 [669] => 100.1 [670] => 135.9 [671] => 107.2 [672] => .. [673] => .. [674] => .. [675] => .. [676] => .. [677] => .. [678] => .. [679] => .. [680] => .. [681] => .. [682] => 100.0 [683] => 100.0 [684] => .. [685] => .. [686] => .. [687] => .. [688] => .. [689] => .. [690] => .. [691] => .. [692] => .. [693] => .. [694] => .. [695] => .. [696] => .. [697] => .. [698] => .. [699] => .. [700] => 64.2 [701] => .. [702] => 81.8 [703] => 110.6 [704] => 88.3 [705] => 110.2 [706] => 87.5 [707] => 101.1 [708] => 88.8 [709] => 96.8 [710] => 100.0 [711] => 100.0 [712] => 111.9 [713] => 103.1 [714] => 115.4 [715] => 98.9 [716] => 120.9 [717] => 98.1 [718] => 131.7 [719] => 103.0 [720] => 133.4 [721] => 101.9 [722] => 138.2 [723] => 102.9 [724] => 150.9 [725] => 108.3 [726] => 179.1 [727] => 121.8 [728] => 71.6 [729] => .. [730] => 76.5 [731] => 107.2 [732] => 84.6 [733] => 111.9 [734] => 88.0 [735] => 109.1 [736] => 91.6 [737] => 102.8 [738] => 100.0 [739] => 100.0 [740] => .. [741] => .. [742] => .. [743] => .. [744] => .. [745] => .. [746] => 115.3 [747] => 89.2 [748] => 116.3 [749] => 87.5 [750] => 122.5 [751] => 88.4 [752] => 128.7 [753] => 91.2 [754] => 143.0 [755] => 97.5 [756] => 94.2 [757] => .. [758] => 95.6 [759] => 102.3 [760] => 97.5 [761] => 103.1 [762] => 96.2 [763] => 100.3 [764] => 95.0 [765] => 97.8 [766] => 100.0 [767] => 100.0 [768] => 102.2 [769] => 99.6 [770] => 102.8 [771] => 98.2 [772] => 104.2 [773] => 98.2 [774] => 107.1 [775] => 100.8 [776] => 110.8 [777] => 103.5 [778] => 116.1 [779] => 107.1 [780] => 127.2 [781] => 115.5 [782] => 139.5 [783] => 121.9 [784] => 92.1 [785] => .. [786] => 96.8 [787] => 101.4 [788] => 97.9 [789] => 100.7 [790] => 96.3 [791] => 98.1 [792] => 96.2 [793] => 97.5 [794] => 100.0 [795] => 100.0 [796] => 105.0 [797] => 102.3 [798] => 107.1 [799] => 102.3 [800] => 109.3 [801] => 102.1 [802] => 113.4 [803] => 104.8 [804] => 115.6 [805] => 106.0 [806] => 119.0 [807] => 107.5 [808] => 127.6 [809] => 113.3 [810] => 146.3 [811] => 125.8 [812] => 103.9 [813] => .. [814] => 108.7 [815] => 114.9 [816] => 104.5 [817] => 108.5 [818] => 99.5 [819] => 101.7 [820] => 98.4 [821] => 99.3 [822] => 100.0 [823] => 100.0 [824] => 103.6 [825] => 102.3 [826] => 103.2 [827] => 100.6 [828] => 105.9 [829] => 102.0 [830] => 112.7 [831] => 107.1 [832] => 115.0 [833] => 107.1 [834] => 119.6 [835] => 108.8 [836] => 130.2 [837] => 115.8 [838] => 162.9 [839] => 139.8 [840] => ) ) ) Datos Graficos
datos graficos

Índices de precios pagados por el productor por país, periodo y tipo " "de índice.

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Descripción:
Contenido: Índices de precios pagados por el productor
Unidades: índice: 2000 = 100.
Fuente INE

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