diff --git "a/JSON-parsed-full/Geox_S.P.A__143059.unstructured.json" "b/JSON-parsed-full/Geox_S.P.A__143059.unstructured.json"
new file mode 100644--- /dev/null
+++ "b/JSON-parsed-full/Geox_S.P.A__143059.unstructured.json"
@@ -0,0 +1 @@
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........................................................................................................................................ 7 Il sistema distributivo ...................................................................................................................................... 8 Il sistema produttivo ........................................................................................................................................ 9 Risorse umane .................................................................................................................................................. 9 Azionisti .......................................................................................................................................................... 10 Comunicazione finanziaria .................................................................................................................................................................... 10 Geox in Borsa.......................................................................................................................................................................................... 10 Informazioni societarie e controllo della Societ\u00e0 ........................................................................................................................... 11 Azioni detenute da amministratori e sindaci ................................................................................................................................... 11 Organi sociali .................................................................................................................................................. 12 Relazione sul governo societario e gli assetti proprietari ........................................................................... 13 La struttura del Gruppo ................................................................................................................................ 16 Principali rischi ed incertezze cui Geox S.p.A. e il Gruppo sono esposti .................................................. 17 Indicatori alternativi di performance ........................................................................................................... 20 Andamento economico di Geox S.p.A. ........................................................................................................ 20 Risultati economici di sintesi ............................................................................................................................................................... 20 Ricavi .......................................................................................................................................................................................................... 21 Costo del venduto e margine lordo .................................................................................................................................................. 21 Costi operativi e risultato operativo ................................................................................................................................................. 21 Risultato ante imposte........................................................................................................................................................................... 22 Imposte e tax rate .................................................................................................................................................................................. 22 La situazione patrimoniale e finanziaria di Geox S.p.A. ............................................................................. 22 Azioni proprie e azioni o quote di societ\u00e0 controllanti ............................................................................... 25 Stock Plan ....................................................................................................................................................... 25 Rapporti con parti correlate ......................................................................................................................... 25", "metadata": {"detection_class_prob": 0.9010554552078247, "coordinates": {"points": [[148.52813720703125, 158.56088256835938], [148.52813720703125, 1706.0489501953125], [1510.2166748046875, 1706.0489501953125], [1510.2166748046875, 158.56088256835938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td colspan=\"2\">Profilo........cccccsscsciiciiisioiiioiioniooiionioonioniooscoocooniosoono s o o o o o o s on s n s nn o e s o s o ss e s a o n s o s o sss a e s o o s n s o nn o ns nn o nn cnne 6</td></tr><tr><td>La ricerca e sviluppo nn i ons nn o nz nn c o z sss o n s nn oo ss nn</td><td>........scsscsssscssosiociioiiiccsonionioonionioonioonionionneonzonnooncoons o s nn o nn inne 7</td></tr><tr><td colspan=\"2\">II sistema distributivo ...........sssscsssssooiiiiiiiiionioniionionsosiioiionioonc n s n o s o o sss o ss o n s o s o s on ss o n s e nn s nn n o n ss nn cnne 8</td></tr><tr><td colspan=\"2\">Il sistema produttivo.........ssssssssssscsioniosiiniiiiioniionionioonsoocioiooni o s o ss ooocon o s e ss o e o o o s o sss oe o e o s o s nn nn s nn nn c nn inne 9</td></tr><tr><td>Risorse umane s nn e ss o n o o o o sss s o n o e o n s nn</td><td>.........csccsscssoossooooonioonionionesoneoonioonionioonooneonnonsooneonzoesoosoon ss o nn n ninne 9</td></tr><tr><td>Azionisti .</td><td></td></tr><tr><td>Comunicazione finanziari:</td><td></td></tr><tr><td>Geox in Borsa.................</td><td></td></tr><tr><td>Informazioni societarie e controllo della Societ\u00e0</td><td></td></tr><tr><td>Azioni detenute da amministratori e sindaci.....</td><td></td></tr><tr><td>[ ]11 ET E 1 |</td><td>POO 12</td></tr><tr><td>Relazione sul governo societario e gli assetti</td><td>proprietari..........cssccscssssossossoosooooooosoosoonooneoonoonoooneonnsoneonnsnneso 13</td></tr><tr><td colspan=\"2\">La struttura del Gruppo ..........sssccssossoossooeooosoossonsoneoonoooeoonsonnoonooneooneonnoonnonnooneonnoonnoonsonnoonsonnoonoonnoonnoonoonnonnenneeo 16</td></tr><tr><td colspan=\"2\">Principali rischi ed incertezze cui Geox S.p.A. e il Gruppo sono esposti ..........sssscsscsscssoosoooooonsonsooneoneosss.o 17</td></tr><tr><td>Indicatori alternativi di performance ..</td><td></td></tr><tr><td>Andamento economico di Geox S.p.A.</td><td>20</td></tr><tr><td colspan=\"2\">Risultati economici di sintesi .</td></tr><tr><td>Ricavi........iiiiiiiiiniiiiiiiniinniiiiiiiii</td><td></td></tr><tr><td>Costo del venduto e margine lordo</td><td></td></tr><tr><td>Costi operativi e risultato operativo</td><td></td></tr><tr><td>Risultato ante imposte...</td><td></td></tr><tr><td colspan=\"2\" rowspan=\"3\">Imposte e tax rate..... La situazione patrimoniale e finanziaria di Geox S.p.A......ccsccsssssssssossoossonsoossonesonsoossonsonsooneoosoonsonnsoneonnsnnsso 22 Azioni proprie e azioni o quote di societ\u00e0 controllanti...........ssccssccscsssoosoossooooooeooooooooonsoneooneonnoonoonnsoneonnsnnso 25 Stock Plan..........cccscicssosiciciiciisiosisionisiosiciisoosonioioniosinsososonooioesesossososonaosose 25</td></tr><tr><td>ss se ss osoca o ss nn oeso nn so s o ss n s n</td><td>ocnnonnnnne</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 3, "image_base64": 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885zmgDz/AF/w1e63Ho97q/xC0jyLS8iurSaLTkjLODwFYTHOeOBnPHpUsciQ/tJTCV1TzfD+E3HG4+YDgfgD+Rra0z4R+BtJ1JL+00GP7RGweMyzSSKhHIIVmI/StPxP4D8NeMXhk1zTEuZYRtjlEjRuFznGVIJHsfWgDH1jxSP+E3ttE8N2Wn3OuXdl5st/cv8AuooEdgBlfmc7t3ygjr19MX4Oxyw6z46hnlillXWWDvEmxGbLZKrk4Ge2TXUXfwz8IXkWnxyaQFGnx+VbNFPJGyJknaWVgSMk9Sep9TVnRPAPhnw5q02p6TpaWt1KNrFJHKgd8KTtHTsKANsahZNqDaet5bm9VPMa2Eo8wJ03Fc5x71GmsaZLb3VxHqNo8NozLcSLOpWEr1DnOFI75qpH4W0aLxTL4lSzA1eWEQPcb25QY/hzjOABnGeKp23gLw1aaXq2mwaYqWmrOXvI/Mc+YT6HOV9sYxQBrtrGmJFaStqVmsd4wW1czqBOT0CHPzE+1SDULJtQbT1vLc3qp5jWwlHmBOm4rnOPesSbwD4ZnstGs5dMVoNGcPYr5j/uyMHk5+bkAnOc4q5H4W0aLxTL4lSzA1eWEQPcb25QY/hzjOABnGeKALaaxpktvdXEeo2jw2jMtxIs6lYSvUOc4UjvmhtY0xIrSVtSs1jvGC2rmdQJyegQ5+Yn2rItvAXhq00vVtNg0xUtNWcveR+Y58wn0Ocr7YxiibwD4ZnstGs5dMVoNGcPYr5j/uyMHk5+bkAnOc4oA2xqFk2oNp63lub1U8xrYSjzAnTcVznHvUaaxpktvdXEeo2jw2jMtxIs6lYSvUOc4UjvmqkfhbRovFMviVLMDV5YRA9xvblBj+HOM4AGcZ4qnbeAvDVpperabBpipaas5e8j8xz5hPoc5X2xjFAGu2saYkVpK2pWax3jBbVzOoE5PQIc/MT7VINQsm1BtPW8tzeqnmNbCUeYE6biuc496xJvAPhmey0azl0xWg0Zw9ivmP8AuyMHk5+bkAnOc4q5H4W0aLxTL4lSzA1eWEQPcb25QY/hzjOABnGeKALaaxpktvdXEeo2jw2jMtxIs6lYSvUOc4UjvmhtY0xIrSVtSs1jvGC2rmdQJyegQ5+Yn2rItvAXhq00vVtNg0xUtNWcveR+Y58wn0Ocr7YxiibwD4ZnstGs5dMVoNGcPYr5j/uyMHk5+bkAnOc4oA2xqFk2oNp63lub1U8xrYSjzAnTcVznHvUaaxpktvdXEeo2jw2jMtxIs6lYSvUOc4UjvmqkfhbRovFMviVLMDV5YRA9xvblBj+HOM4AGcZ4qnbeAvDVpperabBpipaas5e8j8xz5hPoc5X2xjFAGu2saYkVpK2pWax3jBbVzOoE5PQIc/MT7VINQsm1BtPW8tzeqnmNbCUeYE6biuc496xJvAPhmey0azl0xWg0Zw9ivmP+7IweTn5uQCc5zirkfhbRovFMviVLMDV5YRA9xvblBj+HOM4AGcZ4oAtprGmS291cR6jaPDaMy3EizqVhK9Q5zhSO+aG1jTEitJW1KzWO8YLauZ1AnJ6BDn5ifasi28BeGrTS9W02DTFS01Zy95H5jnzCfQ5yvtjGKJvAPhmey0azl0xWg0Zw9ivmP+7IweTn5uQCc5zigDbGoWTag2nreW5vVTzGthKPMCdNxXOce9RprGmS291cR6jaPDaMy3EizqVhK9Q5zhSO+aqR+FtGi8Uy+JUswNXlhED3G9uUGP4c4zgAZxniqdt4C8NWml6tpsGmKlpqzl7yPzHPmE+hzlfbGMUAa7axpiRWkralZrHeMFtXM6gTk9Ahz8xPtUg1CybUG09by3N6qeY1sJR5gTpuK5zj3rEm8A+GZ7LRrOXTFaDRnD2K+Y/7sjB5Ofm5AJznOKuR+FtGi8Uy+JUswNXlhED3G9uUGP4c4zgAZxnigC2msaZLb3VxHqNo8NozLcSLOpWEr1DnOFI75obWNMSK0lbUrNY7xgtq5nUCcnoEOfmJ9qyLbwF4atNL1bTYNMVLTVnL3kfmOfMJ9DnK+2MYom8A+GZ7LRrOXTFaDRnD2K+Y/wC7IweTn5uQCc5zigDb/tCy/tD+z/tlv9t8vzfs3mjzNmcbtuc4z3qJda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3qr/wi2jf8JT/AMJL9jH9r+T5H2je33P93OM44zjOKoxfD7wxBpOq6XHpirZ6rJ5t5H5r/O2c5BzlcHkAYxQBtSatpsUdpJJqFoiXjBbZmmUCcnkBDn5ie2Kf/aFl/aH9n/bLf7b5fm/ZvNHmbM43bc5xnvWNc+BfDd5aaNaz6arQ6MytYr5jjyiMY7/N0HXOcVa/4RbRv+Ep/wCEl+xj+1/J8j7Rvb7n+7nGccZxnFAFpda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3p0mrabFHaSSahaIl4wW2ZplAnJ5AQ5+YntisWL4feGINJ1XS49MVbPVZPNvI/Nf52znIOcrg8gDGKkufAvhu8tNGtZ9NVodGZWsV8xx5RGMd/m6DrnOKANn+0LL+0P7P+2W/wBt8vzfs3mjzNmcbtuc4z3qJda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3qr/AMIto3/CU/8ACS/Yx/a/k+R9o3t9z/dzjOOM4ziqMXw+8MQaTqulx6Yq2eqyebeR+a/ztnOQc5XB5AGMUAbUmrabFHaSSahaIl4wW2ZplAnJ5AQ5+Yntin/2hZf2h/Z/2y3+2+X5v2bzR5mzON23OcZ71jXPgXw3eWmjWs+mq0OjMrWK+Y48ojGO/wA3Qdc5xVr/AIRbRv8AhKf+El+xj+1/J8j7Rvb7n+7nGccZxnFAFpda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3p0mrabFHaSSahaIl4wW2ZplAnJ5AQ5+YntisWL4feGINJ1XS49MVbPVZPNvI/Nf52znIOcrg8gDGKkufAvhu8tNGtZ9NVodGZWsV8xx5RGMd/m6DrnOKANn+0LL+0P7P8Atlv9t8vzfs3mjzNmcbtuc4z3qJda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3qr/wAIto3/AAlP/CS/Yx/a/k+R9o3t9z/dzjOOM4ziqMXw+8MQaTqulx6Yq2eqyebeR+a/ztnOQc5XB5AGMUAbUmrabFHaSSahaIl4wW2ZplAnJ5AQ5+Yntin/ANoWX9of2f8AbLf7b5fm/ZvNHmbM43bc5xnvWNc+BfDd5aaNaz6arQ6MytYr5jjyiMY7/N0HXOcVa/4RbRv+Ep/4SX7GP7X8nyPtG9vuf7ucZxxnGcUAWl1rSmtrq5XU7MwWjFLiUTrthYdQ5zhSPenSatpsUdpJJqFoiXjBbZmmUCcnkBDn5ie2KxYvh94Yg0nVdLj0xVs9Vk828j81/nbOcg5yuDyAMYqS58C+G7y00a1n01Wh0ZlaxXzHHlEYx3+boOuc4oA2f7Qsv7Q/s/7Zb/bfL837N5o8zZnG7bnOM96iXWtKa2urldTszBaMUuJROu2Fh1DnOFI96q/8Ito3/CU/8JL9jH9r+T5H2je33P8AdzjOOM4ziqMXw+8MQaTqulx6Yq2eqyebeR+a/wA7ZzkHOVweQBjFAG1Jq2mxR2kkmoWiJeMFtmaZQJyeQEOfmJ7Yp/8AaFl/aH9n/bLf7b5fm/ZvNHmbM43bc5xnvWNc+BfDd5aaNaz6arQ6MytYr5jjyiMY7/N0HXOcVa/4RbRv+Ep/4SX7GP7X8nyPtG9vuf7ucZxxnGcUAWl1rSmtrq5XU7MwWjFLiUTrthYdQ5zhSPenS6tpsEFtPLqFpHDdMq28jzKFmLfdCHPzE9sdaxYvh94Yg0nVdLj0xVs9Vk828j81/nbOcg5yuDyAMYqS88C+G9Q0zStOudNV7TSmVrOPzHHllRgcg5b3znPegDZ/tCy/tD+z/tlv9t8vzfs3mjzNmcbtuc4z3qJda0pra6uV1OzMFoxS4lE67YWHUOc4Uj3qr/wi2jf8JT/wkv2Mf2v5PkfaN7fc/wB3OM44zjOKoxfD7wxBpOq6XHpirZ6rJ5t5H5r/ADtnOQc5XB5AGMUAbUurabBBbTy6haRw3TKtvI8yhZi33Qhz8xPbHWn/ANoWX9of2f8AbLf7b5fm/ZvNHmbM43bc5xnvWNeeBfDeoaZpWnXOmq9ppTK1nH5jjyyowOQct75znvVr/hFtG/4Sn/hJfsY/tfyfI+0b2+5/u5xnHGcZxQBaTWtKks7i8TU7NrW2ZlnnE6lImHUM2cKR3zTpdW02CC2nl1C0jhumVbeR5lCzFvuhDn5ie2OtYtv8PvDFpoOo6JBpipp+oyGW5i81/nbjkHORjAxjpipLzwL4b1DTNK06501XtNKZWs4/MceWVGByDlvfOc96ANn+0LL+0P7P+2W/23y/N+zeaPM2Zxu25zjPeok1rSpLO4vE1Oza1tmZZ5xOpSJh1DNnCkd81V/4RbRv+Ep/4SX7GP7X8nyPtG9vuf7ucZxxnGcVRt/h94YtNB1HRINMVNP1GQy3MXmv87ccg5yMYGMdMUAbUurabBBbTy6haRw3TKtvI8yhZi33Qhz8xPbHWn/2hZf2h/Z/2y3+2+X5v2bzR5mzON23OcZ71jXngXw3qGmaVp1zpqvaaUytZx+Y48sqMDkHLe+c571a/wCEW0b/AISn/hJfsY/tfyfI+0b2+5/u5xnHGcZxQBaTWtKks7i8TU7NrW2ZlnnE6lImHUM2cKR3zTpdW02CC2nl1C0jhumVbeR5lCzFvuhDn5ie2OtYtv8AD7wxaaDqOiQaYqafqMhluYvNf5245BzkYwMY6YqS88C+G9Q0zStOudNV7TSmVrOPzHHllRgcg5b3znPegDZ/tCy/tD+z/tlv9t8vzfs3mjzNmcbtuc4z3qJNa0qSzuLxNTs2tbZmWecTqUiYdQzZwpHfNVf+EW0b/hKf+El+xj+1/J8j7Rvb7n+7nGccZxnFUbf4feGLTQdR0SDTFTT9RkMtzF5r/O3HIOcjGBjHTFAG1Lq2mwQW08uoWkcN0yrbyPMoWYt90Ic/MT2x1p/9oWX9of2f9st/tvl+b9m80eZszjdtznGe9Y154F8N6hpmladc6ar2mlMrWcfmOPLKjA5By3vnOe9Wv+EW0b/hKf8AhJfsY/tfyfI+0b2+5/u5xnHGcZxQBaTWtKks7i8TU7NrW2ZlnnE6lImHUM2cKR3zTpdW02CC2nl1C0jhumVbeR5lCzFvuhDn5ie2OtYtv8PvDFpoOo6JBpipp+oyGW5i81/nbjkHORjAxjpipLzwL4b1DTNK06501XtNKZWs4/MceWVGByDlvfOc96ANn+0LL+0P7P8Atlv9t8vzfs3mjzNmcbtuc4z3qJNa0qSzuLxNTs2tbZmWecTqUiYdQzZwpHfNVf8AhFtG/wCEp/4SX7GP7X8nyPtG9vuf7ucZxxnGcVRt/h94YtNB1HRINMVNP1GQy3MXmv8AO3HIOcjGBjHTFAG1Lq2mwQW08uoWkcN0yrbyPMoWYt90Ic/MT2x1p/8AaFl/aH9n/bLf7b5fm/ZvNHmbM43bc5xnvWNeeBfDeoaZpWnXOmq9ppTK1nH5jjyyowOQct75znvVr/hFtG/4Sn/hJfsY/tfyfI+0b2+5/u5xnHGcZxQBaTWtKks7i8TU7NrW2ZlnnE6lImHUM2cKR3zTpdW02CC2nl1C0jhumVbeR5lCzFvuhDn5ie2OtYtv8PvDFpoOo6JBpipp+oyGW5i81/nbjkHORjAxjpipLzwL4b1DTNK06501XtNKZWs4/MceWVGByDlvfOc96ANn+0LL+0P7P+2W/wBt8vzfs3mjzNmcbtuc4z3qOPWNMmtLi7i1G0e2tmZZ5lnUpEV+8GbOFI756VU/4RbRv+Ep/wCEl+xj+1/J8j7Rvb7n+7nGccZxnFU7PwF4asND1LRrbTFSw1F2e6i8xzvJ9ycjoMYxigDXfWNMjt7a4k1KzSC6ZVt5GnULMW6BDnDE9sVJ/aFl/aH9n/bLf7b5fm/ZvNHmbM43bc5xnvWJc+AfDN3pOlaZPpivZ6U4ks4/MceWR6nOW985zVz/AIRbRv8AhKf+El+xj+1/J8j7Rvb7n+7nGccZxnFAFuPWNMmtLi7i1G0e2tmZZ5lnUpEV+8GbOFI756UPrGmR29tcSalZpBdMq28jTqFmLdAhzhie2KyLPwF4asND1LRrbTFSw1F2e6i8xzvJ9ycjoMYxii58A+GbvSdK0yfTFez0pxJZx+Y48sj1Oct75zmgDb/tCy/tD+z/ALZb/bfL837N5o8zZnG7bnOM96jj1jTJrS4u4tRtHtrZmWeZZ1KRFfvBmzhSO+elVP8AhFtG/wCEp/4SX7GP7X8nyPtG9vuf7ucZxxnGcVTs/AXhqw0PUtGttMVLDUXZ7qLzHO8n3JyOgxjGKANd9Y0yO3triTUrNILplW3kadQsxboEOcMT2xUg1CybUG09by3N6qeY1sJR5gTpuK5zj3rEufAPhm70nStMn0xXs9KcSWcfmOPLI9TnLe+c5q5H4W0aLxTL4lSzA1eWEQPcb25QY/hzjOABnGeKALcesaZNaXF3FqNo9tbMyzzLOpSIr94M2cKR3z0ofWNMjt7a4k1KzSC6ZVt5GnULMW6BDnDE9sVkWfgLw1YaHqWjW2mKlhqLs91F5jneT7k5HQYxjFFz4B8M3ek6Vpk+mK9npTiSzj8xx5ZHqc5b3znNAG2NQsm1BtPW8tzeqnmNbCUeYE6biuc496jj1jTJrS4u4tRtHtrZmWeZZ1KRFfvBmzhSO+elVI/C2jReKZfEqWYGrywiB7je3KDH8OcZwAM4zxVOz8BeGrDQ9S0a20xUsNRdnuovMc7yfcnI6DGMYoA131jTI7e2uJNSs0gumVbeRp1CzFugQ5wxPbFSDULJtQbT1vLc3qp5jWwlHmBOm4rnOPesS58A+GbvSdK0yfTFez0pxJZx+Y48sj1Oct75zmrkfhbRovFMviVLMDV5YRA9xvblBj+HOM4AGcZ4oAtx6xpk1pcXcWo2j21szLPMs6lIiv3gzZwpHfPSh9Y0yO3triTUrNILplW3kadQsxboEOcMT2xWRZ+AvDVhoepaNbaYqWGouz3UXmOd5PuTkdBjGMUXPgHwzd6TpWmT6Yr2elOJLOPzHHlkepzlvfOc0AbY1CybUG09by3N6qeY1sJR5gTpuK5zj3qOPWNMmtLi7i1G0e2tmZZ5lnUpEV+8GbOFI756VUj8LaNF4pl8SpZgavLCIHuN7coMfw5xnAAzjPFU7PwF4asND1LRrbTFSw1F2e6i8xzvJ9ycjoMYxigDoLe4gu7eO4tpo5oJFDJJGwZWB6EEcEV5b43/AOS4+Af92f8A9BNelaTpVlomlW2madCIbS2QJFGCTgfU8mqt94a0jUtcsNau7TzNQ08MLabzHHl7uvyg4P4g0Aa1eU/DH/kp/wASv+v2H+cterVk6Z4a0jRtU1LUrC08m71N1ku5PMdvMYZwcEkD7x6AdaANaiiigAooooAKKKKACiiigAoor548f67rWqePr3xJonz6f4KeJHAJxI7PiUD9Vb2WgD6HorOt9d0648PR68LlE057YXXnOcBY9u7J9MDrWH/wtDwP/wBDPp//AH8oA62iuSu72O88Z+HJ7XxUtvb3FvJImliMH7cpUkOCeQAOenb3rZ1nxJonh5EfWNVtLISfcE8oUt9B1P4UAalFUdK1nTNctPtWlX9tewZx5kEgcA+hx0PtWTeeP/CenpcNda/ZRfZ52t5VMnzLIvVcdSR3xQB0lFY13qdnqnhK81DTdZhhtpLWRo9RiIdYcKf3nodvXHtR4UZm8K6cW1cawTCM34Xb5/8AtY/T8KANmioLy9tdOs5bu9uIre2iG6SWVwqqPUk1438RvG3h7xJP4Ut9E1iC7mi163aRIiQQuSM8gZGSKAPa6KzNb8RaP4btVudZ1G3sonO1DM+Cx9AOp/Ck0rxJout6bJqOm6pa3NnHnzJUkGI8DJ3Z+7xzzigDUori9C+KfhPxBeyWltqkKTG7+zW8chw1xwMMo9CSQPpWvrnjPw54amjh1jWLWzmkGVjd8uR67Rkge9AG7RWc2vaSuiHWv7RtzpgTzDdLIDHtzjOR71ln4g+EVvreyPiHTxcXCq0aeaOQwBXJ6DIIwDjrQB0tFUdR1nTtIa1XULyK2N1MIIBIceZIeij3o1HWdO0lrVdQvIrdruYQQCQ48yQ9FHvQBeorkNY+JfhjQ/E0ehX2oxRXHlmSaRmwkPTCsf7xz09OT2zuy+IdHg0NNam1K2j0x0DrdPIFRgemCeuaANKisbQvFugeJvN/sXVra9aLl0jb5lHqVPOPetmgAorC13xp4b8NTJDrOsWtpM4ysTtl8eu0ZIHvXB/C/WLGbxH8QtU+3QnTv7QWVblpAIwnzndk8AUAes0Vz+jeOfC/iG+ay0nW7S6ugCfKR8MQOpAPX8K6CgAorA1vxv4Z8OXa2ur61aWtwwBETvlgD0JAyQPrV6fXtJttE/tqXULddM2B/tQcGPaSADke5AoA0aK54ePPCratFpY1+xN7Lt2RCUZJPQZ6AnjjrS/8Jx4X/t4aJ/bll/aRfy/I8znf/dz03dsZzQB0FFZeoeI9G0m9js9Q1O2tbiSJplSaQLlFBLNzxgYNU7Dxz4W1Syu7yz16xkt7QZuJDKFEY7E5xwex70AdBRWPoPirQvE8cr6LqlveiEgSCNuUz0yDzg+tZPh6+is5fE91eeLE1O2tryR5EZAo05VyTGSOuAP/AB33NAHXUVzEvxF8HQzW0UniPT1e5UNGDKOQehJ/hz74pPGUjKmjGPxONDDahGN2wP8Aa+v7oZ9f8igDqKKxNd8X+HvDLRJrWrW1m8oyiSN8zD12jnHv0qHVfG/h7SfCzeI5dSgl04j91JA4fzm5+RMdWyCMdsHOMGgDoaK5vQ/HfhzXrCS5s9UtmMFsLm6jV8mBcZO76c/lTpvHvhS3WxabX7CNb5d1uWlADrnGfYZBGTgcUAdFRXOap4+8KaLqP9n6jr1lb3fG6JpMlc/3sfd/HFWfEPirSPDPh99a1G7QWYUGMoQxmJGVVP7xPb8+nNAG1RWB4b8Z6F4qiX+y9QgnuBCss0Eb7miz2P0PFGoeOPC2lX5sb/xBp1vdA4aKS4UFD6Nz8v44oA36KrTahZ2+myajLcxLZRxGZp92UCAZLZHbHNY8vjvwrBJYxy69Yo18ge2DSgb1PAPsD2JxmgDoaK5fw87v4q8SKfEw1MLLFjTxGB9g4Py575x7fdrqKACiubn+IPhG21Y6XN4hsEvA+wxmUYVvQt0B9ia6SgAorM1vxDpHhy0W61jUbeyhZtqtK2Nx9AOpP0qi3iHSvEHhTUr3Rtft0hS3kDX0JD/ZTsJ3sp6FfvYOOlAHQ0Vy+j65p2keFdFbVPEsN8boLDFqEmEF05zjH8vwq1pnjbwxrWqPpum65ZXV4uf3UcgJbHXb2b8M0Ab1FZ+sa7pXh+y+2avf29lb52h5nC7j6AdSfYV5cPE2k+Jfjz4audF1GO8tl02dHMZOA2JDgg9+lAHsNFc1dfELwjZaqdMufENhHeK2xozLwrehboD7E10FzdW9nayXV1PHDbxrueWRwqqPUk8AUAS0VzukePfCuvaiNP0zXbO5uznbCr4Z8DJ25+9wCePSofDzu/irxIp8TDUwssWNPEYH2Dg/LnvnHt92gDqKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivKvGzsPjf4CUMQpWfIB4PymgD1WiivKvhm7N8TviSGYkC9hwCenMtAHqtFFFABRRRQAUUUUAFFFFAHO+O/EqeEfBmpawSPNii2wKf4pW4Qe/JyfYGvJ/Cfhr4m6R4Pm0y20fw7NaaorTXJv3kM0nmqAQ+GAzjjFes+KvB2n+MBp0epzXX2exuRci3iZQkzDoJAVJIxkcEdTXQ0AeR/B6a5s7PWPh34jhie70s7hC+HSS3k5I5+8uWz9HFZ934d0Tx78TF0jStH0+28P6A+/UZ7a2SP7TP2h3KOQMEH6N/s16Lqngaw1LxTH4kjvb+w1JLR7QyWjoodGBGWDKckbsg+oHXFcrafAvRbCNo7PxL4ptkdt7LDfogZvUgR9aAF8TgL8evAiqAALW7AA7funqh4F0rTPFPj3xpqPiK2gv9TtNQa1hgukEgggUkJtU8c4647e5z2lv4B06DWNA1Rr7UZ7rRIJIIGnlVvNDqVJkO3LHDHoRVbxL8MtH8Q6x/bMV3qOk6qV2Pd6bP5TyDp83Bzx34PA9KAOWisLHwv8f9NsPDsaW1vqenyPqVnAMRptDFH2jhSSoH4+9N+Fmi6Xe+JvHt3d6fbXFwNbniDzRhyE3sSBnoCevrXbeE/AGjeD5bi6tDc3eoXIxPfXsvmTOPTOBgfQc4Gc4FW/DnhKw8MXWr3FlNcyPqt495OJmUhXYkkLgDA575+tAHlvhKNbPwH8VtNgGy0tLnUUgiHRF8thgfgor0D4Vf8ku8Pf8AXqP5mp7LwFpdhYeJLOK4vDH4glmluyzrlDKCG2fLwPmOM5/Gtfw/olt4b0Gz0ezeV7e0j8uNpiC5Ge5AA/SgDz34uol94g8D6RfsRo17qTC7UthXYbNisfQ7mFV/izo+mad/whr2WnWlsy67bxhoYFQhefl4HTgce1ejeI/DWleK9IfTNXthPbsQ64JVkYdGUjkEVx6/BzS2vLKe48SeJ7tbK4S4hgur9ZI1ZTkcFPw45xQBzWtw6lq3x/ubdLTSb2S001GsbfVpHWLB2lmQKrZbJbt0B9ON/wAOeBtXsvHV/qup2nh630vUrPybnTbJ3dJZFYEPseNR6g/X3rovF3w/0bxjJbXN411aX9r/AKi9spfLmQdcZwcj8OOcYyaj8L/D3TvDGpyaoNR1XU9ReIw/adRujKyoSCVAwB1UevSgDkfgjo2lTeH9Tu5dNs5LqDWp1imaBS8YAQgK2MjHbFYfg6z1nWfGHjO9i0zw9qGoLqckE39ryyeZFGCQiqojYBMDGe+32ruj8JdHTXZtRs9V1qyguLj7VPYW13st5ZM5yVx0z2z9MVP4i+F2ja9rja3Be6npGpyLtluNMuPKMo6fNwecAdMdOaAOJvvCur+E/hX47ttQfTktro/arW0sZXdLcM3zL8yrgcDH0NWNc8N6LF+zjHLHplqkw0q3uvNWIb/NIRi27rkkn8DjpXZWvwy0W18L6roQutSlXVQPtd3Ncb55COh3EYGPpWreeErC98EDwnJNciwFpHaeYrL5uxAADnGM/KO34UAea+M55J/CXwsup3LM9/p7yOx6kxqSSfzrZ+L5H2/wMM8/8JDb8fjXU6t4F0bWvB1p4ZvRO9naRxJBMHAljMa7VcNjG7Htjk8ViL8ItJkutOvL/Wte1G90+5S4huLu8EjDYchMFcBSQCcYJ9aAMO+0XSZv2ire3m0yyeCbQ2meJ4EKvIZXy5BGC3v1qv8AE+2lk+IHgfRILTTjp371oLS8JitXlA+VW2qenygDHVsdCa7jxZ8PtN8V6jaam97qOm6naoY47zT5/Kk2HPyk4PHJ/M02++G+han4RtfDt+15cw2rNJDdyzZuVdmLF9+OpLHtj24oA5yLwX4lHj3RPEbWnhrSktN8V0NPmlzcxsMbSpjAJHb/AOsK9SrhdD+Fum6PrFtqlxrOuarcWhLWw1C8MiRHBGQABzgn29q7qgDyL4VaXp+tav4v1fWbaC71savLbyfaEDtDEMbQAfuj7w+igdqzPDcXh6ym+KSa3DHHocGoxtLCi7V2q7FVAX1YAYHXOK7zXPhjous6zLrEF5qukahMAJ59KuvIM2P73BBqHTvhRoVhomuaVLd6nfw60Va6kvJ1eTcpJDBgo5yc5OeQKAOA1sB/GPw+1Wz8LW2gWk2ooluUKLPNG2376IMKMHgFieT0r3mvOpvhBp9zBpqT+JPEUs2myK9pO92paEDoqjbgdBzjPA5xxXoMEQgt44QzuI0ChnbcxwMZJPU+9AHnWrDQbzxnq+l6V4Ttdc16ZI31Ge72rDbqUCoGdgxHygHain1rgNMZz+yzrUbMSIrkoozkKPPjOB+JNer6h8OdPvPFNzr9vqmr6dc3aLHdpY3IjS4CgAbuCQcADII/A5NUbP4R6NZ+GNU8Orqervp2oMCY2uFPk4cP8g24BJUZJBJFAHL/ABC8O6PZfAGOe1021gmtoLSWKSOMB1dnjDHd1yQxz9ab8T/D2kad8FrW7sdOtra5tPsskM0UYV1ZioJ3Dkk5JOep5r0rXPCGn6/4NbwvdTXKWLRRRGSJlEmIypXkqRn5Rnj1pPEXg/T/ABN4T/4Ry9muo7PbGu+FlEnyEEclSOwzxQBwfieytNY+OHguHULaK5hfTpZGjlXcpYK7AkdDggGodb8O6O37QuhQtptqYJ9MeWWHyhsd1Mm1mXoSMDr6D0r0K48Iafc+LNK8RvNci8023e3hQMvlsrAglhtyT8x6EU668J2F340svFMktyL6ztmto41ZfKKtuySMZz8x70AcOlla6P8AtGwRadBHbRXuhGSdIlCq7eYwzgcZ+RfyrE0b/kXvjP8A9fd//wCgyV6pN4TsJvG9v4saW5F/BZmyWMMvlFNzNkjGc5Y98e1UrbwBpVpZ+JrWO4vSniKSWS7LOuUMgYN5fy8feOM5oA4TTfDeit+zjNMdMtfObSJbppfKBcyhWYNu65yB/KszXJpLj4Y/C2SViz/2nZLknnABA/QV61B4SsLfwQfCaTXJsDZvZ+YWXzdjAgnOMZ59PwrPuPh1pFzoGgaM9zfC30SeO4tmV03uyZwHO3BHPOAKAOa8deE9Zg8ZJ410GwstaeO1+zXel3ahiyDnMeejY/H65IrI8U3vhvxJ+z/qOqaNpMFpHCRtgMKhrWUzJ5gXj5c57YyD+Fdv4h+HNlr2sy6tFret6VdzRrFO2nXflLKoGAGGD2q9YeA9A07wZL4VitWbTJlZZQ75eQt1Yt/ezjkdMDHSgDJbSdMsfhLe3Flp9pbzTaA/mSQwqjP+4J5IHPPNZHws8GeH774Y6RcahpVre3FwvnPNcRh3yrnaATyAAAMDjr6mtfRvhZp2kQXdv/bmu3kE9lJYxxXV2HS3icYPlrtwDgccY9q6fw7oVr4Z8P2ejWUk0ltaIURpiC5GSeSAB39KAPNdfTQdQHizTfD/AITtNSuohM+qandFUSGVgzEK5DOzLzgKAAR1FYt1BDefsrQXNzDHNcW9uBDLIgZox9pC/KTyOABx2r0Cf4XaVLrGqX0OqaxaQ6qxe9srW68uGZjnJOBu5yc4Pf04qzovw50nSPCN14Zkur/UNNuVKGO7mB8tSScJtAC8knI5zQBn3FtD4f8AhHdaroVhbWuojRQ4nt4FRyfKB3EgZJHLfhVP4c+CfCV78OdMnk0qx1CW+thLdXE8SySNK33xuPI2tkcdMetbPhb4cWPha786PWNZ1CNYDbQ29/dCSKGM4yFTAA6AfSsif4LaGZ5xp+r67pdlcMWmsbK82QNnqNpB4/OgDk/DEph+HHxO0e0nefRtON3Fp7s24BCj5UHuBgH/AIFnvXV/DXwZ4fufhzoVxe6Va3d1LHHctPPGHk3g5X5jyAoAAHTAx3NdVb+C9FsvB1x4WsYGtdOuIJIH8pvnO8YZtxzluepz27cVf0LRrfw9oVlpFo8r29pEIo2lILkD1IAGfwoA4H4d/wDJU/iT/wBfNr/6DLXY+N7m7s/AuvXNgWW6isJnjZeqkIeR7jr+FGjeE7DQ9f1vWbaW5e41iSOS4WVlKKUDAbAACPvHqTW6yq6lWUMrDBBGQRQB4T4T8IaprnwstrOw0TwjNaX1s2buaeX7R5hzlmIiOHVu2eMY6V614M07UNI8H6Zpuq3MNze2sXkySwuWVtpIGCQCcAAHI6g1ycnwW0NLmdtN1nX9LtJ3LyWVje7IST6DaTj8TXd6NpFnoOkW2l6fGyWtsmyNWYscdeSevJNAHGfEvwdqXiC50fWdENpNqmjO8kdleKGiuFbGQc8A/Lx0+owDWRp2vaXrXw58cR2+hJomsW1jcJqlkiBQJPJcBuAAQcHnrx34J7HxV4Hs/FN1aXjalqmm31orJFc6dc+U4VsEg8HI4FV9G+HOjaLoGsaVDNezNrEbpfXtxMHuJdysudxGMjc2OOp5zQB5RrFtDe/Cv4X2txGJIJtSgjkQ9GUlgR+RrrPifpWn6RrPgS906yt7SePW4YA0EYT92SMrwOnHT6+tdVL8N9Hm0Pw/pLXN8LfQrhLi2YOm52U5Ac7cEc9gK0vEnhOw8USaU97LcxnTbxL2HyGUbnXoGyDkfTB96AOE1Wytdd/aFtbDXY0ns7TSDPYW8wzG8pfk7TwTjcf+AD0p2pWFnY/tD+GhaWkFuJNMnZxDGE3HEgycda7TxV4I0fxeLZ78XEN3akm3vLSXypos9cN/iDWTofwu07RPE1tr7a5r+o3ttG8cf9o3azKFYEEfcB7nvQBwXilNB1HwP4kh8LeE7SWxsvMFzrNwVQmZTuYxnBeRsnr8o5xnFP8AF8xvfh78MdP1Gd00nUJLJNQkLEbl8tOGb05Y/hntXZN8IdG8rU7SLVtbg0zUXeSTT4bsLCrt1YDbn04JI4GcitOD4d6N/wAIV/wiuoS3mp2Axse7l3SR7QAuwgDaFA4A9+uTkA1rXwn4esbi0ubTRLC3ntM+RLDbqjJlSpwQM8gmuI+Hf/JU/iT/ANfNr/6DLWnoPwsstC1W0vV8Q+ILxLNs29rdXgeFOCPu7R0B9q3tG8J2Gh6/res20ty9xrEkclwsrKUUoGA2AAEfePUmgDeornovCFlD45n8WLdXhvJrUWzQmX9yFGOQuM9vXGcnGaz9P+HGmad4Y1nQYr/Unt9WkkkmkknBkQuADtOPbuDnvmgDsaK468+HGl3ug6DpEl/qSw6LKksDpOA8hXpvOP5Yx2xWhF4QsofHM/ixbq8N5Nai2aEy/uQoxyFxnt64zk4zQB0NFcdp/wAONM07wxrOgxX+pPb6tJJJNJJODIhcAHace3cHPfNF58ONLvdB0HSJL/Ulh0WVJYHScB5CvTecfyxjtigDsaK56LwhZQ+OZ/Fi3V4bya1Fs0Jl/chRjkLjPb1xnJxms/T/AIcaZp3hjWdBiv8AUnt9WkkkmkknBkQuADtOPbuDnvmgDsaK468+HGl3ug6DpEl/qSw6LKksDpOA8hXpvOP5Yx2xWhF4QsofHM/ixbq8N5Nai2aEy/uQoxyFxnt64zk4zQB0NFcdp/w40zTvDGs6DFf6k9vq0kkk0kk4MiFwAdpx7dwc980Xnw40u90HQdIkv9SWHRZUlgdJwHkK9N5x/LGO2KAOxornovCFlD45n8WLdXhvJrUWzQmX9yFGOQuM9vXGcnGaz9P+HGmad4Y1nQYr/Unt9WkkkmkknBkQuADtOPbuDnvmgDsaK468+HGl3ug6DpEl/qSw6LKksDpOA8hXpvOP5Yx2xWhF4QsofHM/ixbq8N5Nai2aEy/uQoxyFxnt64zk4zQB0NFcdp/w40zTvDGs6DFf6k9vq0kkk0kk4MiFwAdpx7dwc980XHw40u403w3Ytf6kI9AlWW3ZZwGkIx98456dsYGQMUAdjRXPReELKHxzP4sW6vDeTWotmhMv7kKMchcZ7euM5OM1n2fw40yy0PX9Kjv9SaHW5Xlnd5wXjLddhx/POe+aAOxorjrj4caXcab4bsWv9SEegSrLbss4DSEY++cc9O2MDIGK0IvCFlD45n8WLdXhvJrUWzQmX9yFGOQuM9vXGcnGaAOhorjrP4caZZaHr+lR3+pNDrcryzu84Lxluuw4/nnPfNFx8ONLuNN8N2LX+pCPQJVlt2WcBpCMffOOenbGBkDFAHY0Vz0XhCyh8cz+LFurw3k1qLZoTL+5CjHIXGe3rjOTjNZ9n8ONMstD1/So7/Umh1uV5Z3ecF4y3XYcfzznvmgDsaK464+HGl3Gm+G7Fr/UhHoEqy27LOA0hGPvnHPTtjAyBitCLwhZQ+OZ/Fi3V4bya1Fs0Jl/chRjkLjPb1xnJxmgDoaK46z+HGmWWh6/pUd/qTQ63K8s7vOC8ZbrsOP55z3zRcfDjS7jTfDdi1/qQj0CVZbdlnAaQjH3zjnp2xgZAxQB2NFc9F4QsofHM/ixbq8N5Nai2aEy/uQoxyFxnt64zk4zWfZ/DjTLLQ9f0qO/1JodbleWd3nBeMt12HH88575oA7GiuOuPhxpdxpvhuxa/wBSEegSrLbss4DSEY++cc9O2MDIGK0IvCFlD45n8WLdXhvJrUWzQmX9yFGOQuM9vXGcnGaAOhorjrP4caZZaHr+lR3+pNDrcryzu84Lxluuw4/nnPfNFx8ONLuNN8N2LX+pCPQJVlt2WcBpCMffOOenbGBkDFAHY0Vz0XhCyh8cz+LFurw3k1qLZoTL+5CjHIXGe3rjOTjNZ9n8ONMstD1/So7/AFJodbleWd3nBeMt12HH88575oA7GiuOuPhxpdxpvhuxa/1IR6BKstuyzgNIRj75xz07YwMgYrQi8IWUPjmfxYt1eG8mtRbNCZf3IUY5C4z29cZycZoA6GiuOs/hxplloev6VHf6k0OtyvLO7zgvGW67Dj+ec980XHw40u403w3Ytf6kI9AlWW3ZZwGkIx98456dsYGQMUAdjRXPf8IhZHx0PFn2q8+2C1+y+T5v7nb67cZ/XGecZrPs/hxplloev6VHf6k0OtyvLO7zgvGW67Dj+ec980AdjRXHXHw40u403w3Ytf6kI9AlWW3ZZwGkIx98456dsYGQMVof8IhZHx0PFn2q8+2C1+y+T5v7nb67cZ/XGecZoA6GiuLg+GmlW+ga/o63+pmDW5mmndpwXjJOcKcdPXOcjrmpr34eabfWHhy0kvtSVNAkR7dlnw0hUADecc9B0xjJxjNAHXUVz3/CIWR8dDxZ9qvPtgtfsvk+b+52+u3Gf1xnnGazIPhppVvoGv6Ot/qZg1uZpp3acF4yTnCnHT1znI65oA7SiuRvfh5pt9YeHLSS+1JU0CRHt2WfDSFQAN5xz0HTGMnGM1d/4RCyPjoeLPtV59sFr9l8nzf3O3124z+uM84zQB0NFcXB8NNKt9A1/R1v9TMGtzNNO7TgvGSc4U46euc5HXNTXvw802+sPDlpJfakqaBIj27LPhpCoAG8456DpjGTjGaAOuornv8AhELI+Oh4s+1Xn2wWv2XyfN/c7fXbjP64zzjNZkHw00q30DX9HW/1Mwa3M007tOC8ZJzhTjp65zkdc0AdpRXI3vw802+sPDlpJfakqaBIj27LPhpCoAG8456DpjGTjGau/wDCIWR8dDxZ9qvPtgtfsvk+b+52+u3Gf1xnnGaAOhori4PhppVvoGv6Ot/qZg1uZpp3acF4yTnCnHT1znI65qa9+Hmm31h4ctJL7UlTQJEe3ZZ8NIVAA3nHPQdMYycYzQB11Fc9/wAIhZHx0PFn2q8+2C1+y+T5v7nb67cZ/XGecZrMg+GmlW+ga/o63+pmDW5mmndpwXjJOcKcdPXOcjrmgDtKK5G9+Hmm31h4ctJL7UlTQJEe3ZZ8NIVAA3nHPQdMYycYzV3/AIRCyPjoeLPtV59sFr9l8nzf3O3124z+uM84zQB0NFcXB8NNKt9A1/R1v9TMGtzNNO7TgvGSc4U46euc5HXNTXvw802+sPDlpJfakqaBIj27LPhpCoAG8456DpjGTjGaAOuornv+EQsj46Hiz7VefbBa/ZfJ839zt9duM/rjPOM1mQfDTSrfQNf0db/UzBrczTTu04LxknOFOOnrnOR1zQB2lFcjqPw803UtF0HS5b7Ukh0WSOSB0nw8hQYG845/DGO2Ku/8IhZHx0PFn2q8+2C1+y+T5v7nb67cZ/XGecZoA6GiuLg+GmlW+ga/o63+pmDW5mmndpwXjJOcKcdPXOcjrmptR+Hmm6loug6XLfakkOiyRyQOk+HkKDA3nHP4Yx2xQB11Fc9/wiFkfHQ8Wfarz7YLX7L5Pm/udvrtxn9cZ5xmsy0+GmlWfhTWfDyX+ptbatM000rzgyIWxwpxjHHOQc85oA7SiuR1H4eabqWi6Dpct9qSQ6LJHJA6T4eQoMDecc/hjHbFXf8AhELI+Oh4s+1Xn2wWv2XyfN/c7fXbjP64zzjNAHQ0Vxdp8NNKs/Cms+Hkv9Ta21aZpppXnBkQtjhTjGOOcg55zU2o/DzTdS0XQdLlvtSSHRZI5IHSfDyFBgbzjn8MY7YoA66iue/4RCyPjoeLPtV59sFr9l8nzf3O3124z+uM84zWZafDTSrPwprPh5L/AFNrbVpmmmlecGRC2OFOMY45yDnnNAHaUVyOo/DzTdS0XQdLlvtSSHRZI5IHSfDyFBgbzjn8MY7Yq7/wiFkfHQ8Wfarz7YLX7L5Pm/udvrtxn9cZ5xmgDoaK4u0+GmlWfhTWfDyX+ptbatM000rzgyIWxwpxjHHOQc85qbUfh5pupaLoOly32pJDoskckDpPh5CgwN5xz+GMdsUAddRXPf8ACIWR8dDxZ9qvPtgtfsvk+b+52+u3Gf1xnnGazLT4aaVZ+FNZ8PJf6m1tq0zTTSvODIhbHCnGMcc5BzzmgDtKK5HUfh5pupaLoOly32pJDoskckDpPh5CgwN5xz+GMdsVd/4RCyPjoeLPtV59sFr9l8nzf3O3124z+uM84zQB0NFcXafDTSrPwprPh5L/AFNrbVpmmmlecGRC2OFOMY45yDnnNTaj8PNN1LRdB0uW+1JIdFkjkgdJ8PIUGBvOOfwxjtigDrqK57/hELI+Oh4s+1Xn2wWv2XyfN/c7fXbjP64zzjNZ+n/DjTNO8MazoMV/qT2+rSSSTSSTgyIXAB2nHt3Bz3zQB2NFcdefDjS73QdB0iS/1JYdFlSWB0nAeQr03nH8sY7YrQ/4RCyPjoeLPtV59sFr9l8nzf3O3124z+uM84zQB0NFcdp/w40zTvDGs6DFf6k9vq0kkk0kk4MiFwAdpx7dwc980Xnw40u90HQdIkv9SWHRZUlgdJwHkK9N5x/LGO2KAOxornv+EQsj46Hiz7VefbBa/ZfJ839zt9duM/rjPOM1n6f8ONM07wxrOgxX+pPb6tJJJNJJODIhcAHace3cHPfNAHY15T43/wCS4+Af92f/ANBNei6Fo8Hh/QrLSbaWaWG0iESPO25yB6mqGq+D9P1fxVpHiK4mulvNKDiBI2URtuGDuBUk/gRQB0FeU/DH/kp/xK/6/Yf5y16tXP6F4P0/w/r2uaxaTXT3GsyrLcLKylFK7sbAFBA+c9Se1AHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ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0ZDK+QNu3rnLL+YoT4h+G38Ft4sF6f7KU7SxjO8Pnbs29c5/x6c0AdTRXKT/Efwzb+DYvFb3zf2XM3lowjO9nyRs29c8H8s9KdqHxD8N6Z4RtfE898Tpl2QsDpGS0jHPyheuRtbOemDQB1NFctq3xD8NaN4YsvEN1fE6felRbtHGzNISCfu9RgA5zjGPWm638RvDHh/RdN1e+vz9k1IBrVo42YyLgEnGMgAEZz60AdXRXL+I/iF4a8LWWnXmp3xWHURutjFGz70wDv4HTDL+dHiX4heG/Ca6e2q3xRb/5oDHGXynHznHReR/SgDqKK5fxD8QvDXhfUrCw1W/8qe+AaLahYBScBmI6Anv7Gna94/8ADnhrXrHRtUvTFe3uDGojLBQTtUsR0BII/D0oA6aiuZ1jx/4c0LxLZeH9QvTHqF5t8tRGSq7jhdzDgZP/ANfAovPH/hyw8YQeFri9K6rPtCp5ZKhmGVUt0BPGPqPWgDpqK5mbx/4cg8Zp4TkvSNWfAEflnaGK7gpbpkjn8fWgeP8Aw4fGn/CJ/bT/AGtj7nlnbu27tu7pnHP6deKAOmormbLx/wCHNQ8YXHha2vS2qwbgyeWQpZfvKG6Ejv8AQ+lGmeP/AA5q/iu88NWd6X1K13B0MZCkqcMFboSD1/rQB01Fczo3j/w5r/iS90DT70yX9nu8xTGQrbThtpPBweP5ZFJ4c+IHhzxXqV9p+kXxmuLLmQMhUMoOCyk9Rnv7igDp6K5fw18QfDfi2e/i0i/81rL5pd6FBt5+cZ6rxTfD3xF8MeJ7fUrjTdQLRacpe5aSNk2pgneMjlflP5UAdVRXL6B8Q/DXiTR9Q1Wwvj9k04FrppY2QxqAW3EEZxgH8qTRfiH4a17w9f65Z3xFjYbjctJGytGAM5x1OR0x16daAOporltK+IfhrWPC954itb4jTrIsLhpIyrRkAHG3qcgjGOuabZ/Efwze+D7nxTFfMNLtmMczNGwdHyAF29cncuPqKAOrorlk+Ifht/BbeLBen+ylO0sYzvD527NvXOf8enNEnxD8Nx+DE8WNfH+ynO1XEZ3l87du3rnIP8+nNAHU0Vyl58R/DNj4PtfFMt8x0y6YJCyxsXd+QV29cja2foadq3xD8NaN4YsvEN1fE6felRbtHGzNISCfu9RgA5zjGPWgDqaK5bW/iH4a0Dw/Ya3e3xNlf7TbNFGzNICM5x1GB1z0+tJr/wARvDHhrTtMv9QvyLfU1D2rRRs+9MA78AcDDL+dAHVUVy/iX4heG/Ca6e2q3xRb/wCaAxxl8px85x0Xkf0pfEvxB8N+Eriwg1e/8p735otiFwF6byR0Xnr/AIUAdPRXMa78QPDnhvXbHRtTvjFeXoUxqIywUMdqliOACQR+HpS6x4/8OaF4lsvD+oXpj1C82+WojJVdxwu5hwMn/wCvgUAdNRXM6l4/8OaT4stPDV5elNTutoRBGSoLHChm6Ak9Pw9aJvH/AIcg8Zp4TkvSNWfAEflnaGK7gpbpkjn8fWgDpqK5keP/AA4fGn/CJ/bT/a2PueWdu7bu27umcc/p14og8f8Ahy58ZyeE4r0nVkyDH5Z2lgNxUN0yBk/ge9AHTUVzOmeP/Dmr+K7zw1Z3pfUrXcHQxkKSpwwVuhIPX+tGjeP/AA5r/iS90DT70yX9nu8xTGQrbThtpPBweP5ZFAHTUVzGg/EDw54l1y/0fTL4y3lkCZFKFQwU7WKk8EAkD8aTw18QfDfi2e/i0i/81rL5pd6FBt5+cZ6rxQB1FFcv4b+IXhrxZHqEmlXxdbD5pzJGyYTn5xnqvB/Lmm6B8RvDHiTTNT1DT78m20xS900sbIUTBO7BGSCFb8qAOqorltF+IfhrXvD1/rlnfEWNhuNy0kbK0YAznHU5HTHXp1o0r4h+GtY8L3niK1viNOsiwuGkjKtGQAcbepyCMY65oA6miuUs/iP4ZvfB9z4pivmGl2zGOZmjYOj5AC7euTuXH1FOT4h+G38Ft4sF6f7KU7SxjO8Pnbs29c5/x6c0AdTRXLSfEPw3H4MTxY18f7Kc7VcRneXzt27eucg/z6c028+I/hmx8H2vimW+Y6ZdMEhZY2Lu/IK7euRtbP0NAHV0Vy2rfEPw1o3hiy8Q3V8Tp96VFu0cbM0hIJ+71GADnOMY9aNb+IfhrQPD9hrd7fE2V/tNs0UbM0gIznHUYHXPT60AdTRXL6/8Q/DXhrSNO1TUL4/ZdRAa1aKNnMikA7gAOmCPzFN8Q/EXwx4Xh02bU9Q2x6ioe3aONn3JgHecDheR+dAHVUVzHiX4g+G/CVxYQavf+U9780WxC4C9N5I6Lz1/wo8R/EDw54U1Sx07V74w3F7gxgRlgqk4DMR0GePwNAHT0VzOseP/AA5oXiWy8P6hemPULzb5aiMlV3HC7mHAyf8A6+BRqXj/AMOaT4stPDV5elNTutoRBGSoLHChm6Ak9Pw9aAOmormbzx/4csPGEHha4vSuqz7QqeWSoZhlVLdATxj6j1oHj/w4fGn/AAif20/2tj7nlnbu27tu7pnHP6deKAOmormYPH/hy58ZyeE4r0nVkyDH5Z2lgNxUN0yBk/ge9Fl4/wDDmoeMLjwtbXpbVYNwZPLIUsv3lDdCR3+h9KAOmormdG8f+HNf8SXugafemS/s93mKYyFbacNtJ4ODx/LIo0Dx/wCHPE2uX2j6Xema8ssmRTGVDAHaSpPUAkD8aAOmorl/D3xC8NeKNQ1Cy0q/82axBaXchUFAcFlJ6rnvR4b+IXhrxZHqEmlXxdbD5pzJGyYTn5xnqvB/LmgDqKK5fw78QvDXimw1G90y+LQacN1y0sbJsTBO7BHTCt+VM0T4jeGNf0PUdYsr8/Y9OBN00kbKY1wSDjGSCAcY9PWgDq6K5bSviH4a1jwveeIrW+I06yLC4aSMq0ZABxt6nIIxjrmiw+IfhrUvCN14ogviNMtSVnd4yGRhj5SvXJ3LjHXIoA6miuUh+I/hmbwbL4rW+b+y4m8t2MZ3h8gbNvXPI/PPSnSfEPw3H4MTxY18f7Kc7VcRneXzt27eucg/z6c0AdTRXLXXxD8N2ng2DxVJfE6VOQsTrGSzvkjaF65BVvyNN1L4j+GdL8K2XiS4vmOnXpC27JGzM55yNvUYwc56YoA6uiuU1v4jeGPD+i6bq99fn7JqQDWrRxsxkXAJOMZAAIzn1p/iP4heGvC1lp15qd8Vh1EbrYxRs+9MA7+B0wy/nQB1FFct4i+InhnwtLp8eq6h5ZvwHhKIXGzj5yR0Xnr/AIU7xH8QPDnhTVLHTtXvjDcXuDGBGWCqTgMxHQZ4/A0AdPRXM694/wDDnhrXrHRtUvTFe3uDGojLBQTtUsR0BII/D0o1jx/4c0LxLZeH9QvTHqF5t8tRGSq7jhdzDgZP/wBfAoA6aiuZvPH/AIcsPGEHha4vSuqz7QqeWSoZhlVLdATxj6j1om8f+HIPGaeE5L0jVnwBH5Z2hiu4KW6ZI5/H1oA6aiuZHj/w4fGn/CJ/bT/a2PueWdu7bu27umcc/p14osvH/hzUPGFx4Wtr0tqsG4MnlkKWX7yhuhI7/Q+lAHTUVzOmeP8Aw5q/iu88NWd6X1K13B0MZCkqcMFboSD1/rRo3j/w5r/iS90DT70yX9nu8xTGQrbThtpPBweP5ZFAHTUVzHhz4geHPFepX2n6RfGa4suZAyFQyg4LKT1Ge/uKTw18QfDfi2e/i0i/81rL5pd6FBt5+cZ6rxQB1FFcr4e+IvhjxPb6lcabqBaLTlL3LSRsm1ME7xkcr8p/KnaB8Q/DXiTR9Q1Wwvj9k04FrppY2QxqAW3EEZxgH8qAOoorltF+IfhrXvD1/rlnfEWNhuNy0kbK0YAznHU5HTHXp1punfEfwzqnhS88SQXzDTrJitwzxsGRuMDb1OcjGOuaAOrorlrb4h+G7rwbN4rjviNKgJWR2jIZXyBt29c5ZfzFCfEPw2/gtvFgvT/ZSnaWMZ3h87dm3rnP+PTmgDqaK5Sf4j+GbfwbF4re+b+y5m8tGEZ3s+SNm3rng/lnpW7o+r2Ov6Rbarps3nWdym+N8EZHQ5B6EEEfhQBer55/Z4/5GzxP/wBc1/8AQ2r6Gr55/Z4/5GzxP/1zX/0NqAPVPHHw8svHl7pJ1O7njsbDzWe3hO0zM+zbk9gNp7Z56ivFdW8Mw+BvjzoGn+FZpwJZLeRoy+4xh3KuhPUrsGTnsa+gvFfiax8IeHLrWdQb93CuEjBw0rn7qD3J/Lk9q8G+GvivwyvinUvG3jLXIU1q5dlt4PJkbyVIwWyFI6fKBngA+tAH0nRTUdZEV1OVYAg+op1ABRRRQAVWv9Ps9VspLPULWG6tpBh4pkDK34GrNFAHn7/BL4fvcecdCI5zsF1MF/LdXZ6Vo+naHYJY6XZQWdsnIjhQKM+p9T7nmrtFAHPzeCPDtx4rj8Ty6fu1mPG2586QYwu0fLu29OOlReP7/WtM8D6peeH7fz9SjjHloI95ALAMwX+IhcnHt36V0tFAHyDpdn8Pf+EYlv8AUvEWsWniXa7G1trfYgkycAAJjHT+Jfwr2L4WaPe+LfhdJYeN7Wa9tHuSbQXhYSGIAYYNncADuwc5x7Yr1ZrO2ebzmtoWlH8ZQFvzqagDgx8GfAQ002Q0FNhcOZPOk8zIz/Huzjnp09qu3Hwv8GXWiWujzaIhsLWRpYolnlXDsACxIYFicDqTXX0UAYut+E9E8R6NDpGrWX2iwhZWji810wVBA5Ug9Ce9UdU+HfhXWtJ07S9Q0vzrLTU2WkX2iVfLXAGMhgTwB1JrqKKAGxxrFGkaDCIAqj0Arn/E/gbw54x8k65pwuXhBETiR0ZQeoypH610VFAHPeGPA/hzwcso0PTUtnmAEkpdndgO25iTj2HFZmtfCbwTr2oPf3uiJ9pkbdI8Mrxbz3JCkDPvjNdpRQBnaJoGleHNPWw0exhs7YHOyMdT6knkn3OTWBr/AMLvB3iW/a+1LRo2u3OXlhkeIufVtpAJ9zzXYUUAcvH8OvCkXhibw3HpKrpM0omkgE0g3uMYYtu3Z+Ud+1TT+BfDVz4Vh8MzaWj6RCcxQNI5MZyTkOTuByx5z3x0roqKAODPwZ8BHThZf2CgQOJPME0nmE9Pv7s456Zx7VevPhh4NvtHstJuNFQ2NkztBEk8qbS2NxJVgWJwOpNddRQBzviPwL4b8WR2Uet6d9qSyDLbjz5E2BtufusM/dXrnpWlreh6d4j0ifStVtluLOYDfGSR0OQQRyCCOorQooA5x/AnhuTwkvhdtMT+yF5WDe2Q2d27dndnPfNNu/APhm+8K2/hqfS0Ok2zBoYQ7Aowz8wYHdn5myc85OetdLRQBzuqeBPDeseHbXQLzTEbTbTb9niV2Ux4GBhgc9Cc8855o1jwJ4b17Q7PRtQ0xHsLLb9mjR2TywBgAFSDjHHXmuiooA5vXPAXhnxFYafY6npcctvp4C2qK7J5S4A2jaRxhRx7CneIPA3hvxStiur6XHcLY/6gBmTaOPl+UjK8Dg8cV0VFAHPeIPA3hvxTcWU+saZHcyWX+pO5lAH90hSMrx0PH5ml1nwR4c8Qa1ZavqmmpcX1ljyZCzDgHcAQDhgDzg5roKKAOf1TwR4d1rxDZ67qGmpNqNnt8mUsw+6crkA4bB5GQaL/AMEeHdT8TWviK801JdUtdvlTFmGCpypKg4JHYkfyFdBRQBz914I8O3viqDxNcaaj6tABsnLN1HCkrnBI7Ej09BR/whHh0eLf+Ep/s1P7Yxjz9zddu3dtztzjjOM10FFAHPw+CPDtv4sk8URaai6xICDPubqRtJC52gkcZxnr6mi08EeHbHxTceJbbTUTVpwd8+5jyfvELnAJ7kD19TXQUUAc/pXgjw7oniC91zTtNSDUbzPnShmP3jlsAnC5PJwBRovgjw74e1m91bStNS3vb3PnSBmPBO4gAnCgnnAx0HpXQUUAc7ofgbw34bvr680nS47ee+yJzuZgQTkqASQq57DA/IUeH/Avhvwul8mkaZHAt9/x8Asz7xz8vzE4Xk8dOa6KigDndB8C+G/DNlfWelaZHDBf8XKszP5gwRtO4njBPHuabo/gHwzoWj32k6fpccdlf5FzGzs/mAjGCWJOACcc8V0lFAHO6Z4E8N6R4cuvD9npiLpt3uM8TOzGQkYJLE56AY54xxSWPgTw3p3ha48N2+mIulXBJmhZ2YyE4ySxOc8DBzxgY6V0dFAHNReAfDMPhOTwumlp/ZEh3PCXYlmyDu3Z3ZyBznt6U5/AnhuTwkvhdtMT+yF5WDe2Q2d27dndnPfNdHRQBzlz4E8N3fhOHwxLpiHSIcGKAOwKEEncGzuzknnPOTnrTdQ8A+GdU8NWnh660tG0y0IMESuymMjPIYHOTk555zzXS0UAc7rHgTw3r2h2ejahpiPYWW37NGjsnlgDAAKkHGOOvNGueBfDfiLS7HTdT0yOW0scC2jV2TygABtBUg4wAMew9K6KigDnNd8B+GfEsVhFqulRzR6eMWyhmQIvHy/KRleBweOKd4g8DeG/FNxZT6xpkdzJZf6k7mUAf3SFIyvHQ8fma6GigDnte8EeHPE2pWWoavpqXNzZ/wCpcsw4znBAIDDPODnv6mlv/BHh3U/E1r4ivNNSXVLXb5UxZhgqcqSoOCR2JH8hXQUUAc/deCPDt74qg8TXGmo+rQAbJyzdRwpK5wSOxI9PQUS+CPDs3i1PFEmmo2sIABPubqBtBK52kgcZxn8hXQUUAc/D4I8O2/iyTxRFpqLrEgIM+5upG0kLnaCRxnGevqaLTwR4dsfFNx4lttNRNWnB3z7mPJ+8QucAnuQPX1NdBRQBz+n+CPDuleJbvxDZaakWqXe7zZgzHJY5YhScAk9SB/M0aL4I8O+HtZvdW0rTUt729z50gZjwTuIAJwoJ5wMdB6V0FFAHPaD4H8OeGNQvb7R9Mjtri8P75wzNxnOACSFGecDH6Cjw/wCBvDfhaa9l0fTI7Z73/XfMzAjn5QGJwvJ4HFdDRQBzmheA/DPhuDUIdK0qOGPUBtuVZmcOuCNvzE4Xk8D1pdE8C+G/DulX2mabpkcVnfZFzG7s/mggjBLEnGCRj3NdFRQBzukeBPDehaFeaLYaYiWF7u+0RO7P5mRggliT06c8Uyw8A+GdM8M3Xh220tF0u7JaeFnZjITjksTnIwMc8Y4rpaKAOct/Anhu18Jy+GItMQaRNkyQF2Jckg7i2d2cgc54wPShfAnhtPCTeFxpif2Q3Jg3tktndu3Z3Zz3zXR0UAc1N4B8Mz+E4/DEmlodJiO5IQ7Aq2Sd27O7OSec9zTr/wACeG9S8L2/hu50xG0q2KmGFXZTGRnBDA5zycnPOTnrXR0UAc7qngTw3rHh210C80xG0202/Z4ldlMeBgYYHPQnPPOeabrPgHwzr2kWGlahpcclnYYFrGrsnlgADAKkHGAM+uK6SigDndf8C+G/E1pY2uraZHNDYcWyqzJ5YwBtG0jjAHHsKPEHgbw34pWxXV9LjuFsf9QAzJtHHy/KRleBweOK6KigDntc8DeG/EmoWN9qulx3FxY4EDbmUAA5CkAgMM84OR+ZpdZ8EeHfEGtWWr6ppqXF9ZY8mQsw4B3AEA4YA84Oa6CigDn9U8EeHda8Q2eu6hpqTajZ7fJlLMPunK5AOGweRkGi68EeHb3xVB4muNNR9WgA2Tlm6jhSVzgkdiR6egroKKAOfl8EeHZvFqeKJNNRtYQACfc3UDaCVztJA4zjP5Cj/hCPDo8W/wDCU/2an9sYx5+5uu3bu2525xxnGa6CigDn7TwR4dsfFNx4lttNRNWnB3z7mPJ+8QucAnuQPX1NGn+CPDuleJbvxDZaakWqXe7zZgzHJY5YhScAk9SB/M10FFAHP6V4I8O6J4gvdc07TUg1G8z50oZj945bAJwuTycAUmg+B/DnhjUL2+0fTI7a4vD++cMzcZzgAkhRnnAx+groaKAOe8P+BvDfhaa9l0fTI7Z73/XfMzAjn5QGJwvJ4HFN0LwH4Z8NwahDpWlRwx6gNtyrMzh1wRt+YnC8ngetdHRQBzuieBfDfh3Sr7TNN0yOKzvsi5jd2fzQQRgliTjBIx7mjSPAnhvQtCvNFsNMRLC93faIndn8zIwQSxJ6dOeK6KigDndM8CeG9I8OXXh+z0xF0273GeJnZjISMElic9AMc8Y4plr4B8M2XhS48Mw6Wg0m4YtNCXYl24O4sTuz8q4OeMD0rpaKAOcXwJ4bTwk3hcaYn9kNyYN7ZLZ3bt2d2c980P4E8NyeEl8Ltpif2QvKwb2yGzu3bs7s575ro6KAOau/APhm+8K2/hqfS0Ok2zBoYQ7Aowz8wYHdn5myc85OetP1TwJ4b1jw7a6BeaYjababfs8SuymPAwMMDnoTnnnPNdFRQBzuseBPDevaHZ6NqGmI9hZbfs0aOyeWAMAAqQcY46803XPAXhnxFYafY6npcctvp4C2qK7J5S4A2jaRxhRx7CukooA53xB4G8N+KVsV1fS47hbH/UAMybRx8vykZXgcHjil8QeBvDfim4sp9Y0yO5ksv9SdzKAP7pCkZXjoePzNdDRQBz+s+CPDniDWrLV9U01Li+sseTIWYcA7gCAcMAecHNGqeCPDuteIbPXdQ01JtRs9vkylmH3TlcgHDYPIyDXQUUAc/f8Agjw7qfia18RXmmpLqlrt8qYswwVOVJUHBI7Ej+Qol8EeHZvFqeKJNNRtYQACfc3UDaCVztJA4zjP5CugooA5/wD4Qjw6PFv/AAlP9mp/bGMefubrt27tuduccZxmiHwR4dt/FkniiLTUXWJAQZ9zdSNpIXO0EjjOM9fU10FFAHP6f4I8O6V4lu/ENlpqRapd7vNmDMcljliFJwCT1IH8zRpXgjw7oniC91zTtNSDUbzPnShmP3jlsAnC5PJwBXQUUAc9ovgfw54e1i+1bS9Mjt729z50gZjkE7iACcKCecDHb0o8P+BvDfhaa9l0fTI7Z73/AF3zMwI5+UBicLyeBxXQ0UAc74f8C+G/C6XyaRpkcC33/HwCzPvHPy/MTheTx05puieAvDPh3T9QsNM0uOK21AFbpGdn81SCNpLEnGGPHua6SigDndI8CeG9C0K80Ww0xEsL3d9oid2fzMjBBLEnp054o0zwJ4b0jw5deH7PTEXTbvcZ4mdmMhIwSWJz0AxzxjiuiooA5q18A+GbLwpceGYdLQaTcMWmhLsS7cHcWJ3Z+VcHPGB6U5fAnhtPCTeFxpif2Q3Jg3tktndu3Z3Zz3zXR0UAc4/gTw3J4SXwu2mJ/ZC8rBvbIbO7duzuznvmm3fgHwzfeFbfw1PpaHSbZg0MIdgUYZ+YMDuz8zZOecnPWulooA53VPAnhvWPDtroF5piNptpt+zxK7KY8DAwwOehOeec80ax4E8N69odno2oaYj2Flt+zRo7J5YAwACpBxjjrzXRUUAc7rngXw34i0ux03U9MjltLHAto1dk8oAAbQVIOMADHsPSk13wH4Z8SxWEWq6VHNHp4xbKGZAi8fL8pGV4HB44ro6KAOe8QeBvDfim4sp9Y0yO5ksv9SdzKAP7pCkZXjoePzNGveCPDnibUrLUNX01Lm5s/wDUuWYcZzggEBhnnBz39TXQ0UAc/qngjw7rXiGz13UNNSbUbPb5MpZh905XIBw2DyMg0X/gjw7qfia18RXmmpLqlrt8qYswwVOVJUHBI7Ej+QroKKAOfuvBHh298VQeJrjTUfVoANk5Zuo4Ulc4JHYkenoKP+EI8Ojxb/wlP9mp/bGMefubrt27tuduccZxmugooA5+HwR4dt/FkniiLTUXWJAQZ9zdSNpIXO0EjjOM9fU0Wngjw7Y+KbjxLbaaiatODvn3MeT94hc4BPcgevqa6CigDn9K8EeHdE8QXuuadpqQajeZ86UMx+8ctgE4XJ5OAKNF8EeHfD2s3uraVpqW97e586QMx4J3EAE4UE84GOg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ed abbigliamento caratterizzati dall\u2019applicazione di soluzioni innovative e tecnologiche in grado di garantire traspirabilit\u00e0 ed impermeabilit\u00e0.", "metadata": {"detection_class_prob": 0.9358983039855957, "coordinates": {"points": [[157.33332708333336, 346.3625118055555], [157.33332708333336, 438.36356388888885], [1504.4482421875, 438.36356388888885], [1504.4482421875, 346.3625118055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "parent_id": "9c9a1f50833f9643b276e4d1c27babce", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e71d548657a9d7420e7541c9dc78e3ae", "text": "Il successo straordinario ottenuto sin dalle fasi iniziali \u00e8 dovuto alle caratteristiche tecnologiche delle calzature e dell\u2019abbigliamento \u201cGeox\u201d che, grazie ad una tecnologia protetta da 63 brevetti e da 3 recenti domande di brevetto, hanno delle caratteristiche tecniche tali da migliorare il comfort del piede e del corpo in modo immediatamente percepibile per il consumatore.", "metadata": {"detection_class_prob": 0.9410251379013062, "coordinates": {"points": [[157.33332708333336, 475.0291972222221], [157.33332708333336, 599.3635930555554], [1508.573486328125, 599.3635930555554], [1508.573486328125, 475.0291972222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 6, "parent_id": "9c9a1f50833f9643b276e4d1c27babce", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "fd3f7a5e0ca202c76ee5bfba850f0164", "text": "L\u2019innovazione di Geox, frutto di costanti investimenti 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all\u2019identificazione di soluzioni innovative per il miglioramento del prodotto e del processo produttivo, attraverso lo studio dell\u2019elemento attivo traspirante della suola e del capospalla, lo sviluppo e la sperimentazione di nuovi prodotti relativi a calzature e abbigliamento e la certificazione dei materiali impiegati.", "metadata": {"detection_class_prob": 0.938393235206604, "coordinates": {"points": [[157.33332708333336, 346.2054138183594], [157.33332708333336, 470.6969055555555], [1505.3270263671875, 470.6969055555555], [1505.3270263671875, 346.2054138183594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 7, "parent_id": "b42acf6be16caff1dfd95e07df98e3bc", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": 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La tomaia \u00e8 stata realizzata con un elemento rigido esterno sul tallone per aumentarne la stabilit\u00e0. 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capacit\u00e0 di far fronte, nei tempi richiesti, alle produzioni che le vengono assegnate.", "metadata": {"detection_class_prob": 0.9417950510978699, "coordinates": {"points": [[157.33332708333336, 642.6958555555555], [157.33332708333336, 734.6969076388888], [1503.7620346793617, 734.6969076388888], [1503.7620346793617, 642.6958555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 9, "parent_id": "43d47cc702a860bb868f4fea7452910c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c58212d74ac9eb494ebcce3870ac1b21", "text": "Gli acquisti di prodotto finito vengono consolidati presso i centri di distribuzione del Gruppo in Italia per l\u2019Europa, a Mosca per la Russia, in New Jersey per gli Stati Uniti, in Ontario per il Canada, a 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Nella tabella seguente si riepilogano i principali dati azionari e borsistici degli ultimi 3 anni:", "metadata": {"detection_class_prob": 0.9266703724861145, "coordinates": {"points": [[157.33332708333336, 816.0292138888886], [157.33332708333336, 876.0302326388887], [1503.7339347184204, 876.0302326388887], [1503.7339347184204, 816.0292138888886]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "parent_id": "f6fc8399ff725f422e89be71e802ea41", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "66fba592edd8e1e327bef8b13f0ecb4f", "text": "Dati azionari e borsistici 2022 2021 2020 Risultato per azione [euro] (0,05) (0,24) (0,50) Patrimonio netto per azione [euro] 0,42 0,48 0,65 Dividendo per azione [euro] - - - Pay out ratio [%] - - - Dividend yield (al 31.12) - - - Prezzo fine periodo [euro] 0,80 1,07 0,79 Prezzo massimo telematico [euro] 1,12 1,34 1,19 Prezzo minimo telematico [euro] 0,69 0,76 0,47 Prezzo per azione / Utile per azione (15,74) (4,39) (1,57) Prezzo per azione / Patrimonio netto per azione 1,92 2,23 1,22 Capitalizzazione borsistica [migliaia di euro] 208.143 277.352 204.774 N. azioni che compongono il capitale sociale 259.207.331 259.207.331 259.207.331 N. azioni proprie detenute dal Gruppo 3.996.250 3.996.250 3.996.250", "metadata": {"detection_class_prob": 0.9388381242752075, "coordinates": {"points": [[151.7263946533203, 944.884765625], [151.7263946533203, 1510.646240234375], [1508.6298828125, 1510.646240234375], [1508.6298828125, 944.884765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Risultato per azione [euro]</td><td>(0,05)</td><td>(0,24)</td><td>(0,50)</td></tr><tr><td>Patrimonio netto per azione [euro]</td><td>0,42</td><td>0,48</td><td>0,65</td></tr><tr><td>Dividendo per azione [euro]</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Pay out ratio [%]</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Dividend yield (al 31.12)</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Prezzo fine periodo [euro]</td><td>0,80</td><td>1,07</td><td>0,79</td></tr><tr><td>Prezzo massimo telematico [euro]</td><td>1,12</td><td>1,34</td><td>1,19</td></tr><tr><td>Prezzo minimo telematico [euro]</td><td>0,69</td><td>0,76</td><td>0,47</td></tr><tr><td>Prezzo per azione / Utile per azione</td><td>(15,74)</td><td>(4,39)</td><td>(1,57)</td></tr><tr><td>Prezzo per azione / Patrimonio netto per azione</td><td>1,92</td><td>2,23</td><td>1,22</td></tr><tr><td>Capitalizzazione borsistica [migliaia di euro]</td><td>208.143</td><td>277.352</td><td>204.774</td></tr><tr><td>N. azioni che compongono il capitale sociale</td><td>259.207.331</td><td>259.207.331</td><td>259.207.331</td></tr><tr><td>N. azioni proprie detenute dal Gruppo</td><td>3.996.250</td><td>3.996.250</td><td>3.996.250</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 10, "image_base64": 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "872bd5c2c323c334cab652f0f22faf6d", "text": "Informazioni societarie e controllo della Societ\u00e0", "metadata": {"detection_class_prob": 0.8291434645652771, "coordinates": {"points": [[154.98414611816406, 235.02918888888883], [154.98414611816406, 262.69689722222216], [787.7239046630783, 262.69689722222216], [787.7239046630783, 235.02918888888883]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "0d6b3995b2d11926bdf5e988b8e7b3bc", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c25e15f2406d6d5944202779acf91517", "text": "Geox S.p.A. \u00e8 una societ\u00e0 per azioni costituita e domiciliata in Italia con sede legale in Via Feltrina Centro 16, Biadene di Montebelluna (TV), Italia. Si specifica che la Societ\u00e0 non ha sedi secondarie.", "metadata": {"detection_class_prob": 0.91892409324646, "coordinates": {"points": [[157.33332708333336, 307.6958493055555], [157.33332708333336, 367.3635597222222], [1503.5523652164775, 367.3635597222222], [1503.5523652164775, 307.6958493055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "872bd5c2c323c334cab652f0f22faf6d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7494515c6b832dd96bafa179b9ed537b", "text": "Geox S.p.A. \u00e8 controllata, con una quota pari al 71,10% da Lir S.r.l.. Lir S.r.l., con sede legale in Treviso, Italia, \u00e8 una holding di partecipazioni interamente posseduta da Mario Moretti Polegato ed Enrico Moretti Polegato (rispettivamente titolari dell\u201985% e del 15% del capitale sociale).", "metadata": {"detection_class_prob": 0.9344186186790466, "coordinates": {"points": [[157.33332708333336, 404.36253472222205], [157.33332708333336, 496.36355555555554], [1508.6724853515625, 496.36355555555554], [1508.6724853515625, 404.36253472222205]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "872bd5c2c323c334cab652f0f22faf6d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7e8c4b617c55a0cba8f45836db323acf", "text": "Geox S.p.A. non \u00e8 soggetta ad attivit\u00e0 di direzione e coordinamento esercitata da altro soggetto o entit\u00e0 per le motivazioni illustrate nella Relazione degli Amministratori alla quale si rimanda.", "metadata": {"detection_class_prob": 0.9257872700691223, "coordinates": {"points": [[157.33332708333336, 533.0291597222223], [157.33332708333336, 593.030240972222], [1503.7015116780522, 593.030240972222], [1503.7015116780522, 533.0291597222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "872bd5c2c323c334cab652f0f22faf6d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f2a69a875dfb477ccccdf88f604c692c", "text": "La composizione azionaria di Geox S.p.A. in base al numero di azioni possedute \u00e8 la seguente:", "metadata": {"detection_class_prob": 0.8535781502723694, "coordinates": {"points": [[156.20538330078125, 629.6958763888887], [156.20538330078125, 657.3635847222221], [1196.922119140625, 657.3635847222221], [1196.922119140625, 629.6958763888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "parent_id": "872bd5c2c323c334cab652f0f22faf6d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "749737f3003b3e869184a31d72ce7582", "text": "Composizione azionaria (*) Numero Azionisti Numero azioni da n. 1 a n. 5.000 11.293 14.892.967 da n. 5.001 a n. 10.000 925 7.093.400 da n. 10.001 a oltre 808 241.893.566 Mancate segnalazioni di carico/scarico da singole posizioni precedentemente rilevate (4.672.602) Totale 13.026 259.207.331", "metadata": {"detection_class_prob": 0.8824335336685181, "coordinates": {"points": [[153.70559692382812, 725.6497802734375], [153.70559692382812, 1104.61669921875], [1509.56298828125, 1104.61669921875], [1509.56298828125, 725.6497802734375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>da n. | a n. 5.000</td><td></td><td>11.293</td><td>14.892.967</td></tr><tr><td>dan. S5.001 a n. 10.000</td><td></td><td>925</td><td>7.093.400</td></tr><tr><td>da n. 10.001 a oltre</td><td></td><td>808</td><td>241.893.566</td></tr><tr><td>Mancate segnalazioni di carico/scarico da singole posizioni</td><td>precedentemente rilevate</td><td></td><td>(4.672.602)</td></tr><tr><td>Totale</td><td></td><td>13.026</td><td>259.207.331</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 11, "image_base64": 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"coordinates": {"points": [[157.33332708333336, 346.3625118055555], [157.33332708333336, 374.03022013888886], [461.3459982075989, 374.03022013888886], [461.3459982075989, 346.3625118055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "7b533afbe99e1c330355079e691728b3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b87747a5aededaabfb21ae97fb36794a", "text": "Il Gruppo Geox aderisce al Codice di Autodisciplina delle societ\u00e0 quotate italiane edito nella sua prima versione nel marzo 2006, e che a seguito dell\u2019ultimo aggiornamento del mese di gennaio 2020 ha assunto la denominazione di \u201cCodice di Corporate Governance\u201d, integrato e adeguato in relazione alle caratteristiche del Gruppo. In ottemperanza agli obblighi normativi viene annualmente redatta la \u201cRelazione sul Governo Societario e gli Assetti Proprietari\u201d ai sensi dell\u2019art. 123-bis del TUF che contiene una descrizione generale del sistema di governo societario adottato dal Gruppo e riporta le informazioni sugli assetti proprietari e sull\u2019adesione al Codice di Corporate Governance, ivi incluse le principali pratiche di governance applicate e le caratteristiche del sistema di controllo interno e di gestione dei rischi in relazione al processo di informativa finanziaria. Sono, inoltre, riportati i meccanismi di funzionamento dell\u2019Assemblea degli Azionisti, la composizione e il funzionamento degli organi di amministrazione e controllo e dei loro comitati. La suddetta Relazione sul Governo Societario e gli Assetti Proprietari \u00e8 consultabile alla sezione Governance del sito internet www.geox.biz.", "metadata": {"detection_class_prob": 0.9527216553688049, "coordinates": {"points": [[157.33332708333336, 410.35565185546875], [157.33332708333336, 729.0269775390625], [1503.8090480643773, 729.0269775390625], [1503.8090480643773, 410.35565185546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "d7ff81084cf757d47b02cc26030f9d55", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "19ff814c550db9cf1cec6badd7d1d143", "text": "Di seguito vengono sintetizzati gli aspetti rilevanti ai fini della presente Relazione sulla gestione.", "metadata": {"detection_class_prob": 0.840729832649231, "coordinates": {"points": [[157.33332708333336, 765.0291909722221], [157.33332708333336, 792.6968993055555], [1207.1019287109375, 792.6968993055555], [1207.1019287109375, 765.0291909722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "d7ff81084cf757d47b02cc26030f9d55", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "31c16e86bffa6c00ed8a418d0dd6e5d5", "text": "Principali caratteristiche dei sistemi di gestione dei rischi e di controllo interno", "metadata": {"detection_class_prob": 0.8095747828483582, "coordinates": {"points": [[154.38693237304688, 861.6572875976562], [154.38693237304688, 889.3635534722222], [1163.3557357043373, 889.3635534722222], [1163.3557357043373, 861.6572875976562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "7b533afbe99e1c330355079e691728b3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f0a7aa737e3d104eb171b6dd0210155d", "text": "Il Sistema di Controllo Interno e di Gestione dei Rischi aziendale \u00e8 un processo posto in essere dal Consiglio di Amministrazione, dal management e da altri operatori della struttura aziendale; \u00e8 costituito dall\u2019insieme delle regole, delle procedure e delle strutture organizzative volte a consentire l\u2019identificazione, la misurazione, la gestione ed il monitoraggio dei principali rischi; contribuisce ad una conduzione del business coerente con gli obiettivi aziendali e concorre ad assicurare la salvaguardia del patrimonio sociale, l\u2019efficienza ed efficacia dei processi aziendali, l\u2019attendibilit\u00e0, l\u2019accuratezza, l\u2019affidabilit\u00e0 e la tempestivit\u00e0 dell\u2019informativa finanziaria, il rispetto di leggi e regolamenti nonch\u00e9 dello statuto sociale e delle procedure interne.", "metadata": {"detection_class_prob": 0.9498484134674072, "coordinates": {"points": [[157.33332708333336, 926.0291888888888], [157.33332708333336, 1147.0302701388891], [1503.7501462524383, 1147.0302701388891], [1503.7501462524383, 926.0291888888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "31c16e86bffa6c00ed8a418d0dd6e5d5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "243c6cb8d29538da43ad60a0cc785b68", "text": "La Societ\u00e0, sin dall\u2019entrata in vigore della Legge n. 262/2005, ha posto in essere delle procedure finalizzate ad aumentare la trasparenza dell\u2019informativa societaria e rendere pi\u00f9 efficace il sistema dei controlli interni ed in particolare quelli relativi all\u2019informativa finanziaria di cui essi sono parte.", "metadata": {"detection_class_prob": 0.9224379658699036, "coordinates": {"points": [[151.36363220214844, 1151.695807638889], [151.36363220214844, 1243.6968597222224], [1503.6723307950829, 1243.6968597222224], [1503.6723307950829, 1151.695807638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "31c16e86bffa6c00ed8a418d0dd6e5d5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "49a8451703f01a9be1464fec7f7c6d24", "text": "Coerentemente con la definizione riportata, il sistema di gestione dei rischi esistenti in relazione al processo di informativa finanziaria in Geox, rientra tra le componenti del pi\u00f9 ampio Sistema di Controllo Interno e di Gestione del Rischio di Gruppo. Geox S.p.A., nell\u2019esercizio della sua attivit\u00e0 di direzione e coordinamento delle societ\u00e0 controllate, stabilisce i principi generali di funzionamento del Sistema di Controllo Interno per l\u2019intero Gruppo. Resta inteso che ogni societ\u00e0 controllata recepisce tali principi coerentemente con le normative locali e li declina in strutture organizzative e procedure operative adeguate allo specifico contesto. Geox si \u00e8 dotata di strumenti di indirizzo e di valutazione del Sistema di Controllo Interno, attribuendo ad attori ben determinati specifiche responsabilit\u00e0.", "metadata": {"detection_class_prob": 0.9551012516021729, "coordinates": {"points": [[157.33332708333336, 1280.362495138889], [157.33332708333336, 1501.3635118055554], [1503.7501463077733, 1501.3635118055554], [1503.7501463077733, 1280.362495138889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "31c16e86bffa6c00ed8a418d0dd6e5d5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1e8a4f8cf008246fd22e599b82f84464", "text": "L\u2019Amministratore Delegato e il Dirigente Preposto, coerentemente con i principi di funzionamento del Sistema di Controllo Interno e di Gestione dei Rischi relativo al processo di informativa finanziaria, identificano annualmente i principali rischi ivi gravanti in modo prudente e scrupoloso (c.d. attivit\u00e0 di scoping). Il processo di identificazione dei rischi passa attraverso l\u2019individuazione delle societ\u00e0 del Gruppo e dei flussi operativi suscettibili di errori materiali, o di frode, con riferimento alle grandezze economiche che confluiscono in voci del bilancio civilistico di Geox S.p.A. e/o nel bilancio consolidato. Le societ\u00e0 e i processi ritenuti significativi con riferimento al processo di informativa finanziaria sono identificati mediante analisi quantitative e qualitative. L\u2019identificazione dei rischi \u00e8 operata attraverso una loro classificazione basata sulle fonti di rischio principali identificate dall\u2019Amministratore Delegato e sottoposte periodicamente al Consiglio di Amministrazione. Le attivit\u00e0 di controllo, in primis, sono le politiche e le procedure che garantiscono al management la corretta implementazione delle risposte al rischio. Le attivit\u00e0 di controllo si attuano in tutta l\u2019organizzazione aziendale, ad ogni livello gerarchico e funzionale. La valutazione dei controlli avviene analizzando il corretto disegno delle attivit\u00e0 di controllo stesse e la loro effettiva ed efficace applicazione del corso del tempo. In relazione al processo di informativa finanziaria, le attivit\u00e0 di controllo sono valutate in due sessioni semestrali seguite, eventualmente, da altrettante fasi di follow-up qualora siano identificate delle criticit\u00e0.", "metadata": {"detection_class_prob": 0.9543071985244751, "coordinates": {"points": [[156.18740844726562, 1538.0291451388887], [156.18740844726562, 1984.6968451388886], [1504.2259521484375, 1984.6968451388886], [1504.2259521484375, 1538.0291451388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 13, "parent_id": "31c16e86bffa6c00ed8a418d0dd6e5d5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Header", "element_id": "ac9131db7460fd0cb5163222b0ddabe9", "text": "13", "metadata": {"detection_class_prob": 0.4368915259838104, "coordinates": 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"12df1e602c88be719bdb46671609a163", "text": "\u2022 L\u2019Internal Auditing che, mantenendo obiettivit\u00e0 e indipendenza, fornisce consulenza metodologica nell\u2019attivit\u00e0 di verifica dell\u2019adeguatezza e dell\u2019effettiva applicazione delle procedure di controllo definite dal Dirigente Preposto. Nella pi\u00f9 ampia attivit\u00e0 di valutazione del Sistema di Controllo Interno e di Gestione dei Rischi aziendali, inoltre, l\u2019Internal Auditing segnala ogni circostanza rilevante di cui venga a conoscenza al Comitato Controllo Rischi e Sostenibilit\u00e0, oltre che al Dirigente Preposto qualora tali circostanze attenessero al processo di informativa finanziaria.", "metadata": {"detection_class_prob": 0.9489951729774475, "coordinates": {"points": [[205.6689453125, 619.8368336805556], [205.6689453125, 809.0302263888889], [1503.633030584305, 809.0302263888889], [1503.633030584305, 619.8368336805556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f0b160c5f68aa0286a8c908adda9fa0f", "text": "\u2022 Il Comitato Controllo Rischi e Sostenibilit\u00e0, che analizza le risultanze delle attivit\u00e0 di audit sul Sistema di Controllo Interno e Gestione dei Rischi e relaziona periodicamente il C.d.A. sulle eventuali azioni da intraprendere e, almeno semestralmente, sull\u2019adeguatezza del Sistema di Controllo Interno e Gestione dei Rischi.", "metadata": {"detection_class_prob": 0.9415388107299805, "coordinates": {"points": [[201.27249145507812, 845.1701753472223], [201.27249145507812, 970.0302243055556], [1503.7854190926091, 970.0302243055556], [1503.7854190926091, 845.1701753472223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "5f252e273edde19fa2162f0b7bef62d4", "text": "\u2022 L\u2019Organismo di Vigilanza ex D. Lgs. 231/01, che interviene nell\u2019ambito delle sue attivit\u00e0 di vigilanza sui reati societari previsti dal D. Lgs. 231/01, identificando scenari di rischio e verificando in prima persona il rispetto dei presidi di controllo. L\u2019Organismo di Vigilanza, inoltre, monitora il rispetto e l\u2019applicazione del Codice Etico di Gruppo.", "metadata": {"detection_class_prob": 0.937046468257904, "coordinates": {"points": [[203.3692169189453, 1006.1701711805556], [203.3692169189453, 1131.0302847222222], [1503.770288342281, 1131.0302847222222], [1503.770288342281, 1006.1701711805556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9a0afd9d43466eee721b6d9c2cfe8345", "text": "Si segnala che il Consiglio di Amministrazione del 25 febbraio 2021 ha deliberato in merito all\u2019adeguamento delle procedure interne ai dettami del nuovo codice di Corporate Governance. Nello specifico, il Consiglio ha approvato le Linee guida sul Sistema di Controllo Interno e di Gestione dei Rischi.", "metadata": {"detection_class_prob": 0.9370960593223572, "coordinates": {"points": [[157.33332708333336, 1168.0291972222221], [157.33332708333336, 1260.0302493055556], [1505.566650390625, 1260.0302493055556], [1505.566650390625, 1168.0291972222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4a5d00b919b9af67cd5ca8b3de570816", "text": "Il Gruppo ha da tempo adottato un proprio modello di organizzazione, gestione e controllo ex D. Lgs. 231/01 che ha costantemente provveduto ad integrare con le nuove fattispecie di reato rilevanti ai fini del D. Lgs. 231/01, e aggiornato da ultimo in data 13 maggio 2021. In particolare, il processo di formazione dell\u2019informativa finanziaria \u00e8 presidiato attraverso specifiche attivit\u00e0 di controllo lungo i processi aziendali che contribuiscono alla formazione dei valori iscritti a bilancio. Tali attivit\u00e0 di controllo afferiscono sia alle aree pi\u00f9 strettamente legate al business (processi di vendita, acquisto, magazzino, ecc.) sia alle aree di supporto alla gestione delle scritture contabili (processi chiusura di bilancio, di governo dei sistemi informativi, ecc.). Le procedure di controllo suddette sono definite dal Dirigente Preposto e dallo stesso soggetto vengono verificate periodicamente in relazione alla loro effettiva applicazione. L\u2019esito delle valutazioni del Dirigente Preposto \u00e8 riportato nell\u2019attestazione di cui al comma 5 e al comma 5-bis dell\u2019art. 154-bis del TUF.", "metadata": {"detection_class_prob": 0.9557178616523743, "coordinates": {"points": [[157.33332708333336, 1296.695884722222], [157.33332708333336, 1582.0302430555557], [1508.0899658203125, 1582.0302430555557], [1508.0899658203125, 1296.695884722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1532e3c6f35ba51473ff9462d2d442f0", "text": "Il Gruppo, in ottemperanza al D. Lgs. 254/2016, ha optato per la predisposizione di un apposito documento separato che accoglie le informazioni di carattere non finanziario. Tale documento, depositato nel sito internet della Societ\u00e0, identifica i temi ritenuti materiali ai fini della rendicontazione, considerando sia la prospettiva della propria organizzazione aziendale (tramite workshop ed interviste condotte internamente), sia i risultati emersi da attivit\u00e0 di benchmark svolte avendo a riferimento i principali competitor del Gruppo operanti nel settore del fashion, oltre che a studi legati al mondo della sostenibilit\u00e0. A conferma della continua attenzione di Geox alle tematiche inerenti alla sostenibilit\u00e0, nel corso del 2019, il Gruppo ha deciso di aderire al Fashion Pact. Questo accordo riunisce una coalizione di aziende globali del settore tessile e della moda (pr\u00eat-\u00e0-porter, sport, lifestyle e lusso), oltre ai fornitori e ai distributori, tutti impegnati nel comune raggiungimento di obiettivi ambientali chiave suddivisi in tre aree: fermare il riscaldamento globale, ripristinare la biodiversit\u00e0 e proteggere gli oceani.", "metadata": {"detection_class_prob": 0.9566561579704285, "coordinates": {"points": [[157.33332708333336, 1619.0291555555555], [157.33332708333336, 1936.3636118055556], [1504.922119140625, 1936.3636118055556], [1504.922119140625, 1619.0291555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f879762a4336848d290dea4f264d2fdc", "text": "Si rimanda pertanto a tale documento per tutti gli aspetti inerenti alla rendicontazione delle informazioni previste dal decreto e relative a questioni ambientali, sociali, aspetti legati ai dipendenti, rispetto dei diritti umani, anticorruzione, diversit\u00e0 dei membri dell\u2019organo amministrativo ed altri aspetti legati alla sostenibilit\u00e0.", "metadata": {"detection_class_prob": 0.9362528324127197, "coordinates": {"points": [[157.33332708333336, 1968.695878472222], [157.33332708333336, 2061.030207638889], [1503.631801973872, 2061.030207638889], [1503.631801973872, 1968.695878472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 14, "parent_id": "b18f4d66a877eb4b99bfe21fb1a99a53", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "949771ccfc5b24b13a32685280f492bc", "text": "Il Consiglio di Amministrazione di Geox S.p.A. ha, altres\u00ec, approvato il \u201cGlobal Compliance Program\u201d documento rivolto alle societ\u00e0 estere del Gruppo e aggiornato da ultimo in data 9 novembre 2022. 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Geox   Holland  BV  Geox  Deutschland  Gmbh  Geox Respira SL  Geox Rus   LLC  Geox  Suisse  SA  Geox  Canada  Inc.  Geox France  Sarl  Geox  UK  Ltd.  Geox Asia  Pacific  Ltd.  S&A Distribution  Inc.  Geox AT  Gmbh  Geox Hellas  S.A.  Geox Trading   Shanghai Ltd.  S&A Retail  Inc.  Geox Hungary  Kft  Geox Portugal  S.U. LDA   Dongguan Technic   Technic   Footwear Apparel   Development   Design Ltd.   Geox Poland  D.O.O. Vranje*  Sp. Z.o.o.  Geox Macau Ltd.  XBalk D.O.O.   XLog  S.r.l.  Vranje  TD Vietnam Co. Ltd  Geox Retail S.r.l. 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Hanno il compito di sviluppare e presidiare completamente il business nei mercati di riferimento. Operano in base a contratti di licenza o distribuzione stipulati con la Capogruppo.", "metadata": {"detection_class_prob": 0.9303703308105469, "coordinates": {"points": [[207.33332708333333, 1466.5035503472222], [207.33332708333333, 1527.0301930555559], [1503.638026540528, 1527.0301930555559], [1503.638026540528, 1466.5035503472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 16, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "785c167fd921bbe55c76744fca5bc3d4", "text": "Societ\u00e0 commerciali UE. Hanno avuto inizialmente il compito di prestare servizi commerciali di customer service e di coordinamento della rete di vendita a favore della Capogruppo, che distribuisce direttamente i prodotti a livello wholesale. Successivamente, hanno anche preso in carico la gestione della rete di negozi monomarca nel territorio di competenza.", "metadata": {"detection_class_prob": 0.9366229176521301, "coordinates": {"points": [[207.33332708333333, 1565.1701878472222], [207.33332708333333, 1690.0301722222223], [1503.7643440734846, 1690.0301722222223], [1503.7643440734846, 1565.1701878472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 16, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "af52de924c3fe84be846952b01647f12", "text": "Societ\u00e0 distributive Europee. 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"layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1bddbda12fe71e474a41db1bc7dfac5b", "text": "ai rischi, di natura esogena, connessi alle evoluzioni degli scenari geo-politici ed in particolare alle tensioni riguardanti Russia ed Ucraina che continuano ad alimentare preesistenti situazioni di crisi internazionale, umanitaria e sociale con impatti significativi prima di tutto per le condizioni di vita della popolazione di questi paesi, ma anche per la loro attivit\u00e0 economica interna e per gli scambi commerciali nell\u2019area. Questi fatti gravi e straordinari, per natura ed estensione, hanno provocato nel corso del 2022 ripercussioni a livello globale relative a: i) catene di approvvigionamento con particolare riferimento alla fornitura ed alle relative tempistiche e modalit\u00e0 dei trasporti nonch\u00e9 ai prezzi di materie prime ed energia; ii) sviluppo della domanda nei mercati internazionali; iii) andamento dei tassi di inflazione con conseguenti politiche monetarie restrittive sui tassi di interesse; iv) rafforzamento del dollaro conseguente all\u2019avversione al rischio, al diverso andamento dell\u2019economia americana e all\u2019incremento dei tassi; v) evoluzione delle scenario sanzionatorio e delle misure restrittive dell\u2019Unione Europea.", "metadata": {"detection_class_prob": 0.9419309496879578, "coordinates": {"points": [[198.24432373046875, 413.836823263889], [198.24432373046875, 764.6741333007812], [1509.3507080078125, 764.6741333007812], [1509.3507080078125, 413.836823263889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a366510b63e39f120d383067ad83d5d3", "text": "La situazione \u00e8 oggetto di costante monitoraggio per poter valutare prontamente ed ove possibile possibili reazioni conseguenti ad un eventuale esacerbamento del conflitto;", "metadata": {"detection_class_prob": 0.8982565999031067, "coordinates": {"points": [[247.89866638183594, 768.695878472222], [247.89866638183594, 828.6968972222221], [1503.735703706865, 828.6968972222221], [1503.735703706865, 768.695878472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "86a24cb6592d81c64bf68684b617a7a3", "text": "ai rischi legati alle pandemie: il Gruppo \u00e8 soggetto a rischi connessi all\u2019avverarsi di eventuali epidemie o gravi situazioni sanitarie (similmente a quanto successo con la pandemia da Covid-19 in passato) nei principali mercati di riferimento che potrebbero comportare l\u2019interruzione o limitazione dell\u2019attivit\u00e0 in tali mercati con riferimento alla produzione, alla supply chain e/o alla vendita dei prodotti nonch\u00e9 a tutte le attivit\u00e0 di back office. Il Gruppo, comunque, definisce e implementa, un\u2019importante serie di azioni volte ad assicurare la massima sicurezza ed incolumit\u00e0 dei propri dipendenti, assicurando nel contempo la continuit\u00e0 del business;", "metadata": {"detection_class_prob": 0.9330152273178101, "coordinates": {"points": [[212.4955596923828, 835.3625451388887], [212.4955596923828, 1024.030251388889], [1503.7529959692379, 1024.030251388889], [1503.7529959692379, 835.3625451388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "730c13791d4669c83169298243ad9721", "text": "all\u2019impatto derivante dal contesto macroeconomico nonch\u00e9 politico e sociale, in termini di cambiamenti nel potere di acquisto dei consumatori, del loro livello di fiducia e nella loro propensione al consumo. La capacit\u00e0 del Gruppo di sviluppare il proprio business dipende anche dalla situazione economica dei vari Paesi in cui esso opera. Nonostante il Gruppo sia presente in un numero significativo di Paesi, l\u2019eventuale deterioramento delle condizioni economiche, sociali, o politiche in uno o pi\u00f9 mercati in cui esso opera potrebbe provocare conseguenze negative sulle vendite e sui risultati economici e finanziari. Anche l\u2019introduzione da parte di enti nazionali o sovranazionali di vincoli allo spostamento di persone tra Paesi differenti -come conseguenza ad esempio di crisi internazionali o delle pandemie - pu\u00f2 avere un\u2019incidenza sulle vendite soprattutto in relazione a determinate aree geografiche in cui il Gruppo opera;", "metadata": {"detection_class_prob": 0.9486925005912781, "coordinates": {"points": [[207.33332708333333, 1030.170148263889], [207.33332708333333, 1316.0302597222221], [1503.8173017549648, 1316.0302597222221], [1503.8173017549648, 1030.170148263889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "35295d6bf66fc32c19bea7acd2ee5554", "text": "ai mutamenti nella regolamentazione nazionale ed internazionale: il Gruppo, operando in un contesto internazionale, \u00e8 soggetto, nelle varie giurisdizioni in cui \u00e8 attivo, a normative e regolamenti, che vengono costantemente monitorati, soprattutto per quanto attiene alla salute e sicurezza dei lavoratori, alla tutela dell\u2019ambiente, alle norme sulla fabbricazione dei prodotti e sulla loro composizione, alla tutela dei consumatori, alla tutela dei diritti di propriet\u00e0 industriale ed intellettuale, alle norme sulla concorrenza, a quelle fiscali e doganali, in generale, a tutte le disposizioni regolamentari di riferimento;", "metadata": {"detection_class_prob": 0.9425105452537537, "coordinates": {"points": [[207.33332708333333, 1322.1701565972223], [207.33332708333333, 1511.640869140625], [1503.773530527347, 1511.640869140625], [1503.773530527347, 1322.1701565972223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "d5c4a90e47d7d182f079a2491235ff3f", "text": "ai cambiamenti dei gusti e delle preferenze dei clienti, nonch\u00e9 degli stili di vita nelle diverse aree geografiche in cui il Gruppo opera;", "metadata": {"detection_class_prob": 0.9040212631225586, "coordinates": {"points": [[207.33332708333333, 1517.503510763889], [207.33332708333333, 1578.030278472222], [1503.582774626877, 1578.030278472222], [1503.582774626877, 1517.503510763889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "2dfc6e3a04f88692d1b73da108326ef8", "text": "all\u2019immagine, alla percezione e alla riconoscibilit\u00e0 del marchio Geox da parte dei propri consumatori;", "metadata": {"detection_class_prob": 0.8640504479408264, "coordinates": {"points": [[205.18893432617188, 1586.836777430556], [205.18893432617188, 1615.0301722222227], [1400.8922119140625, 1615.0301722222227], [1400.8922119140625, 1586.836777430556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "95ecbc5b7c8935fd2aaadeee0d99725e", "text": "all\u2019incertezza circa la capacit\u00e0 del management di delineare ed implementare con successo la propria strategia industriale, commerciale e distributiva. La pandemia da Covid-19, insieme alla digitalizzazione, hanno spinto il management a rivedere il proprio modello di business, al fine di renderlo pi\u00f9 snello, pi\u00f9 efficiente e pi\u00f9 rispondente al nuovo contesto operativo;", "metadata": {"detection_class_prob": 0.9321951866149902, "coordinates": {"points": [[215.33509826660156, 1624.6958888888887], [215.33509826660156, 1749.0301868055553], [1503.7540767252603, 1749.0301868055553], [1503.7540767252603, 1624.6958888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "3de4d4438a31c77e1eed3b48eb2f8f21", "text": "ai rischi connessi alla disponibilit\u00e0 di materie prime e prodotti finiti: le aree produttive di approvvigionamento del Gruppo sono l\u2019Estremo Oriente e il bacino del mediterraneo. Complessivamente gli effetti della pandemia da Covid-19, nel corso del 2022 sono stati ancora presenti ma il sistema, nel suo complesso, \u00e8 attualmente operativo in un contesto con una residua instabilit\u00e0 soprattutto sui trasporti. Tensioni politiche e sociali potrebbero inoltre comportare la difficolt\u00e0 di approvvigionamento con conseguenze negative sui risultati economici del Gruppo. Tali situazioni sono costantemente monitorate dal Gruppo, con un attento bilanciamento tra il necessario alleggerimento degli acquisti, ove possibile, per ridurre il rischio e la dovuta considerazione per l\u2019impatto sociale di una brusca uscita da tali fonti produttive.", "metadata": {"detection_class_prob": 0.9524927139282227, "coordinates": {"points": [[207.33332708333333, 1755.170212847222], [207.33332708333333, 2008.6968847222222], [1503.7724497989923, 2008.6968847222222], [1503.7724497989923, 1755.170212847222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "32b197ce89a794f9dcbda9d2ea45efe1", "text": "all\u2019incertezza circa la capacit\u00e0 di trattenere, attrarre e incentivare risorse qualificate;", "metadata": {"detection_class_prob": 0.8402141332626343, "coordinates": {"points": [[207.33332708333333, 2014.8367836805555], [207.33332708333333, 2043.0301784722221], [1216.7286219718449, 2043.0301784722221], [1216.7286219718449, 2014.8367836805555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 17, "parent_id": "b158a0887c4bc8f05f39a292590c9742", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "ba13d70a001300042aa3cd42727cf6f0", "text": "alle politiche concorrenziali messe in atto dai competitor ed al possibile ingresso di nuovi player nel mercato.", "metadata": {"detection_class_prob": 0.8416463732719421, "coordinates": {"points": [[211.21774291992188, 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numero dei casi riconducibili alle tematiche di cyber security ed \u00e8 consapevole del crescente aumento del livello di rischiosit\u00e0, sia in termini di probabilit\u00e0 sia di impatto, per la business continuity delle operations.", "metadata": {"detection_class_prob": 0.8885806798934937, "coordinates": {"points": [[157.33332708333336, 265.2546691894531], [157.33332708333336, 358.03023472222213], [1509.1080322265625, 358.03023472222213], [1509.1080322265625, 265.2546691894531]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3ce5fcb62e3e62ec09562479acdf4feb", "text": "Quanto premesso, ha condotto il Gruppo Geox a definire un piano di interventi e relativi investimenti mirati da un lato alla prevenzione e difesa da potenziali rischi di attacchi informatici e dall\u2019altro al rafforzamento delle misure di contrasto e di ripristino della normale operativit\u00e0.", "metadata": {"detection_class_prob": 0.8941466808319092, "coordinates": {"points": [[157.33332708333336, 362.6958680555554], [157.33332708333336, 454.69688888888885], [1507.4669189453125, 454.69688888888885], [1507.4669189453125, 362.6958680555554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "fffa9f542fd89dea589e47d9ddc3e893", "text": "Il Gruppo ha, quindi, definito, costituito, attivato e portato avanti una serie di interventi e iniziative e pi\u00f9 in generale una struttura di Governance che prevede:", "metadata": {"detection_class_prob": 0.8881824016571045, "coordinates": {"points": [[157.33332708333336, 459.36252222222214], [157.33332708333336, 519.0302326388888], [1473.921875, 519.0302326388888], [1473.921875, 459.36252222222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "e2fc115a00f5c837d06d5272a6367e48", "text": "un Comitato di Sicurezza che si riunisce almeno mensilmente con lo scopo di monitorare i rischi cyber emergenti e verificare l\u2019avanzamento delle iniziative di improvement di volta in volta definite;", "metadata": {"detection_class_prob": 0.8597917556762695, "coordinates": {"points": [[207.33332708333333, 525.1701628472224], [207.33332708333333, 591.093017578125], [1503.5551039957604, 591.093017578125], [1503.5551039957604, 525.1701628472224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f27670d43ccc2954ca54ab880b6c2f57", "text": "la figura del CISO (Chief Information Security Officer);", "metadata": {"detection_class_prob": 0.8627517819404602, "coordinates": {"points": [[207.33332708333333, 598.4633178710938], [207.33332708333333, 630.8983764648438], [879.0192729117823, 630.8983764648438], [879.0192729117823, 598.4633178710938]], "system": "PixelSpace", 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"page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1d80cafc40d630a9fdb1fe1b6e4a40be", "text": "il costante monitoraggio degli apparati (server & personal computer) attraverso tool di End Point Detection and Response (EDR);", "metadata": {"detection_class_prob": 0.9153130650520325, "coordinates": {"points": [[213.96771240234375, 717.3625159722222], [213.96771240234375, 782.0302430555554], [1503.750182892655, 782.0302430555554], [1503.750182892655, 717.3625159722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": 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simulazione di attacchi di email phishing);", "metadata": {"detection_class_prob": 0.9015749096870422, "coordinates": {"points": [[210.24623107910156, 832.6958805555553], [210.24623107910156, 897.6968868055554], [1503.7539654834009, 897.6968868055554], [1503.7539654834009, 832.6958805555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "c115ed586239c4d751feb2c569fe598a", "text": "un framework finalizzato alla valutazione ed alla classificazione dei fornitori in ambito ICT prioritizzati per livello di criticit\u00e0 della fornitura del bene e/o dell\u2019erogazione del servizio.", "metadata": {"detection_class_prob": 0.9129098653793335, "coordinates": {"points": [[207.33332708333333, 908.5034961805557], [207.33332708333333, 968.6969222222223], [1456.490234375, 968.6969222222223], [1456.490234375, 908.5034961805557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "eaf39caa30b6adc447447714ec9d23ff", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "003591e233aea5a481c6aa3bfb1fd118", "text": "Rischi potenziali legati al cambiamento climatico", "metadata": {"detection_class_prob": 0.8408019542694092, "coordinates": {"points": [[154.51463317871094, 1036.12109375], [154.51463317871094, 1066.7188720703125], [786.0616806233647, 1066.7188720703125], [786.0616806233647, 1036.12109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "985cc9f2b5309aacb3c7a6911f83003b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5687c4d963f0639135cfa7f2065b4344", "text": "Il Gruppo Geox monitora le evoluzioni del contesto esterno \u2013 in quanto considerato un aspetto significativo anche con riferimento ai propri indirizzi strategici \u2013 al fine di identificare potenziali rischi emergenti di carattere sociale, ambientale e di governance e pi\u00f9 in generale riconducibili direttamente e/o indirettamente al c.d. \u201ccambiamento climatico\u201d e gestire gli impatti, ove possibile e proattivamente, cogliere le relative opportunit\u00e0 nonch\u00e9 essere conforme con gli aspetti normativi, regolamentari, ecc. in continua evoluzione ed a quest\u2019ultimo riconducibili. In tale contesto, il Gruppo Geox monitora con attenzione le tematiche relative ai cambiamenti climatici che sono, altres\u00ec, oggetto di attuale e crescente osservazione da parte dei legislatori e delle autorit\u00e0 di vigilanza nei Paesi all\u2019interno dei quali il Gruppo opera anche semplicemente con riferimento alle attivit\u00e0 di commercializzazione dei prodotti.", "metadata": {"detection_class_prob": 0.938715934753418, "coordinates": {"points": [[157.33332708333336, 1102.0292118055556], [157.33332708333336, 1387.6968493055556], [1514.8126220703125, 1387.6968493055556], [1514.8126220703125, 1102.0292118055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d8a59387523fdc477c73c71afe1d27b4", "text": "Il Gruppo Geox \u00e8, quindi, consapevole della rilevanza che assume ed assumer\u00e0 in maniera crescente la trasparenza relativa alle tematiche legate al clima, al cambiamento climatico, agli impatti, ecc.", "metadata": {"detection_class_prob": 0.9061341881752014, "coordinates": {"points": [[157.33332708333336, 1392.0292368055555], [157.33332708333336, 1452.0301930555559], [1503.6031614689136, 1452.0301930555559], [1503.6031614689136, 1392.0292368055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "593de19b9503bb94314a0879ae532c92", "text": "Tanto premesso e nella consapevolezza di quanto i suddetti temi siano rilevanti\u2013 anche per il Gruppo \u2013 Geox lavorer\u00e0 negli anni a venire per definire un proprio e specifico piano che permetta da un lato di inquadrare in una linea strategica ben definita le iniziative fin qui condotte ed avviate e dall\u2019altro di comprendere eventuali e plausibili necessit\u00e0 di intervenire sul proprio modello di business. Proprio per questo motivo, nel corso del 2022 \u00e8 stato avviato e concluso un processo di identificazione e valutazione dei principali rischi strategici ivi inclusi i rischi con potenziali impatti c.d. esg.", "metadata": {"detection_class_prob": 0.9363325834274292, "coordinates": {"points": [[157.33332708333336, 1456.6958576388888], [157.33332708333336, 1645.3635013888888], [1506.195068359375, 1645.3635013888888], [1506.195068359375, 1456.6958576388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0d70377bdbf7aefa66a39dbbd323880e", "text": "La volont\u00e0 del Gruppo \u00e8 quella di identificare in tale contesto degli obiettivi rispetto ai quali: i) sar\u00e0 possibile dare continuit\u00e0 ad iniziative, come sopra riportato, gi\u00e0 avviate e riconducibili a titolo esemplificativo ad interventi che hanno contribuito a ridurre le emissioni di gas serra prodotte con riferimento alla propria organizzazione diretta); ii) Geox ritiene di poter identificare concretamente \u2013 ed in una logica di proporzionalit\u00e0 \u2013 le attivit\u00e0, le modalit\u00e0, le tempistiche ed i periodi di confronto, ove possibile, tramite il quale raggiungerli.", "metadata": {"detection_class_prob": 0.92918860912323, "coordinates": {"points": [[157.33332708333336, 1649.6958888888887], [157.33332708333336, 1806.3635618055555], [1506.8759765625, 1806.3635618055555], [1506.8759765625, 1649.6958888888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "b71094a156e3fecd5b7c3b9ecb8aba65", "text": "Inoltre, il Gruppo pone sempre massima e crescente attenzione e dedica specifici e rafforzati approfondimenti:", "metadata": {"detection_class_prob": 0.710213840007782, "coordinates": {"points": [[157.33332708333336, 1811.0292284722223], [157.33332708333336, 1838.9306640625], [1433.2073974609375, 1838.9306640625], [1433.2073974609375, 1811.0292284722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "e552ddab585563674cf6a3a6e9b9acb3", "text": "alle proprie attivit\u00e0 ed alle attivit\u00e0 delle terze parti che collaborano con il Gruppo stesso che potrebbero essere caratterizzate da un profilo di rischio socio-ambientale significativo;", "metadata": {"detection_class_prob": 0.9050074815750122, "coordinates": {"points": [[207.33332708333333, 1844.8368336805556], [207.33332708333333, 1907.3635201388886], [1503.610223161619, 1907.3635201388886], [1503.610223161619, 1844.8368336805556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "0fad2596a4c7907c2585113508aa4459", "text": "al comportamento dei propri stakeholder (e.g. consumatori) ed alla crescente attenzione che gli stessi riconoscono ai temi fin qui citati;", "metadata": {"detection_class_prob": 0.9036036133766174, "coordinates": {"points": [[205.1547088623047, 1916.1701461805555], [205.1547088623047, 1979.0302388888888], [1503.5702347184206, 1979.0302388888888], [1503.5702347184206, 1916.1701461805555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "4c88278c5de7d46194c4b0961c1d9c6e", "text": "alla sempre pi\u00f9 crescente sensibilizzazione e attenzione da parte dei consumatori ed all\u2019impatto che i prodotti da loro scelti potrebbero avere con riferimento ad aspetti etici, ambientali, sociali, ecc.;", "metadata": {"detection_class_prob": 0.9064245223999023, "coordinates": {"points": [[205.80006408691406, 1987.8368649305555], [205.80006408691406, 2050.6969555555556], [1503.7307289245628, 2050.6969555555556], [1503.7307289245628, 1987.8368649305555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 18, "parent_id": "003591e233aea5a481c6aa3bfb1fd118", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "578e05d18c7d39c8a7e5e73af2b0ac31", "text": "alle suddette evoluzioni, ivi incluse quelle di carattere normativo e regolamentare, adeguando e/o implementando \u2013 costantemente e tempestivamente \u2013 i fattori di mitigazione.", "metadata": {"detection_class_prob": 0.9165980219841003, "coordinates": {"points": [[204.5990753173828, 2059.503454513889], 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Il Gruppo \u00e8 esposto a una variet\u00e0 di rischi di natura finanziaria: rischio di credito, rischio di tasso di interesse, rischio cambio e il rischio di liquidit\u00e0.", "metadata": {"detection_class_prob": 0.93723464012146, "coordinates": {"points": [[157.33332708333336, 491.3625243055555], [157.33332708333336, 616.030259722222], [1507.7412109375, 616.030259722222], [1507.7412109375, 491.3625243055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "99092d1b4a4eae79455bab429ed57d8e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8f98278cdcc6825505f615ee6d655915", "text": "Tali rischi vengono gestiti e coordinati a livello della Capogruppo sulla base di politiche di copertura che contemplano anche l\u2019utilizzo di strumenti derivati con il fine di minimizzare gli effetti derivanti dalla fluttuazione dei cambi (specialmente del dollaro americano).", "metadata": {"detection_class_prob": 0.9282243847846985, "coordinates": {"points": [[152.73806762695312, 623.0291847222222], [152.73806762695312, 715.3635763888888], [1503.655578827718, 715.3635763888888], [1503.655578827718, 623.0291847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "99092d1b4a4eae79455bab429ed57d8e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "e229792deb0e596ad45778b4b3bd11eb", "text": "Rischi di credito", "metadata": {"detection_class_prob": 0.6485587954521179, "coordinates": {"points": [[156.01690673828125, 754.6958763888887], [156.01690673828125, 782.8727416992188], [322.59190048258546, 782.8727416992188], [322.59190048258546, 754.6958763888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "fb5ae0ea5b53539760affa6de93ca72c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "01fc3e0e8e93d0f6223a9825e7956ca3", "text": "Il Gruppo Geox tende a ridurre il pi\u00f9 possibile il rischio derivante dall\u2019insolvenza dei propri clienti adottando politiche di credito volte a concentrare le vendite su clienti affidabili e solvibili. In particolare, le procedure di gestione del credito implementate dal Gruppo, che prevedono l\u2019utilizzo di contratti con primarie societ\u00e0 di assicurazione crediti, la valutazione delle informazioni disponibili sulla solvibilit\u00e0 dei clienti, l\u2019inserimento di limiti di esposizione per cliente e lo stretto controllo del rispetto dei termini di pagamento, permettono di ridurre la concentrazione del credito e il rischio relativo.", "metadata": {"detection_class_prob": 0.9491833448410034, "coordinates": {"points": [[157.33332708333336, 818.5650024414062], [157.33332708333336, 1008.0302034722223], [1503.8036443949322, 1008.0302034722223], [1503.8036443949322, 818.5650024414062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8116989e3b0648f237a9f9d36e263bde", "text": "L\u2019esposizione creditoria risulta inoltre suddivisa su un largo numero di controparti e clienti.", "metadata": {"detection_class_prob": 0.8313297033309937, "coordinates": {"points": [[157.3253173828125, 1015.3625326388888], [157.3253173828125, 1043.0302409722221], [1201.912200164797, 1043.0302409722221], [1201.912200164797, 1015.3625326388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a99e37b2a18b912a5fa16cea599f2311", "text": "Rischio di tasso di interesse", "metadata": {"detection_class_prob": 0.732315182685852, "coordinates": {"points": [[155.6116485595703, 1080.9288330078125], [155.6116485595703, 1110.0302493055556], [439.1967006799344, 1110.0302493055556], [439.1967006799344, 1080.9288330078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "937c757ee59f7fa1fd5a3ec3254f96e3", "text": "L\u2019indebitamento verso il sistema bancario espone il Gruppo al rischio di variazioni dei tassi di interesse. In particolare i finanziamenti a tasso variabile sono soggetti a un rischio di cambiamento dei flussi di cassa. La Societ\u00e0 non ha ritenuto di porre in essere politiche generalizzate di copertura dal rischio di variazione dei tassi di interesse, ma ha stipulato due operazioni di Interest Rate Swap (IRS) a copertura del solo finanziamento a medio-lungo termine, per complessivi euro 59,1 milioni, anche con lo specifico obiettivo di poter rimuovere, su tutto l\u2019ammontare nozionale, l\u2019iniziale condizione di floor a zero in relazione all\u2019Euribor inclusa nel tasso variabile.", "metadata": {"detection_class_prob": 0.9404782652854919, "coordinates": {"points": [[157.33332708333336, 1146.4000244140625], [157.33332708333336, 1335.93115234375], [1503.7879731282555, 1335.93115234375], [1503.7879731282555, 1146.4000244140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5397e7f95a48239413fef716c9a783e7", "text": "Rischi connessi alla fluttuazione dei tassi di cambio", "metadata": {"detection_class_prob": 0.5540993213653564, "coordinates": {"points": [[155.97828674316406, 1371.468017578125], [155.97828674316406, 1400.0302743055556], [678.2311103076189, 1400.0302743055556], [678.2311103076189, 1371.468017578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "af5d46d8913b5bf5939ad0492f37d60e", "text": "Lo svolgimento da parte del Gruppo Geox della propria attivit\u00e0, anche in paesi esterni all\u2019area euro, rende rilevante il fattore relativo all\u2019andamento dei cambi. Il Gruppo definisce in via preliminare l\u2019ammontare del rischio di cambio sulla base del budget di periodo e provvede successivamente alla copertura di tale rischio in maniera graduale, durante il processo di acquisizione degli ordini, nella misura in cui gli ordini corrispondono alle previsioni del budget. La copertura viene realizzata mediante appositi contratti a termine e diritti di opzione per l\u2019acquisto e la vendita di valuta. Il Gruppo ritiene che le politiche di gestione e contenimento di tale rischio adottate siano adeguate. Tuttavia, non pu\u00f2 escludersi che repentine fluttuazioni nei tassi di cambio possano avere conseguenze sui risultati operativi del Gruppo Geox.", "metadata": {"detection_class_prob": 0.953941285610199, "coordinates": {"points": [[157.33332708333336, 1436.6959097222218], [157.33332708333336, 1657.6969263888886], [1503.7409596879052, 1657.6969263888886], [1503.7409596879052, 1436.6959097222218]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "e229792deb0e596ad45778b4b3bd11eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "f3c90691681f1fcffdd524742b66c7e4", "text": "Rischio di liquidit\u00e0", "metadata": {"detection_class_prob": 0.6169527769088745, "coordinates": {"points": [[157.33332708333336, 1693.2369384765625], [157.33332708333336, 1722.030270138889], [344.9816692134615, 1722.030270138889], [344.9816692134615, 1693.2369384765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "fb5ae0ea5b53539760affa6de93ca72c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ec0b5241d35d83972854858a6f298391", "text": "Il rischio in esame si pu\u00f2 manifestare con l\u2019incapacit\u00e0 di reperire, a condizioni economiche sostenibili, le risorse finanziarie necessarie per il supporto delle attivit\u00e0 operative nella giusta tempistica. I flussi di cassa, le necessit\u00e0 di finanziamento e la liquidit\u00e0 del Gruppo Geox sono costantemente monitorati a livello centrale sotto il controllo della tesoreria di Gruppo al fine di garantire un\u2019efficace ed efficiente gestione delle risorse finanziarie.", "metadata": {"detection_class_prob": 0.9337105751037598, "coordinates": {"points": [[157.33332708333336, 1758.6959034722222], [157.33332708333336, 1883.0302034722222], [1505.2283935546875, 1883.0302034722222], [1505.2283935546875, 1758.6959034722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "f3c90691681f1fcffdd524742b66c7e4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d7654df2b4c771986168647062a20065", "text": "Si segnala, in particolare, come l\u2019emergenza derivante dal Covid-19 abbia provocato nel 2020, per tutto il settore in cui la Societ\u00e0 opera, un rilevante assorbimento una-tantum di cassa, che si \u00e8 aggiunto alla normale stagionalit\u00e0 del business. Nel corso del 2021, al contrario, parte di tale effetto anomalo sul circolante \u00e8 stato riassorbito.", "metadata": {"detection_class_prob": 0.893967866897583, "coordinates": {"points": [[157.33332708333336, 1887.6958680555554], [157.33332708333336, 1979.6969201388886], [1504.6234130859375, 1979.6969201388886], [1504.6234130859375, 1887.6958680555554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "f3c90691681f1fcffdd524742b66c7e4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "549f6cfa2145ee1eeef6236d11e0c5d6", "text": "Gli Amministratori, in considerazione dell\u2019andamento migliorativo del 2022, delle previsioni del Piano Strategico che alla data del presente bilancio risultano confermate, delle attuali linee disponibili e non utilizzate, nonch\u00e9 dei finanziamenti ottenuti dal sistema bancario nel corso del 2020, non ritengono che gli impatti dei suddetti eventi possano essere tali da comportare il rischio che il Gruppo non sia in grado di rispettare gli impegni di pagamento.", "metadata": {"detection_class_prob": 0.9217761754989624, "coordinates": {"points": [[157.33332708333336, 1984.3624597222222], [157.33332708333336, 2108.696884722222], [1511.218994140625, 2108.696884722222], [1511.218994140625, 1984.3624597222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 19, "parent_id": "f3c90691681f1fcffdd524742b66c7e4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Header", "element_id": "4563b967b9c59d1e6b29a124fddc2019", "text": "19", "metadata": 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identificati come misure contabili nell\u2019ambito degli IFRS, per consentire una migliore valutazione dell\u2019andamento della Societ\u00e0. Il Management ritiene che tali misure siano utili a valutare la performance operativa della Societ\u00e0 e a compararla a quella delle societ\u00e0 che operano nel medesimo settore e siano finalizzate a fornire una visione supplementare dei risultati.", "metadata": {"detection_class_prob": 0.939054012298584, "coordinates": {"points": [[157.33332708333336, 314.0292013888888], [157.33332708333336, 438.36356388888885], [1506.42822265625, 438.36356388888885], [1506.42822265625, 314.0292013888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "4427f35e7d2a4ac5dc2a7440dd531bcb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1b0adebb5a4b5b4a4deb8c6f8d232011", "text": "Tali indicatori alternativi di performance, sono costruiti esclusivamente a partire da dati storici della Societ\u00e0 e non devono essere considerati sostitutivi degli indicatori previsti dai principi contabili di riferimento (IFRS).", "metadata": {"detection_class_prob": 0.921758234500885, "coordinates": {"points": [[157.33332708333336, 475.0291972222221], [157.33332708333336, 535.0302180555556], [1507.354736328125, 535.0302180555556], [1507.354736328125, 475.0291972222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 20, "parent_id": "4427f35e7d2a4ac5dc2a7440dd531bcb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "87d01d98bdfaa344af786565ce494a69", "text": "Di seguito la definizione degli indicatori alternativi di performance utilizzati nel presente documento:", "metadata": 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100,0% 424.758 Costo del venduto (359.704) (68,5%) (305.509) Margine lordo 165.534 31,5% 119.249 Costi di vendita e distribuzione (41.838) (8,0%) (38.616) Costi generali ed amministrativi (146.597) (27,9%) (142.207) Altri proventi 49.560 9,4% 38.801 Costi di pubblicit\u00e0 e promozioni (24.154) (4,6%) (22.018) Risultato operativo della gestione ordinaria 2.505 0,5% (44.791) Costi di ristrutturazione - 0,0% (8.611) Risultato operativo 2.505 0,5% (53.402) Proventi finanziari 5.249 1,0% 3.281 Oneri finanziari (11.268) (2,1%) (7.483) Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti (8.345) (1,6%) (5.812) Dividendi 1.261 0,2% 2.855 Risultato ante imposte (10.598) (2,0%) (60.561) Imposte sul reddito (1.635) (0,3%) (4.263) Tax rate (15%) (7%) Risultato netto (12.233) (2,3%) (64.824) % 100,0% (71,9%) 28,1% (9,1%) (33,5%) 9,1% (5,2%) (10,5%) (2,0%) (12,6%) 0,8% (1,8%) (1,4%) 0,7% (14,3%) (1,0%) (15,3%)", "metadata": {"detection_class_prob": 0.9254688024520874, "coordinates": 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promozioni</td><td>(24.154)</td><td>_ (4,6%)</td><td>(22.018)</td><td>(5,2%)</td></tr><tr><td>Risultato operativo della gestione ordinaria</td><td>2.505</td><td>0,5%</td><td>(44.791)</td><td>(10,5%)</td></tr><tr><td>Costi di ristrutturazione</td><td>-</td><td>0,0%</td><td>(8.611)</td><td>(2,0%)</td></tr><tr><td>Risultato operativo</td><td>2.505</td><td>0,5%</td><td>(53.402)</td><td>(12,6%)</td></tr><tr><td>Proventi finanziari</td><td>5.249</td><td>1,0%</td><td>3.281</td><td>0,8%</td></tr><tr><td>Oneri finanziari</td><td>(11.268)</td><td>(2,1%)</td><td>(7.483)</td><td>(1,8%)</td></tr><tr><td>Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti</td><td>(8.345)</td><td>\u2014 (1,6%)</td><td>(5.812)</td><td>(1,4%)</td></tr><tr><td>Dividendi</td><td>1.261</td><td>0,2%</td><td>2.855</td><td>0,7%</td></tr><tr><td>Risultato ante imposte</td><td>(10.598)</td><td>(2,0%)</td><td>(60.561)</td><td>(14,3%)</td></tr><tr><td>Imposte sul reddito</td><td>(1.635)</td><td>\u2014 (0,3%)</td><td>(4.263)</td><td>(1,0%)</td></tr><tr><td>Tax rate</td><td>(15%)</td><td></td><td>(7%)</td><td></td></tr><tr><td>Risultato netto</td><td>(12.233)</td><td>(2,3%)</td><td>(64.824)</td><td>_ (15,3%)</td></tr><tr><td>EBITDA</td><td>37.695</td><td>7,2%</td><td>(18.977)</td><td>- (4,5%)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "image_base64": 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Tali criticit\u00e0, come gi\u00e0 riportato in precedenza, sono fortunatamente rientrate nell\u2019ultima parte dell\u2019anno e ad oggi i livelli di servizio dell\u2019intera catena di approvvigionamento continuano a rimanere buoni ed in linea con quelli pre-pandemici.", "metadata": {"detection_class_prob": 0.9456878900527954, "coordinates": {"points": [[157.28892517089844, 1518.695878472222], [157.28892517089844, 1707.6969263888886], [1503.8112096594252, 1707.6969263888886], [1503.8112096594252, 1518.695878472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "abadc348f3bb349ed062d38db676d189", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "d2df766febdb2ebe90c1c4562c4cb5b2", "text": "Costi operativi e risultato operativo", "metadata": {"detection_class_prob": 0.8643140196800232, "coordinates": {"points": [[157.16061401367188, 1777.695895138889], [157.16061401367188, 1805.3636034722222], [637.1850924198355, 1805.3636034722222], [637.1850924198355, 1777.695895138889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "368acd277c53705cd4e2f85f9d951b4d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9fc84be7fb4ef689c75624fbcf9cafcf", "text": "I costi di vendita e distribuzione si attestano a euro 41,8 milioni e risultano in aumento rispetto all\u2019esercizio precedente (euro 38,6 milioni nel 2021), con un\u2019incidenza percentuale sulle vendite che migliora passando dal 9,1% al 8,0%. Tali costi includono, principalmente, i costi della forza vendita, indipendente e dipendente, i costi della gestione del credito, come il costo delle assicurazioni crediti, e i trasporti su vendita.", "metadata": {"detection_class_prob": 0.9422371983528137, "coordinates": {"points": [[157.33332708333336, 1850.362570138889], [157.33332708333336, 1974.696870138889], [1503.8203961686231, 1974.696870138889], [1503.8203961686231, 1850.362570138889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "d2df766febdb2ebe90c1c4562c4cb5b2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1feed7d98da77be12416a025250d771a", "text": "I costi generali e amministrativi si attestano a euro 146,6 milioni rispetto a euro 142,2 milioni del 2021, con un\u2019incidenza percentuale sulle vendite del 27,9% rispetto al 33,5% del 2021. Tale incremento \u00e8 dovuto principalmente al minor beneficio, rilevato nel 2022, derivante dagli sconti frutto delle negoziazioni con i proprietari degli immobili a seguito delle restrizioni pandemiche. La conclusione della maggior parte di tali negoziazioni, infatti, \u00e8 avvenuta tra la fine del 2020 e la prima parte del 2021, per i periodi di lock down avvenuti nel 2020, mentre nella seconda parte del 2021 per le restrizioni", "metadata": {"detection_class_prob": 0.9465683102607727, "coordinates": {"points": [[157.33332708333336, 2011.3625055555556], [157.33332708333336, 2168.030178472222], [1503.7685192985011, 2168.030178472222], [1503.7685192985011, 2011.3625055555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 21, "parent_id": "d2df766febdb2ebe90c1c4562c4cb5b2", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "d0421ab32e7f0f1eb4b2840bca7f5902", "text": "(4,5%)", "metadata": {"coordinates": {"points": [[1432.3333750000002, 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b5b5e1e8cf895cce8f9b61e8cabd6aaf", "text": "avvenute nella prima parte del 2021.", "metadata": {"detection_class_prob": 0.7845445871353149, "coordinates": {"points": [[157.19229125976562, 199.47921752929688], [157.19229125976562, 229.03022222222216], [570.8009052083333, 229.03022222222216], [570.8009052083333, 199.47921752929688]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "56f4345a8368fd001dca705dc706ff46", "text": "Gli altri proventi si attestano a euro 49,6 milioni rispetto a euro 38,8 milioni del 2021, con un\u2019incidenza percentuale sulle vendite del 9,4% rispetto al 9,1% del 2021. All\u2019interno della voce sono comprese alcune componenti non ricorrenti positive, quali il rimborso assicurativo legato all\u2019incendio nel magazzino di terzi per circa 6 milioni di euro.", "metadata": {"detection_class_prob": 0.9412968754768372, "coordinates": {"points": [[157.33332708333336, 265.6525573730469], [157.33332708333336, 358.03023472222213], [1504.4832763671875, 358.03023472222213], [1504.4832763671875, 265.6525573730469]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "83eef3b74fb42f46fa4418ace2349d88", "text": "I costi di pubblicit\u00e0 e promozioni si attestano ad euro 24,2 milioni rispetto ad euro 22,0 milioni del 2021. L\u2019aumento \u00e8 sostanzialmente legato alle maggiori iniziative di marketing intraprese nel periodo in linea con quanto previsto nel Piano Strategico.", "metadata": {"detection_class_prob": 0.9368425607681274, "coordinates": {"points": [[157.33332708333336, 394.05194091796875], [157.33332708333336, 487.0302305555555], [1507.725341796875, 487.0302305555555], [1507.725341796875, 394.05194091796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6e37ae7f931568296198fb9f9d7e5e6a", "text": "Il risultato operativo torna positivo e si attesta a euro 2,5 milioni contro euro -53,4 milioni del 2021.", "metadata": {"detection_class_prob": 0.8583016395568848, "coordinates": {"points": [[157.33332708333336, 523.4218139648438], [157.33332708333336, 551.3635743055554], [1298.3195732788129, 551.3635743055554], [1298.3195732788129, 523.4218139648438]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "1f185d83fb8675027da4cfc316d59b44", "text": "Risultato ante imposte", "metadata": {"detection_class_prob": 0.8313541412353516, "coordinates": {"points": [[157.33332708333336, 621.695884722222], [157.33332708333336, 649.3635930555554], [459.14122772745407, 649.3635930555554], [459.14122772745407, 621.695884722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "30ff78251d94606ef84da8ce3813bf33", "text": "Il Risultato ante imposte si attesta a euro -10,6 milioni rispetto a euro -60,6 milioni del 2021. Oltre alle dinamiche evidenziate sopra, il risultato ante imposte del 2022 \u00e8 influenzato da una svalutazione delle partecipazioni e attivit\u00e0 finanziarie correnti pari ad euro 8,3 milioni (euro 5,8 milioni nel 2021).", "metadata": {"detection_class_prob": 0.9347427487373352, "coordinates": {"points": [[157.33332708333336, 694.0291555555556], [157.33332708333336, 786.3635493055556], [1503.8624267578125, 786.3635493055556], [1503.8624267578125, 694.0291555555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "1f185d83fb8675027da4cfc316d59b44", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "5259dc69aaba6f3d766e5c8051a9b26f", "text": "Imposte e tax rate", "metadata": {"detection_class_prob": 0.8445130586624146, "coordinates": {"points": [[157.33332708333336, 856.3625180555555], [157.33332708333336, 884.0302263888889], [405.6777044527146, 884.0302263888889], [405.6777044527146, 856.3625180555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2478a8e7fad6be5dc7cb6fab81ae2547", "text": "Le imposte sul reddito dell\u2019esercizio 2022 risultano essere pari a euro 1,6 milioni, rispetto a euro 4,3 milioni del 2021. Si segnala come l\u2019ammontare iscritto delle differite attive non includa i benefici fiscali associati alle perdite fiscali degli esercizi 2021 e 2022, rispettivamente pari a euro 17,8 milioni e euro 1,1 milioni per le quali, alla data del presente bilancio, non vi \u00e8 la ragionevole certezza che i redditi imponibili fiscali, nell\u2019orizzonte del Piano Strategico, ne permettano il recupero, in aggiunta a quello delle imposte differite attive gi\u00e0 iscritte in bilancio. Questo approccio di valutazione deriva dall\u2019estrema complessit\u00e0 e volatilit\u00e0 della situazione geo-politica internazionale", "metadata": {"detection_class_prob": 0.9059982299804688, "coordinates": {"points": [[157.33332708333336, 929.0291951388888], [157.33332708333336, 1119.98681640625], [1505.7899169921875, 1119.98681640625], [1505.7899169921875, 929.0291951388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "5259dc69aaba6f3d766e5c8051a9b26f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "5d6d1819601d33716ceb7bcc5a315e49", "text": "che ha portato il management ad assumere un atteggiamento prudente e di aspettare, dunque, il ritorno ad un", "metadata": {"coordinates": {"points": [[157.33332708333336, 1122.3625659722222], [157.33332708333336, 1150.0302743055556], [1503.6653057979302, 1150.0302743055556], [1503.6653057979302, 1122.3625659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "5259dc69aaba6f3d766e5c8051a9b26f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "35741178f983d5c9bb38dcad9d16c216", "text": "risultato ante imposte positivo prima di procedere all\u2019iscrizione di ulteriori imposte differite attive.", "metadata": {"coordinates": {"points": [[157.33332708333336, 1154.6958118055552], [157.33332708333336, 1182.3635201388888], [1273.9703688114455, 1182.3635201388888], [1273.9703688114455, 1154.6958118055552]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "5259dc69aaba6f3d766e5c8051a9b26f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "fa99acd2e0f889f61836cce50d7562b3", "text": "La situazione patrimoniale e finanziaria di Geox S.p.A.", "metadata": {"detection_class_prob": 0.8396167755126953, "coordinates": {"points": [[157.33332708333336, 1285.3324185347221], [157.33332708333336, 1318.667003951389], [1012.1326220758257, 1318.667003951389], [1012.1326220758257, 1285.3324185347221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "0f48189882e6f091be63f61dd3f520e0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "fefcb621439a7786b3f1b8b9df823067", "text": "La tabella che segue riepiloga i principali dati patrimoniali di Geox S. p. A. riclassificati:", "metadata": {"detection_class_prob": 0.8521948456764221, "coordinates": {"points": [[154.06289672851562, 1363.3625513888887], [154.06289672851562, 1391.0302597222221], [1104.0085011356637, 1391.0302597222221], [1104.0085011356637, 1363.3625513888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "parent_id": "fa99acd2e0f889f61836cce50d7562b3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "43ef5e8125185b6c2c0b69a25766bb82", "text": "(Migliaia di euro) 31-12-2022 31-12-2021 Attivit\u00e0 immateriali e avviamento 22.307 Immobili, impianti e macchinari 16.178 Attivit\u00e0 per diritto d'uso 82.958 Partecipazioni 60.324 Altre attivit\u00e0 non correnti, nette 21.985 Attivit\u00e0 non correnti 203.752 189.655 Capitale circolante netto operativo 67.169 102.164 Altre attivit\u00e0 (passivit\u00e0) correnti, nette 5.221 Capitale investito 276.142 291.306 Patrimonio netto 104.910 119.623 Benefici ai dipendenti, fondi rischi e oneri non correnti 4.539 Posizione finanziaria netta 166.693 166.241 Capitale investito 276.142 291.306", "metadata": {"detection_class_prob": 0.9300616383552551, "coordinates": {"points": [[148.38133239746094, 1423.186279296875], [148.38133239746094, 2011.8604736328125], [1502.0628662109375, 2011.8604736328125], [1502.0628662109375, 1423.186279296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Attivit\u00e0 immateriali e avviamento</td><td>22.307</td><td>21.995</td></tr><tr><td>Immobili, impianti e macchinari</td><td>16.178</td><td>16.274</td></tr><tr><td>Attivit\u00e0 per diritto d'uso</td><td>82.958</td><td>69.271</td></tr><tr><td>Partecipazioni</td><td>60.324</td><td>60.022</td></tr><tr><td>Altre attivit\u00e0 non correnti, nette</td><td>21.985</td><td>22.093</td></tr><tr><td>Attivit\u00e0 non correnti</td><td>203.752</td><td>189.655</td></tr><tr><td>Capitale circolante netto operativo</td><td>67.169</td><td>102.164</td></tr><tr><td>Altre attivit\u00e0 (passivit\u00e0) correnti, nette</td><td>5.221</td><td>(513)</td></tr><tr><td>Capitale investito</td><td>276.142</td><td>291.306</td></tr><tr><td>Patrimonio netto</td><td>104.910</td><td>119.623</td></tr><tr><td>Benefici ai dipendenti, fondi rischi e oneri non correnti</td><td>4.539</td><td>5.442</td></tr><tr><td>Posizione finanziaria netta</td><td>166.693</td><td>166.241</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 22, "image_base64": 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"e8600cd3c41ce82eb6f5d7eef1649ea9", "text": "(Migliaia di euro)", "metadata": {"coordinates": {"points": [[157.33332708333336, 297.74919513888875], [157.33332708333336, 322.75023680555563], [362.59195729166663, 322.75023680555563], [362.59195729166663, 297.74919513888875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 23, "parent_id": "911d553886c38086db1908c4fca5bd9b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "671e7fa09be20a7bde5b2370af556f81", "text": "31-12-2022", "metadata": {"coordinates": {"points": [[1183.6666104166668, 297.74919513888875], [1183.6666104166668, 322.75023680555563], [1317.5919447916665, 322.75023680555563], [1317.5919447916665, 297.74919513888875]], "system": "PixelSpace", "layout_width": 1654, 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3/wCM0f8ACZaX/wA+uuf+CK9/+M10FFAHP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzXQUUAc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zXQUUAc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNdBRQBz/wDwmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNdBRQBz//AAmWl/8APrrn/givf/jNH/CZaX/z665/4Ir3/wCM10FFAHP/APCZaX/z665/4Ir3/wCM0f8ACZaX/wA+uuf+CK9/+M10FFAHP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzXQUUAc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zXQUUAc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNdBRQBz/wDwmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNdBRQBz//AAmWl/8APrrn/givf/jNH/CZaX/z665/4Ir3/wCM10FFAHP/APCZaX/z665/4Ir3/wCM0f8ACZaX/wA+uuf+CK9/+M10FFAHP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzXQUUAc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zXQUUAc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNdBRQBz/wDwmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNdBRQBz//AAmWl/8APrrn/givf/jNH/CZaX/z665/4Ir3/wCM10FFAHP/APCZaX/z665/4Ir3/wCM0f8ACZaX/wA+uuf+CK9/+M10FFAHP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzXQUUAc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zXQUUAc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNdBRQBz/wDwmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNdBRQBz//AAmWl/8APrrn/givf/jNH/CZaX/z665/4Ir3/wCM10FFAHP/APCZaX/z665/4Ir3/wCM0f8ACZaX/wA+uuf+CK9/+M10FFAHP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzXQUUAc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zXQUUAc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNdBRQBz/wDwmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNdBRQBz//AAmWl/8APrrn/givf/jNH/CZaX/z665/4Ir3/wCM10FFAHP/APCZaX/z665/4Ir3/wCM1zvjO903xLoyR20WtwalZTpeWE50G+xHOhyuf3P3T0PsfavQqKAOYsvG9nNYwS3Wm65b3DxqZYf7EvG2NjkZEWDg96n/AOEy0v8A59dc/wDBFe//ABmugooA5/8A4TLS/wDn11z/AMEN7/8AGaP+Ey0v/n11z/wRXv8A8ZroKKAOeXxfpKAhbPW1BOTjQb0c/wDfmgeMdKBJFprgJ6/8SG95/wDINdDRQBz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Aghvf/jNdBRQBz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNdBRQB5v4v1O18VSadpEllra6L5wuNQc6Je5lCEFIQPKzhmwSewX1NdQPGOlgAC01wAf9QG9/wDjNdBRQBwd14s05vHWkzi21nYmmXqEHRbwNlpbUjC+Vkj5TkgYHGcZGdz/AITLS/8An11z/wAEV7/8ZovP+Sh6N/2Cr/8A9G2ldBQBz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNdBRQBz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNdBRQBz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNdBRQBz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNdBRQBx+uazoHiHQ7zSL6y11ra7iMb40K9yM9CP3PUHBHuKq+FfFRsvD1tY6xa6013aD7P566HekXCLwsn+q4JGMg9813VFAHP/wDCZaX/AM+uuf8Agivf/jNIfGGlNjNprhwcjOg3v/xmuhooA5//AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmugooA57/hMdK3bvsmuZ6Z/sG9/+M0v/CZaX/z665/4Ir3/AOM10FFAHP8A/CZaX/z665/4Ir3/AOM0f8Jlpf8Az665/wCCK9/+M10FFAHP/wDCZaX/AM+uuf8Agivf/jNYHjHxENY0CTSNNttbiN+wt7i5Oh3o8iBv9YwHlcsVyoA7tntXf0UAcrpviLQtJ0y106ysdcjtraJYokGhXvCqMD/ljRXVUUAFc74x8baN4H0oX2rzMC5KwwRDMkzDqFHt3JwB+Iroq+bvi+Yrz44aJZ605XSQtsp3HC+U0h3n25yCfb2oA3V/aA1W6DXNh4Fup7FTzKJ2PHuRGQP1r07wJ40tfHfh06ta2k1qEmaCSKUgkOACcEdRhh6fSuigghtreOC3iSKGNQqJGoCqB0AA6CsXxNbXsPhy/wD7Au7LSr6V1ka8mRQkfzLvkbIwTsB6+goA3qK+ZNa8b6v4U8RabLo3xCufEiNLtu0kgIgyCvygnKkEE/dOR6812nxb8Q+JNP8AiD4X0nQtYlsBflIzgAoXaUKCw7jnpQB7PXHR+Nrt/idL4ROgXQtkt/NGo5Ow/KG6Yxtyduc9R0rzjWdY8Y/Cvxrog1TxNLr2k6q5WVZ4thXDKH2jJ2kbwRg4PQithPEuuP8AtHXXh9dTmGmC3yls3Mat9mVs44z8xz1oA9U/tWx/tkaQLlDf+QbkwDlhGGC7j6cnA9efQ1cr5m8LaH4j134weKLOHxfc2Wo24lE2oR2+4zKsirt2bhtHTAycYArvfGEWr6WYItY+Jo0WxgtYo4vJgBubuUKA8pUHdy3YE/h3APXK4T4a/EY/EKDUpTpYsPsUiJj7R5u/cDz91cdK5f4HeMdb1+513S9X1CTUEsShgnmTbJglgQe/YHnkc1xvwm8SHwj8PfG+uLEJZLaSDy0boXYsi59ssM+1AH0rRXzDbePtWl8PNrz/ABB1AeItxkTShYObYgNgISF2cjnPvj3r6B8G6+3ijwhputSQ+TLcxZkj5wrglWxntkHHtQBu0HpXkHxW8b+ILbxXpHgrwxOtpe6gEMl0QMrvYqqgkHA4JJxnpiun8HeE/Ffh/UzNq/jObWrN4SrW80G0pJkEMGLEkY3Dt1oAseAfGt34zg1KS70G50k2dx5Sick+Z19QMMMcj3FdhXgXw+8Y+ItT+HPju/vdXuZ7qxty1tK7fNEfLc5H4gflVTwjdfFHx/4Vjk0rXRZx2UzB7q4ch7qTOdoIU/Kq49iT37AH0RRXh3iTxT4t8U/E3/hBPDmr/wBmQ2iYub0KA8jKoLscdOTgKuMnqcdOtT/hIPhr4P1/Vdc8Qv4iSCFHtBND5bI+SuGOSSCWTv2NAHolc5468VHwX4Su9dFn9s+ztGvk+b5e7c4X72DjrnpXlGjJ478T/D+98ct40u7W5VZp7ayhjUQlIs5BHTkqQOD2zmotb8aXPjj9nPVL++RFvre6itp2QYWQiSNgwHbIYfiDQB7R4W1z/hJfC+na0bf7P9shEvk79+zPbOBn8q168dsP7UHwj8JNa+K7bw1pwtSb28lVS7dNipnHJ+boQfr0rA8AeNdXT4t2/h6PxRc+INEu0fbPdQshJETOCu7kYK464IoA+gaK8JudZ8Y6z8ctY8MaX4jksLMJ1ZBIIU2ISUU/xZOBnpkmrvw/8QeJ7L4m674I1PW31NIIXe3urhNzI42lTjOSMNyue3BFAHrq6rYvrD6StyjXyQid4RyVQnAJ9MmrlfMvgnQfEmvfE3xZbW/jG6sL+2lkS4vkgDNcbZSn3dw2jjIGTjpW/wCOvH2p2fjay8FnxHPpVjYwRLqGqQ25eaaTyg2QFBIzlencnJIFAHvdFeLfDvx7dv4+bwwdbudf0m5iL2l9c2zRSxuqlijbgCRgNyfbHcV6f4wup7HwTr95aytFcQadcSxSL1RljYgj3BFAG1RXzroFz4+8SfC3UvEreM7i2TTRNLFFGmZJ9i7m3vwQMcAciuhtfitqtt8C18SXAjm1j7QbFJWUBWfJw5A4yFycdCR70Ae01T1TVbHRbFr3ULlLe3VlXe3dicAAdySelfOCeP8AVdO0O11y18e3+oa6SklxpM9g/wBnZSeUB2hRgHqCOhx2q78Zr7Udbk8FagmoyQ2OqxrNBZiPH2aT92SzHPzt+8x0GNvuaAPo13WNGd2CqoyWJwAPWqum6lZ6xp8V/YTrPazAmOVQcMASMj24rxz4h+HPFXh34W61LeeN7nU42eHzFktdjMhcIUDbzgEuCeOduOhNS/DfTNZ0DwNZeLrrxTdXGj2unzXJ0fyAFCqrnAfd6jPSgD2mivCvB58cfE/SdT8Rf8Jdc6T5c7Q2dnaIBEGChvm9V+YDnJ611PwY8fX/AI30C8j1ba+oafIiPMqhfNVgdpIHAPytnHHSgD0yiuI+KvjO48D+DH1GyjRr2eZbaAuMqjMGbcR3wFP44rzzVY/Hfh74dWvjz/hNLu4u2SG5nspY1MOyUqAoHTI3rngd8YoA96orwT4jfEbWZ/hx4U8QaPeTabNqDSCdYGwNyjaRz23A4pfGlz4/+Gf9m+JZ/FzaxBcXAiubSSARxBiC21VyeCFbkYIwPWgD3qivCPiD8T7ufxbpmgWGry6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La riduzione del capitale circolante \u00e8 dovuta principalmente alla vendita delle giacenze di stagioni precedenti. Le giacenze attuali si riferiscono principalmente alla stagione corrente e a quella futura e questo spiega la maggiore incidenza dei debiti verso fornitori (euro 94,1 milioni in pi\u00f9). Il portafoglio crediti \u00e8 sano e cresce meno della crescita del fatturato. 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finanziaria netta non corrente (56.200) (81.904) Posizione finanziaria netta - ante fair value contratti derivati e IFRS 16 (107.454) (113.662) Passivit\u00e0 finanziarie per leasing (85.250) (71.277) Posizione finanziaria netta - ante fair value contratti derivati (192.704) (184.939) Valutazione al fair value contratti derivati 26.011 18.698", "metadata": {"detection_class_prob": 0.9233546257019043, "coordinates": {"points": [[143.24346923828125, 1094.5433349609375], [143.24346923828125, 1757.41357421875], [1509.2059326171875, 1757.41357421875], [1509.2059326171875, 1094.5433349609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Disponibilit\u00e0 liquide e mezzi equivalenti</td><td>11.353</td><td>31.625</td></tr><tr><td>Attivit\u00e0 finanziarie correnti - esclusi contratti derivati</td><td>23.603</td><td>20.611</td></tr><tr><td>Passivit\u00e0 finanziarie correnti - esclusi contratti derivati e IFRS 16</td><td>(86.210)</td><td>(83.994)</td></tr><tr><td>Posizione finanziaria netta corrente</td><td>(51.254)</td><td>(31.758)</td></tr><tr><td>Passivit\u00e0 finanziarie non correnti - esclusi IFRS 16</td><td>(56.200)</td><td>(81.904)</td></tr><tr><td>Posizione finanziaria netta non corrente</td><td>(56.200)</td><td>(81.904)</td></tr><tr><td>Posizione finanziaria netta - ante fair value contratti derivati e IFRS 16</td><td>(107.454)</td><td>(113.662)</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing</td><td>(85.250)</td><td>(71.277)</td></tr><tr><td>Posizione finanziaria netta - ante fair value contratti derivati</td><td>(192.704)</td><td>(184.939)</td></tr><tr><td>Valutazione al fair value contratti derivati</td><td>26.011</td><td>18.698</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 23, "image_base64": 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zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBz/wBs8Yf9ALQ//BzN/wDItH2zxh/0AtD/APBzN/8AItdBRQBwfjS68VN4F8QrcaNo0cB0y5Ejx6tK7KvlNkhTbAE47ZGfUVufbPGH/QC0P/wczf8AyLR47/5J54l/7BV1/wCimroKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooA5/7Z4w/6AWh/+Dmb/wCRaPtnjD/oBaH/AODmb/5FroKKAOf+2eMP+gFof/g5m/8AkWj7Z4w/6AWh/wDg5m/+Ra6CigDn/tnjD/oBaH/4OZv/AJFo+2eMP+gFof8A4OZv/kWugooAp6bJqUtuzapaWltPvIVLW5adSuByWaNCDnPGOw554KuUUAFFFFAHzb4Z8V/FXxtrup2Gi+JbaI2e5yLm3iUbd20AERHn6113wu+I/iLUvGGoeD/FflTX9t5gW4jRVIeNsMp24UjqQQB07548w+HPhfV/FPizXbfSPEl1ockQZ5JbcvmRTJjadrLx3r2jwX8Lrb4eR6lrQvJdX1p7d9srx7B/eIC5JySBkk/lzkA7+81bTdOdEvdQtLZ3+6s8yoW+mTzVtWV0DowZWGQQcgivnr4O+GdI+IMPiDWfFUX9q6hJOsZaaRsoCucjBGM9B6beMUz4TnWdZ8N+NvCWn6jIIIo9lhO7nETMXXAI6Bgo6dOSKAPfItX0ye7a0h1G0kuVJBhSdS4/4CDmuUsZvFZ+K1/Hcarp7+HRB+5s1dPNVtq/wj5wc5JJOMH6Y8b8LRWngvxFoui+N/BgtLtLxHs9XhdgxcOCCxBKyKCQDjoMcZrqNE/5Op1r/r3P/omOgD2P+39G/wCgvYf+BKf41heNtQ1O58G3U3hHV7CK+EiKJ3mj2gZGVDNlQ2PWvEPiV4V8Mjxfp3gzwVoqLrEsgNzMLiVwmRkJ8zEDA+ZjjgY967X4neGbLwh8CBo1iMpBPDvkxgyuW+Zz7k/kMDtQB6roct4PDdhLq1zbzXgtka5nhI8tm2/MwPTHv0qez1bTtRZ1sdQtbpk+8IJlcr9cHivnLxxqF5L4N+G3h9riS30q+soWuWU4Dn5F59QoOce+fStH4w+HtK+HcnhzWPCkX9l6gsrpmF2/eBQpycnnrg+u7nNAH0BJfWcN0ltLdQJcSAFImkAdvoOp6Gm2upWF9JJHaXttcSRHEixSq5Q+4B4rwT4m2K678cPCNndmWBbywt1mETFXUNLLuAPbuKXUdEsPBH7Q/hqz8PRNZW11BGZYlkZgdzSIw5J4IUH680Ae+Xl/Z6dEJb27gtoycB55Agz9SakgnhuYVmglSWJxlXjYMrD2Ir5u1OXUfFPx11e2u9CTXxYiSO102e9FtGqKVAYE8Hg7sd857V3fwx8O+KPDni7VlutGXSPD17GZobEX6XAhlBUfLg5wQWzx/dHYUAek67rFvoOh3uqXLKI7aB5drMF3lVJ2jPc4rwnQfEXxR8aaVqHiHT/FGlWMETtGLKTy028DGMqcDJwCzckV638S9JsdX+HeuJfQecttZzXUQ3FdsqRsVbgjOD2PFeGaBpNjD+zd4m1WODF9cTxwyy7j8yJNEVGM4GNx6DvQB794b1C6tfCOmTeJdTsXv2jxNcJKgjdsnoRgE4644yDWt/amnm9WyF9a/amG5YPOXeRjOQuc182eM/8Ak3fwV/19N/7Vqz8VfBuk+EfCHhvWdJWeLVXmXzrxpmaSVim/cSTwQw4xigD6Puru2soTNd3EVvEOryuEUfiabZ6hZajEZbG7t7qMHBeCQOM/UGvKPiJc+E7jWNBXXdNvdd1q4tFFnpVu5RCXP32IIxkgjv0PHpyvwnt59H+OOsaaLH+y4zayF9PS485YuUYLu/ixnr7mgD306vpoWdjqFoFg/wBcfOXEfOPm5459akjv7Oaz+2RXcElrgt56yApgdTu6V87/AA58I6R4s+JPjGLWoZLm1t7qRxb+ayI7GVwGbaQSQM4+prT+C1hBPqvjrwrcB5tH3mI27OQNu90PIOQSoAJHoKAPbP7f0b/oL2H/AIEp/jXKfEG98SyWOkz+D9a0u1V7g+fJcSx7ZFGMYLZBAOcgc9K8W1LwdoHi74qx+GPBuni00yzyL68SWSTcAfnYF2PA+6uOpPp06j9oSwtdK8N+FbCyhWG1t5JI4o16KoVAKAPdrq9tbCDzry5ht4hwXlcIufqaSzvrPUIfOsrqC5izjfDIHXP1FeWfE1vCMvjLTrbVdJvvEGuy2wis9KglKRqCzHexyME8jvwucd65T4Mwz6X8ZPEel/ZP7PiFpKzWKzmVYmEse1d38W0MRn3NAHvY1XTmSd1v7UrAMzETLiP/AHuePxrjvFl54ml8SeGpPDmtaXDpMsgN2ssseZl3D7ueWBGQNvOT+XjngDwcPG3jPxZpt5ezwaQl0ZbqO3YK8ziRxGuSD8oyxPuB9Rp+PfDdn4S8X/DnRLBpHt7e4G15SCzbrlWJJAHOTQB9B3mo2WnRiS+vLe1QnAaeVUB/Emn211b3sCz2s8U8LdJInDKfxFeP+OY/CN98RJdPfQLzxP4mmhRVshcGGC2QLnlsjaSDuJ56jp3yv2e/PtPEHi3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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "PageBreak", "element_id": "719a5ea540a5219bb99ca16e01cb6d8b", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf", "filetype": "application/pdf"}}, {"type": "Header", "element_id": "ead67bd297c384a2c5645dfce1f1523f", "text": "Relazione sulla gestione Geox S.p.A.", "metadata": {"detection_class_prob": 0.667130708694458, "coordinates": {"points": [[1168.617919921875, 100.97818756103516], [1168.617919921875, 124.13684513888906], [1502.218661074693, 124.13684513888906], [1502.218661074693, 100.97818756103516]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9d30f2f2e046c9936fd3e0fa8baaff24", "text": "La tabella che segue riporta il rendiconto finanziario di Geox S. p. A. riclassificato:", "metadata": {"detection_class_prob": 0.8255673050880432, "coordinates": {"points": [[157.33332708333336, 201.6958555555555], [157.33332708333336, 229.36356388888882], [1084.3476763346355, 229.36356388888882], [1084.3476763346355, 201.6958555555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "ead67bd297c384a2c5645dfce1f1523f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "eb2f99f7f455c7a98d4401256d12bc91", "text": "(Migliaia di euro) 2022 2021 Risultato netto (12.233) (64.824) Ammortamenti e svalutazioni 35.190 34.425 Altre rettifiche non monetarie 20.759 (10.983) Cash flow da conto economico 43.716 (41.382) Variazione capitale circolante netto operativo 41.177 68.247 Variazione altre attivit\u00e0/passivit\u00e0 (6.776) 1.438 Cash flow attivit\u00e0 operativa 78.117 28.303 Investimenti netti in partecipazioni (36.911) - Investimenti in attivit\u00e0 immateriali e avviamento e in immobili, impianti e macchinari (16.820) (14.837) Investimenti monetari in attivit\u00e0 per diritto d'uso - (150) Investimenti netti (53.731) (14.987) Free cash flow 24.386 13.316 Incremento/Decremento attivit\u00e0 per diritto d'uso (32.151) (13.025) Variazione posizione finanziaria netta (7.765) 291 Posizione finanziaria netta iniziale - ante fair value contratti derivati (184.939) (185.230) Variazione posizione finanziaria netta (7.765) 291 Posizione finanziaria netta finale- ante fair value contratti derivati (192.704) (184.939) Valutazione al fair value contratti derivati 26.011 18.698 Posizione finanziaria netta finale (166.693) (166.241) Il free cash flow ha generato euro 24,4 milioni in significativo miglioramento rispetto a euro 13,3 milioni del periodo", "metadata": {"detection_class_prob": 0.7947975993156433, "coordinates": {"points": [[126.80375671386719, 247.95172119140625], [126.80375671386719, 1332.5771484375], [1572.489990234375, 1332.5771484375], [1572.489990234375, 247.95172119140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>(Migliaia di euro)</th><th>2022</th><th>2021</th></tr></thead><tbody><tr><td>Risultato netto</td><td>(12.233)</td><td>(64.824)</td></tr><tr><td>Ammortamenti e svalutazioni</td><td>35.190</td><td>34425</td></tr><tr><td>Altre rettifiche non monetarie</td><td>20.759</td><td>(10.983)</td></tr><tr><td>Cash flow da conto economico</td><td>43.716</td><td>(41.382)</td></tr><tr><td>Variazione capitale circolante netto operativo</td><td>41.177</td><td>68.247</td></tr><tr><td>Variazione altre attivit\u00e0/passivit\u00e0</td><td>(6.776)</td><td>1.438</td></tr><tr><td>Cash flow attivit\u00e0 operativa</td><td>78.117</td><td>28.303</td></tr><tr><td>Investimenti netti in partecipazioni</td><td>(36.911)</td><td>-</td></tr><tr><td>Investimenti in attivit\u00e0 immateriali e avviamento e in immobili, impianti e macchinari</td><td>(16.820)</td><td>(14.837)</td></tr><tr><td>Investimenti monetari in attivit\u00e0 per diritto d'uso</td><td>-</td><td>(150)</td></tr><tr><td>Investimenti netti</td><td>(53.731)</td><td>(14.987)</td></tr><tr><td>Free cash flow</td><td>24.386</td><td>13.316</td></tr><tr><td>Incremento/Decremento attivit\u00e0 per diritto d'uso</td><td>(32.151)</td><td>(13.025)</td></tr><tr><td>Variazione posizione finanziaria netta</td><td>(7.765)</td><td>291</td></tr><tr><td>Posizione finanziaria netta iniziale - ante fair value contratti derivati</td><td>(184.939)</td><td>(185.230)</td></tr><tr><td>Variazione posizione finanziaria netta</td><td>(7.765)</td><td>291</td></tr><tr><td>Posizione finanziaria netta finale- ante fair value contratti derivati</td><td>(192.704)</td><td>(184.939)</td></tr><tr><td>Valutazione al fair value contratti derivati</td><td>26.011</td><td>18.698</td></tr><tr><td>Posizione finanziaria netta finale</td><td>(166.693)</td><td>(166.241)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "image_base64": 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", 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"text": "Gli investimenti sono riepilogati nella seguente tabella:", "metadata": {"detection_class_prob": 0.5884975790977478, "coordinates": {"points": [[157.33332708333336, 1399.0292076388887], [157.33332708333336, 1426.7283935546875], [774.9275893375698, 1426.7283935546875], [774.9275893375698, 1399.0292076388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "parent_id": "38fcfaab9cb6a69c63eed3d137fdfe36", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "6f07c0f4ba8f9767aa4440d5b101fe48", "text": "(Migliaia di euro) 2022 2021 Marchi e brevetti 382 396 Aperture e rinnovi Geox Shops 3.018 2.178 Attrezzature industriali 3.461 2.573 Impianti industriali 44 2 Uffici, arredo sedi e altri investimenti 869 804 Information technology 9.046 8.884 Totale investimenti monetari 16.820 14.837 Attivit\u00e0 per diritto d'uso 32.351 13.282 Totale investimenti 49.171 28.119", "metadata": {"detection_class_prob": 0.9191115498542786, "coordinates": {"points": [[147.03346252441406, 1467.0225830078125], [147.03346252441406, 1995.58935546875], [1511.5592041015625, 1995.58935546875], [1511.5592041015625, 1467.0225830078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>(Migliaia di euro)</th><th>2022</th><th>2021</th></tr></thead><tbody><tr><td>Marchi e brevetti</td><td>382</td><td>396</td></tr><tr><td>Aperture e rinnovi Geox Shops</td><td>3.018</td><td>2.178</td></tr><tr><td>Attrezzature industriali</td><td>3.461</td><td>2.573</td></tr><tr><td>Impianti industriali</td><td>44</td><td>2</td></tr><tr><td>Uffici, arredo sedi e altri investimenti</td><td>869</td><td>804</td></tr><tr><td>Information technology</td><td>9.046</td><td>8.884</td></tr><tr><td>Totale investimenti monetari</td><td>16.820</td><td>14.837</td></tr><tr><td>Attivit\u00e0 per diritto d'uso</td><td>32.351</td><td>13.282</td></tr><tr><td>Totale investimenti</td><td>49.171</td><td>28.119</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 24, "image_base64": 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societ\u00e0 del Gruppo.", "metadata": {"detection_class_prob": 0.8635931611061096, "coordinates": {"points": [[157.33332708333336, 651.0291888888888], [157.33332708333336, 807.3635847222221], [1508.0958251953125, 807.3635847222221], [1508.0958251953125, 651.0291888888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "1534abd95d5fafeac0785afa06b52d27", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "02da8d9b6b4af28027c79d1443fb4afa", "text": "Il Piano ha un vesting period di tre anni e, di conseguenza, le azioni potranno essere assegnate a decorrere dalla data di approvazione da parte dell\u2019Assemblea degli Azionisti del bilancio consolidato chiuso al 31 dicembre 2023. L\u2019assegnazione delle componenti della Quota Equity ai beneficiari \u00e8 subordinata al rispetto di una condizione di permanenza (permanenza del rapporto lavorativo/di amministrazione alla data di approvazione da parte del Consiglio di Amministrazione della Societ\u00e0 del progetto di bilancio consolidato chiuso al 31 dicembre 2023), al conseguimento di alcuni obiettivi di redditivit\u00e0 collegati all\u2019EBIT nel 2022, al Target EBITDA nel 2023 e ad alcuni obiettivi finanziari- patrimoniali del Gruppo nel 2023. L\u2019erogazione della Quota Cash \u00e8 inoltre subordinata al raggiungimento del target di overachievement.", "metadata": {"detection_class_prob": 0.9250583648681641, "coordinates": {"points": [[157.33332708333336, 812.0291868055555], [157.33332708333336, 1065.0302368055557], [1504.935302734375, 1065.0302368055557], [1504.935302734375, 812.0291868055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "1534abd95d5fafeac0785afa06b52d27", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3222eada79e7fb9f59f2fdcd09c22385", "text": "Attraverso l\u2019adozione del Piano, la Societ\u00e0 intende promuovere e perseguire i seguenti obiettivi: coinvolgere ed incentivare i beneficiari la cui attivit\u00e0 \u00e8 ritenuta di fondamentale importanza per il raggiungimento degli obiettivi del Gruppo; favorire la fidelizzazione dei beneficiari, incentivandone la permanenza all\u2019interno del Gruppo; condividere ed allineare gli interessi dei beneficiari con quelli della Societ\u00e0 e degli azionisti nel medio lungo periodo, riconoscendo al management il contributo dato nell\u2019incremento di valore della Societ\u00e0.", "metadata": {"detection_class_prob": 0.9336874485015869, "coordinates": {"points": [[157.33332708333336, 1069.6958388888888], [157.33332708333336, 1226.3635118055556], [1504.4769287109375, 1226.3635118055556], [1504.4769287109375, 1069.6958388888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "1534abd95d5fafeac0785afa06b52d27", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c83d0680bc765433f57b9a53a7ebd6c8", "text": "Il C.d.A. di Geox S.p.A. ha deliberato di dare attuazione al Piano Equity (Stock Grant) & Cash-Based 2021-2023, con un primo ciclo di attribuzione di nr. 7.671.892 diritti a favore di 99 beneficiari. Alla data del 31 dicembre 2022 sono in circolazione un numero di 6.722.087 diritti.", "metadata": {"detection_class_prob": 0.9219025373458862, "coordinates": {"points": [[157.33332708333336, 1230.6958993055555], [157.33332708333336, 1323.0302284722222], [1503.6777347135362, 1323.0302284722222], [1503.6777347135362, 1230.6958993055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "1534abd95d5fafeac0785afa06b52d27", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "7b6aa463ec195d3e2b2a237c0b4ca8cb", "text": "Rapporti con parti correlate", "metadata": {"detection_class_prob": 0.8464908003807068, "coordinates": {"points": [[157.33332708333336, 1425.9989997847222], [157.33332708333336, 1459.333585201389], [604.8178435557994, 1459.333585201389], [604.8178435557994, 1425.9989997847222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "27e8de3e0aad081ed6908fe5b0cdf505", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "10b3378379a6c69726d3f9ae53937337", "text": "Per quanto concerne le operazioni effettuate con parti correlate si precisa che le stesse non sono qualificabili n\u00e9 come atipiche n\u00e9 come inusuali, rientrando nel normale corso di attivit\u00e0 delle societ\u00e0 del Gruppo. Dette operazioni sono regolate a condizioni di mercato.", "metadata": {"detection_class_prob": 0.9340535998344421, "coordinates": {"points": [[157.33332708333336, 1536.6959097222218], [157.33332708333336, 1628.696834722222], [1503.714480860998, 1628.696834722222], [1503.714480860998, 1536.6959097222218]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7b6aa463ec195d3e2b2a237c0b4ca8cb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0a828e41e1335bebd7490a0393fe8903", "text": "Le informazioni sui rapporti con parti correlate sono presentate nella Nota 39 del Bilancio d\u2019esercizio.", "metadata": {"detection_class_prob": 0.8705376982688904, "coordinates": {"points": [[157.33332708333336, 1665.3624701388887], [157.33332708333336, 1693.0301784722221], [1289.102768023273, 1693.0301784722221], [1289.102768023273, 1665.3624701388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7b6aa463ec195d3e2b2a237c0b4ca8cb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "524a18fd4630bffe709c2cce91f8d420", "text": "Geox S.p.A. non \u00e8 soggetta ad attivit\u00e0 di direzione e coordinamento esercitata da altro soggetto o entit\u00e0. Pur essendo controllata al 71,10% da Lir S.r.l., Geox S.p.A. infatti ha posto in essere le verifiche richieste ai sensi degli artt. 2497 e ss. c.c. e ha constatato che la controllante non risulta aver mai imposto alla controllata strategie di mercato vincolanti n\u00e9 aver mai avocato a s\u00e9 la gestione dei rapporti con le istituzioni pubbliche e private per conto della stessa, avendo la Societ\u00e0 ed il suo Consiglio provveduto in piena autonomia a definire i piani strategici, industriali e finanziari, ad esaminare ed approvare le sue politiche finanziarie, nonch\u00e9 a valutare l\u2019adeguatezza del suo assetto organizzativo, amministrativo e contabile.", "metadata": {"detection_class_prob": 0.9546343684196472, "coordinates": {"points": [[157.33332708333336, 1730.0292180555552], [157.33332708333336, 1950.6969555555554], [1503.779867513419, 1950.6969555555554], [1503.779867513419, 1730.0292180555552]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 25, "parent_id": "7b6aa463ec195d3e2b2a237c0b4ca8cb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ce50c18c41439f20c3d2a284ad1f0e61", "text": "Pertanto, anche in considerazione del fatto che non sussiste alcuna stretta contiguit\u00e0 n\u00e9 complementariet\u00e0 delle attivit\u00e0 economiche di Geox S.p.A. con quelle di Lir S.r.l., n\u00e9 strumentalit\u00e0 al perseguimento di un unico comune interesse dei programmi operativi di tali societ\u00e0, Geox S.p.A. ha ritenuto che non sussista in concreto l\u2019esercizio di un\u2019attivit\u00e0 di direzione e coordinamento di Lir S.r.l. su di essa ai sensi degli artt. 2497 e ss. c.c..", "metadata": {"detection_class_prob": 0.9409962296485901, "coordinates": {"points": [[157.33332708333336, 1987.6958680555554], 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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "PageBreak", "element_id": "719a5ea540a5219bb99ca16e01cb6d8b", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf", "filetype": "application/pdf"}}, {"type": "Header", "element_id": "ddb0046c26dbe38cf2b2ada6b62e3adf", "text": "Relazione sulla gestione Geox S.p.A.", "metadata": {"detection_class_prob": 0.7914613485336304, "coordinates": {"points": [[1168.3150634765625, 101.63529205322266], [1168.3150634765625, 124.13684513888906], [1502.218661074693, 124.13684513888906], [1502.218661074693, 101.63529205322266]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "e01885422dad983bd4a26d85839aa783", "text": "Evoluzione prevedibile della gestione", "metadata": {"detection_class_prob": 0.7842793464660645, "coordinates": {"points": [[156.08070373535156, 199.96206665039062], [156.08070373535156, 235.66694770138886], [741.7637426595855, 235.66694770138886], [741.7637426595855, 199.96206665039062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "ddb0046c26dbe38cf2b2ada6b62e3adf", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c8fb720212b0da7ce8fdeacc3d86cce2", "text": "Nella seduta del 2 febbraio 2023 il Consiglio di Amministrazione di Geox ha esaminato ed approvato il budget per l\u2019esercizio 2023 che conferma quanto previsto nel Piano Strategico in termini di crescita sia dei ricavi che dei principali indicatori di redditivit\u00e0.", "metadata": {"detection_class_prob": 0.9343056082725525, "coordinates": {"points": [[157.33332708333336, 313.0291784722222], [157.33332708333336, 405.03023055555553], [1503.63330078125, 405.03023055555553], [1503.63330078125, 313.0291784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "36b36ddbc1bd80f09a151de29221611d", "text": "Tali previsioni si basano sulle seguenti evidenze ed assunzioni:", "metadata": {"detection_class_prob": 0.8603444695472717, "coordinates": {"points": [[157.33332708333336, 440.6070251464844], [157.33332708333336, 469.36357222222205], [858.0328470821177, 469.36357222222205], [858.0328470821177, 440.6070251464844]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "ea40529960f21d97189d6a5d9211c5bc", "text": "1) Il canale DOS sta evidenziando ad oggi (settimana 9) vendite comparabili (LFL) in positiva evoluzione (circa +4% sul 2022 e +3% sul 2019) con una continua riduzione degli sconti (circa 4 punti percentuali sul 2022).", "metadata": {"detection_class_prob": 0.905022144317627, "coordinates": {"points": [[201.58763122558594, 492.8368190972223], [201.58763122558594, 553.3635576388889], [1503.6574106530752, 553.3635576388889], [1503.6574106530752, 492.8368190972223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "0f581b379921a35840e3a3bad2e995c5", "text": "2) Il canale multimarca dopo la positiva conclusione della raccolta ordini della SS23 (in crescita a doppia cifra) sta sperimentando anche un ottimo andamento della raccolta ordini della FW23 (ancora in fase di completamento).", "metadata": {"detection_class_prob": 0.9245752692222595, "coordinates": {"points": [[207.33332708333333, 557.1701940972222], [207.33332708333333, 649.6968701388889], [1503.6649132189941, 649.6968701388889], [1503.6649132189941, 557.1701940972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "27bcf64f6fea5ccf9204240fda269748", "text": "3) La situazione sui trasporti, dopo un 2022 estremamente complesso, sta evidenziando rilevanti miglioramenti a partire da fine anno sia in termini di costi che di tempi di spedizione (ormai prossimi ai livelli pre-pandemia). In particolare la migliore situazione sui trasporti via mare dovrebbe permettere una forte riduzione del ricorso alla via aerea. Si ricorda che nel 2022 il Gruppo, proprio per sopperire alle difficolt\u00e0 presenti sulla catena di approvvigionamento e alla congestione dei porti, aveva fatto un forte e straordinario ricorso alla via aerea con un impatto negativo di circa 17 milioni di euro sul costo del venduto.", "metadata": {"detection_class_prob": 0.9500328898429871, "coordinates": {"points": [[202.78269958496094, 653.8368482638889], [202.78269958496094, 843.030240972222], [1503.7286786543782, 843.030240972222], [1503.7286786543782, 653.8368482638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "8cc6e1f7f7cf56e3ff49ef838dbf7b88", "text": "4) Il management del Gruppo sta continuando ad adottare uno stretto controllo sui costi in considerazione delle criticit\u00e0 derivanti dalla situazione geo-politica e dalla pressione inflazionistica.", "metadata": {"detection_class_prob": 0.9099165797233582, "coordinates": {"points": [[206.20750427246094, 847.1701565972223], [206.20750427246094, 907.6969263888886], [1503.6113039729778, 907.6969263888886], [1503.6113039729778, 847.1701565972223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "fb5ea153b29960eb0bc6ba14d08096ca", "text": "Sulla base di tutto ci\u00f2, il management conferma le guidelines del Piano Strategico al 2024. Pi\u00f9 nel dettaglio le aspettative per il 2023 sono:", "metadata": {"detection_class_prob": 0.9053492546081543, "coordinates": {"points": [[144.4963836669922, 944.0765991210938], [144.4963836669922, 1004.0302388888889], [1503.7086885734075, 1004.0302388888889], [1503.7086885734075, 944.0765991210938]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "14adde1c753161c3fd8b73f3c14bd236", "text": "1) Ricavi in crescita attorno al +6/+8% rispetto al 2022.", "metadata": {"detection_class_prob": 0.8297070264816284, "coordinates": {"points": [[216.2041473388672, 1039.1611328125], [216.2041473388672, 1068.6969222222224], [863.6696389449081, 1068.6969222222224], [863.6696389449081, 1039.1611328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "8e1bd33d67079cfbb355440d70f25db2", "text": "2) Marginalit\u00e0 lorda in miglioramento di circa +100 / +130 bps rispetto al 2022.", "metadata": {"detection_class_prob": 0.8155977725982666, "coordinates": {"points": [[210.12765502929688, 1103.375], [210.12765502929688, 1133.0302034722222], [1122.947408367922, 1133.0302034722222], [1122.947408367922, 1103.375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5d916e91fa3256178910a2a16d5984f1", "text": "Le suddette previsioni annue si basano inoltre sulle seguenti assunzioni sul futuro andamento dell\u2019esercizio:", "metadata": {"detection_class_prob": 0.8141778111457825, "coordinates": {"points": [[157.33332708333336, 1169.3021240234375], [157.33332708333336, 1197.3635472222222], [1368.789550614019, 1197.3635472222222], [1368.789550614019, 1169.3021240234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "cb9b1c09d4c441d8af2ca3b76fc42289", "text": "1) le abitudini d\u2019acquisto dei consumatori permettano la prosecuzione dell\u2019attenta gestione degli sconti finora attuata nei negozi monomarca;", "metadata": {"detection_class_prob": 0.8995059728622437, "coordinates": {"points": [[196.06295776367188, 1201.5035253472222], [196.06295776367188, 1262.0301680555556], [1503.671630859375, 1262.0301680555556], [1503.671630859375, 1201.5035253472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "6515ba091e0aa5a1e11373eaff154a21", "text": "2) una revisione poco significativa delle abitudini di spesa dei consumatori come conseguenza di una attenuazione dell\u2019inflazione e un impatto della recessione limitato al primo semestre;", "metadata": {"detection_class_prob": 0.9135351777076721, "coordinates": {"points": [[206.1802520751953, 1265.8368690972222], [206.1802520751953, 1326.3635118055556], [1504.558837890625, 1326.3635118055556], [1504.558837890625, 1265.8368690972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "8b6e326670a46c8db058b2e023736f27", "text": "3) prosegua il trend di miglioramento dell\u2019affidabilit\u00e0 della catena di approvvigionamento e la riduzione dei costi dei trasporti rispetto all\u2019esercizio trascorso;", "metadata": {"detection_class_prob": 0.9019694328308105, "coordinates": {"points": [[201.59259033203125, 1330.5034899305556], [201.59259033203125, 1390.696853472222], [1504.5811767578125, 1390.696853472222], [1504.5811767578125, 1330.5034899305556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "e6cbd4f902e503e02d942196123f1f97", "text": "4) la difficile situazione geopolitica in alcuni mercati rilevanti per il Gruppo non comporti deterioramenti significativi rispetto a quanto registrato nel 2022 in quelle aree e/o impatti significativi di svalutazione delle loro valute rispetto all\u2019euro.", "metadata": {"detection_class_prob": 0.9312502145767212, "coordinates": {"points": [[202.30255126953125, 1394.8368336805556], [202.30255126953125, 1487.3635722222225], [1503.7399154890961, 1487.3635722222225], [1503.7399154890961, 1394.8368336805556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 26, "parent_id": "e01885422dad983bd4a26d85839aa783", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "aec2097a3dee87844d211139c1f45a2e", "text": "Queste previsioni sull\u2019andamento futuro sono comunque, per loro natura, soggette ad una forte incertezza in considerazione dell\u2019attuale contesto geo-politico e dello scenario inflattivo.", "metadata": {"detection_class_prob": 0.9133093953132629, "coordinates": {"points": [[157.33332708333336, 1524.0292076388887], [157.33332708333336, 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"correlate (nota 39) Ricavi 4 525.238 188.588 Costo del venduto 5 (359.704) (55.125) Margine lordo 5 165.534 Costi di vendita e distribuzione 6 (41.838) (31.325) Costi generali ed amministrativi 7 (146.597) (37.599) Altri proventi 8 49.560 40.825 Costi di pubblicit\u00e0 e promozioni 6 (24.154) 451 Costi di ristrutturazione - - Risultato operativo 2.505 Proventi finanziari 12 5.249 1.372 Oneri finanziari 12 (11.268) (443) Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti 10-13 (8.345) (36.609) Dividendi 39 1.261 1.261 Risultato ante imposte (10.598) Imposte sul reddito 14 (1.635) - Risultato netto (12.233) Utile/(Perdita) consolidato per azione (euro) 15 (0,05) Utile/(Perdita) consolidato per azione diluito (euro) 15 (0,05) correlate (nota 39) 424.758 154.605 (305.509) (64.655) 119.249 (38.616) (26.541) (142.207) (37.112) 38.801 36.009 (22.018) 152 (8.611) - (53.402) 3.281 1.261 (7.483) (259) (5.812) (82) 2.855 2.855 (60.561) (4.263) - (64.824) (0,24) (0,24)", "metadata": {"detection_class_prob": 0.9186272025108337, "coordinates": {"points": [[142.95249938964844, 431.89776611328125], [142.95249938964844, 1218.6846923828125], [1499.8756103515625, 1218.6846923828125], [1499.8756103515625, 431.89776611328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th></th><th></th><th>correlate (nota 39)</th><th></th><th>correlate (nota 39)</th></tr></thead><tbody><tr><td>Ricavi</td><td>4</td><td>525.238</td><td>188.588</td><td>424.758</td><td>154.605</td></tr><tr><td>Costo del venduto</td><td>5</td><td>(359.704)</td><td>(55.125)</td><td>(305.509)</td><td>(64.655)</td></tr><tr><td>Margine lordo</td><td>5</td><td>165.534</td><td></td><td>119.249</td><td></td></tr><tr><td>Costi di vendita e distribuzione</td><td>6</td><td>(41.838)</td><td>(31.325)</td><td>(38.616)</td><td>(26.541)</td></tr><tr><td>Costi generali ed amministrativi</td><td>7</td><td>(146.597)</td><td>(37.599)</td><td>(142.207)</td><td>(37.112)</td></tr><tr><td>Altri proventi</td><td>8</td><td>49.560</td><td>40.825</td><td>38.801</td><td>36.009</td></tr><tr><td>Costi di pubblicit\u00e0 e promozioni</td><td>6</td><td>(24.154)</td><td>451</td><td>(22.018)</td><td>152</td></tr><tr><td>Costi di ristrutturazione</td><td></td><td>-</td><td>-</td><td>(8.611)</td><td>-</td></tr><tr><td>Risultato operativo</td><td></td><td>2.505</td><td></td><td>(53.402)</td><td></td></tr><tr><td>Proventi finanziari</td><td>12</td><td>5.249</td><td>1.372</td><td>3.281</td><td>1.261</td></tr><tr><td>Oneri finanziari</td><td>12</td><td>(11.268)</td><td>(443)</td><td>(7.483)</td><td>(259)</td></tr><tr><td>Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti</td><td>10-13</td><td>(8.345)</td><td>(36.609)</td><td>(5.812)</td><td>(82)</td></tr><tr><td>Dividendi</td><td>39</td><td>1.261</td><td>1.261</td><td>2.855</td><td>2.855</td></tr><tr><td>Risultato ante imposte</td><td></td><td>(10.598)</td><td></td><td>(60.561)</td><td></td></tr><tr><td>Imposte sul reddito</td><td>14</td><td>(1.635)</td><td>-</td><td>(4.263)</td><td>-</td></tr><tr><td>Risultato netto</td><td></td><td>(12.233)</td><td></td><td>(64.824)</td><td></td></tr><tr><td>Utile/(Perdita) consolidato per azione (euro)</td><td>15</td><td>(0,05)</td><td></td><td>(0,24)</td><td></td></tr><tr><td>Utile/(Perdita) consolidato per azione diluito (euro)</td><td>15</td><td>(0,05)</td><td></td><td>(0,24)</td><td></td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "image_base64": 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XhnxhpFtp1/dwmeyltZd8UwX7ydThgAT17fTNS+8ZeMrrxxrmgeHNF0u6i0ryC8lzO0bHzIww9uufyoA9Joqppcl9Lpds+pwxQ3zRgzxwtuRX7gHuK4zxX4v8SWHjez8NeHdLsLyaexN2TdSsmAHKkZH0FAHfUVzdtr2o6T4Qu9Z8X21tZS2ivJJHaSeYuwdME9WPTHriuOtfib4ktDper+IvDcFj4a1SVY4biOfdLAH5RpB6Ec9Bj9CAeq0VwGv+Ntek8XT+GPCGj219e2UKzXs95KUii3AFVGMEkgg9e/1w7RfHeqa54e1ry9IS38SaI+2702Ryyvjn5GH94KwU88+o5IB3tFZ+h6zZ+IdEs9X0+Tfa3UYkQnqPUH3ByD7itCgAooooAKKKKACiiigAoopskiRRtJIyoiAszMcAAdSaAHUVz/hfxBJ4h0u41l447fS5JW+xM2Qzwrx5j56biCQMDC4z1rN8J+N5/GGt3507S3Hh23Bji1ORtv2iUHkKvdcd/b3wADsqKyfEviPT/Cmg3Or6lLsghXhR96Rj0RR3JP8AnFU/AviKbxZ4N0/XLiCOCS78wmKMkhQJGUDJ9lFAHRUVkeJvEmneE9CuNX1SUpbxDAVRlpGPRVHcn/6/QVD4R1bVdc0GPUNX0g6VPM7NHbtJubyuqFuODjqPbtnAAN2ivLNM8bfEDxDLqUmieH9Gls7O+ls981yyMSh9M+hFdD4/8V6r4Yg0aPSbK2ur3U75bNEuHKqGYHHI98UAdlRXLaFd+Nrq01H+2tN0qxuVjH2IwytKjvhs7xnIGdvT1NXvCviOHxRoaXyRGCdHaC6tmOWgnQ4dD9D+YINAG3RRRQAV5b4uMcXx18FS6jgWLW86Wxf7ouMH9eUx74r1KsPxX4T0vxjo503VI32hvMimjO2SFx0ZT2P6UAblcJ8Qda1aPVPDvhjRbv7Bda5PIr3u0M0MUahn2g8biDx9PxqgngLx3DELOL4m3X2IDA36dG8wHp5hbdn3zWjefDS2vPC+n6Y2s6j/AGlp8zXNrq7vuuElZizEnuCT09AOeKAMHWrbWvhnd6TqsHifVdX0y6vo7O9tNUlEzYfPzxtgbSMdKzfF1xfWXxCvT4n17xDo2j3HlrpF9ps+y1ibHzCYAHnPr2z2wR1Np8PNWvtYsb/xf4rm1yPT5BNa2q2iW0QkHR3Cn5iP88ZFL4l8Ba/4gbULMeMpYtE1B90tlLYpK0YyCVSQnIHHpxQBz3jzRJtT+J3ge1PiHVoo7yK5Aks51iMRjhB3xkLwWyck54OBgVp68+sL4i0D4e6Vrt9bJJaPdXmqSuJLp41JAUOR94kcnHp6EHZ8Q+AW1GHw/Jo2ry6XqGgKY7K4aITjYUCFWUkZyFHP1qHU/h9e6rYaXcT+JbhPE2mtI0WsxW6oWDkkq0QO0pg4xnt7nIBkSDWPh54x0C1PiHUdZ0bWrg2jw6nIJZoZMfK6vgcZ6j/62PQ9Z1D+ydC1DUvL8z7JbST7P72xS2P0rk9H8A3/APwkVrr3irxHLrt7ZBhZp9mWCGAkYLbF4Le/+Ax280UdxDJDKgeKRSjqwyGBGCDQB4fceHtT1/4S6j4v1nxRrT311p810LW3uvLtVTaSI/LxgjHX/JqbUde1FPDvw78M2U+pWsF/pMU13LpabrpkSFcJH6ZOcnsPxB6Cb4W61Bot1oGkeNp7TQJ0eMWNxp8dwY0fO5RIWDY5OPStTVPhwl/4c8PWdvq01lq2gwRxWepwxjIKoEbKE8q20ZXP49cgGN4Pl1yw8R3+mbfEdz4dlsWlin1yM+bBODgoHPVSvP8Ak50/gn/ySHQv+2//AKPkrS0Hwz4jtLyW61/xfPqxaBoY4EtEt4kzj5iq/ebjg9smrvgnwz/wh3hCx0H7Z9r+y+Z+/wDL8vdukZ/u5OMbsde1AHO+LdUvfCfxA0HWpb6f+wNRzpt5C8p8mGU8xygE4UnGCfQH1rl5PGWtQ+D/ABj8QILqdree4W00a3dyYoo1cR+cEPGSTnp1Ujoa9O8X+Grfxd4WvtEuWEYuE+SXbny3ByrY9iB9RkVG/g7SZfA6+EpYi2mi1W2wOG4xh/8AeyN2fWgDzK1HiPRbzSb/AEqbxvqV2biNdSh1OBmtpom++UB+4R1Fa0VjqXij4r+MtJn8SazZ6ZZpZslvZXJj+ZoQeG52jOSQuMkjPStXTfAniyyNtZzfEK8l0m3ZdsCWUaTMinhDNktjjGe9b+k+Ff7L8a+IPEX23zf7XW3X7P5W3yvKTb97J3Z69Bj3oA88svGuteHvhb4vmmvJL+/0HVJdNtrq4+Z2XeiKz/3iNxPPXAFZ3xD8F3Wj+AoNTv8AxPreo37XNv8AaI57vdbuzMM4jxgAHpXoth8PLKLSvFGmajcm9tNf1Ca9kUR+WYvMIIUHJyVIBDcc9qwNS+FviPVNJi0a68eyz6TC8bRwTaXG0gCHKgyBgT060AattqN63x0vNNa7nNiugrMtsZD5YfzgNwXpnHGazNOudR1XxL8TNOfWNQgit/s4tmil5twYmLeXuBC5xzgZ/Hmt3xF4KvtQ8VW3iXQtcOk6pHbGzmZrYTpNDu3YKkjBB5z7CneFPA0nh3UvEF7eaxLqkmsmJpTNCEYFVYHkHBB3cAAYAA5oA4HwDC/hX4RDxsNW1e7kjsZ2XTZrrdaK/mMAQmMjkAk57tWzaeEfFOoeF4fETeO9Xj1ya2F2kSOoslJXcEMWMEds/jitPw/8N9Q0a1OiXHiZ77wsEmjXS5LNFZlkDcNKDk4LE8Y59KqL8MvEcOnnQrfx/fR+Htvli1NnGZ1i6eWJs5xjjp04xigDqvAXiOXxb4H0vW541jnuY2Eqr03qxRiPYlSfxro6o6NpFnoOj2ulafF5VpaxiONc5OPUnuSckn1NXqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5fx/4bvfFXhWTTNPngguTPFMjz52DY4bnHPauorD8S6Rq+q20H9i6/Lo11C5bzVt1nWQEY2sjcH+lAGH4S8V65P4pv/Cnii0s4tVtrcXcU9iW8meEsFyA3IIJA/PgY57iuP8ACXgeXQdWvtc1bWZtZ1y9QRSXUkQiVIwc7EQcAZA/IcCuwoAKKKKACiiigDlPDP8AyOfjX/r+tv8A0khrq65Twz/yOfjX/r+tv/SSGuroAKKKKAPMtLmbUP2htc845GmaRFBAp7byjkj3+Yiup8b2PijUPD7Q+E9Rgsb/AHZZ5lzuTacqpwdpzjn2rn9QtD4e+NNhrjDFjrtmdOlfslwuGTJ/2lXaPcGrXiLwX4n1PWbu70fx1eaVaXYUSWn2YSqmFCkxksCucZ4xySc0AY/w0tLLxF8FZ9EtInsGkjubC5Zj5pEzAhn7Z+8Djj07ZqlA/ij4Waz4b0u81uPWvDl/PHpsaPbLFLbMcKmMZJA46k8A8A4Ndfa+Ao9I8Cp4b0LVrvTZUYSi/jwZDJuyWYcAg9CPTisvTPhpqEniWy1vxX4quNel09t9nCbdYI437OVBIJ4B7cgdcUAJ4i8H6/Y+Lrvxb4T1mwsZbuBU1CHUUJhYIMB8gHGAB6dDzyax/glDqOpXXijxVqNwLg6ndLFFOsflrMItwLqvYfMAPoa7nxn4TbxjpsGmvq11Y2XmhruK3Azcx/3Ceo5x7eoPGLtxoYh8LSaJoc/9k7bcw20sSbvI44IB6/nn3zQBa1jVbbQ9GvNUvG229pC0znuQBnA9z0Feb+BdIvj8PPEPia8U/wBteI4p7w46qhRvKUe2DkezD0rp/EPgu58S+CrLw7qGtzMUaE3lyIgGu1TBYEZ+XcQDnnBA611cUUcEKQxIqRooVVUYAA4AFAHmngOS0H7PkLEr9nXTbrzfTgybs/rXG2dx4pm+EXhbQdM0XUrmyuoWfULm0wHMBlfESEngsuMn0I65Ndfc/CG4zeaZp3iu8sfDF7MZrjSo4FJ5OWVJCcqp9MfXNelWVnb6fY29laRLFb28axRRr0VVGAPyFAHivw61Ke3+L+u2sHha70+3mt7WFrclf9BRIhtL+obAxj1rpbCVrD9ojVbWL/Valo0dxMo/56IwRSf+A5H410+l+Ev7N8d674m+2+Z/ascMf2fyseV5aBc7s/NnGegxWD4TszrXxM8S+LgM2carpVk/aQJgysPUbxgEdcGgD0OiiigAooooAKKKKACiiigDlfiTqM2lfDfX7u3YrKtoyKw6qW+XI+m7NN8IaVG3wq0fTY2Eaz6RGpcDODJGCTjvyxNbHiXRk8Q+GdS0d2Ci8t3iDH+FiOD+Bwfwrk/Bsd34g+FUGim9udK1SwQadPJDxJbywsAPrlVU+4agDmJIPE/wdTRA2vR6x4ZkukspLWS2WKSDfkhkIJJ6E8n2x3HW+LvAmra14mt/EWh+JDpGoW1mbVP9FWUMNxbkk8A5A6HpVC3+GGqX+uWN/wCLfF9zrsFhKJra0+zLBHvHRmCkg/l+OMitHxD4N8Uajq93d6N46vNKtbrbvtDarMseFCkxsWBTOM8dyTQA/wCGvinUvEmkX9vrSRDVtKvZLG6eH7kjJ/EP1/LPGcV0fiL/AJFjVv8Arzm/9ANYei+BY/DXgq70LRdSnt7y5Du+pOoeQzMMGQj8Bx7dc81sx6Vct4W/si81Brm5azNvLeNGAXYrtLlQfxxn8aAOb+Dn/JJtB/65yf8Ao16z/ineya4lp4A0vD6jrDK9ywGRa2ysGaRvTJXA9ee+K6vwh4cbwn4QsdCS8Fy1ojqLgxbQxLM2du4+vr2rhofhV4qttb1DWLb4iPDfagwa4lXSVJIHRRmQ4UdABxwPSgDrfF3gqPxN4Tt9BgvmsEt5InimEXmFRH0GMj2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Risultato netto 27 (12.233) Altri utili/(perdite) complessivi che non saranno successivamente riclassificati nel risultato netto: Utile (Perdita) netta attuariale su piani a benefici definiti 211 - Altri utili/(perdite) complessivi che saranno successivamente riclassificati nel risultato netto: Utile (Perdita) dalla valutazione Cash Flow Hedge (6.072) - Effetti fiscali su componenti che saranno successivamente riclassificati nel risultato netto 1.457 - Totale altri utili/(perdite) netti complessivi che saranno successivamente riclassificati nel risultato netto: (4.615) 2021 di cui parti correlate (64.824) - - 24.205 - (5.809) - 18.396", "metadata": {"detection_class_prob": 0.9142012000083923, "coordinates": {"points": [[146.67153930664062, 1336.2041015625], [146.67153930664062, 1965.3751220703125], [1498.3271484375, 1965.3751220703125], [1498.3271484375, 1336.2041015625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Note</th><th>2022</th><th>di cui parti correlate</th><th>2021</th><th>di cui parti correlate</th></tr></thead><tbody><tr><td>Risultato netto</td><td>27</td><td>|(12.233)</td><td></td><td>(64.824)</td><td></td></tr><tr><td colspan=\"6\">Altri utili/(perdite) complessivi che non saranno successivamente riclassificati nel risultato netto:</td></tr><tr><td>Utile (Perdita) netta attuariale su piani a benefici definiti</td><td></td><td>211</td><td>-</td><td>-</td><td>-</td></tr><tr><td colspan=\"6\">Altri utili/(perdite) complessivi che saranno successivamente riclassificati nel risultato netto:</td></tr><tr><td>Utile (Perdita) dalla valutazione Cash Flow Hedge Effetti fiscali su componenti che saranno successivamente</td><td></td><td>(6.072)</td><td>-</td><td>24.205</td><td>-</td></tr><tr><td>riclassificati nel risultato netto Totale altri utili/(perdite) netti complessivi che saranno</td><td></td><td>1.457</td><td>-</td><td>(5.809)</td><td>-</td></tr><tr><td>successivamente riclassificati nel risultato netto:</td><td></td><td>(4.615)</td><td></td><td>18.396</td><td></td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 28, "image_base64": 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correlate correlate (nota 39) (nota 39) ATTIVO: Attivit\u00e0 immateriali e avviamento 16 22.307 - 21.995 - Immobili, impianti e macchinari 17 16.178 - 16.274 - Attivit\u00e0 per diritto d'uso 18 82.958 - 69.271 - Partecipazioni 19 60.324 60.324 60.022 60.022 Attivit\u00e0 per imposte differite 20 23.813 - 25.246 - Altre attivit\u00e0 non correnti 21 1.273 - 1.239 - Attivit\u00e0 non correnti 206.853 194.047 Rimanenze 22 229.456 - 186.405 - Crediti commerciali 23 133.904 68.290 117.881 63.703 Altre attivit\u00e0 correnti non finanziarie 24 22.262 247 14.970 164 Attivit\u00e0 finanziarie correnti 25-38 50.469 27.823 40.328 60.156 Disponibilit\u00e0 liquide e mezzi equivalenti 26 11.353 - 31.625 - Attivit\u00e0 correnti 447.444 391.209 Totale attivo 654.297 585.256 PASSIVO E PATRIMONIO NETTO: Capitale sociale 27 25.921 - 25.921 - Altre riserve 27 91.222 - 158.526 - Risultato dell'esercizio 27 (12.233) - (64.824) - Patrimonio netto 104.910 119.623 Benefici ai dipendenti 28 1.027 - 1.351 - 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"layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>(Migliaia di euro)</th><th>Note</th><th>31-12-2022</th><th>di cui parti correlate (nota 39)</th><th>31-12-2021</th><th>di cui parti correlate (nota 39)</th></tr></thead><tbody><tr><td colspan=\"6\">ATTIVO:</td></tr><tr><td>Attivit\u00e0 immateriali e avviamento</td><td>16</td><td>22.307</td><td>-</td><td>21.995</td><td>-</td></tr><tr><td>Immobili, impianti e macchinari</td><td>17</td><td>16.178</td><td>-</td><td>16.274</td><td>-</td></tr><tr><td>Attivit\u00e0 per diritto d'uso</td><td>18</td><td>82.958</td><td>-</td><td>69.271</td><td>-</td></tr><tr><td>Partecipazioni</td><td>19</td><td>60.324</td><td>60.324</td><td>60.022</td><td>60.022</td></tr><tr><td>Attivit\u00e0 per imposte differite</td><td>20</td><td>23.813</td><td>-</td><td>25.246</td><td>-</td></tr><tr><td>Altre attivit\u00e0 non correnti</td><td>21</td><td>1.273</td><td>-</td><td>1.239</td><td>-</td></tr><tr><td colspan=\"6\">Attivit\u00e0 non correnti 206.853 194.047</td></tr><tr><td>Rimanenze</td><td>22</td><td>229.456</td><td>-</td><td>186.405</td><td>-</td></tr><tr><td>Crediti commerciali</td><td>23</td><td>133.904</td><td>68.290</td><td>117.881</td><td>63.703</td></tr><tr><td>Altre attivit\u00e0 correnti non finanziarie</td><td>24</td><td>22.262</td><td>247</td><td>14.970</td><td>164</td></tr><tr><td>Attivit\u00e0 finanziarie correnti</td><td>25-38</td><td>50.469</td><td>27.823</td><td>40.328</td><td>60.156</td></tr><tr><td>Disponibilit\u00e0 liquide e mezzi equivalenti</td><td>26</td><td>11.353</td><td>-</td><td>31.625</td><td>-</td></tr><tr><td>Attivit\u00e0 correnti</td><td></td><td>447.444</td><td></td><td>391.209</td><td></td></tr><tr><td>Totale attivo</td><td></td><td>654.297</td><td></td><td>585.256</td><td></td></tr><tr><td colspan=\"6\">PASSIVO E PATRIMONIO NETTO:</td></tr><tr><td>Capitale sociale</td><td>27</td><td>25.921</td><td>-</td><td>25.921</td><td>-</td></tr><tr><td></td><td></td><td></td><td>-</td><td></td><td>-</td></tr><tr><td>Altre riserve</td><td>27</td><td>91.222</td><td></td><td>158.526</td><td></td></tr><tr><td>Risultato dell'esercizio</td><td>27</td><td>(12.233)</td><td>-</td><td>(64.824)</td><td>-</td></tr><tr><td>Patrimonio netto</td><td></td><td>104.910</td><td></td><td>119.623</td><td></td></tr><tr><td>Benefici ai dipendenti</td><td>28</td><td>1.027</td><td>-</td><td>1.351</td><td>-</td></tr><tr><td>Passivit\u00e0 per imposte differite</td><td>20</td><td>2.590</td><td>-</td><td>3.926</td><td>-</td></tr><tr><td>Fondi rischi e oneri non correnti</td><td>29</td><td>3.512</td><td>-</td><td>4.091</td><td>-</td></tr><tr><td>Passivit\u00e0 finanziarie non correnti</td><td>30</td><td>56.200</td><td>-</td><td>81.904</td><td>-</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing non correnti</td><td>3l</td><td>68.295</td><td>3.302</td><td>54.483</td><td>4.856</td></tr><tr><td>Altri debiti non correnti</td><td>32</td><td>5i1</td><td>-</td><td>466</td><td>-</td></tr><tr><td>Passivit\u00e0 non correnti</td><td></td><td>132.135</td><td></td><td>146.221</td><td></td></tr><tr><td>Debiti commerciali</td><td>33</td><td>296.191</td><td>25.090</td><td>202.122</td><td>25.024</td></tr><tr><td>Altre passivit\u00e0 correnti non finanziarie</td><td>34</td><td>12.725</td><td>5</td><td>12.854</td><td>5</td></tr><tr><td>Fondi rischi e oneri correnti</td><td>35</td><td>1.668</td><td>-</td><td>102</td><td>-</td></tr><tr><td>Debiti tributari</td><td>36</td><td>2.648</td><td>-</td><td>2.527</td><td>-</td></tr><tr><td>Passivit\u00e0 finanziarie correnti</td><td>30-38</td><td>87.065</td><td>41.442</td><td>85.013</td><td>35.873</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti</td><td>31</td><td>16.955</td><td>1.735</td><td>16.794</td><td>1.854</td></tr><tr><td>Passivit\u00e0 correnti</td><td></td><td>417.252</td><td></td><td>319.412</td><td></td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 29, "image_base64": 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RRQAUUUUAFFFFABRRRQAUVyfirwrrevX8Nxpni+90WKOLY0NvEHDtkncckc84/Cuh0y1msdLtLW5u3vJ4YlSS5kGGlYDBYj1PWgDB0L/kffFv/bn/AOijXU1y2hf8j74t/wC3P/0Ua6mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDF8Y/wDIka//ANg24/8ARbVkfCn/AJJb4e/69f8A2Y1r+Mf+RI1//sG3H/otqxvhWwT4V6Ax6C1yeM/xGgDZ8T+F9P8AFunwafqglezjuFneFHKiXaCArEc4yQePQV5zH4f07wj8ctBs/C8RtYb6xmbUrSNyU2KG2OQScZYAfUe5rrpvib4eTwLN4tSWU2Ks0caSIUeWQEgIoPckfgMk9DXnPw8+IfhVNYudZ1vUpJvFGtzLGypbOUt4yQEhQ46DjJ9h6ZIB1XxO0j4e6bp+oat4lsohf6gjLHMA7SySLGFUJjhSAF9B6965zW4vENl+zfpUV41z5mYxfmM5kWzLsQM/7pjB9sg966Dxx8Q/BAGqeH/EGnzz3kAaOO2lsy5lYjgxtyBnI5yDW18LNN1DSPhdpdprUUizLFIzQyKWZI2ZmVSvXO0jj8KAPMdbvfAmjaz4R1D4fXMCaob+KGSG1Zz5tu/DCQHvnA55+Y+nH0LXjfhnRLfxx48t/EtroUOk+GdIdjYoLZYWvbjP+tIAHAIBGe4H+1j2SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoriJvBfiKTxMdTTx1qEdkboT/ANniAbNm7Pl53dMcZxXb0AFFFFABRRRQAUUUUAFFFFABRRRQAVy/iT4ieFfCOox2Guar9kupIhMqfZ5ZMoSQDlFI6qfyrqKKAPP/APhdvw8/6GH/AMkrj/43R/wu34ef9DD/AOSVx/8AG69AooA8/wD+F2/Dz/oYf/JK4/8AjdI3xr+HTDDa+CPQ2Vx/8br0GigDz/8A4Xb8PP8AoYf/ACSuP/jdH/C7fh5/0MP/AJJXH/xuvQKKAPPl+Nfw6XO3XwMnJxZXH/xul/4Xb8PP+hh/8krj/wCN16BRQB59/wALq+HPH/E/HByP9BuOv/fug/Gv4dEgnXwSORmyuOP/ACHXoNFAHnx+Nfw6bGdfBwcjNlccf+Q6X/hdvw8/6GH/AMkrj/43XoFFAHn/APwuz4dgkjxAMnr/AKFcf/G6P+F2/Dz/AKGH/wAkrj/43XoFFAHnw+Nfw6BJGvgE9T9iuOf/ACHR/wALq+HIAA18cHI/0G44P/fuvQaKAPP/APhdvw8/6GH/AMkrj/43R/wu34ef9DD/AOSVx/8AG69AooA8/wD+F2/Dz/oYf/JK4/8AjdIvxq+HSZ26+Bk5OLG45/8AIdeg0UAef/8AC7fh5/0MP/klcf8Axuj/AIXb8PP+hh/8krj/AON16BRQB5//AMLt+Hn/AEMP/klcf/G6RfjV8OUzt18DJycWNxz/AOQ69BooA8+Pxq+HRYMdfBYdCbG4yP8AyHS/8Lt+Hn/Qw/8Aklcf/G69AooA8/8A+F2/Dz/oYf8AySuP/jdH/C7fh5/0MP8A5JXH/wAbr0CigDz4/Gv4dMQTr4JHQmyuOP8AyHS/8Lt+Hn/Qw/8Aklcf/G69AooA8/8A+F2/Dz/oYf8AySuP/jdJ/wALr+HW7d/b43Yxn7FcZ/8ARdeg0UAef/8AC7fh5/0MP/klcf8Axuj/AIXb8PP+hh/8krj/AON16BRQB5//AMLt+Hn/AEMP/klcf/G6P+F2/Dz/AKGH/wAkrj/43XoFFAHn/wDwu34ef9DD/wCSVx/8bo/4Xb8PP+hh/wDJK4/+N16BRQB5/wD8Lt+Hn/Qw/wDklcf/ABuj/hdvw8/6GH/ySuP/AI3XoFFAHn//AAu34ef9DD/5JXH/AMbo/wCF2/Dz/oYf/JK4/wDjdegUUAef/wDC7fh5/wBDD/5JXH/xuj/hdvw8/wChh/8AJK4/+N16BRQB5/8A8Lt+Hn/Qw/8Aklcf/G6P+F2/Dz/oYf8AySuP/jdegUUAef8A/C7fh5/0MP8A5JXH/wAbo/4Xb8PP+hh/8krj/wCN16BRQB5//wALt+Hn/Qw/+SVx/wDG6P8Ahdvw8/6GH/ySuP8A43XoFFAHn/8Awu34ef8AQw/+SVx/8bo/4Xb8PP8AoYf/ACSuP/jdegUUAef/APC7fh5/0MP/AJJXH/xuj/hdvw8/6GH/AMkrj/43XoFFAHn/APwu34ef9DD/AOSVx/8AG6P+F2/Dz/oYf/JK4/8AjdegUUAef/8AC7fh5/0MP/klcf8Axuj/AIXb8PP+hh/8krj/AON16BRQB5//AMLt+Hn/AEMP/klcf/G6P+F2/Dz/AKGH/wAkrj/43XoFFAHn/wDwu34ef9DD/wCSVx/8bo/4Xb8PP+hh/wDJK4/+N16BRQB5/wD8Lt+Hn/Qw/wDklcf/ABuj/hdvw8/6GH/ySuP/AI3XoFFAHlupfEr4QazMk2qXGnX0qLtV7rSJZWUdcAtEcCl0z4m/CLRXkfSrnT7B5AA7WukyxFgOgO2IZr1GigDzeD4u/C+1ubi5t9VghnuWDTyx6dMrSkDALER5YgetWP8Ahdvw8/6GH/ySuP8A43XoFFAHn/8Awu34ef8AQw/+SVx/8bo/4Xb8PP8AoYf/ACSuP/jdegUUAef/APC7fh5/0MP/AJJXH/xusDxT8W/A+o/2L9k1vzPs2qwXEv8Aok42xruyeU56jgc16/XLeNv+Zc/7Dlt/7NQBkf8AC7fh5/0MP/klcf8Axuj/AIXb8PP+hh/8krj/AON16BRQB5//AMLt+Hn/AEMP/klcf/G6P+F2/Dz/AKGH/wAkrj/43XoFFAHn/wDwu34ef9DD/wCSVx/8bo/4Xb8PP+hh/wDJK4/+N16BRQB5/wD8Lt+Hn/Qw/wDklcf/ABuj/hdvw8/6GH/ySuP/AI3XoFFAHn//AAu34ef9DD/5JXH/AMbo/wCF2/Dz/oYf/JK4/wDjdegUUAef/wDC7fh5/wBDD/5JXH/xuj/hdvw8/wChh/8AJK4/+N16BRQB5/8A8Lt+Hn/Qw/8Aklcf/G6P+F2/Dz/oYf8AySuP/jdegUUAef8A/C7fh5/0MP8A5JXH/wAbo/4Xb8PP+hh/8krj/wCN16BRQB5//wALt+Hn/Qw/+SVx/wDG6P8Ahdvw8/6GH/ySuP8A43XoFFAHn/8Awu34ef8AQw/+SVx/8bo/4Xb8PP8AoYf/ACSuP/jdegUUAef/APC7fh5/0MP/AJJXH/xuj/hdnw7zn/hIBnpn7Fcf/G69AooA8/8A+F2/Dz/oYf8AySuP/jdH/C7fh3/0MP8A5JXH/wAbr0CigDz/AP4Xb8PP+hh/8krj/wCN0n/C6/h0WDHXxuHAP2K4z/6Lr0GigDz/AP4Xb8PP+hh/8krj/wCN0f8AC7fh5/0MP/klcf8AxuvQKKAPP/8Ahdvw8/6GH/ySuP8A43R/wu34ef8AQw/+SVx/8br0CigDz/8A4Xb8PP8AoYf/ACSuP/jdH/C7fh5/0MP/AJJXH/xuvQKKAPP/APhdvw8/6GH/AMkrj/43R/wu34ef9DD/AOSVx/8AG69AooA8/wD+F2/Dz/oYf/JK4/8AjdH/AAu34ef9DD/5JXH/AMbr0CigDz//AIXb8PP+hh/8krj/AON0f8Lt+Hn/AEMP/klcf/G69AooA8//AOF2/Dz/AKGH/wAkrj/43R/wu34ef9DD/wCSVx/8br0CigDz/wD4Xb8PP+hh/wDJK4/+N0f8Lt+Hn/Qw/wDklcf/ABuvQKKAPP8A/hdvw8/6GH/ySuP/AI3R/wALt+Hn/Qw/+SVx/wDG69AooA8//wCF2/Dz/oYf/JK4/wDjdH/C7fh5/wBDD/5JXH/xuvQKKAPP/wDhdvw8/wChh/8AJK4/+N0f8Lt+Hn/Qw/8Aklcf/G69AooA8/8A+F2/Dz/oYf8AySuP/jdH/C7fh5/0MP8A5JXH/wAbr0CigDyDSfi34HtvF3iK+m1vbbXn2byH+yTnfsjIbgJkYPrW/wD8Lt+Hn/Qw/wDklcf/AButfQv+R98W/wDbn/6KNdTQB5//AMLt+Hn/AEMP/klcf/G6P+F2/Dz/AKGH/wAkrj/43XoFFAHn/wDwu34ef9DD/wCSVx/8bo/4Xb8PP+hh/wDJK4/+N16BRQB5/wD8Lt+Hn/Qw/wDklcf/ABuj/hdvw8/6GH/ySuP/AI3XoFFAHn//AAu34ef9DD/5JXH/AMbo/wCF2/Dz/oYf/JK4/wDjdegUUAef/wDC7fh5/wBDD/5JXH/xuj/hdvw8/wChh/8AJK4/+N16BRQB5/8A8Lt+Hn/Qw/8Aklcf/G6P+F2/Dz/oYf8AySuP/jdegUUAef8A/C7fh5/0MP8A5JXH/wAbo/4Xb8PP+hh/8krj/wCN16BRQB5//wALt+Hn/Qw/+SVx/wDG6P8Ahdvw8/6GH/ySuP8A43XoFFAHn/8Awu34ef8AQw/+SVx/8bo/4Xb8PP8AoYf/ACSuP/jdegUUAef/APC7fh5/0MP/AJJXH/xuj/hdvw8/6GH/AMkrj/43XoFFAHn4+Nnw7AwPEAA9rK4/+N0f8Lt+Hn/Qw/8Aklcf/G69AooA8+Pxr+HTEE6+CR0Jsrjj/wAh0v8Awu34ef8AQw/+SVx/8br0CigDz/8A4Xb8O/8AoYf/ACSuP/jdH/C7fh5/0MP/AJJXH/xuvQKKAOPs/il4Mv7X7Tbaz5kO8x7vssw+YAEjBT0YfnU//Cx/Cf8A0Ff/ACXl/wDia6migDlv+Fj+E/8AoK/+S8v/AMTR/wALH8J/9BX/AMl5f/ia6migDlv+Fj+E/wDoK/8AkvL/APE0f8LH8J/9BX/yXl/+JrqaKAOW/wCFj+E/+gr/AOS8v/xNH/Cx/Cf/AEFf/JeX/wCJrqaKAOW/4WP4T/6Cv/kvL/8AE0f8LH8J/wDQV/8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w6fgc8YPSvNvjP4ss9NtNK8PSarLYNqF3Cb54QwdLLLB2BAPcdBz7YNX/AILqI/CGoQoMRxavdIijoqhhwKX4p/8AH/4F/wCxltf60AS+Dk0bSNZax0fxJcz6culJdxaZNEzeXG7b/O8xhk53Y29Rn2GLf/C2/ApW3Ya/GUuPuv5Mm1eSPnO35OQfvY456c1jr/yW7xH/ANi6n/oVYPh21gb9lm5zDH89jdyN8o+ZhK+GPqRtXn2FAHpfiPxt4d8JRW8mtanHb/aMmFVRpGcDqQFBOOevSpIfGPh+58MSeJINSjk0iNSz3CKx2465XG4HkcYzXEW/iQafZeBtNtINPTWdQ0aMrqOofcgjWJSwGCCzE/wgjoMmuR06eAfCr4m2q3ttcSf2pdOph2qsi5jG9VBOFPGMZHI5oA9UtPib4OvtWt9Mttbie5uSFh/duEdj0UOV27ucYznPHXimav8AFPwXoOq3GmanrQgvLchZYvs0rbSQCOVQg8Ed65Dx7BDD8GPDRiiRDBLp7xbVA2HA5Hp1P51b+KviW1mvLLwRFqdrp0mpfNqN7PKsYtrbuMsQNzYIA9PrmgDcv/Fmk65Y6BqOleKJrG0uNWjt43Wyci9bkeR8ygqCeN3QYP4WtU+J/g3RdabSb/W4orxGCSL5bssZPZmClR+J471yPjCbQmsPh/a+HbuzuNPs/EtnbobSZZFTGeCVJ5wQT35z3qn4z8Qx6ponjnTLAaTpdjYeYl19oUNcXs5GcquQFy3AY7iccAUAep6n4k0fRnsU1C+jg+3MUt2IJVyBk/MBgDHOSQK5bVPHvhzxB4Q1qfRvFp04WRjWfUIrV3a33OACEIBYNyuR65rkdZSz1fTPhJBKYrmFpYEmXcGBIhQlW/qDXVfGa3hi+FHiGWOGNJJFtw7qoBbEyYye+KAOl1vxbofhXTba51rU1iWYBYiULPMcDkIoJPUdBxmp/D/ibR/FNgb3Rb5LqBW2PgFWRvRlYAg/UV5Z4qkl034saBqF5q8WkWcujeRaX1xbrLFHMGJZfmICkqR83uBXTeB7TTE8Z63f2vi201q+vIIjdx2cKLGu04VyUJXd1HrQB6HRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHK+J7/AMZJqEVn4V0vTZV8nzZrvUZGEYOSBGqryW4znoMil8C+K5/FWk3TX1kLLU9Punsr23VtyrImMlT6HP8APr1q74s8TW3hTQpL+ZGmnZhFa2yffuJm4RFHuf0zXL6R4Z8TaN8Pb6HTbizHirVZ3vLueZyI4pZT823APKjAHbPPTigC5P8AEOGT4n6f4P0+NJgwm+23ByRG6RlhGpHG4cbuuMgdencV4FaaL4r8N/EDwTpps9CS4ijuzE0c0rCbKjzpJWIyXI5HbPoK99oAKKKKACuW8bf8y5/2HLb/ANmrqa5bxt/zLn/Yctv/AGagDqaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4fxL8NrfxdrU17q+s6oLYIqWtpaz+WkJA5focsT/k9sT4dSa3rPgzxJ4fk1mdptP1CfTbTVckybBgBgc5JGcjnuPStT4o+Ok8L6ZFpdldwQ61qf7qB5pAq2yHhpnPYDnHqfXBqz8PbjwnpfhuPRdC1yzvvscRmupUlBLMeXkb0GfXoMDtQBw/ijwn/AMKyuNC1/wAP6zqst3PqUVpcwXVx5gvFfOcjA54/XIwRXt1eJW/jPw54w+IS63q+uWNpomhuU0y1nmCtcTd52U9AONv0HTnPrKeI9Gl1Kz05NSt2vLy3+1W0If5pYuu9fUcH8j6UAeV+Lvhu2g+Fb/xSPFGsN4is0Nz9sa5wjMDnYF7L2Az6duK6bXfH13ovwz0bV/s6y67q8EEdrbEYDTyIDkj0GSfyHGa5vx34s0XxV4ui8H3WtWljoNjIJtWmlmC/aHU8QJ64P3j2PuOY/ifL4e1298EarczRXfhCO6mt7qW3c+WhYKFyV6DKnp0ANAHe/D/RptJ0aZ7zX31nUbuXzrybzg8aS4AKoB90AYH4duAOL8W/DT+zvDmq+KJPE+sN4gtIpLxLr7SVQFcsI1Xsv8I5/wAKqaBB4fsPjVpkHgGaN9OlsZW1ZLSYywAAHyznJG7dt78fias/EPxZpHiPxPF4Jm1q1sNIt3Eus3MkwTzNpBFunqc4z6fgQQD0jwdqd1rPgzRtSvVxdXVnFLLgYyxUEnHbPX8a26z9F1PStU0yObRbq3uLFP3SNbsCi7RjaMenFaFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUdasrnUdFu7KzvXsrieIxpcp96InjcPcV4/4o8J/8KyuNC1/w/rOqy3c+pRWlzBdXHmC8V85yMDnj9cjBFe2SSJDE8srqkaAszMcBQOpJrxS38Z+HPGHxCXW9X1yxtNE0NymmWs8wVribvOynoBxt+g6c5APSvGPipPDGmRmGA3eq3j+Rp9kv3p5T0+ijqT2H1Fcd8JRqGteHPFttr11JNeTavcW9zLG+CD5aIdh7AdvTitHVvh9L4l8TR+LLLxffWzvAq2ht40ZYomUfcJ/vcnPU5rD+CelXdteeKLqXV7meKLVrm1e3cDbJIChMx/2jjHpzQBh/Eb4faR4a0myt9HvtZl1vU7tLWyikvmK5JG5iMdAOPqwr2vQtJj0LQbHS4pGkW1hWMyOcs5A5Y+5OT+Nef6J/xW3xg1HXW+fSvDamwsv7r3Df6xx9OR/3ya9QoA5bQv8AkffFv/bn/wCijXU1y2hf8j74t/7c/wD0Ua6mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvN555h+0TbQea/knw8W8vcdufObnHrXpFeZz/8AJyFr/wBi4f8A0c1AHZeKfE1n4U0STUbsNI5YR29vHy9xK33Y1Hck/wBTXCfCW+1y+8VeNX8QuP7QWa1DxK2Uh+WQhF9gDj8O/WtzxZ8PJ/FHiOz1lfEl7YSWSYtooY0ZYmP3mGf4j6+wrkvhjot7Z/ErxjJPr93OtjPGlwJAoF0WR8M/oV7YoA6H4x6te6b4c0y3t76XTrXUNSitL2+iOGghbO4g9unX2I71zEttp/w68deFk8M67Pc2msXAtL2xluxOHDEBZQOxyc59vTNenvfeGvFnhi5nknstQ0RlYTO5BjAXkkk9MYznt1ryfwN4U0LxD8R11/w5pAsvDGjblt5iXJvbjpuBYk7V6j6D1IAB0vjP4e+GLOz1nxRqV/rKBRJdSJFfFFLHkKoxxkkAfWuT09dY8G/Bmxa3uZk17xRfRQxSu5ZoFkzsxnp8gz6gv7V1vxGZvFfi3QfAMDEwSuNQ1Xaeluh+VT/vHP47asfGKzmj8LaXq9rAZF0PU4L6SOMf8skyDge2QfYA0AYd/oR+FHiDw3qWmanqE9hqN4unanFdzGQSs4+WXHZhhj+GPXPsdeQ+Ndf0rx9rHg/QPD17FqDNqUeo3LQHcIIYwc7/AO6cMeDzke4r16gAooooAKKKKACiiigAooooAKKKKACiiigAooooAK83+FE801943EsruE8Q3CruYnaM9B6CvSK8z+Ef/H/46/7GO5/nQBF471+813xUngXSdTXS4FiE+saiXCmKM4xEpJ4ZgR+BHbNehwfZNG0OPzLwmztLcbrm4l3Eoq/eZu/AyTXig0fwb/wtfxfH4+W3SaZ457B7ydoo3hKnO05AJHyj8Djoaf4M8JS+NfBWtaJb61f2vhiPV5P7PcLuM0A6L83OwHB+ue9AFyw8Vav4n+M3hm7dJLXQJ4rptNgbIaZFiYGZh/tHpnoB75PtVeEal4Q1Sw+LfhPTT4t1GWSS2naK5MaBoFVTlFA4wQMfjXu9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFW502wvbi2uLuytp5rVt9vJLErNE3qpIyp4HI9KtUUUAZsvh3RJ2uWm0bT5GunWS4L2qEzMv3WfI+YjPBPSpNU0XS9bgWDVdOtL6JW3KlzCsgU+oyODV6igCjBo2lWtxDcW+m2cM0EXkQyRwKrRx5zsUgZC57DirU8EN1A8FxFHNDINrxyKGVh6EHg1JRQBl6Z4a0LRZXl0vRtPspXGGe2tkjYj0yB09q0nRJI2jkVWRgQysMgg9jTqKAMNfBfhZIliTw3pKxrJ5qqLKPAf+9061Z1Hw5omr3MVzqWj2F5PEMRyXFukjKPQEitOigDN1Lw7omszRTanpFheyQ8Rvc26SFB6AkcCrMOnWNteT3kFlbxXU4VZpkiVXkCjChmAycDgZ6VZooAhitLeG4nuIoI0mnIM0iqA0hAwNx74HFMg0+ytru5u7ezt4rm62m4mjiCvNtGF3sBlsA4GelWaKAMmDwvoFrdz3UGiadFcXCss0qWqBpA33gTjkHv61DH4M8LxJEkfh3SUWGTzYwtnGNr/AN4cden5CtyigArJ1Hwt4f1e6W61LQ9OvLhQAJbi1R2x6ZIrWooApXuj6ZqVitjfafaXNouAsE0KugxwMKRgYo0zR9M0W3Nvpen2tlCTkx20Kxgn1IA5NXaKAK1np9lpySJY2dvapLIZZFgiVA7nqxwOSe560R6fZQ3099FZ26Xc4VZrhYlEkgXgBmxk47ZqzRQBWv8ATrHVbRrXULO3u7djkxXEYkU/gRiq1j4e0XTLSa0sNIsba2nBWWKG3RVkBGCGAHzcHvWlRQBSbSNMfSv7KbTrQ6dtCfZDAvlbQcgbMYxntilvtI03U7AWN/YWt1aDGIJoldBjphSMcVcooAzoNA0a2FmINJsIvsRY2uy3QeQW+9swPlz3x1rRoooApQaRplrpjaZb6daQ6eysjWscCrEVbO4FAMYOTnjnNPOmWB00aabG2NgEEYtTEvlBB0XbjGPbFWqKAM3SvDui6GXOk6TY2Jk++ba3WMt9SBzVm30+ys57ie2s7eCa5YPPJFEqtKw6FiBlj7mrNFAFay0+y02J4rGzt7WN3MjJBEEDMerEAck+tF1p9lfNA15aW9w1vKJoTNGHMUg6OuRww9RzVmigCr/Ztj9ukvvsVt9rlj8qSfyl8x0/ulsZI9ulMj0jTIdKOlRadaJpxVkNosCiLaSSRsxjBJORjvV2igDMvPDuiaja21re6PYXNvagC3iltkZIgAAAoIwowAMD0pqeGNAj+17NE05ReDbcgWqfvh6Px8w+tatFAFS40rTruyjsrmwtZrSPbsgkhVkXb93CkYGO3pVG98JeGtRu5Lu+8PaTdXMmC809lG7tgYGWK5PAFbNFAGVB4Y0C1hiht9D0yGKKcXMaR2kaqkw4EgAHDjA+brRc+GdBvL6S+utF06e7lQxyTyWqM7KRggkjJGOPpWrRQBmw+HtFtobSKDSLCOOzcyWyrboBCx6snHyn3FWr2xtNSs5LS/tYLq2kxvhnjDo2DkZU8HkA/hViigCpf6Vp2qWf2PULC2u7Xj9zPErpx04IxTNM0XS9FgaHStOtLGJjlktoVjDH1OBzV6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnfEvgXw54wlgk16we8NupWIfaZUVc9flRgMn1xngUnhrwH4a8HzXE2g6b9kkuFCynz5JNwByPvscde1dHRQBn3Oh6dea1Y6xPb77+xWRLaXew2BxhuAcHI9Qa0KKKACiiigArlfG/8AzLn/AGHLb/2auqrlvG3/ADLn/Yctv/ZqAOpooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDJv/C3h7Vbo3Wo6Dpd5csADNcWccjkDoMsCabbeE/DlnFPFa+H9KgjuE8udYrONRKn91gByPY1sUUAc/8A8IJ4P/6FTQ//AAXQ/wDxNaSaNpcd3b3SadaJcW0PkQSrCoaKP+4pxwvsOKvUUAYB8C+EGJJ8K6GSeSTp8XP/AI7WhFoekQaW2lxaXZR6e2d1olugiOTk5QDHX2q/RQBQ0vQ9J0OJ4tJ0y0sUc5dbaFYwx98DmqD+B/CUjs7+FtEZ2OWZtPiJJ9T8tb1FAFXT9MsNJtfsum2NtZW+4t5VtEsaZPU4UAZq1RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEV1a297ayWt3BFcW8q7ZIpUDo49CDwRWJ/wAIJ4P/AOhU0P8A8F0P/wATXQUUAMhhitoI4IIkihjUIkaKFVVAwAAOgA7VDZ6dY6cJhY2dvbCeQzS+REqeZIerNgcsfU81ZooAgtbG0sUkSztYbdZHMjrFGEDOerHHUnHWp6KKAOV0H/kfvFv/AG5/+ijXVVy2hf8AI++Lf+3P/wBFGupoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqsdNsTqQ1I2Vub8R+SLoxL5oTOdu/GduecZxVmigAqrb6bY2lxc3FtZW0M90Q1xJHEqtMR0LkDLYyetWqKAKllpen6bZfYrGxtra15PkQxKic9flAxzU1ta29lbR21rBHBBEu2OKJAqqPQAcAVLRQBALG0W+a+W1hF2yeW04jHmFM52luuM9qmZVdSrAMpGCCMgilooAztM8P6Noryvpek2Nk83+sa2t1jL/AFwBmtGiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrWmm2OntO1lZW9s1xIZpjDEqea56s2Byx9TzVmigDO1XQNH1wRjVtKsr4R/c+0wLJt+mRxV2C3htbdILeGOGGMbUjjUKqj0AHAFSUUAVpNOsZr+G/ls7d7yBSsNw0SmSMHghWxkA98VZoooAKKKKACiiigAooooAKKKKACiiigAooooAK87/wCFowf8La/4RAwJ9i2+QLzJ/wCPrG7ZnpjHy467q6vxXr8PhfwtqOtT4K2sJZVP8bnhV/FiB+NfPnmXL/DcWf8Awiviv/hJvt/9rDUhph8v7Ruzu3Zzt2e3XnFAH0zLLHBE8srrHGilndzgKB1JPYUrSIkZkd1VFG4sTgAeua8c+I2tjxd8BF8RWt7cW6usTTW8DAI7mRUdH4yQp3YAIzwTmpviH4Vm0H4R600fifxDeD91IwvbtZdwLKuwnbkJ82cAjJAzxxQB6ZrmrvpOhT6nbafdam0aqyW1mu+SUEgfKO/XP0FaMbmSJHKMhYA7W6j2NeTeKNLvfBnwb1m9sfEmvXF1LDaukt3elmt/3iAiMgAqCGINXb3X7nwZ8QrS61bUbhvD2t6fkefKzJbXES5O0E/KGXsOpPtQB3fiDVpdE0eW/g0y81KSNlAtrNN0jZYDIHtnP4VfM0aNGjuqPJwisQCxxkgevGa8P1PVvEX/AApXXfF02qahbXeq3sc9miXDr9lt/OVUVMH5cjJOOoIzWr4v0CbV/jZo1o2v61aJPp80qNZ3CxNBjgrGQvAOOc5J9eBQB6L4mvNa0/TUvNFs4r14ZVa4tmUmSSHPz+Xgj5wORnOa2QdygjPIzyMV5l4s0aGG6tLS98deIoHS0SGxstNkZrmdlGDNIEUtISepwBweRnjb+FWuX/iL4caVqOpzGa8YSRySkcvskZQT74AzQBa8c+K7jwvp1kun2S3uqajdpZ2du77VLt3Y9gMfqOnWpfD2t65c3g0zXdEe1vI7bz5bu3Ba0Zi5ARGPJbbgkfX2zxHxa0I6h4u8Gy/2tqlt9pv1tdltcbFi6nzEGOJOcbvQDitO0vL+2+Kus6T/AGleS2lr4fjeNJZiw3ggeZjpvPc4oA9IorwXSrHXb/4Kr4xk8Y69/alrBNcQKLo+UBHI3yuvWTO08sT1A6DFdhr0seu+HfDmp6x4s1HRLa7so5fsulMUnup3RWwu0MzAZ+6AetAHpVFeKab4j1p/g54zMup373ekXk9pbXcxaO5CLs27z1D8nOee1LrVvrXhjwr4d8YxeKtZu76SW0F1BcT5t5Y5AMr5eMDqOeT1Oc80Ae1Vl6zq82lPp6xaXe332u6S3c2ybhArZ/eP6KO5rzn4p6ZJpME2q2virxRHqmozLb6fpdnf7ImmIAAVAMhR1PP4jIpdYttb8JaF4CsZ9d1G5vrjxBapfzvdOxl353R5J5TtjocZxzQB6zRXjPxCD6fNrWoReONdOuWytc22naczGC2jHKiVFBABA5ZyM57973irXNevLT4cTadqL2V1q0kZnZCQhLxKSWQHDAZJCnigD0bXtUl0XRbnUIdOu9RkhAItbRN0smWA4HtnP0BrQjcyRI5RkLAHa3Uexryrxro2p+CPhr4nvrTxXrl3LL9naKS6ucyW7eaoYo64IDbugwMVD4x13UdQ8Z6X4XjudbgsF0wX902jKTczMW2gbhyqjqT3zj0oA9dorzz4dT67Bq2raXeprc2jxhJdPu9YiKzjPDxsx+9g4IPpWh8T/EOoeHfCHmaS6x6he3UVlBMwyImc/e/AA/jigDs6K43w94FutA1KDUH8Xa/qLBGFzBe3PmQykjqF/hweRyemK5bwxY658TdKl8T3fivV9JgnmkWws9MlESRRqxUeZwd5yDn/AOvgAHrdFeH6z4v8Qj4S+LbW61KQa1oOoR2X9o2rGJpV81AG+XoSMg4/xr0DRvCup2WrLrt94o1S6mlt2+0WLSD7KHIGPLTHyhecdSepPXIB2FFeNfDnRNf8Y+CdH1rUPGWtQSwzuYVgnyJEWVt3m7slycFRk4AA4POaZ1XUfGPiHxBPdX3i+3trC+ksbKHQUIjj8vjdIR95icHB6Z+mAD3GivFdb1vxe/w68Ji+ub7Sdal8QQ2U0+wxPKh8wBmToQRtJU8EitlrbUfBnxP8NWMPiDVtQsddS5juYtQuPO2vGgYOnAC8kcAdqAPThLG0zwiRTKihmQHlQc4JHocH8jWdpurzahqeqWcml3tollIqJcTphLkEZ3RnuB0/zgeWeEvC02o/Ezxg8vifxAjWF7bNmG7VBc5UttlAXBUYwAAAASK6vwRqN7eeOPHVvc3c80FrewrBHJIWWIFCSFB6D6UAd5RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYnibxTYeFLCK5vY7qZp5RDBb2kJllmfBO1VHsCecdKreFPG+leL/ALXHZpd2t5aMFuLK9h8qaLPQlcng/WuhdIyyyOq5TJViPu+uD2rzzwWR4j+IfiLxjart0tok020lxxc7Dl5B6jIAB7j6UAXZPijp41a90+20DxHetZ3LWs01np/mxLIpwRuDfjz2NdzXkeonxZ8MJtd8QRw6ZqPh671N726hVnW5iWRguVJwvHy8c/1HY3/xK8I6XqEVhfawkN3KkbpEYZCSHAK8hSOQR3oAh8R/EWw8M6hNbXeja7PBbqrT3trZF7eEEZ+Z8jsecVf1jxvoei+HrXW5rl57W92C0W3QvJcFhlQi9yR64rN+J83iWLwdeL4ds7a48yCVbvzT86RFeSgyAWxng/ka4LWpLX/hDfhsfCvnXGrpKr6VbzqCJdqjzvN5AUDuQeO3qAD0rwv460vxTd3VjDb39hqNsoeWx1G38mZUPRtuTkdO/ceorp68m8JT6tc/GO9n8XWsdjrX9kLHYwW2Ghe38zLNvySW3djjjPtXrNABXLeNv+Zc/wCw5bf+zV1Nct42/wCZc/7Dlt/7NQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcL408Xa/pHijRdB8P6bZXl1qUczj7VIUA8sAnke2a2NI1bWbXw9fal4wtbLT3td8hFrKZF8lVBLEnv8Ae49hWZ4z8D6h4j1vS9Z0rxA2j3+nRypC62wlzvwDnJHbI6HrXEah4l13Wvhb470XWvKk1jRMQT3FuMLOhbO7A6HCtngcY4FAGlH8U/EcFlbeJtS8MRW/hC5mVFnE2biKNjtWVl6bSe2O/XkZ9ZVldFdGDKwyCDkEV5l4sktP+GdmYFfs50e2EfpnEe39cV2Xht5rXwJpDzRSSzxaZCXjQZdmEQyBnuTQBn/EHx1ZeA/Dr304WW8lylpbZ5lf1P8AsjqT+HUitNvEVpYeEIvEGrSpbW4tEuJmGcDcoOAOp5OAO/FeC+LbjxFe6R4l1rxJ4R1JLu5iEFrO5XyNPtw6naB13E9W757DNavi281nxToPw98OwacLKS9kLGDUD+7lECJtLbeShDMcdelAHrHgnxJqXirSptUvNGfTLSWTNiJHy8sOOHZf4cnP4EfU8kfiJ4u1ttR1Hwp4Ztb3Q7CV4jLcTlZbop94xgdPbIP58C1oniXxXonjux8KeLP7Ouk1KB5LG7sUKBSgJZGU9sD+XXPHP63onin4X6Nrd3oXiPTrfw6zvcxw3cJaaGRuiR8YJJwBk4746mgD1Hwr4js/Fvhuz1uxDLDcqSUb7yMCQyn6EGtiuG+EGiXGhfDPSre7UpPMGuWQ9VDsWUfXbt/Gu5oAKKKKACiiigAooooAKKKKACiiigAooooAK8v1jx148sUvdYtvBkB0Czd9xmucXEkSEgyAdhgZ6Hjnkc16hXD/ABP199P8OnQ9Pj+0a3rgays7devzDDufQKD19cds0AX7vxDq2q+DrDW/B9hb3014EkWG7k8sLGQc5OfvA4GPrXG3Hj34g6f4m0bQ9R8O6PFcarKViEdw0hVBje5APAAyfwNeieF9ETw14W03R0feLO3WNn/vNj5j+Jya4bwIP+Ex8f6744k+eytydM0onp5a/fcfUng/7TCgD0DXNYtvD+h3urXm77PaQtK4UZJwOg9z0/GvM2+JvjDTtLtvE+s+FLaHwxcFGLQ3G64hjcgK7Doc5HGB1HSu2+IV5ptj8P8AW59Xgeex+zFJIo22sxYhVAPY7iOe3WvFdX0bx3YfDLTJvEl7DeeFLf7PJc6dbyBbkQbl2Kz7OcZXgHjj0yAD1bxB4l8ZHVZLTwl4at722hiSR727n2JIWG4IgyMnGOc9+3e74M8aN4v8NXV7HpzW+p2cklvc2Lv92ZR93cex45PTn0rQ1nxRpfh3wi+vTsBZJArwoODJkfIij1OQKxPhboN9pPhy51DVo/L1TWryTUbmLGPKMhyF/Ac+xJHagDHn8eeM/DWo6a/i7w7p8Gk39ytsJ7K4Lvbu3TfknPQ9PQ/Q+oV4z8UYtb0/xVo2sa3PFfeDotThKWER8t4pNuA7/L84B3HGfbjNezUActoX/I++Lf8Atz/9FGuprltC/wCR98W/9uf/AKKNdTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXD/EL4i2vgpbG0iWO41W+lRYoGPCIWALtjt2Hqfoa6rWb6403Rru8tLGW/uYoy0VtF96Vuw9uep9K+bfEz65DoTX+v+F9STWr7VYZp9Qm2hMKTsgjGcquOnqRz2oA9y8a+Mbnw9NpulaRp41HXdUkZLS2Z9qAKMs7nsAP6+lQeD/GWo6prd/4b8R6bFp2u2Uaz7IZN8U8Jx86H2JAP1+oHO/bJr746eGry+spbJrjQZPLtpyN0cm9yw44ztq3qPz/ALRej+RyyaHIZ8dk3vtz+JFAHceIbnWLXR5ZNBsYb3UdyrHFPL5aYJ5Yn0Aycd65Lw7438QDxmnhXxdo9rZX1xbtcWk9nKXilVc5GDkg8H8unIr0GvGdEi1vSfjjZx+Mp4tSvr6xkTS7q3OyOFV3My7No5IB59++eADd1zxj49t7nUbrSPB8E2j6fLIjSXFxtmuFQkM0a5GBwccHPbPStC9+JunW/wANrbxhBayzrd7Y7e0BwzTElfLJ9irc+gq58RPE48OeGpEtkM+ragTaafbJy0srcA49BnJ/Ad64XxhoFr4U+CGkeF7iKS51KW4ihtDDJs23jsz7tx/hBLD3GBxnIANu18e+K9H17SrLxn4etLK01aYW9tcWc+/ypT91HGT1z1GPxwa9MrwjVbPxdo/irwde/EK+t9U0tL5IofsRCCK6I+R5BsG/GM8eh+h93oAKKKKACiiigAooooAKKKKACiiigAri7/x1I/ji38LaDpp1K4iZW1Obftjs4z6nu/fH4denVandmw0q8vFXcbeB5QvrtUnH6V4J4Ij8f6L4BuvF+lzaLNb3Ly6jdRTozT3IUneWboCNrYAI79zQB6v418Y3Ph6bTdK0jTxqOu6pIyWlsz7UAUZZ3PYAf19Kg8H+MtR1TW7/AMN+I9Ni07XbKNZ9kMm+KeE4+dD7EgH6/UDlNO1yLxF8ZPCWteWYob7w67wRsc7Zdz71B74H6Vqaj8/7Rej+RyyaHIZ8dk3vtz+JFAHplcn4K8WXPii48QxXFtFCNL1SWxjMZJ3qh4Y5711leZ/CP/j/APHX/Yx3P86ALXiDxh4qj8eyeGfDek6dePFYreO91M0ZwW2npx1xXX6Lc6o+hxXHiCC1s74BzOkEm6NACcHcf9nBNcl4n8B67feK5fE/hzxP/ZWomzW1ETWiyI6ht2GYk4BOP4T0rjvEPjzVPEHwIvbiWNINUkvRpN00RwpO4biPQMvB+poA7/wn43n8Ya3fnTtLceHbcGOLU5G2/aJQeQq91x39vfA7KvHbfUfGfwvt9Ag1pdGuPD0s0Vg0VijK9sWHDAn73Qkk5yc9M5r2KgAooooAKKKKACiiigAooooAKKKKACiiigDmPGXhD/hMU0u1nvvJ0+1vFurm28rd9qC9ELbhtHXPB7eldPRRQB58vwstv+Ed8S+Hm1NxpOr3P2q3gSHBsn3BsA7juXKrxgcA+uasr4G1bUvDGq6J4n8USarFewpDE0dmkHkbDkNwTuJO0nPpXcUUAedXPw71/VfB2peHtZ8Ym8juYoYbdxp6oIBG6tkgNlydoHJ4rc8Z+CLTxn4UTRLqYxGN45I51XJQrwSB7qWH411NFAHMeMPBsPifwRJ4Yt7kafAREsbrF5gjWNlIAXI7LjrVbxZ4LvNb1vTdd0fW20jVrBHiWY26zo8b9QVJHvz7/THYUUAcCngLXLbxFFrlt4tYX8lktnezTWCOZQG3bkG4CM+2CPrWn4B8I3XgrQP7Hl1YX9vG7G3xbiIxgszHPJ3Elv06V1dFAHO+JfC3/CQ6noF79s+z/wBk3ou9nlb/ADcDG3ORt+vP0qIeEMeN9S8Sfbv+P3ThY/Z/K+5g53bt3P0wPrXT0UAcZpvgL+z/AIWP4J/tLzN1tNB9s8jGPMZmzs3dt3Tdziq918Pr1ZfDF3peura3+hWQshJLaCWOZNgUnZuG08Z6n0ru6KAPN7b4YX0Wi+KNKm8S+dBrssk7MbJQ0crlSznDDd93GBtHNbfiHwR/b3gqw8O/2j5H2Q25+0eTu3+Vj+HcMZx68e9dbRQB554m+Hmu674zg8R2fi9dPktI/Ls4f7MWcQAj5j8z4LHnnAPQdqnm8B61qdto6654r/tG40zWItTSf+zki3Ig/wBVtVsDJyd3PXpXeUUAedX3w01CafxLFZeJfsuna+zSXEDWSySK7Lg4ct932xnHAI61bi+H121r4SjvNcWaTw9MHVltAolRUCqmN3y4A685ruqKAMDxr4a/4TDwjf6D9r+yfawg8/y/M27XV/u5Gfu4696zPE3gN9ZvNN1XStZm0jXNPi8mO9iiEgePujoTgjOT17nrXZUUAc34Z0HXNLnuLrXfE8+szyqEVPs6QRRAHPCL1J9at+KfDVj4t8P3Gj6hvEM2CskZw8bg5VlPqDWzRQBxfh7wt4u0vU7WTVPHMup6dbBgLVrBI2lypUb5ASxxkH3IrOb4cazpV5d/8Ij4wn0XTryVpZLJ7NLhY3bqYyxG36frXotFAHn918LLOT4dX/hS11GaOW/mW4udRnTzZJZd6uzMMjOduOvHuc573Z+58vP8O3NPooA57wP4X/4QzwjZ6D9s+2fZjIfP8ry9252b7uTjG7HXtWDf/D3VbbxDfav4T8Uy6GdRbzLy3a0S5ieTu6hj8pPU+/5V39FAHEah4ButU0TRbK+8RXF1dafqsepyXc8IYzFN3yBQQEX5uOuMdDWrrfhX+2PFnhzXftvk/wBitcN5PlbvO81Av3sjbjGehz7V0VFAHB3vgHVo/Feo614f8UyaSmqeWb6D7Gk24oMAozH5eM9u59gNrw/4V/sLxD4h1X7b5/8AbE8c3leVt8napGM5O7OfQV0VFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc/4y0DUPE3h2fSbDWP7K+0fJNOLfzWaPuo+ZcZ7nnjI71j+FPB3ifw5cWUVz40W+0i1jMY09NJigBG0hfnUkjBwffHvXcUUAea33w01/W0TTtd8dXl/oQcM9mLNIpJQDkK8oOSOByR+vNehiztQFAt4sIAq/IOAOgqeigDhvEngzxLrV/eiz8b3FhpN8As1kLNJCq7QrBJCcrnB6dyafq3w3s7nQ9DstIv59KvNC/5B96iiRkyAG3KcBg2MkcflxXbUUAcZ4a8EXmm+IZfEWv69LrWsNb/Zo5TbrBHDFnJCovGSe/1rs6KKACuW8bf8y5/2HLb/ANmrqa5Xxv8A8y5/2HLb/wBmoA6qiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOM8S+E/Eup6rJe6H41utIjlRUktjbLOnHG5ckbT9Kn8KeAdN8M6BfabJLLqUmpM7ahc3PLXJYYOfbBPGT1PPNdZRQB5dB8H7jFtpV94rvLzwraziaHSXgUE4OQjSZyyg9sfTHWu3n0nU5PFlpqkWtSRaZDbNFJpgiBSVyTh92cjGR2/h9zW1RQBieL/D3/CV+FNQ0P7V9l+1oE87y9+zDA/dyM9PWsrxD4Bh17w/pNkuoTWeo6QEay1GFfmjdVAJ255BwMjPYc12FFAHDeHPAF5Y+JV8R+JPEM2u6tDCYLZ2gWGOBT1wqnGSCRnjqfrV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RbWJlVjHGXOWYKOB7mtIHIBHQ14zceIvHWi/BK78T6rq5/ted4ZLZTaxL5ETOoGVC4JYEnnOMjoc10vjmTxNa3Nxew+NNO8O6bFGBaxSW0cj3UmMkMX6c8ALk+1AHoVQ3dzFZWc93MWEUEbSOVUsdqjJwByeBXlWqfEHXZPgzovimzKQ6ndXMUUojRSH/AHjIwAYEDdt/DNdGLbxrpMOs6tqniG0ubf8As+WWK0hswgtZgMqFY5LqMHluvpQB1Wjataa9o9rqlizta3UYkjLoVOD6g1erx6/+I2r2vgDweft8EGr68D5uozQBlgRcb32KME8rgYxV7wd4w1EeNovD9z4hTxHZXlu8sV6tl9neCReSjAAAggEg9aAPU6Kz9e1aLQfD+oatMheOzt3nKA4LbVJx+PSuE8NWvxE12y03xJc+KbS1huzHcf2SunoYxAxB2+Z94MVPvg96APS6K83k1nxX4y8U6xpnhvVLfRNN0eUW0t49qtxLPNj5gFY4Cjp6/ngR2Xi/xDZQ+K/D+uSW763pGnPe2t9bxgJPHsJVih4DBsZHT8skA9MorzTwc/j3xHpnh/xDceILS3s5EQ3Fh9jVjPH/ABOXGMM3YKAACOpznP0bUPH3jCTxNBp3iC205NM1m4t4J5LNJDIqkbYsYwqgclsMx3D05APW6K8h8QeNtTuPGV34dj8UweH4NKgiFxeCx897qd1DEKpyFUfn9c8V7j4i69/wqbxJqEd5GdY0e6jt49QitwEuI2lQCQIwwCVLAjHFAHs1FeW6pqnjLwnqXhvU9S1631Cx1a/hsbmwSzWNITKCQY3+8cYPU8/yqazB4t1D42vplh4sGnKujtdQFbBZUjjMoUpsZsFiVBL8HjAAFAHpMXiCwm8Sz+H0aT7fBbLcupjYLsJwMN0Jz2/wNalcRpet6s3xWvvD11eieyttHinC+Uq5lLAM+QM888ZwK7egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAztc17TPDelvqWr3a2tohCtIyluT0GACTVbw74t0HxZbS3Gh6lFeJEQsgUMrIT0yrAEZwe3Y1q3ABiLmEStH86IQOWHTGehryfwNqUmofEfxdrF7pzaPqi2Ua/2U4O90Az5rNgBiSAOPX8wDuLr4g+E7LxCug3Ot20epMwTyTuwGPRS2NoPsTmulrxbQNHstQ/Zu1K7uo0luby1vNQnnYAs86s5VifUbAK7vwt4u0tvCWgnVtasIdRn0+3kkjnukSRmZAc4Jzz1/GgCXWviN4S8O6v/AGVq2sx217hSY2ikYKCMjLBSB+JrX1TxDpGi6P8A2tqOoQQWBAKzlsq+eRtx97I6YzmuX+Kmo3WleDNQFl4eOqLeQyR3LqBtgXbjzHGCWA6+2OoriPEaWuneA/hxc6fOutSWc8TWtjsYm/8AlGdq4OCvuOPrwQD1Xw54w8P+LYZZdC1OK8ERAkUKyMmemVYAge+K3K8k8GX8uufGTVNTv9MbQb2PSUgXTpQfNuEMgJmJwAQMBeM9vSvW6ACuW8bf8y5/2HLb/wBmrqa5bxt/zLn/AGHLb/2agDqaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA43xV8QI9A1mDQ9O0e81rWZovP+yWuB5cecbnY5x+X5ZGW6H8Q4te0bVprfR76PWNKGLnSJBibdg7QvqDg4Pt06Vx/ii61ez+Nfn+CbRdS1g6YI9Ttp8LCkeQUO8sMMfl4+nXJxc+FMtxdeMfF914gRrbxVJLELqz2BY4oQuE2EE7gRjn2HrkgD9U+MGp6JYm91TwDrFpbBgplmkVVyeg6V6Zp9zLeabbXM9s1tLNEsjwM2TGSM7SfUdK848T/APFa/FfSPC6/PpmhganqI/haX/lkh/MHHox9K9MnZ1gkaMZcKSo9TjigDz3V/i1DY6lqEeneHtS1XTtLfy9Q1C2A8uFh94DP3tvfkflzXbQa3ptxoSa2l5ENNeD7QLhjhRHjOTnpxXBfBWC2n+EUPn4YXUly10W/iJdlOf8AgIFeWQX+rah8KPBfhSztpLs6nf3Ba3WXyzNFFJu2bjwASxOe22gD37wh4vtvGVldX1lZXkNlHMY4J7iPaLlR/GntnI/D6gc/ffEu/j8S6rouleENQ1VtNdEmlt5VABZdw4I47/lSeF/Gep2via18H+I/DsOjXEtuX082swkhkRBygx0IAP5dBxnK1fSPHPg7xF4m8V6EmkX1heulxPZyl/OKRpj5eAAcbj1Pbr0oA9P065lvNNtbqe1e0mmiWR7eQ5aJiMlT7jpVmsnwxr9v4o8NWGt2qMkV3Fv2MclDkhl98EEfhWtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVleJPEWn+FdCudX1OXZbwLnA+87dlUdyTWozBFLHoBk184+M/F9p4uk1y61e01OOzs7WWHRrQ2b7DIVINxKcYB9Afu/XqAe/aBqo13w9p2rLCYRe20dwIy27ZuUNjPfGazvC3iyHxRPrUUVq8B0vUJLFizBvMKH7w9B7Vn/AAr1e31b4daP9nSdfsdtFayebGUy6xrkrnqvPBrF+Ef/AB/+Ov8AsY7n+dAHplcz4k8b6b4c1nRdIlBm1DVbpII4UbBRGbaZG9genqfocXfFXiCPwv4dutVe2mumiXEcEKFmkc8KOBwM9T2FfOt1r1idZ8N6/qaajPr8msR3eoSPZuqpGpG2GEHqFHYck/hQB9PzzRW0Ek88ixwxqXd3OFVQMkk9hXJ6L8RdL1rwrq/iSGGcadp08sQIG55lRVO5V4xndwDXDeOvG9rruuWmgXFvq0XhxVS41CSGzkL3RIDLAMDheRuPtjtzZ+BOr2FxpmtaRBbzIRqM10gaArGsZ2BRnoGGPu9qANix+LJ/tqxsde8L6rodvqEgjtLq7X5XY9AwwNpPHrjPPHNekV5h8SnXxR4k8O+CbIeZdfbE1G9defs0EeeT6Ftxx+HqK9PoA5bQv+R98W/9uf8A6KNdTXLaF/yPvi3/ALc//RRrqaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAZNNHbwyTTOqRRqXd2OAoAySa8xb4zp5LarF4U1iTw0smw6sFAXGdu4J/dz3z+vFeg699iHh7Uv7SkMdh9ll+0uOqx7DuP5Zr55i1Hx5F8H5bGHSFbwmVZF1FkX7T9kLklvK3+mefTv/FQB7R4r8eQ+HNL0e+s7CXVhq06Q2qW7hS+9dykZHfj86t+FvEWqa8boaj4avdF8nZsNy6t5uc5xj0wPzrl9a8KXXiHwb4Nbwde2gj0p7e7tJb7dtdEjwmQoJz0yOO9aPgnxjrGo69qfhfxPY29rrmnos2+1YmGeI4wy5yR1H59sEUAdJ4l8R6f4U0G51jU3ZbeAD5UGWdicBVHck1zfhz4kf2tr8Oi6xoF/oV7dRGayW7wRcKOSAcDDAc4rN+Lf72+8D2s3NpN4gt/NU9G54B/M0fFj93rXgO4i/wCPpdehjQjrtYjcPocDNAHVeLvFkPhKDS5ZrV7gX+oRWKhGC7C4PzHPUDHStDXtTn0bRbi/ttNudSmj2hLS2GZJCzBePYZyT2AJrhfjN/x4eE/+xjtf5PXplAHC+HfiM2qeJl8Oa1oF7oWqSxGa3juGDrMoyTtYAc4BP4Hmu6rxmyu9YufjppR8Z2a2U0dtOuira4aKTIbcXbcTnbnjjnHA7+zUAFFFFABRRRQAUUUUAFFFFABRRRQAV5pd/Fi50ieOfXPBur6Zo8koiF/Lg7cnALJjKj8c+ma9Lrx742XWvCyS0urIDwY8sB1C8tsNcD5wduC3AyF5x1xz2IB2/jTxmPCNrpskWmTalLqF0trDDA4UsxBIxnrnGPxqfwt4i1TXjdDUfDV7ovk7NhuXVvNznOMemB+dZPjrwxqfiaw8Pz+G7mxhm028jvYWuy3lsFX5fugk9vwpPBPjHWNR17U/C/iext7XXNPRZt9qxMM8RxhlzkjqPz7YIoA6LxR4l0/wjoM+samziCLACRjLyMeAqjuTXK6T8UWn1yx0zXvDOpaCdRbbZTXXKSt2U8DaxyOOeopnxsFm3gArPLMl59siOnrCm9pLnnauPQjd/wDX6HjdT1DxXqPi7wZH8QtMi0nTY75JIZLTEgluh9xXIc7Bn+v1AB3mr+PNd07VrqztvAWsX0MLlUuYSNko9Rx0pnhz4lTeJPDGq63a+Gb4ixlEEdvG4kkuJMjIXA7ZXJ+vpVv4oeI5vD3gu4FluOqagwsbFE+8ZZOMj3AyR74rW8G+HIfCfhLTtFi2k28Q81x/HIeXb8WJ/DFAGBoPxIe/8TQ+Htc8O32hajco0lqLhg6TAAkgMAOcA/l64z3leMyXesXHxx0JfGVmtnDELgaJ9lw0czEYJkbcTnbjjjnbx6+zUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcj8S/C194y8FXOi6dLbxXMskbq1wzKmFYE5Kgnt6V1iKVjVT1AAp1FAHk2pfD3xTN/wmFrbS6LNDr0rypfXJk+0RocbYcBcbRgAHPHXB6DoJNM8dW/hvRraxfQHntoGt72zuRI0E6YVUw2N2QFOeMHd7V3NFAHm3hzwX4r8K+FbuLSr/SItVutSa9Nt5b/AGKNGGDCvG4DocjHQD3LfD3gHWrafxVqOotpVpda3am3Sy00OLdG2kb2JGdxJ5wO59a9LooA4VPAT3Pwhj8G6jJA10ln5QljJKLKp3IwJAOA2Ow4zU+leCX0n4VTeFbeSI3k9hNFJMxO1p5UbcxOM43N1xnAFdnRQB5tqHgHWz4S8IQ6dd2K634cMbqJt5t5iFCsMgbscdcfl1puo+F/G+p6toOuXreH7q8sGm32DNKtsocAK6kqxLj1I+lel0UAcP4C8NeIfDmoa+dVl02W21K/lv1e1L7/ADJMZGGGFUYPcn+t34heGb3xZ4ZXTbCW3jmF1DNunYhdqNk9ATn8K6uigDlNb8M3upfELwv4ghlt1tNJW6WdHYh282Pau0AYPPXJH41D4L8KX/hzSdftbyW2eTUNTubyIwsxCpIFChsgYPHOM/WuxooA8mj+G3iCz8E+EtMim0u6utEupJ57S4d/stzudmXnbnKhuMr1J/G7p3gzxVFqvjCe7k0byvEFqE/cvJmOQRMiqAV+7luW6nHQZwPTKKAOAufA2pzfBdfBqz2g1EWiQeaXbytyuGPO3OMD0qj468GeLvEUWhWOmy6IdN04RyzQX0su25mUYAYInKDHTIzk57V6bRQB5n4g8MePvF/gnVtE1uXw3HPO0BtGsmnVBtfc+8sCegGMD1zVzVfCfiI/EC71/Tn0m5gurJbVPt5ffZY6mMKOQepGVyT1FegUUAeS2/w48St8L9P8K3M+lLNY30c8ciSSFWjEjO2Tt+982AMY4616brNnJqOh6hZQsqy3FtJChc4ALKQM47c1dooA80l+G+pnwP4ZtLXUbe18R+H/AJ7a5UF4S38SnIB2kY7dulbmgQ/ECXVY5vEl1oMNjErAwabHIzTMRgFmf7oHXiuvooAp6tptvrOkXmmXYJt7uF4JNpwdrAg49+a4HQ9D+Jnh23tdEt9R8PXmkWxWOK6uUlFwsIOAu0fLkDgdfrXpVFAHnl94T8VaF4n1LWfBd5pZh1VhLeWGpq+wSgY3oyc5Pcfz4wab4C1c2fiXUtb1G2u/Eet2T2m6JSlvbpsKqi8Zxkgk4zx0zkn0OigDE8H6PceH/B+k6RdvE9xZ2yxSNESUJA7EgHH4Vn+B/DF74aPiH7ZLbyf2lrE9/D5LMdsb4wGyBhuOcZHvXV0UAef614T8S6f4xuvE/g2805ZtQiSO/stRD+VKUGFcFOQQOO3frnFR6/4U8Y+Kvh3rGj6vqGknVL6SIwJArpbwKkiMRuILEnaeo64r0SigDkPGfhW+8RWHh6C0lt0bTdWtr2YzMwDJGGDBcA5bkYzge9UvE3hjxKPHNt4s8Lz6WboWB0+e31HeEKby4YFOc5I49q7yigDi9F8L6za+P5/Emp3FlJ5+kw2kogLAmZSCxCkcJkHHOa7SiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvEsXiGTTUPhm4sIr9JQxF8rGKRMHKnbyOSDkelYHhLwprkHii/8VeKbqxk1W6tltI4LBWEMMIIbGW5JJA+nPJzx3FFAHk8nw68V22mXnhHTNW06Lwldzs+90f7XBE7bniQfdI6jJ9TXcP4G8LSvbvPoNhNLbxxxRySwKzKqABRk88ACugooA4TxPpvxEv7vULLR77QU0e9Ty1e5ST7RbqUCtjaNrc5Iz61U1H4b3lponhdfDeoQxat4b3fZpLxCYp94AkDgcjOO2cdPcejUUAcJ4c8LeIpfGL+K/Fl1pxvUtPsdta6cr+VGhbcWJfknP8AOu7oooAK5bxt/wAy5/2HLb/2auprlvGpx/wjvAP/ABO7br/wKgDqaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA888Q+DvEtr4zm8WeDb+wjvLuBYL201BWMUoXAVgV5BwB6dOvOKueCfB2q6TrGq+I/Ed/b3muamERxbKVhhjUYCrkAnoOSO31J7eigDkPAfhG78NR6tearcQ3Wr6revcXM0Odu3J2KMjOACTjtnHata4j8QnxbaSW89iPD4t2FxE6nzzNk4Knpj7v6+1bNFAHlE3w/wDGWjnVtI8K6xplv4e1WV5WF0jmez38OIsDBGOmf0PJ09Y+GbJ4c8O2/hq9Sz1Tw82+ynnXKSFv9YHA/vHk4B78c16JRQB57oXhDxNfeM7XxT4yvdOa5sIXhsbTTVfy0LghnYtzkgnjnt0xiqesaD8VNSgutIXXdBXTbktG14InW5ETcEYA25wccfmK9OooAyvDWg23hjw3YaLaMzw2kWwO3VznLMfqST+NatFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWP4r0qfXfCWraTavGk95aSQRtKSFDMpAyQCcfhWxRQBk+F9Ln0TwnpGlXLRvPZ2cUEjRklSyqASCQDjj0rG8DeFb7wzc+JJL2W3kXU9WmvYfJZjtRzwGyBhvpke9dfRQBjaRH4hTV9XbV57GTTmlU6clupEiJg7hJnv06Z7+1ZXjPwtfeItV8MXVpLbomlaml5OJmYFkGMhcA5PHfH1rrqKACuJ8F+F9Z8I+G9atg1hPf3WoT3lsPNcRfOF2hztyORzgGu2ooA8b0PwX8VNBvdRv7e/wDCs19qMvm3NzcGd5G9FzsGFHYDpXrliLsafbC/aJrwRL55hzsMmBu255xnOM1YooA5bQv+R98W/wDbn/6KNdTXLaEf+K88WDA/5c+fX90a6mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKerabBrOj3umXW77PdwPBJtODtYEHHvzXlg8C/EiPw63g+PXtFOgGM2/2ton+0iA8FNuNvTjr0716/RQBw9/oHi7Q9N0qx8FX2mC0srVbd7fU0Y7yvRwyDOfbpTPBXgvV9J1nVPEviPUoL3X9QjER8hSIYYxjCrwCei9h0+pru6KAOD1LwfrvizwENM8S39nHrsVx9ptryxU7IpFJ2HBwehIP19aq6V4O8V6t4q03WvG+oaZMukK32K209WCvKRgyvuA54BwO4HTofRqKAOQ+IHhW+8V22iR2MtvG1hq0N7L57MMogbIXAPzcjrge9a/ia21250dk8OXttaakrqyPcpujYDqrcE4PqBmtiigDzjRfBvirUvGdj4m8aX+nPJpsbpZWmnK2wM4wzsWGenbnt0xg+j0UUAFFFFABRRRQAUUUUAFFFFABRRRQA2QM0bKjbWIIDeh9a8o1Twb8SfFNkugeItd0UaK7qbm4tImFxOqsCBgqFByAeMfj0r1migDkvEVh4ygaz/wCEOvNJjtoYfKe01FGKnH3WVlGc44x0qj4K8F6vpOs6p4l8R6lBe6/qEYiPkKRDDGMYVeAT0XsOn1Nd3RQB59q/gzxD4s8D29lr2p2cPiG0vPtlrd2aHykdSdmQQCeCe3p1xzn/APCGeOPFGraU3jTUtIGmaXcrdLBpqPuuJV+6WLAYHJ6ep47j1GigDkNX8I3etfEXRtcu7iFtJ0qB2gtud5uWP3zxjAGCOcgqPWtrxHb61daJNH4fvYLPU9ytFLcJuj4YEqwweCMjOO9atFAHm2l+DfFuseMNN1/xrqGmMukhzZWmmq20uwwXYsAewOOeg6c59JoooAKKKKACiiigAooooAKKKKACiiigAooooAhubu2soDPdXEUEQIBklcKo/E1Daatpt/IY7PULS4cDJWGZXIH0Brgfjv8A8kpv/wDrvB/6GK4PxrH4DhsdMfwA1t/wlf2uL7H/AGY7Fic87sHGPr/LNAH0NRXBan8WNI0m+uYbjStbks7Ob7PdalDZFrWKQHawL5zweOB9M1s+JfGum+GrfT3khu7+fUX22dtYxeZJPwCSoyBgAjv3oA6SiuRk+Iuk23hS48QXtnqdnHBP9ma0ubXZcGU4wgTPJO4YOce9Fp4vtde0bWludK1zSWtLVnnjurfyJdhVvmjOSCflODng0AddRXCeFPGGiW9r4Y0K3/tUpqdk0tjc3+1jIEzlHYN9/AzgDGCPpV3WvFukyz+I9AddQ3adpb3N9cWm1fKQoTtVt2RJt5HGPegDrqr3t/Z6bbG5vruC1gBAMs8gRQT05PFea3PxJs/C+heErXTNL1zU4tQii8t5ITJKYsdMjh5SP4QeOp7A6eveN9JvPD1vaX/hfxBeNq0UoOkjTybhY1baWdc/KM4IOc8g0Ad/SMwVSzEBQMkk8AVzvgfXdL17wvbyaVLdvDa/6I63i4njdAAVk/2sYz9a5P4563Lp/gkadFbX7DUZVjkntosoiB13KzZ4LA4A74IoA9Hsr+z1GEzWN3BdRBiheCQOoYdRkHrzVivM9Ji8Lab4g8HW+n6brWizXq3cttYY8mMkRgOblCxO7aox17Zq4/xc0kpqDWmi69ejTriSG7NtZhxCE6uW3Y2nnHOeDkCgD0CiuT1H4g6RZ6Fpmq2sF/qi6oM2dvYW5klkwMn5eMY756U/RfH2k65omqalFBe276UHN7Z3MPlzxFVLYK5xkgHHPbtQB1NFedr8Y9CaxtdSOla4mkzlVbUXs8QQsTjDNu7HglcjPHNbPiHx1F4e1BbQ+HfEWogxCXz9OsfOiwc8btw54/UUAdXRXl2rfEDw/wCK/hpqesTQeIrHSIJ4ommt9kU7tvX/AFZ3kEAkA59eOem/4i+Ilh4c1KXTxpGt6lJbRLLdPp9p5qW6kZBdiR25oA7KiuW1Dx/oen+ErLxMXmn0y8kjjjeJRkFzjkMRjBBz6YqlH490zXBq9gLDXLeCKxluFvGtjCs8IGC8Lk9eeCcetAHbUVw2neL9A8N/DfRtS87U57OeNIrOOcebeXDHOFwDgt+OK0PDnjqw8Q6nNpT2GpaVqcUQm+x6lB5Ujx5xvXkgjPFAHU0VV1O/i0rSrzUZ1dobSB55AgBYqqljjPfArhbP4y+H50t57zTdc0yxuCBFfXtjsgbPT51JGPfpQB6JRXNeJfG2m+GpLO3eC81C/vcm2stPi82WRR1YDIAX3J/kaj0nx7pWraNqt+sF7bS6SjPe2NzD5dxDhS3Kk45AOOcGgDqaRmVFLMQFAySTwBXD6d8U9H1W70uGy03WZodQKIt2lnmGGRhkI7g43AdcZx36HHWaz/yA9Q/69pP/AEE0AWYLiG6gWe3mjmiflZI2DKfoRUleYeBPE2m+FPgnoGoanI4Qq0UUUSb5JpDI+ERe5NdH4f8AH+n65qkmlz6fqmkaisXnrbanb+U8kfdl5IOO/f8AI0AdZRXA2Xxb0W71Gzgk0zW7SzvphBaajdWRjtp3P3QrZzz24+uKu658RdP0bXptGh0nWdVvLeJZbpdNtfNFurcjdyOo54zxQB2NFcXq+q6RdeJ/BM0s+rRz33nS2KQNsicGJWPnqTnoRgeuc1HdfFDTYdV1TS7TRtc1G+02Ty54rK0EnGM7gd2MducE9gaAO4orl4/iD4dk8Fr4rN2yaa3y/Mh8zfnb5e0c7s8Y/HpzWdpHxPsdZ8Rx6HF4f8RW946iRvtVksYjjPAdgXyFzxnFAHc0VXvr6202xnvr2ZILaBDJLI54VQMk1x2i/FDT9c1G1gt9C8QR2l2/l2+ozWO22kPb589D24oA7miuP1v4kaRo+ry6TBZ6rq9/Aoa4h0q0M5gB6bzkAVbsfHeh6l4TvvEdlLLNaWEcj3MQTbNGUUsyFTjDYHrj3oA6WiuJ0z4naTq+o6XbWWm6xLDqKr5d4LTMCOV3eWzg43AZzjIGDzwcV7n4t6JCNQWDTdZvJdPvJbW5itbUSNGIyA0pw2BHzwSQTg8cGgDvqK5DWviJp2k31vp8Gm6tqmpSwC5az0+18yWGM9DICRt+nX86JPiRoSeB7rxYq3b2VpIIriARATxSF1QoyMQAwLDPPT1oA6+iuJtPidpNxrNhYS6dq9nDqLiOxvru0McFwx6BSTnnjGQM5qlrPxTXSfHLeHo/Dmt3yQ2rTSNZ2TPIzbgAUU4zGPmBfoTgD1oA9DorjtMv9MuviXeJG+rpqbaTFLJbzsBbpGWGMJnIkycHt1967GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5rxhoSavbQzXHibU9CtLUOZZLG7FvvLbQC7kdBg8f7VZHwo1bU9U8O34v759RgtNRmtrLUHGDdQLja+e/Oef8KAO8orhvBmpXt5478c2tzdzTW9pdW628buSsQMZJCjtk13NABRRRQAVy3jb/AJlz/sOW3/s1dTXLeNv+Zc/7Dlt/7NQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAR3FxBaQNPczRwwp96SRgqj6k09WV0V0YMrDIIOQRXDfGX/kkuvf9c4v/RqV0GnXsGmeCbS/un2W9tpyTSt6KsYJP5CgDXaWNJEjaRVeTOxScFscnA70+vEPAeu6F4p8WJ4r8Ta7ajWZZGj0nTGuMLZx5KgY6F254PXOcZIx7cc4OOvagCpPq2m214lncahaRXUmNkMkyq7fRScmpbq9tbGHzby5ht4idu+aQIM+mTXzroUfgS78La//AMJ3OsXi03E/2p7pnE6P/D5YHUD0H48Yq9q2qTax+z/4Tvda8y4VdViSdmBYyRI8q5Pc/KuPfFAHvFpqunag7JZX9rcsoyywzK5A9Tg1HPrmkWs7QXGq2MMqcNHJcIrL9QTXK/D0/D+7W5vvBUVokm0R3AjRkkUZyAytzjI69OK87muPAlv8V/F8fjaCFjPcwCzknidkGI/n5XgdV60Ae9RSxzxJLFIskbqGV0OQwPQg9xT6radBZ22m2sGnrGtlHEqwCI5URgDbg9xjFWaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqGC7troyC3uIpTE5SQRuG2MOoOOh9qmrzP4R/8f/jr/sY7n+dAHpE88NtC808qRRIMs8jBVUe5NUP+Ek0L/oNad/4FJ/jVnUtNs9Y06fT9QgWe0nXbLExOGHpxXinjzwB4Wk8T+HfCOg6NBa31/N9ou542YtDapnd1JA3YOPdcd6APZ7rWtKsYIp7vU7O3hmGYpJZ1RXHqCTz+FW4pop4VmhkSSJxlXRgQw9QRXJeLtA8EQ6amreJ7C2+x2EK26PKrssSEgABV9yBwM1z3wVgaPw9rUtoJl0GbUpW0lJmJYQ9O/IHT8QfXNAHfp4h0SR1RNY09nYgKq3KEk+g5rSr56+ER+HFzpek6fq1tar4oErMrXEbqXbzCY9rfdJxtwM19C0ActoX/ACPvi3/tz/8ARRrqa5bQv+R98W/9uf8A6KNdTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUJu7YXYtDcRfaSm8Q7xv29M7euPepq8zn/AOTkLX/sXD/6OagD0ymRyxyhjHIrhWKttOcEdQfevPPi34xn8PaZYaRp97FY6hrEphF5K21bWIY3yZ7EZAHfrjkVqfDeDwpZeHTZeFtTi1BEffdTCXfI8pHLuOozj6cUAdXd31pYRCW8uoLaMttDzSBAT6ZPfg1UXxFojsFXWdPZicAC6Qkn86br3hzSPE9lHZ6zYx3lvHIJVjckAMARngjsT+deS2Xgvw5f/GyGz0TSobbTvDkS3F48ZJEly3MaEknpwf8AgLCgD2K91XTtOeNL7ULW1aThBPMqFvpk81bBBAIOQehFeC248HXHjvxkvxHaIagLsrafbWZVFpzs8vHfGPfpjvW98KPFdppfw11e81C/d9H0i/mhtLiXO5oAFKKAeSfmwB7gUAesvcQxzRwvNGssufLRmAZ8cnA74qSvENDute1H436Jqmuqbf7dp081pYH/AJdYeQqt/tnG4/X2wPb6ACiiigAooooAKKKKACiiigAooooAKKKKAEd1jRndgqqMlicAD1plvcQXUCz280c0L/dkjYMp+hFUfEX/ACLGrf8AXnN/6Aa5j4Of8km0H/rnJ/6NegDuap2mrabqE0kNlqFpcyx/fSGZXK/UA8VyHxiTVH+GeqDS/N3DabgRHDmAH95j8OvtmvNJP+ELuPEPg5fhmjrrQvI2nMQkG22A/eedu6n19t3qKAPebrWNMsZvJu9RtLeXGdk06o2PXBNWLa5t7yBZ7WeKeFs7ZInDKcHBwRXifja48JWnxqml8ZwLJpraRGkZeF5FWXzOD8oz03V6lpt14a0Dwal9pstrb+H4ImnSSJsxhSSSR7kk8dc8daANuS4hhkijlmjR5m2xqzAF2wTgDucAn6A1JXhcOpa3rvxi8F65qSva2F8bs6bYt96KFYTiR/8AafOfoBXulABRRRQAUUUUAFFFFABRRRQAUUUUAFFFZepa/Z6VcLBcQ6k7sgcG1024uFxkjlo0YA8dM56eooA4n47/APJKb/8A67wf+hiu403Q9I00JLY6XY2shUAvBbohP4gVR/4TLS/+fXXP/BFe/wDxmj/hMtL/AOfXXP8AwRXv/wAZoA8o8ceLZNa03xppV9qb6a1hJJBa6RBb/PdKMHzpGKklTyfl2gDkk1sa/qXg3VPAnhQ6vqV3Y/uAbHV7RH/0WeNUBG4DjJPpg7TyCAa77/hMNKJJNnreSME/2De9P+/NB8YaSV2mz1vbjGP7Bvcf+iaAPOdP8RWniD4W3o8dm5vNIXUDaQatBbMjSxjlLjaBlcEYyAfQg807wj4gvtQ0TxlpCarNr2h2Ng5stWliZHYmNsxMT98j19vQjHov/CY6XjH2TXMf9gG9/wDjNIvjDSlUKtprYA7DQb3/AOM0Aecf2Lc6h8BPDuq6aMatokSahaMByShJZfcFc8dyBV/QNKuYPg74p1/Ulxqmv2V3qFx/sq0TeWg9gvIHbca7n/hMtLP/AC665/4Ib3/4zQPGOlgYFprgA/6gN7/8ZoA8uv510zwV8KtculkGnae8LXUyoWEStGAGIHOOK3te+JtndX+ix6Vqq6do2oGZZdbktScGMf6uMOMAknqwI9BXZnxjpRBBtNcIPUHQb3/4zSf8JhpOAPset4HQf2De8f8AkGgDi/g1qFm1x4t0+O7lnuDrVxcr56ESPEdoWRuBgt9B34rR+NX/ACISf9hC2/8AQxXRjxjpQJItNcBPX/iQ3vP/AJBpf+Ey0v8A59dc/wDBFe//ABmgDmvFf/Jafh//ANc9Q/8ARNVfhaA3hvxkCMg69fAj/gKV1/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHlXhvxVdeG/hF4JSGaKxhv7ie3n1WWLzFtE81z06ZbHGeODkUnh3U7Aal8ULVNUnvZLuxWWCa4TElwq28m5+FUY5GDgDBGOor1U+MNKYYa01wj0Og3v/xmj/hMNKBJ+ya5k9T/AGDe/wDxmgDzrUAD+yygIz/xLoT/AORVqX4meObfR/C2j+GY9QWzutVt4lurrazG1tiAGbCgkluQAPfpxXoP/CZaX/z665/4Ir3/AOM0f8Jlpf8Az665/wCCK9/+M0AeVeMfEHhDUvgfqekeEbvz7bSxaoy+TJGVDSjBO5RkkhiSO9dL4r8WyJ40vvDd3qj6HYpZrNHJDb759QdhgqhKsABwuACxwcGuw/4TLS/+fXXP/BFe/wDxmkPjDSiQTaa5kdD/AGDe8f8AkGgDxRLuzvv2d9CskkWV7fVIormPB+UtPIdp/Ag/jXu3icAeEdZAGB9gn/8ARbVUHjDSlGBaa4B7aDe//GaX/hMtL/59dc/8EV7/APGaAPH7yxuE+HHw48QAXx0/SgxvGsT++iR8ASLwfu7T+ddT4UvvBuueONPvNI17X9b1K3hkCyXAYxQIynIcsi4z2Hriu3/4TLS/+fXXP/BFe/8AxmkXxhpKDC2etgdeNBvf/jNAE3jP/kRfEH/YNuf/AEU1eQQ+ONBvfgpa+E7FpNR165sFs49PigcuJDxu5GML97Oe1ej+I/EtlqXhfV7C2tNbM9zZTQxg6HegFmQgc+T6mqfgrW7PQ/Bmj6de2OsreW1qkUu3Q708gdM+TzQBxOvaXN4O8TeGdU1+91S20yPQYtLn1DTmJNvOnJ3EAnafpk/hWpp0vhfUNL8aanoGpazqs8mjSx3N7eK3lNiNtqglVJYY/KvQT4x0sjBtNcIP/UBvf/jNIvjDSlAC2muADoBoN7/8ZoAp/C+NIvhj4dWNQoNmjEAdzyT+JJNdBrP/ACA9Q/69pP8A0E1mf8Jlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB422n3TfCHwBrcaXr2mlXLy3Ysv8AXRxl2HmLx1XH6/jXTeHtS8Ga54y0q80rXPEOvanaRzNF5ysY4VaNtwcsigA4wOeuK77/AITLS/8An11z/wAEV7/8ZpF8YaSudtnrYycnGg3v/wAZoA8T8Q+Mf+Ek8N6XqWp6yYrqHWYWl0aGDZHYRpIwzIdu4tgDkkDkgCt7x/r3huDXLnXNH1690XxTBaxvCRbuYtTjZFdFK4wwOQuTjBHI4GPTT4v0k5zZ63ycn/iQ3vP/AJBpT4w0piCbTWyRyM6De8f+QaAOJ1a+vNT8X/Ci+1C1NreXC3Uk0BBGxzChIweR9DyK0fh5/wAj38Qv+wlF/wCgNXTf8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zQB5DaxQD4Ja/eO0ySadrst3atCoYrKki7TtPBXk59s12PgMN4j8TDxTqXijRtT1CKx+yxWmlZCwoWDMzBjvyT6gCofiBPF4kTSLmwtNQuJdMuvtBsb7Qb7yLkYxhsQnkdsgjk1iae0+peONI1+98NyeH4tM8wstho17JNdFl2hWIt1G0e+TyfWgD0D4oaPfa98N9a07TUZ7uSJWSNer7HVyo9yFI/Gsvwx8VfCeoRaXpEUs1rqcnl2w05rWQNE4AG0nbtAHrnpXRf8ACZaX/wA+uuf+CK9/+M0n/CX6SHLiz1vceCf7Bvc/+iaAPP8Aw74n0v4a634m0zxaZrGa91SW/t75oHkS6ifG0BlBORg8diT3qparNqui/FHxZDZzWekatYMLNJk2NN5cDhpdvYEnOe+T6V6W3i/SXGGs9bYZzg6Den/2jS/8Jlpf/Prrn/givf8A4zQBF8PI0i+HHhtY1Cg6bA2AO5QEn8SSa5z4SxoJvG0oUb28S3alsckDGB+p/Ouo/wCEy0v/AJ9dc/8ABFe//GaP+Ey0v/n11z/wRXv/AMZoA8x19rbwp8V9cv8AxFqmsaVpusRwPa6hYk7CUTa0b4Vjn09vrVPxGvh+T4NeM73w9c6peQXV1byTXd+pAnk86PLJlVJ9zjrXrLeMNKZSrWmtkHsdBvf/AIzS/wDCY6WBgWuuf+CG9/8AjNAHKfFIY0jwS3ceIrHB/wCAvVXxJrVj4R+N1vreuSPa6Zc6CbWO5MTMhlExcr8oPOB+ortf+Ey0v/n11z/wRXv/AMZpG8YaUww1prZHXnQb3/4zQByfh6+g1P43ahf2xYwXPh63ljLKVJVnUjIPI4PSvTa5/wD4TLS/+fXXP/BFe/8Axmj/AITLS/8An11z/wAEV7/8ZoA6Ciuf/wCEy0v/AJ9dc/8ABFe//GaP+Ey0v/n11z/wRXv/AMZoA6Ciuf8A+Ey0v/n11z/wRXv/AMZo/wCEy0v/AJ9dc/8ABFe//GaAOgorn/8AhMtL/wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAOgorn/APhMtL/59dc/8EV7/wDGaP8AhMtL/wCfXXP/AARXv/xmgDoKK5//AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgDoKK5/wD4TLS/+fXXP/BFe/8Axmj/AITLS/8An11z/wAEV7/8ZoA6Ciuf/wCEy0v/AJ9dc/8ABFe//GaP+Ey0v/n11z/wRXv/AMZoAoeOfFHhPR7dNK8XbhY38ZPz27yRPtIO07ASDnB/Csb4NQzR+H9UeGK5h0OXUpX0iO5zuW3OMYzzt9Pxrp28YaUww1prZHodBvf/AIzS/wDCZaX/AM+uuf8Agivf/jNAHOeA/wDkovxD/wCvy2/9FmvQ65//AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgDoKK5/wD4TLS/+fXXP/BFe/8Axmj/AITLS/8An11z/wAEV7/8ZoA6CuW8bf8AMuf9hy2/9mqz/wAJlpf/AD665/4Ir3/4zXN+MPFWnXH9g7LfWB5esW8jeZo12mQN3TdEMn2GSfSgD0Siuf8A+Ey0v/n11z/wRXv/AMZo/wCEy0v/AJ9dc/8ABFe//GaAOgorn/8AhMtL/wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAOgorn/APhMtL/59dc/8EV7/wDGaP8AhMtL/wCfXXP/AARXv/xmgDoKK5//AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgDoKK5/wD4TLS/+fXXP/BFe/8Axmj/AITLS/8An11z/wAEV7/8ZoA6Ciuf/wCEy0v/AJ9dc/8ABFe//GaP+Ey0v/n11z/wRXv/AMZoA6Ciuf8A+Ey0v/n11z/wRXv/AMZo/wCEy0v/AJ9dc/8ABFe//GaAOgorn/8AhMtL/wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAOgorn/APhMtL/59dc/8EV7/wDGaP8AhMtL/wCfXXP/AARXv/xmgDF+Mv8AySXXv+ucX/o1Kualpdxrfwml0y0x9pudIEcQJxljEMDPuePxq9/wmWl/8+uuf+CK9/8AjNH/AAmWl/8APrrn/givf/jNAHhl7qnhLUPhhb+E7Xw66+M1SK2FqlgVnW4UgNIXx3wSec84Ir27T/ENtpuo6N4T1GaWTXJdPWZmEZZG2rhiW6ZJVv8AJGZP+Ew0ndu+x63uxjP9g3uf/RNH/CY6VnP2TXM9M/2De/8AxmgDifiWo8Qa0vhHQ9Chl1y8iU3eqzWgxaWx4JEhGSSARwfUDnp0d94g8O/CzRdG0q9F1Dp4hMUdykBkRSm3O/byGYsT05wa1P8AhMtL/wCfXXP/AAQ3v/xmg+MdKIINprhB7HQb3/4zQBwHgq6h8V/GDUfFegWE1toa6f8AZpbl4vLF3MXB3AdzgD3+UZxmpPGHxV8JahoGqaHNZXt1qcqPbppstm28ychTnGOuCCDn05rux4x0oAAWmuADoBoN7/8AGaT/AITDSiwb7Hre4dD/AGDe5/8ARNAFf4caXf6L8PNE0/Uwy3kNv+8RjymWJCn3AIH4V1Nc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQB0FFc//AMJlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB0FFc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQB0FFc//AMJlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB0FFc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQB0FFc//AMJlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB0FFc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQB0FFc//AMJlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB0FeZ/CP/AI//AB1/2Mdz/Ous/wCEy0v/AJ9dc/8ABFe//GaP+Ey0v/n11z/wRXv/AMZoAm0/xTpmp65q2kW7y/atKKfaQ0RCjcMjB79K434ZwS+Ide1/x7eRupv5jZ6ekgwY7aM46dskDPup9a6seMdKBJFprmT1/wCJDe//ABml/wCEy0v/AJ9dc/8ABDe//GaAMvxl498L+G71dH8TQy+RcQCYNJaGaGT5iNnAPzDbnBHcVy3wslOi+H/FniGPTby38Pz3j3en2ax/vDEAclEz3G0D/drvG8YaS4w1nrbD0Og3p/8AaNL/AMJlpf8Az665/wCCK9/+M0AeU/EHxjofxK0+x8P+FLa41DXHukeKb7M0f2MA/MxYgEe+OO+eBXuqghQCckDk+tc+PGGlAkiz1sE9SNBvef8AyDS/8Jlpf/Prrn/givf/AIzQBW0L/kffFv8A25/+ijXU153ovirTo/G3ieZrfWCkv2TaF0a7ZhiMg7lEWV9sgZ7V0n/CZaX/AM+uuf8Agivf/jNAHQUVz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHQUVz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNAHQUVz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHQUVz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNAHQUVz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHQUVz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNAHQUVz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHQUVz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNAHQV5nP8A8nIWv/YuH/0c1dZ/wmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHDfE+1ttN8c+GfFOs6cb/w/apLb3g8nzVgY52Oy9xk/wDjvriqng+XTNc+L1x4h8IWbW/h+HTTDeXEduYYriYtkBVwMkDb2/h9xn0Q+MdLIwbXXP8AwQ3v/wAZpF8YaUqhVtNbAHQDQb3/AOM0AVB4/wBKu/AV94s04TTWltHIVR4irM68AY9zjn3ql8KdAn0jwet/qOW1bWJW1C8dh825+VB+gxx2JNbA8Y6UBgWmuAeg0G9/+M0v/CZaX/z665/4Ib3/AOM0Ac18T9QiQWek6f4ej1XxLqCsljJLaK62y9Gk3sMDbnPXjgnjq6z+EWiHwPpXhzUZbmRbNjPI1vMYxLO33mPrjoPQV0f/AAmWl/8APrrn/ghvf/jNH/CZaX/z665/4Ir3/wCM0AeWXXgHSdP+NegaZFc6m0D2ElyWkvGZ9ys2AG67eORXudc//wAJlpf/AD665/4Ir3/4zR/wmWl/8+uuf+CK9/8AjNAHQUVzkvjfSoVUta63hsgf8SS7B49jFnvUX/CfaR/z6a5/4JLv/wCN0AdRRXL/APCfaR/z6a5/4JLv/wCN0f8ACfaR/wA+muf+CS7/APjdAHU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liquide generate (assorbite) dalla gestione operativa: Ammortamenti e svalutazioni di immobilizzazioni 9-10 Imposte sul reddito 14 Oneri (proventi) finanziari netti 12 Operazioni con pagamento basato su azioni regolato con strumenti rappresentativi di capitale 27 Benefici ai dipendenti 28 Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti 10-13 Accantonamenti (utilizzi) dei fondi e altre rettifiche non monetarie Variazioni nelle attivit\u00e0 e passivit\u00e0: Crediti commerciali 23 Altre attivit\u00e0 24 Rimanenze 22 Debiti commerciali 33 Altre passivit\u00e0 32-34-36 Interessi pagati Interessi incassati Dividendi incassati 39 Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 operativa FLUSSI DI CASSA DALL'ATTIVITA' DI INVESTIMENTO: Investimenti in attivit\u00e0 immateriali e avviamento 16 Investimenti in immobili, impianti e macchinari 17 Investimenti in attivit\u00e0 per diritto d'uso 18 Investimenti netti in partecipazioni 19 (Investimenti) disinvestimenti di attivit\u00e0 finanziarie 25 Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 di investimento FLUSSI DI CASSA DA ATTIVITA' FINANZIARIE: Incremento (riduzione) netta linee di credito 30 Rimborso passivit\u00e0 finanziarie per leasing 31 Finanziamenti passivi: - Assunzioni 30 - Rimborsi 30 Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 finanziaria Incremento (decremento) nelle disponibilit\u00e0 liquide e mezzi equivalenti Disponibilit\u00e0 liquide e mezzi equivalenti all'inizio del periodo 26 2022 2021 (12.233) (64.824) 35.190 34.425 1.635 4.263 6.019 4.202 1.924 1.980 (113) (39) 8.345 5.812 (19.296) (21.471) 33.704 29.172 (12.114) 26.279 (11.011) (4.378) (49.677) 24.813 102.968 17.155 (273) 4.956 (5.709) (4.511) 2.937 2.516 1.261 2.855 28.382 69.685 49.853 34.033 (9.253) (7.392) (7.567) (7.445) - (150) (36.911) - (53.731) (14.987) 25.272 17.595 (28.459) 2.608 7.542 (5.443) (18.178) (20.830) 17.067 16.716 (48.097) (59.549) (41.666) (69.106) (20.272) (32.465) 31.625 64.090", "metadata": {"detection_class_prob": 0.89897620677948, "coordinates": {"points": [[126.22518157958984, 340.1291809082031], [126.22518157958984, 1961.333740234375], [1554.4722900390625, 1961.333740234375], [1554.4722900390625, 340.1291809082031]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>(Migliaia di euro)</th><th>Note</th><th>2022</th><th>2021</th></tr></thead><tbody><tr><td colspan=\"4\">FLUSSI DI CASSA GENERATI DALL'ATTIVITA' OPERATIVA:</td></tr><tr><td colspan=\"4\">Risultato netto 27 (12.233) (64.824)</td></tr><tr><td colspan=\"4\">Rettifiche per raccordare l'utile netto alle disponibi</td></tr><tr><td colspan=\"4\">liquide generate (assorbite) dalla gestione operativa:</td></tr><tr><td>Ammortamenti e svalutazioni di immobilizzazioni</td><td>9-10</td><td>35.190</td><td>34425</td></tr><tr><td>Imposte sul reddito</td><td>14</td><td>1.635</td><td>4.263</td></tr><tr><td>Oneri (proventi) finanziari netti</td><td>12</td><td>6.019</td><td>4.202</td></tr><tr><td>Operazioni con pagamento basato su azioni regolato con strumenti rappresentativi di capitale</td><td>27</td><td>1.924</td><td>1.980</td></tr><tr><td>Benefici ai dipendenti</td><td>28</td><td>(113)</td><td>(39)</td></tr><tr><td rowspan=\"2\">Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti Accantonamenti (utilizzi) dei fondi e altre rettifiche non monetarie</td><td>10-13</td><td>8.345</td><td>5.812</td></tr><tr><td></td><td>(19.296)</td><td>(21.471)</td></tr><tr><td></td><td></td><td>33.704</td><td>29.172</td></tr><tr><td>Variazioni nelle attivit\u00e0 e passivit\u00e0:</td><td></td><td></td><td></td></tr><tr><td>Crediti commerciali</td><td>23</td><td>(12.114)</td><td>26.279</td></tr><tr><td>Altre attivit\u00e0</td><td>24</td><td>(11.011)</td><td>(4.378)</td></tr><tr><td>Rimanenze</td><td>22</td><td>(49.677)</td><td>24813</td></tr><tr><td>Debiti commerciali</td><td>33</td><td>102.968</td><td>17.155</td></tr><tr><td>Altre passivit\u00e0</td><td>32-34-36</td><td>(273)</td><td>4.956</td></tr><tr><td>Interessi pagati</td><td></td><td>(5.709)</td><td>(4.511)</td></tr><tr><td>Interessi incassati</td><td></td><td>2.937</td><td>2.516</td></tr><tr><td>Dividendi incassati</td><td>39</td><td>1.261</td><td>2.855</td></tr><tr><td>Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 operativa</td><td></td><td>28.382 49.853</td><td>69.685 34.033</td></tr><tr><td colspan=\"4\" rowspan=\"3\">FLUSSI DI CASSA DALL'ATTIVITA' DI INVESTIMENTO: Investimenti in attivit\u00e0 immateriali e avviamento 16 (9.253) (7.392)</td></tr><tr><td>Investimenti in immobili, impianti e macchinari</td><td>17</td><td>(7.567)</td><td>(7.445)</td></tr><tr><td>Investimenti in attivit\u00e0 per diritto d'uso</td><td>18</td><td>-</td><td>(150)</td></tr><tr><td></td><td></td><td></td><td></td></tr><tr><td rowspan=\"2\">Investimenti netti in partecipazioni</td><td>19</td><td>(36.911)</td><td>-</td></tr><tr><td></td><td>(53.731)</td><td>(14.987)</td></tr><tr><td>(Investimenti) disinvestimenti di attivit\u00e0 finanziarie Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 di investimento</td><td>25</td><td>25272 (28.459)</td><td>17.595 2.608</td></tr><tr><td>FLUSSI DI CASSA DA ATTIVITA' FINANZIARIE:</td><td></td><td></td><td></td></tr><tr><td>Incremento (riduzione) netta linee di credito</td><td>30</td><td>7.542</td><td>(5.443)</td></tr><tr><td>Rimborso passivit\u00e0 finanziarie per leasing</td><td>3l</td><td>(18.178)</td><td>(20.830)</td></tr><tr><td colspan=\"4\">Finanziamenti passivi:</td></tr><tr><td>- Assunzioni</td><td>30</td><td>17.067</td><td>16.716</td></tr><tr><td>- Rimborsi Flussi di cassa netti generati (assorbiti) dall'attivit\u00e0 finanziaria</td><td>30</td><td>(48.097) (41.666)</td><td>(59.549) (69.106)</td></tr><tr><td>Incremento (decremento) nelle disponibilit\u00e0 liquide e mezzi equivalenti Disponil iquide mezzi equivalenti all'inizio del periodo</td><td>26</td><td>(20.272) 31.625</td><td>(32.465) 64.090</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 30, "image_base64": 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srRJFksNRd1jEjY2ygKrBmHTkcdiM5ABW0rxT4m8V+CdO1rw/a6NDcyPIl3HqE0nlrsYqSjIDkEjPPY1hWXjPXdd+HPijWtZ0vRp9NtopY7ZY0kaK82ZDN8xyUzwOATz0xQngbxxbfDW68KWV1osMs9zJuuRPKuYHZmYY2HBOQuOwzzzxpjwz4yvPBepeGb2HwzaWb6ebWyFhJP8AI/AG7cv3cZ5GTmgCxc+MNREui+H/AA1pVpNq11pqXriZzHbWkGAATtBJ54AFLZeN9Xt7jWdH8QaZbWut2GnPqEBt5C9vdRDIyucMMNwQeabf+DtestQ0jXvDl3YLq9ppqaddQXgYwXEQweCo3AhskHHPHTu2z8Ga/qF7rGueIrywbWLzTJNNtILMOLe3jbJ5ZhuJLYyccc9ewBnQfEDxXDoWheJtS0zSV0XUJIYpY4ZZDcRiQ4Egz8uM87eTgjnrjo9C1GK4+JPi2xXTrSGS1jsy11GmJZ98bEBz324wPas2+8C6nc/C/RvDKT2gvbFrUySF28s+WwLYO3PbjgfhW1o/hy80/wAeeJtdlkga11RLVYERiXUxIVbcMYHJ4wT+FADPGfim70E6Zp+k2Ud7rOqzmG0ilfbGu0bndyOdqjHAqhdeKfEPhTw5e6h4rsdOmuFkjiso9JkfFzI5wE+cZU5xz6flV3xr4Xv9cfStT0W8htNa0idprV7hS0ThhtdHxyARjkVnX/hrxT4u8OXlh4ln0qxuVkin06XTPMfyZUJO59+M84GB2zQBDN4v8W+HJ7G58WaNpkek3k6QNNp9w7vaM5wvmBhhhnglf8AXP4o8Yap4q8SaNoFjo+3SHhCzXryDfvj3bcL3JzzkAY754huvDHjbxW9lYeKrvRIdItp0nnXThIZLsocqp3jCqTgnHNdB4f8ADl5pPjDxTq88kDW+rS27wLGxLqI49p3AgAc9ME0AWfBfiQeLvCOn64IPIa5Rt8Wc7WVijDPplTWBrXifxW3j6bw34dtNHkEFgl4737yKTlyuAUz7dRWt8PvDl54T8E2Oi38kElzbtKWaBiUO6VnGCQD0Ydq5DU38QJ8b78+HYtNluP7Di8xb93RdvmnkFAec4/CgDYsvGXiPXdLuLfStGsrbX7K8NpfxX1wTBbgLu8wFRl1bjAHr6DNRaV8SJ/8AhFPEmo6vaWsl5oErRzDT5S0M/AKlGPIBJwc5xj8Kz5/hvrx0gyvfWF9qt5qy6jqlvMXjtblAMCHgE7F4xkHPcVWuLDVPA+l+Lr7VbfS2tNZKx20FkpfbM6iJEKSBU2DJySecdB0oA0E8XeOYfEmnabe6ZoQF/aSXkEVvPI7uEAJj3HADcjBxt96t6b4v8S2fjfTPD3iW10UNqkcrwDTp3Z7cxrvxKG65GcEcZFct4Y06XwY1lo+peHBpWsavbPYW2twX32kiXYSBsPMYzg4XjOK0dJ8AeKNO1Pwpei38PxyaM0y3DxzSl7syR7GldimS/fB79x2ANKTxf4wv9R8T2+i6fo/laJOU8y7eTdMAm7aFX+LrySB04POKh+I3iQeH9L8XPpGmx+HLqWKOaHzna6QO2wuDgLgN25JGOmeOl0Twvfabf+LZ5pbdl1i5M1uEZiVHl7fnyODn0zWLN4A1WT4P2PhEXFl/aFuYi0hdvKOyYOcHbnp7daAI9a+IuoHxNqek6LceHLVNL2pNJrV4YjcSEZKRgEYx0LHjNJ/wsvUtVh8HNoGm2jy+IBdK8d3KwELwjn5l6gHcemSAMYzVi/8ACHiPSvFWp6v4Y/sS5ttVZZLi01VXHlSgY3IygnB6kGrY8J65c694O1W/uNNMukNeNeLbI0anzk2oIlwcgcAliOmaAKS+M/E0Vn4t067stLGu6HbLcpJE8gt5Y2QsGAILZAU8dz3HWl8OeLNe0z4dHxR4ubT5bFLCG4gezLmeUsOkgYBQxJUfLxkntWm/g66uPFPiq/mnhWz1rT47OPYSZEIRlYkYx/Fxg/lWXp3gvxFf+CZ/B3iWXShpaWS2tvPYmRpiyEbHYMABjaOB1NADLrxp400PTY/EOveHdOj0MlWnitbl3urWNiBuYEBWxkZA/SvR45EliSSNgyOAysOhB6GvNL7wv8QPEWkr4c1zU9Ej0ltqXV5aLIbm4jUg42sNqk45P/6q9KhiSCGOGJdscahVHoAMCgDw7wXrnjPQfhy+q6dpmk3WiWM9zLNHJM4uZUErF2XA2rjnrk8Gu017xd4nTShr2g2mjLoa2SXgm1OdlkuAyb9qBeFOMD5jyaxbHwP49s/DFx4RjvdBh0i5eZZL1PNe4EUjEsApAXdhiOvTv3q9qfw91Uapt04aXd6YukJp1ouou5axKqVLxqFIJIxk5U++OoBL4g+I97baF4UvtNt7G1XXl3Ndam7fZ7Q7AwVyvOSSQDwOD+Gveaj43/sbTzZ2OgpfSLK95cz3Lm1iVSNhXA3NvBz7YOayLfw14xtPA+k6H9m8N3sdvbm2urS8MjRSqAoRg23O4YbIxjkemao2/wAOfENhoXhiyFzpupJpk08lzp95JIttJv8AuBTtYkR843Dv2oAZqfxE127+EOqeINPgsbfUrK4e0uZFlLxqVYKXh4O7O4EZOO/OMHdvfFfiLw14ft21qx0691q/u0tdOtdOlcJKWHBdpB8uMEk9OlZVp8O9bl8EeKvDeoT6bEuqXcl1bTWxchWdg+GUgbVBUDgnqfTm7f8Ahbxd4i0e2bVbrSLHWdMuYrnTZrISSR71BDebuA+Vs9AOPfpQBPB4t8TaLrumWHi7S9OjttUl+z215pszuscxGVjcOAcnnBHH9Ot1zUJdJ0HUNRhtXupbW3eZIE6yFVJCj64rjY/DPi7xHruk3fi640iGx0q4F3Da6Z5jGadRhWZn6AZJAFdtqaX0mmXCaZLDFfFD5DzKWQP23Ac4oA4fwv4y8Qav4Zvdduv7BuLNLB7mI6fLIWilVd3lSq3Q464Pb3FTX3jq/tfhpo3iZLW2N1fNaiSI7ti+awBxznjPHNVNC8CawfEmr6trC6Tp6ajp7WU1rpBcpM7HmZ9wA3YyBx35PXObL4E8b3XhHTvC893oQstNnhaOdTL5k8cbggEbcIcemckdutAHq07vFbyyRRGWRULLGDjeQOBntmuAsvGPiew8Y6RoviWz0VF1YSCJLC4dprZlXcBIG4IPTI4zXe3UUk1nPFDMYZXjZUlAyUYjAbHt1rynTvh74qsZ/DdwIfD4uNJuJJJ5xNKZLwupUyOxTJbnoc/UUAXPEHiv4haHrGnacLPwzcT6ncmG0ghedpdg5LsCAAqjGTmr974ps9B8b69NqFhaL/Z+iRXM17DFiaX5iPL5PTPQepGTVBvDXxDi8daj4lg/4ReeSZBb2i3c1wTbQA52rtQcnqx9enFaF74BvNe1vWLrWZrVbfVNFisJRbMxZJlO4soYfdB5GTnjkUAVZ/GvjXTNGTxNqnhvT10IqsstvBdM15BE2PnbICnAIJA/Ttdv/F2v3njb/hH/AA3baXLFJpUeoJdXjOFUM5HIXlgRjA465zxis658LfELV9CHhfU9U0RNJZFgnv7dJDdTQjHGw/KGIGCc10On+E59P+IR1uF4F01dGj02KLcxkDJJuGRjGMd859qAOX1fxtLqHwt1u+1bRdPnvtL1Iafd2koMlu8izRgsoPOPmBGe4r1WvMr/AOHWr3XhDxbpCXNiLjWNcbUbdmd9qxmSNsOduQ2EPABHTmvTaAPOPD3i/wAZ+KIlu9O0jSVs4NQe1umnmdGdFfBMYGRwvJJPJyAOKz9R+KWpSXusS6RJ4cisNKmeAw6lemO5vGj+/wCUoOFHUAkHJ/TsPAnhy88MaBNYXskEkr3k9wDCxK7XcsByBzjrXODwd4q8PatqZ8Njw/d6ZqFy92I9VSQSW0j/AHgpQHcuecf/AFyQC3N481LWbnSLDwnYWcl1qGmf2mZNRmZI4oshduEBLNuOOOmKztO+JWsv4XtLu502yutZ1K/ewsbK0dkXehIcyMxI2jGcjPBHvjJ8WafqHiTxLpOhxaXb6veaHbebqgWQWUbmVflWOQHeo4JwOOmea0rTTYvF/h61i8PWieG9a8K6g0cVtLiWKOQD50LL95WDcsOc5/EA2rTxZ4j0nxHp2k+LtM0+KPVGMdpe6bM7xiUDPluHAIJHQ9P1xieDrjXYNF8TDw9Z2dxey+K71C15IUihTgl228nkAYHPze1a1t4Z8V694j0vU/F1xpUNrpUhnt7PTPMYSTYwHdnxgDsBWdcfD3Xh4f1GzgubB3ufEkmrNbSSOIbm3Y58mUhcjPBIwRx3oAdD4+1+58J+LmFvpJ1rw+pLy28zNbOuwvuTgkkAH5T36kc1b0jxZrmh/DlvEvi4WE1ullby2v2FnM0xdQMSbgAGJZPu8ctUOl+BdbS58XwXo0m1sPEFoIlFkXJt2ERjAClQCBknORnA4GeJLfwZ4j1jwNP4S8SzaXFZx2kVvaXGnmRpN8ZGyRtwA/hXgdeeRQA288Z+MvDlnDrXibQNNi0R3QXAs7l3uLNWIAZwRtbBIB216FPcxW1pLdSuFhiQyO3XCgZJ/KvOdQ8LePfFOnx6B4k1DRI9HLp9rnsVk+0XSqQQMMAqZIGSPw44r0W4tIbqyls5UzBLGYmUcfKRgj8qAOE8O+JfHHiYWetWuk6Pb+HrqYbIp5pPtZg3YMnHyZxk4p7+LfFGvatqcHhDStNkstLuGtZrrUZ3Tzpl++kYQHpkDJ4qLw5oPj7wvFaaHbXehXmh20gWO5uBKtysG7JXao2lgMgHOPWgeGfGHhnVtVfwlcaNPp2p3LXjW+p+YrW8z/eKlPvKcZwen6kArXfxPvm8Nafe2OkRrqz64mi3lhcy8RSnO4Bx9Fw2COehxWxoviXX4/Gz+GfEdrpwmlsje2s+ns+wqH2sjB+d3OcjArH/AOFaahHo+lRDUILnUl8Rxa5qVxLlFkIJ3iMAHtgAHA69OldLc+HLyb4lWPiNZIBZwabJaMhY+YXZwwIGMYwPX8KAJvHHiG48K+D7/WbWz+1zW6qRGc7RlgCzY52jOTj0/GuS1Xxb4ut/hrq2uxP4eneOJXt73T53eIochiFYH51OMAnHPPTB7vXo9Yl0p10N7Jb7cpUXqsYnXPzK23kZHcVwOm/DTU20LxdaXsmnad/byqIrLTt7W9syj7/zAcscZAA6fkAW9R8V+K/C/wAPH1zWLfSZ7pXt1hW0MrB0cqCW3YO/ntxS+IfFnjTwz4Z1zXNS0nSEgt44pLKOOZ3YF5VQpL0yQDnK4GcYzTNS8LeM/EPgmXRNWfQ4po5LX7O1s8u0iNwXLkr1IAwAPXJrqfGvhw+LfB2paGJxA91GAkhGQrKwZc+2VFAEPiHxHc6P4m8M6ZDDE8WrXEsUrPncgVNwK4Pr61zMnjTxhenxRJpOnaMbfQryWItcvJunRF3bVC9Gx3JxyOOpqf8A4RvxprHiTw1quuTaJHFpEsjyRWjSlpNybdwLL64+XjHPJ6VpaP4Sv9PtfGMUs1sza1eT3FvsZiEV0CgPxwcjnGaAMP8A4WF4jTT9E8Sz6Tp0fhzUp4YTEJne6iEhwJCcBMZ7Yz059H618RdQPibU9J0W48OWqaXtSaTWrwxG4kIyUjAIxjoWPGas3PgTVJvhlofhpZ7MXthLbPK5dvLIjcFtp25+mQKbf+EPEeleKtT1fwx/YlzbaqyyXFpqquPKlAxuRlBOD1INAFWP4l6prTeE08P6dZtJrsNyXW7lYCB4eD8y9QDu7ZIx0zVmHxp4k/srxfZXNlpi6/4fiWUtHI4t5EeMyKwBBbICn5e5wMirkHhPXJfE3hXWdQuNNaTTIrxbtbVGjUmUYQRrg8AYBJIJxnvU8fg66fxH41vLieFbTxBawW8PlkmSPZC0bFgQB1bIwT+FAHMrrniU/By81rxNaaJqNs+mwzwR4kYz7sE+cpAAPIPy969QsHEmnWrhFjDQoQiDAXgcD2rzhfB/jS6+Hd54QvptCECWC2lnNC8u5yrLhpMr8o2jsDzXpFlC1tY28DkFo4lQkdMgYoA8/wBG8X+M/EjXb6TpGk/Z7HVZbOd7mZ0MiK4H7sDPIHJJ45wAaPEvjTxX4XujqN/p+jR6F9tFskBuW+2SRl9olX+HnhtvUA810Hgjw5eeGtP1O3vJIJHutTuLxDCxICSNkA5A59f51xWvfDjxNqUXiKFDotxJqF8t1b39zJJ9oWIOrLB9whVXbgYJHtzkAG7qnifxdN47v/D/AIds9GkjsrWK4dr55UZt+eAVyO3cVnXvxN1aTQLJrDS7W2119dTQ7q0vXZo4pWDfMGTBK5C846Z61SD+LF+L2tNo8GjPfnSrX7Sl1LKI1PP3CoyQD6gZHpVDxT4Y1Lw1oXh52u7a88Qaj4wtryaZ1ZYDOwfauByEGAPXr9KAO30bxXrkHiqDw14q02ztry7geazurCZnhm2ffXDAMrAc1m+HvF/jPxREt3p2kaStnBqD2t008zozor4JjAyOF5JJ5OQBxV/SfDXiG/8AGNv4l8VTaekljA8NjZ6eXZEL8O7M4BJI4wBitHwJ4cvPDGgTWF7JBJK95PcAwsSu13LAcgc460AcXe/FfUZJNVv9Lfw4mmabNJH9lvr4peXgj+80ag4XPO0EEmtHWviLqLatoNloS6VbQ6vp630N3rDukchY8QqU6Pgg8+vrjLIPBvizw3e6hB4c/wCEdu9Ku7l7mIapHJ5tsznLKNg+Zc9MnNXPFnhnxVrWjx6SkXhzULOSySKYX0ckZiuACDLHsBwOQQOCMdaAE8SePdR0rUtK0GEaLZazc2QvLuXU7opa24+7tBGC5LBgMY4GfpmyfFW+XwhfXsVpp1xq2n6jFYzJbzmS3mDkbXjcHoQeM9COas3Xw/12wbQdU0a/sbvWNP05dOul1NGMN1EDuHIyVIbOD9MnrmbVfCPinxB4Xks9RfQre8a+t7hIrNXSJI42yQWILMx+gFAFq38UeKbHxdbaDrdhpJk1K1mmsHtJpAqvGMmOQsCeh+8B+FUfh5r/AI21ywutS1NNJuLETXKqkLSLP5iMQEUEbQmRgE89zzXRav4cvL/x74b12KSAWumRXSTI7EOxlQKu0YweRzkj8axvDXhjxb4de70iK70n+w5Z7maO6Hmfak8wMVG3G3KsQc55A/IAjtPGPinT/GGk6L4kstEUasJPJjsLh2ltmVNwEu7gg9MqMf1j8E67431vxHrQvhov9mWeqS2kyK8hli2IMLF8oDDJBy2CctwOBWXp3w98VWM/hu4EPh8XGk3Ekk84mlMl4XUqZHYpktz0OfqK6HSPDvinw/4r1R7CXSZdD1TUTfzNOZBcR7gA6qANp6DBJoAw9A8by6bouh3i6Rp1lot7q9xY3f2ZCnkOXYRv1xgsPmJp/i/xtNcaP41I0nT7/RdFMNti6RnW4uC6b1IzjCZHvnFa2mfD6UfDPUfCmqy27yXUlxIskJLKhZy8bcgHIO09O1V5/h1dj4NTeELW4gOqXKLJPcTO2yScyLI7FgCT0IBxngUAeiRYMSYAA2jgdBXlGr+KfFPizwp4lvtFstJh8OxQXVuJLx5DPcKiMHdAvyqOuM9xXq6KVjVT1AArzSTwX4v0jRtX8PeH7nRJ9EvvP8oX5ljmthMDuUFAQwBYkE0AR+HtRit5fhbYtp1pNJdaPIVupEzLBst0JCHtuzg+1dr4v8SxeEvDN1rEsDXDRbUigQ4MsjEKq57cn8s1z9h4J1K11HwFcPPaFPD+ny2t2FdsuzQqgKfLyMqeuOK3vGXhpPFvhi60g3DW0khWSGdRkxyKwZTjvyOfagDN0e98fKZptc0vRWhNs8sUNjO4lWUAFY2L/LzyMjgGs7TfF/iWz8b6Z4e8S2uihtUjleAadO7PbmNd+JQ3XIzgjjIq7p1t8Q7iG4s9ZudCgiNrJEl3Y+aZjKVwj4YBRg8kevSua0nwB4o07U/Cl6Lfw/HJozTLcPHNKXuzJHsaV2KZL98Hv3HYAt2vjPxzqU2v3el6Pot3p2kalcWRgM0kdzKIj/DwVyQR+OeKtXfi6y1q58B6jaaZa3CarPKYnukzJbMIznaR0OQQTz0rnPCsPjO6PjW08Ovo8NpP4jvke5u2k86FiVDMqqNp4xjJ65zxXVJ8PpNPHgm2064iNp4flkedpiQ8u5CCVABGSxJwSMZoApeDNf8AHGsa/rhvE0Z9NstTltZYkeTzU2IMLEdoDDODlsE5bgcCpYPGXinTPFWjab4lsdFih1eRo4obK4d7i2bbkeZnhh2yvH9bGm+GvFeheJdX/s240ltG1W/a+llm8z7RCWADKqgbT0GCTXO2nw78WWiaE4j8PveaZftdTXbTSmW9JDDfI2zOQCOMn6jFAFiy8R2/hPUfibrlzG0sdrewERqcF2MYVVz2yxAz2q1o3xG1L/hINKsNan8OXEOqsYov7HvDLJayYyqygk5B6ZHGauXPw6l1SLxta6hcxJba/PFLbvCSzxFFGCwIHRlBwDyO4qXQ9K8dQ31nHqo8LraQMPNubWGQzzgegICqT3P5UAd5RRRQAUUUUAFFFFABRRRQAUUUUAFef+PNC1FLHWfEieL9V082VuZrO3t5FSBCiZxIuP3m5gevqBXoFecfEGDxRq+s2On2nhaXU/D1u6z3SrfQQ/a5ByqHc2dinBII+Yj0GSAXr3Tn1/wppviHV9f1vRHj0xLi7j066EKA7A7lgVPI5p3wqttTXwbHqGq39/dTajI1zCt7OZXigP8Aq1ye+3DHAH3qb4ksfEHjDwtpmmTaSdMW+u1GrRG6SRoLZGJIDKcMX2qOOm7B7128caRRrHGoVFAVVUYAA6AUAOooooAKKKKAOUt/+Stah/2ArX/0fPXV1ylv/wAla1D/ALAVr/6Pnrq6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA88+HX/I3ePv+wuP/AEGrvxR0DUfEHhWFNMt0u57O9hvDZuwC3SoTmM545znn0q54U8M3uha74nvrqWB4tVvvtMAiYllXbjDZAwfpmtKwXxF5mr/b5NO2mZv7NMSudsePl80HGTnrj3oA8uTXLzxD8avCe3w1daJc2trcPc/aCu+SEoQAQP4QwIBPUt0GK2fitpWkw+BrbwzpunW66jqN1FBpsMSAMsm8FpM9QAuct/tc9a6HwZ4PuNDuL3WtbvV1DxFqJH2m5UYSNB0ijB6KOPrgelcxP4X+JR8cXXiaF/CkspTyLOO7kuHFrFnom1F+Y/xHqe2BxQBZ+I3ju10WWz8JprK2F5eIPtmoMCTawY5YYBPmNghfTOeODVL4Fajo/wDY+taRp10JDDqk80SHJPkHaqNkjvj616ZpsV62mWx1hLNtR8sfaDbA+Vv77d3OPrWH4F8MXfhiz1eK8e3d7zVbi8jMBJxG5G0HIHPHTp70AL42/wCZc/7Dlt/7NXU1y3jb/mXP+w5bf+zV1NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeeeLf+SyfDz/d1H/0QK9BdSyMoYqSMZHUVy+ueGb3U/H/hXXoZYFtdJF2J0diHbzY9q7QBg89ckfjWtqA1w6zpZ05rEaYGk/tAThvNIx8nl4465zmgDwvVX1LwZ8J9W8Jaz4QklCM4GrK6eTKzvlJSTzvBIwOvA6Vr3l3qHh7x34UvV0yTxBrA8Nx293p6AmW2IwTNnBAycrzg9fUV3+seDr7xJ4ytbzWb6KTw/p5Wa006NCDJOB9+UnggHoB6/XNXxD4V8RweMv8AhK/CV1pwvJrUWl1aakr+VIoOQylOQenHtQB5hLeyH4XeO79ANOu9S1ZIrnTVUq1irOqkMCBywzkgYP5gd98QtOtNAl8B3emQJBNZ61b2MPljB8iRWDJ9CFH61PYfDS4vfD3iaDxLfQzap4iZXuZLRCIoCn+rCA8naeecZ6e5TTv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Risultato Patrimonio sociale legale di sovrap- di cash per stock per azioni eser. prec. dell'eser- netto prezzo flow hedge grant proprie a nuovo cizio Saldo al 31-12-2020 25.921 5.184 244.147 (6.637) - (5.051) 38.788 (138.281) 164.071 Destinazione risultato - - - - - - (138.281) 138.281 - Operazioni con pagamento basato su azioni regolato - - - - 1.980 - - - 1.980 con strumenti rappresentativi di capitale Altre componenti del conto economico complessivo - - - 18.396 - - - - 18.396 Risultato netto - - - - - - - (64.824) (64.824) Saldo al 31-12-2021 27 25.921 5.184 244.147 11.759 1.980 (5.051) (99.493) (64.824) 119.623 Destinazione risultato - - - - - - (64.824) 64.824 - Operazioni con pagamento basato su azioni regolato - - - - 1.924 - - - 1.924 con strumenti rappresentativi di capitale Altre componenti del conto economico complessivo - - - (4.615) - - 211 - (4.404) Risultato netto - - - - - - - (12.233) (12.233) Saldo al 31-12-2022 27 25.921 5.184 244.147 7.144 3.904 (5.051) (164.106) (12.233) 104.910", "metadata": {"detection_class_prob": 0.938215434551239, "coordinates": {"points": [[146.89865112304688, 353.5540466308594], [146.89865112304688, 978.6843872070312], [1583.693359375, 978.6843872070312], [1583.693359375, 353.5540466308594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>(Migliaia di euro) Note</th><th>| Capitale sociale</th><th>| |</th><th>Riserva legale |</th><th>Riserva di sovrap- prezzo |</th><th>Riserva di cash flow hedge</th><th>Riserva | per stock grant</th><th>Riserva | per azioni | proprie</th><th>Risultati | eser. prec. | a nuovo</th><th>| Risultato | dell'eser- cizio</th><th>| Patrimonio netto</th></tr></thead><tbody><tr><td>Saldo al 31-12-2020</td><td>25.921</td><td></td><td>5.184</td><td>244.147</td><td>(6.637)</td><td>-</td><td>(5.051)</td><td>38.788</td><td>| (138.281)</td><td>164.071</td></tr><tr><td>Destinazione risultato Operazioni con pagamento basato su azioni regolato con strumenti rappresentativi di capitale Altre componenti del conto economico complessivo Risultato netto</td><td></td><td>- - - -</td><td>- - - -</td><td>- - - -</td><td>- - 18.396 -</td><td>- 1.980 - -</td><td>- - - -</td><td>(138.281) - - -</td><td>138.281 - - |__(64824)</td><td>- 1.980 18.396 (64.824)</td></tr><tr><td>Saldo al 31-12-2021 27</td><td>25.921</td><td></td><td>5.184</td><td>244.147</td><td>11.759</td><td>1.980</td><td>(5.051)</td><td>(99.493)</td><td>| (64.824)</td><td>119.623</td></tr><tr><td>Destinazione risultato</td><td></td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>(64.824)</td><td>64.824</td><td>-</td></tr><tr><td>Altre componenti del conto economico complessivo Risultato netto</td><td></td><td>- -</td><td>- -</td><td>- -</td><td>(4.615) -</td><td>- -</td><td>- -</td><td>211 -</td><td>- |__(12233)</td><td>(4.404) (12.233)</td></tr><tr><td>Saldo al 31-12-2022 27</td><td>25.921</td><td></td><td>5.184</td><td>244.147</td><td>7.144</td><td>3.904</td><td>(5.051)</td><td>| (164.106)</td><td>| (12.233)</td><td>104.910</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 31, "image_base64": 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La Societ\u00e0 svolge attivit\u00e0 di sviluppo, programmazione e coordinamento della produzione e vendita a dettaglianti e a consumatori finali delle calzature e abbigliamento a marchio \u201cGeox\u201d. Concede inoltre la distribuzione e/o l\u2019utilizzo del marchio a terzi nei mercati dove il Gruppo ha scelto di non avere una presenza diretta. I licenziatari si occupano della produzione e commercializzazione sulla base di contratti di licenza con il riconoscimento di royalties.", "metadata": {"detection_class_prob": 0.9399118423461914, "coordinates": {"points": [[153.00000416666668, 931.9305534722223], [153.00000416666668, 1084.1938930555557], [1513.1522216796875, 1084.1938930555557], [1513.1522216796875, 931.9305534722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "79b652fe9d208063dfa813ba5ea04400", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "7339fb2d514d553ab5166255bd063595", "text": "2. Principi contabili e criteri di valutazione", "metadata": {"detection_class_prob": 0.7328692078590393, "coordinates": {"points": [[153.00000416666668, 1182.035400390625], [153.00000416666668, 1210.6102294921875], [713.2443116073367, 1210.6102294921875], [713.2443116073367, 1182.035400390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "5f05e9148c79230a55b4ddb87b75dc64", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "f79481dd8a1665664a8b9156b1b2eb60", "text": "Contenuto e forma del bilancio di esercizio", "metadata": {"detection_class_prob": 0.8293039202690125, "coordinates": {"points": [[153.00000416666668, 1285.4251708984375], [153.00000416666668, 1313.079833984375], [704.8805968713768, 1313.079833984375], [704.8805968713768, 1285.4251708984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "5f05e9148c79230a55b4ddb87b75dc64", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "da4f47b2aa85f69b7700d5dc39e91861", "text": "Il presente bilancio d\u2019esercizio \u00e8 stato predisposto dal Consiglio di Amministrazione sulla base delle scritture contabili aggiornate al 31 dicembre 2022. Il bilancio d\u2019esercizio \u00e8 stato redatto in conformit\u00e0 agli International Financial Reporting Standard (IFRS) adottati dall\u2019Unione Europea e in vigore alla data di redazione nonch\u00e9 sulla base dei provvedimenti emanati in attuazione dell\u2019art. 9 del D. Lgs. 38/2005 (Delibere Consob n. 15519 e 15520 del 27 luglio 2006). Se non diversamente indicato, i principi contabili descritti di seguito sono stati applicati in maniera omogenea per tutti i periodi inclusi nel presente bilancio.", "metadata": {"detection_class_prob": 0.9481114745140076, "coordinates": {"points": [[153.00000416666668, 1348.5972826388888], [153.00000416666668, 1532.1938472222218], [1509.4205322265625, 1532.1938472222218], [1509.4205322265625, 1348.5972826388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "f79481dd8a1665664a8b9156b1b2eb60", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e256e05a2a75f176150f24e02a9ddea4", "text": "A fini comparativi i prospetti di bilancio presentano il confronto con i dati patrimoniali del bilancio al 31 dicembre 2021 e con i dati economici del 2021. Si segnala che le informazioni comparative sono rideterminate per recepire le nuove classificazioni delle voci di bilancio.", "metadata": {"detection_class_prob": 0.9342779517173767, "coordinates": {"points": [[153.00000416666668, 1568.235107421875], [153.00000416666668, 1657.5272534722224], [1514.2132568359375, 1657.5272534722224], [1514.2132568359375, 1568.235107421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "f79481dd8a1665664a8b9156b1b2eb60", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8e2ac906c69d8ab64818bafaf88c1c5e", "text": "Il bilancio \u00e8 presentato in euro e tutti i valori sono arrotondati alle migliaia di euro.", "metadata": {"detection_class_prob": 0.8478747010231018, "coordinates": {"points": [[153.00000416666668, 1692.4698486328125], [153.00000416666668, 1720.193828472222], [1072.8212890625, 1720.193828472222], [1072.8212890625, 1692.4698486328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "f79481dd8a1665664a8b9156b1b2eb60", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "543cb13b38bd72d2fe649da905dd7db9", "text": "Tensioni internazionali e aggiornamento riguardante l\u2019impatto del covid-19 sullo stato di operativit\u00e0 dei negozi e sull\u2019approvvigionamento di materie prime e prodotto finito.", "metadata": {"detection_class_prob": 0.8298882842063904, "coordinates": {"points": [[147.328125, 1787.5972222222224], [147.328125, 1845.8605097222226], [1468.4286755081168, 1845.8605097222226], [1468.4286755081168, 1787.5972222222224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "5f05e9148c79230a55b4ddb87b75dc64", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "323e207689882f44fef7afcb6a987477", "text": "L\u2019invasione dell\u2019Ucraina da parte della Russia continua a creare situazioni di forte crisi internazionale, umanitaria e sociale con forti impatti negativi prima di tutto per le condizioni di vita della popolazione di questi paesi, ma anche per la loro attivit\u00e0 economica interna e per gli scambi commerciali nell\u2019area. Questi fatti gravi e straordinari, per natura ed estensione, si sono aggiunti a quelli da Covid-19 provocando, nel corso del 2022, ripercussioni a livello globale su: i) catene di approvvigionamento con particolare riferimento alla fornitura e ai prezzi di materie prime ed energia; ii) sviluppo della domanda nei mercati internazionali; iii) andamento dei tassi di inflazione con conseguenti politiche monetarie restrittive sui", "metadata": {"detection_class_prob": 0.9418674111366272, "coordinates": {"points": [[153.00000416666668, 1881.5972118055558], [153.00000416666668, 2065.1939034722222], [1510.5133056640625, 2065.1939034722222], [1510.5133056640625, 1881.5972118055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 32, "parent_id": "543cb13b38bd72d2fe649da905dd7db9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", 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"5239cb1e1c8bf81658573cacaf1883fb", "text": "In entrambi i Paesi il business di Geox \u00e8 sviluppato principalmente tramite terzi, wholesale e franchising (al 100% in Ucraina e al 70% in Russia). Alla luce di questi eventi il Gruppo ha sospeso, poco dopo lo scoppio del conflitto, ogni nuovo investimento diretto in Russia, ha ritirato il management europeo e sta gestendo la situazione nel breve periodo in modo da essere pronto a mitigare gli impatti di ogni decisione futura relativa alla propria presenza in Russia.", "metadata": {"detection_class_prob": 0.8438649773597717, "coordinates": {"points": [[145.81838989257812, 358.26388472222214], [145.81838989257812, 479.1938743055554], [1513.445556640625, 479.1938743055554], [1513.445556640625, 358.26388472222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5720dc4a0420283b7d93e4655fe1404b", "text": "Alla data del 31 dicembre 2022 i ricavi del Gruppo dell\u2019area (Russia ed Ucraina) sono sostanzialmente in linea con quanto previsto a Piano con circa 74 milioni di euro (circa il 10% del fatturato consolidato).", "metadata": {"detection_class_prob": 0.7750688195228577, "coordinates": {"points": [[153.00000416666668, 483.59722638888877], [153.00000416666668, 541.8605451388888], [1508.8199933692174, 541.8605451388888], [1508.8199933692174, 483.59722638888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "55fb9bff681087051324139152c3f3d2", "text": "Geox S.p.A. ha rapporti commerciali verso la propria filiale russa dovuti principalmente alle forniture di prodotti finiti e servizi per un totale di euro 55,3 milioni nel 2022 (euro 35,2 milioni nel 2021) (nota 39). Si segnala come dalla stagione di vendita Autunno/Inverno 2022 i rapporti di vendita di prodotto finito sono stati denominati in euro, a differenza di prima quando venivano regolati in rubli. Tale cambiamento \u00e8 stato reso necessario al fine di eliminare in capo a Geox S.p.A. il rischio cambio verso una valuta che non si poteva pi\u00f9 coprire a seguito delle restrizioni valutarie internazionali. Alla data del 31 dicembre 2022 Geox S.p.A. non ha posizioni scadute verso la controllata russa ma ha ancora crediti a scadere per euro 7.744 mila e non ha debiti (nota 39). Si segnala, infine, che Geox S.p.A. possiede direttamente il totale delle quote di capitale sociale della Geox Rus LLC che \u00e8 iscritta al valore di euro 918 mila (nota 19). Tale valore risulta essere di molto inferiore alla quota di patrimonio netto della societ\u00e0 controllata, pari a circa euro 15 milioni al cambio di fine anno. Il Gruppo non ha fornitori o stabilimenti produttivi nell\u2019area. La Societ\u00e0 \u00e8 parte del progetto Golden Links promosso da Banca Intesa e Caritas Italiana e ha cooperato attivamente con Protezione Civile, alcune associazioni umanitarie, l\u2019Ambasciata d\u2019Ucraina in Italia ed il consolato d\u2019Ucraina a Venezia per la fornitura di beni di prima necessit\u00e0, quali abbigliamento e calzature, alle popolazioni in loco ed ai rifugiati in Italia.", "metadata": {"detection_class_prob": 0.9001891016960144, "coordinates": {"points": [[151.99435424804688, 545.6876831054688], [151.99435424804688, 949.5271972222222], [1514.4886474609375, 949.5271972222222], [1514.4886474609375, 545.6876831054688]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3597b6a96d2d51805b009cad91f32216", "text": "In relazione all\u2019andamento della pandemia Covid-19 si segnala che ad oggi tutti i negozi del Gruppo sono operativi pur in uno scenario ancora instabile soprattutto nell\u2019Estremo Oriente.", "metadata": {"detection_class_prob": 0.8858693242073059, "coordinates": {"points": [[140.06312561035156, 953.9305472222222], [140.06312561035156, 1012.1938993055555], [1508.765291833646, 1012.1938993055555], [1508.765291833646, 953.9305472222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "618b41580934d2d384ce7b71abf6e09e", "text": "La difficile situazione sanitaria in Estremo Oriente del primo semestre 2022 aveva di fatto provocato importanti criticit\u00e0 sulla catena di approvvigionamento del Gruppo per gran parte dell\u2019anno. Da una parte tutti gli operatori economici hanno sperimentato un allungamento dei tempi di trasporto via nave a causa della riduzione della frequenza nelle partenze e dell\u2019aumento delle fermate al fine di ottimizzare gli spazi. Dall\u2019altra ci sono state meno opportunit\u00e0 di recuperare i ritardi di produzione con il trasporto via-aerea a causa del limitato numero di voli cargo e voli passeggeri.", "metadata": {"detection_class_prob": 0.9048745036125183, "coordinates": {"points": [[147.2895050048828, 1016.5972493055556], [147.2895050048828, 1169.5215805555556], [1517.688232421875, 1169.5215805555556], [1517.688232421875, 1016.5972493055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "07614049438368c4aa6042248c223dbe", "text": "Nell\u2019ultima parte dell\u2019anno si \u00e8 tuttavia assistito ad un generalizzato e importante miglioramento delle condizioni, con in particolare, un calo sia dei costi dei trasporti via mare che dei relativi tempi di spedizione. 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\u00e8 stata adottata una forma di riclassifica che mira a distinguere le attivit\u00e0 e passivit\u00e0 tra correnti e non correnti.", "metadata": {"detection_class_prob": 0.9217889308929443, "coordinates": {"points": [[150.51034545898438, 1518.263828472222], [150.51034545898438, 1576.5272430555556], [1508.6869214402866, 1576.5272430555556], [1508.6869214402866, 1518.263828472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 33, "parent_id": "031521ac092a04ef59a24158f666991a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d798e34946f5e94e9a48a8d55fb6621b", "text": "Il rendiconto finanziario \u00e8 stato redatto secondo il metodo indiretto.", "metadata": {"detection_class_prob": 0.8264435529708862, "coordinates": {"points": 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "73e5e6a437ab2209a86aca84a28b74f7", "text": "Principi contabili, emendamenti ed interpretazioni applicabili dal 1 Gennaio 2022", "metadata": {"detection_class_prob": 0.7015316486358643, "coordinates": {"points": [[152.63018798828125, 293.96612548828125], [152.63018798828125, 322.1938743055555], [1182.3121528518664, 322.1938743055555], [1182.3121528518664, 293.96612548828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "000007c164de21e69e7547e1518041f1", "text": "Di seguito si riporta la lista dei principi contabili, emendamenti e interpretazioni IFRS che sono entrati in vigore dal 1\u00b0 gennaio 2022, la cui adozione non ha comportato effetti sul bilancio della Societ\u00e0:", "metadata": {"detection_class_prob": 0.923421323299408, "coordinates": {"points": [[153.00000416666668, 374.59721180555556], [153.00000416666668, 432.8605618055554], [1508.7437266666666, 432.8605618055554], [1508.7437266666666, 374.59721180555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "parent_id": "73e5e6a437ab2209a86aca84a28b74f7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "4d27ce4e3dcd449925a1761dd57c0a48", "text": "Titolo documento Data emissione Data di entrata in vigore Data di omologazione dell\u2019Unione Europea (EU) Regolamento UE e data di pubblicazione Miglioramenti agli IFRS (ciclo 2018-2020) - Modifiche all'IFRS 1, all'IFRS 9, all'IFRS 16 e allo IAS 41 Maggio 2020 1\u00b0 gennaio 2022 28 giugno 2021 (UE) 2021/1080 2 luglio 2021 Immobili, impianti e macchinari - Proventi prima dell'uso previsto (Modifiche allo IAS 16) Maggio 2020 1\u00b0 gennaio 2022 28 giugno 2021 (UE) 2021/1080 2 luglio 2021 Contratti onerosi - Costi necessari all'adempimento di un contratto (Modifiche allo IAS 37) Maggio 2020 1\u00b0 gennaio 2022 28 giugno 2021 (UE) 2021/1080 2 luglio 2021 Riferimento al Quadro Concettuale (Modifiche all'IFRS 3) Maggio 2020 1\u00b0 gennaio 2022 28 giugno 2021 (UE) 2021/1080 2 luglio 2021", "metadata": {"detection_class_prob": 0.9341529011726379, "coordinates": {"points": [[155.41427612304688, 479.5078430175781], [155.41427612304688, 829.2364501953125], [1503.8807373046875, 829.2364501953125], [1503.8807373046875, 479.5078430175781]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>Titolo documento</th><th>Data e emissione</th><th></th><th>Data di entrata in vigore 8</th><th>Data di omologazione &gt; ga: dell\u2019Unione Europea (EU)</th><th>Regolamento UE e data di ubblicazione p</th></tr></thead><tbody><tr><td>Miglioramenti agli IFRS (ciclo 2018-2020) - Modifiche all'IFRS 1, all'IFRS 9, all'IFRS 16 e allo IAS 41</td><td>\u00c0 Maggio 2020</td><td>|</td><td>\u00b0 i I\u00b0 gennaio 2022</td><td>. | 28 giugno 2021</td><td>(UE) 2021/1080 | ) iuglio 2021</td></tr><tr><td>Immobili, impianti e macchinari - Proventi prima dell'uso previsto (Modifiche allo IAS 16)</td><td>. Maggio 2020</td><td>|</td><td>\u00b0 . I\u00b0 gennaio 2022</td><td>\u2019 | 28 giugno 2021</td><td>(UE) 2021/1080 | \u2018) juglio 2021</td></tr><tr><td>Contratti onerosi - Costi necessari all'adempimento di un contratto (Modifiche allo IAS 37)</td><td>\u00c0 Maggio 2020</td><td>|</td><td>\u00b0 \u00c0 I\u00b0 gennaio 2022</td><td>, | 28 giugno 2021</td><td>(UE) 2021/1080 | \u2018) juglio 2021</td></tr><tr><td>PA \u2019 \u2019 Riferimento al Quadro Concettuale (Modifiche all'IFRS 3)</td><td>i Maggio 2020</td><td>|</td><td>\u00b0 i |\u00b0 gennaio 2022</td><td>. | 28 giugno 2021</td><td>(UE) 2021/1080 2 luglio 2021</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "image_base64": 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"Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "9b5a5ae318dc4a38504727d03ac3160c", "text": "Titolo documento Data emissione Data di entrata in vigore Data di omologazione Regolamento UE e data di pubblicazione IFRS 17 - Contratti (incluse modifiche pubblicate nel giugno 2020) assicurativi Maggio 2017 Giugno 2020 1\u00b0 gennaio 2023 19 novembre 2021 (UE) 2021/2036 23 novembre 2021 Definizione di stime contabili (Modifiche allo IAS 8) Febbraio 2021 1\u00b0 gennaio 2023 2 marzo 2022 (UE) 2022/357 3 marzo 2022 Informativa sui principi contabili (Modifiche allo IAS 1) Febbraio 2021 1\u00b0 gennaio 2023 2 marzo 2022 (UE) 2022/357 3 marzo 2022 Imposte differite relative ad attivit\u00e0 e passivit\u00e0 derivanti da un'unica operazione (Modifiche allo IAS 12) Maggio 2021 1\u00b0 gennaio 2023 11 agosto 2022 (UE) 2022/1392 12 agosto 2022 Prima applicazione dell'IFRS 17 e dell'IFRS 9 - Informazioni comparative (Modifiche all\u2019IFRS 17) Dicembre 2021 1\u00b0 gennaio 2023 8 settembre 2022 (UE) 2022/1491 9 settembre 2022", "metadata": {"detection_class_prob": 0.9343795776367188, "coordinates": {"points": [[149.97352600097656, 980.6953125], [149.97352600097656, 1418.861083984375], [1512.894287109375, 1418.861083984375], [1512.894287109375, 980.6953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>Titolo documento</th><th>|.Ja\u00ee.:a emissione</th><th>Dat:a dl. entrata in vigore</th><th>Data d.' omologazione</th><th>Regolamento UE e data di i pubblicazione</th></tr></thead><tbody><tr><td>IFRS 17 - Contratti assicurativi (incluse modifiche pubblicate nel giugno 2020)</td><td>| Maggio 2017 Giugno 2020</td><td>1\u00b0 gennaio 2023 8</td><td>19 novembre 2021</td><td>(L7\u00ee\u00ee\u00ee)n\u00ec?/\u00eclr\\{l\u00ec?\u2018\u00ee\u00e9 2021</td></tr><tr><td>Definizione di stime contabili (Modifiche allo IAS 8)</td><td>Febbraio 2021</td><td>1\u00b0 gennaio 2023</td><td>2 marzo 2022</td><td>(UE) 2022/357 3 marzo 2022</td></tr><tr><td>i ii ii P e Informativa sui principi contabili (Modifiche allo IAS 1)</td><td>i Febbraio 2021</td><td>\u00b0 i 1\u00b0 gennaio 2023</td><td>2 marzo 2022</td><td>(UE) 2022/357 3 marzo 2022</td></tr><tr><td>Imposte differite relative ad attivit\u00e0 e passivit\u00e0 derivanti da un'unica operazione (Modifiche allo IAS 12)</td><td>i Maggio 2021</td><td>\u00b0 i 1\u00b0 gennaio 2023</td><td>11 agosto 2022</td><td>(UE) 2022/1392 12 agosto 2022</td></tr><tr><td>Prima applicazione dell'IFRS 17 e dell'IFRS 9 - M \u2019 Informazioni comparative (Modifiche all\u2019IFRS 17)</td><td>i Dicembre 2021</td><td>\u00b0 . 1\u00b0 gennaio 2023</td><td>8 settembre 2022</td><td>(UE) 2022/1491 9 settembre 2022</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 34, "image_base64": 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del presente documento, gli organi competenti dell\u2019Unione Europea non hanno ancora concluso il processo di omologazione necessario per l\u2019adozione degli emendamenti e dei principi sotto descritti.", "metadata": {"detection_class_prob": 0.9229726791381836, "coordinates": {"points": [[153.00000416666668, 374.59721180555556], [153.00000416666668, 432.5272201388887], [1516.7615966796875, 432.5272201388887], [1516.7615966796875, 374.59721180555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "f76a719116d8b88368f4301f7feee29d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "0eb4c772a2a2325a51e1237cd91d1971", "text": "Data emissione Data di entrata Data di prevista Titolo documento da parte dello in vigore del omologazione IASB documento IASB da parte dell\u2019UE Standards Processo di omologazione IFRS 14 Regulatory deferral accounts Gennaio 2014 1\u00b0 gennaio 2016 sospeso in attesa del nuovo principio contabile sui \u201crate- regulated activities\u201d. Amendments Sale or contribution of assets between an investor and its associate or joint venture (Amendments to IFRS 10 and IAS 28) Settembre 2014 Differita fino al completamento del progetto IASB sull\u2019equity method Processo di omologazione sospeso in attesa della conclusione del progetto IASB sull\u2019equity method Classification of liabilities as current or non-current Gennaio 2020 (Amendments to IAS 1) and Non current liabilities with Luglio 2020 1\u00b0 gennaio 2024 TBD covenants (Amendments to IAS 1) Ottobre 2022 Lease liability in a sale and leaseback (Amendments to IFRS 16) Settembre 2022 1\u00b0 gennaio 2024 TBD", "metadata": {"detection_class_prob": 0.9448414444923401, "coordinates": {"points": [[150.86508178710938, 461.1536865234375], [150.86508178710938, 987.290283203125], [1520.196044921875, 987.290283203125], [1520.196044921875, 461.1536865234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>Titolo documento</th><th>Data emissione da parte dello IASB</th><th>Data di entrata in vigore del documento IASB</th><th>Data di prevista omologazione da parte dell\u2019UE</th></tr></thead><tbody><tr><td colspan=\"4\">Standards</td></tr><tr><td>IFRS 14 Regulatory deferral accounts</td><td>Gennaio 2014</td><td>1\u00b0 gennaio 2016</td><td>Processo di omologazione sospeso in attesa del nuovo principio contabile sui \u201crate- regulated activities\u201d.</td></tr><tr><td colspan=\"4\">Amendments</td></tr><tr><td>Sale or contribution of assets between an investor and its associate or joint venture (Amendments to IFRS 10 and IAS 28)</td><td>Settembre 2014</td><td>Differita fino al completamento del progetto IASB sull\u2019equity method</td><td>Processo di omologazione sospeso in attesa della conclusione del progetto IASB sull\u2019equity method</td></tr><tr><td>Classification of liabilities as current or non-current (Amendments to IAS 1) and Non current liabilities with covenants (Amendments to IAS 1)</td><td>Gennaio 2020 Luglio 2020 Ottobre 2022</td><td>1\u00b0 gennaio 2024</td><td>TBD</td></tr><tr><td>Lease liability in a sale and leaseback (Amendments to IFRS 16)</td><td>Settembre 2022</td><td>1\u00b0 gennaio 2024</td><td>TBD</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "f76a719116d8b88368f4301f7feee29d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "text": "Stime ed ipotesi", "metadata": {"detection_class_prob": 0.8318823575973511, "coordinates": {"points": [[153.00000416666668, 1051.2638847222222], [153.00000416666668, 1078.193884722222], [365.8150655675167, 1078.193884722222], [365.8150655675167, 1051.2638847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "492aa0e5eea9cf3163b28f99e0438ebd", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2f9919b04317046fdfa98ecf79cb315b", "text": "La redazione del bilancio e delle relative note in applicazione degli IFRS richiede da parte degli Amministratori il ricorso a stime e assunzioni che hanno effetto sui valori delle attivit\u00e0 e delle passivit\u00e0 di bilancio e sull\u2019informativa relativa ad attivit\u00e0 e passivit\u00e0 potenziali alla data di bilancio. Le stime e le assunzioni utilizzate sono basate sull\u2019esperienza e su altri fattori considerati rilevanti.", "metadata": {"detection_class_prob": 0.9393019080162048, "coordinates": {"points": [[153.00000416666668, 1113.9305868055555], [153.00000416666668, 1234.8605763888888], [1509.7821044921875, 1234.8605763888888], [1509.7821044921875, 1113.9305868055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b5a3db74fd50c9fc9ed498881262800b", "text": "Si segnala tuttavia che le previsioni sono per loro natura soggette a notevoli fattori di incertezza, in particolar modo nell\u2019attuale contesto economico caratterizzato dalle tensioni geo-politiche riguardanti Russia ed Ucraina che si sono aggiunte alla pandemia da Covid-19. Pertanto, \u00e8 possibile, sulla base delle conoscenze attualmente disponibili, che i risultati che si consuntiveranno potrebbero differire da tali stime e potrebbero richiedere rettifiche ad oggi difficilmente stimabili e prevedibili.", "metadata": {"detection_class_prob": 0.9421094655990601, "coordinates": {"points": [[153.00000416666668, 1270.5972784722221], [153.00000416666668, 1423.193832638889], [1515.658203125, 1423.193832638889], [1515.658203125, 1270.5972784722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f47f625ee1b29642025633b6bfab0a9e", "text": "Le stime e le assunzioni sono riviste periodicamente e gli effetti di ogni variazione ad esse apportate sono riflesse a conto economico nel periodo in cui avviene la revisione di stima. In particolare, per quanto riguarda il valore degli assets iscritti sono stati aggiornati gli impairment test sulla base delle proiezioni finanziarie per il periodo 2023-2027, approvate in data 2 febbraio 2023 dal Consiglio di Amministrazione, che confermano i principali obiettivi e strategie definiti nel Piano Strategico 2022-2024, come meglio descritto nella nota 10.", "metadata": {"detection_class_prob": 0.9392322897911072, "coordinates": {"points": [[153.00000416666668, 1458.9305347222225], [153.00000416666668, 1611.1939388888889], [1511.568115234375, 1611.1939388888889], [1511.568115234375, 1458.9305347222225]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "75933c2f3b55f46b5ee730af8527dfb0", "text": "Le voci di bilancio principalmente interessate da tali situazioni di incertezza sono: le attivit\u00e0 immateriali e avviamento, gli immobili, impianti e macchinari, le attivit\u00e0 per diritto d\u2019uso, le attivit\u00e0 per imposte differite, la passivit\u00e0 per resi e accrediti a clienti, i fondi svalutazione magazzino, il fondo svalutazione crediti e le passivit\u00e0 per leasing.", "metadata": {"detection_class_prob": 0.9377997517585754, "coordinates": {"points": [[153.00000416666668, 1646.9305138888885], [153.00000416666668, 1736.5272180555557], [1513.603759765625, 1736.5272180555557], [1513.603759765625, 1646.9305138888885]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c76f5a9526f3acd70cdc2cf49d76f125", "text": "Di seguito sono riepilogati i processi critici di valutazione e le assunzioni chiave utilizzate dal management nel processo di applicazione dei principi contabili riguardo al futuro e che possono avere effetti significativi sui valori rilevati nel bilancio.", "metadata": {"detection_class_prob": 0.9258227348327637, "coordinates": {"points": [[152.78936767578125, 1772.263920138889], [152.78936767578125, 1830.5272076388892], [1508.9278186655158, 1830.5272076388892], [1508.9278186655158, 1772.263920138889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d9f0717d178d32e111a63427ac64b0d6", "text": "Riduzione durevole di valore delle attivit\u00e0 immateriali e avviamento, degli immobili, impianti e macchinari e delle attivit\u00e0 per diritto d\u2019uso (impairment test)", "metadata": {"detection_class_prob": 0.9195671081542969, "coordinates": {"points": [[147.1509246826172, 1866.2639097222223], [147.1509246826172, 1924.8606013888889], [1477.8731100988362, 1924.8606013888889], [1477.8731100988362, 1866.2639097222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 35, "parent_id": "96c33cbcec95ad5dbfcb7e7ef9e66768", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "954c958a1b0283937546d8eedb5b2b4e", "text": "La Societ\u00e0 ha rilevato delle perdite di valore a fronte della possibilit\u00e0 che i valori contabili degli immobili, impianti e macchinari, delle attivit\u00e0 immateriali e avviamento, delle attivit\u00e0 per diritto d\u2019uso e delle partecipazioni possano non essere recuperabili dalle stesse tramite l\u2019uso. Una significativa valutazione \u00e8 richiesta agli amministratori per determinare l\u2019ammontare di asset impairment che debba essere contabilizzato. 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Ulteriori dettagli sono forniti alle note 10 e 19, tra cui le assunzioni significative utilizzate dagli Amministratori nell\u2019ambito del test di impairment.", "metadata": {"detection_class_prob": 0.9336405992507935, "coordinates": {"points": [[153.00000416666668, 294.89825439453125], [153.00000416666668, 385.8460115972223], [1508.9004678304063, 385.8460115972223], [1508.9004678304063, 294.89825439453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8e607ee4b38fb37067f3e3d658b921cd", "text": "Attivit\u00e0 per imposte differite", "metadata": {"detection_class_prob": 0.6408838033676147, "coordinates": {"points": [[153.00000416666668, 418.86474609375], [153.00000416666668, 447.86055555555544], [443.16254891882664, 447.86055555555544], [443.16254891882664, 418.86474609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8b71bf730f66663b0482c8b756ec29f1", "text": "Le attivit\u00e0 per imposte differite sono rilevate a fronte delle differenze temporanee tra i valori patrimoniali iscritti nel bilancio e i corrispondenti valori riconosciuti ai fini fiscali, oltre che sulle perdite fiscali portate a nuovo considerate recuperabili. Una significativa valutazione \u00e8 richiesta agli amministratori per determinare l\u2019ammontare delle attivit\u00e0 per imposte differite recuperabili nella misura in cui sia probabile l\u2019esistenza di adeguati utili fiscali futuri a fronte dei quali tali perdite potranno essere utilizzate. Essi devono stimare la probabile manifestazione temporale e l\u2019ammontare dei futuri utili fiscalmente imponibili nonch\u00e9 una strategia di pianificazione delle imposte future. Il valore contabile delle perdite fiscali riconosciute \u00e8 fornito alla nota 20.", "metadata": {"detection_class_prob": 0.9541124105453491, "coordinates": {"points": [[153.00000416666668, 483.1328430175781], [153.00000416666668, 698.5272368055553], [1510.3978271484375, 698.5272368055553], [1510.3978271484375, 483.1328430175781]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "acffd3a781d2a4ed7d7348d3f6fb3661", "text": "Passivit\u00e0 per resi e accrediti a clienti", "metadata": {"detection_class_prob": 0.8228448033332825, "coordinates": {"points": [[152.732421875, 731.695068359375], [152.732421875, 761.1938763888888], [525.1144310578669, 761.1938763888888], [525.1144310578669, 731.695068359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "986d689e493b0edbba66fcea8b0bdba8", "text": "La Societ\u00e0 ha valorizzato la possibilit\u00e0 che i prodotti gi\u00e0 venduti possano venire resi dai clienti. Per fare ci\u00f2, la Societ\u00e0 ha elaborato delle ipotesi in relazione alla quantit\u00e0 di prodotti resi in passato ed al valore presumibile di realizzo di tali prodotti resi. La Societ\u00e0 ha tenuto in considerazione il mutato scenario di riferimento e ha effettuato un accantonamento per passivit\u00e0 per resi e accrediti a clienti che rispecchia le assunzioni relative all\u2019andamento delle vendite dei propri clienti fino a fine stagione, e pertanto dei resi attesi. Ulteriori dettagli sono forniti alla nota 33.", "metadata": {"detection_class_prob": 0.9397054314613342, "coordinates": {"points": [[153.00000416666668, 797.2639201388887], [153.00000416666668, 949.5271972222222], [1514.3511962890625, 949.5271972222222], [1514.3511962890625, 797.2639201388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "41b48ef22d0081064af0d7f3d74ad1b9", "text": "Rimanenze - fondo svalutazione magazzino", "metadata": {"detection_class_prob": 0.7658289670944214, "coordinates": {"points": [[152.93833923339844, 982.945556640625], [152.93833923339844, 1012.2064208984375], [604.0919159177469, 1012.2064208984375], [604.0919159177469, 982.945556640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8839ba53d9dc09ba283c7739899e3af9", "text": "La Societ\u00e0 ha rilevato delle svalutazioni a fronte della possibilit\u00e0 che i prodotti presenti in giacenza debbano essere venduti a stock e quindi ad un valore presumibile di realizzo inferiore al costo di iscrizione. Per fare ci\u00f2 la Societ\u00e0 ha elaborato delle ipotesi in relazione alla quantit\u00e0 di prodotti venduti a stock in passato ed alla possibilit\u00e0 di smaltimento di tali prodotti dagli outlet gestiti direttamente. In particolare, la Societ\u00e0 ha riflesso nel fondo svalutazione magazzino le proprie assunzioni in merito alle previsioni di smaltimento delle rimanenze di collezioni precedenti, inclusa la stima delle eccedenze relative alle collezioni correnti, considerando l\u2019attuale scenario di incertezza. Ulteriori dettagli sono forniti alla nota 22.", "metadata": {"detection_class_prob": 0.9493977427482605, "coordinates": {"points": [[153.00000416666668, 1047.07373046875], [153.00000416666668, 1231.5271659722223], [1509.63134765625, 1231.5271659722223], [1509.63134765625, 1047.07373046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "cb939d44c4bdedbfe500d2fbf6245e34", "text": "Fondo svalutazione crediti commerciali", "metadata": {"detection_class_prob": 0.6109769940376282, "coordinates": {"points": [[153.00000416666668, 1266.34521484375], [153.00000416666668, 1294.1938680555556], [550.8762372000768, 1294.1938680555556], [550.8762372000768, 1266.34521484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e9387df693a735188d53aa0d7cbb7979", "text": "Il fondo svalutazione crediti viene determinato sulla base di un\u2019analisi specifica sia delle pratiche in contenzioso che delle pratiche che, pur non essendo in contenzioso, presentano qualche sintomo di ritardo negli incassi. Lo stanziamento include, inoltre, la valutazione dei crediti residuali secondo la logica di perdita attesa (Expected Loss) calcolata sull\u2019intera vita del credito commerciale. La valutazione del complessivo valore realizzabile dei crediti commerciali richiede di elaborare delle stime circa la probabilit\u00e0 di recupero delle suddette pratiche, nonch\u00e9 delle percentuali di svalutazione applicate ai crediti non in contenzioso e pertanto essa \u00e8 soggetta ad incertezza. In particolare, gli Amministratori hanno tenuto in considerazione l\u2019attuale scenario di incertezza e hanno provveduto ad effettuare uno stanziamento a fondo svalutazione crediti coerente con la situazione dei propri crediti che, in parte, sono soggetti ad assicurazione. Ulteriori dettagli sono forniti alla nota 23.", "metadata": {"detection_class_prob": 0.9543653726577759, "coordinates": {"points": [[153.00000416666668, 1329.7459716796875], [153.00000416666668, 1608.1939347222221], [1508.8878442851865, 1608.1939347222221], [1508.8878442851865, 1329.7459716796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "aba6660d6d0116ff981430b84cd1d9e6", "text": "Passivit\u00e0 per leasing e attivit\u00e0 per diritto d\u2019uso", "metadata": {"detection_class_prob": 0.6490578055381775, "coordinates": {"points": [[152.82772827148438, 1643.597232638889], [152.82772827148438, 1670.527232638889], [624.7065152712167, 1670.527232638889], [624.7065152712167, 1643.597232638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3a154d35861fb9d2107c1c85d674c7b9", "text": "La Societ\u00e0 rileva l\u2019attivit\u00e0 per il diritto d\u2019uso e la passivit\u00e0 del leasing. L\u2019attivit\u00e0 per il diritto d\u2019uso viene inizialmente valutata al costo, e successivamente al costo al netto dell\u2019ammortamento e delle perdite per riduzione di valore cumulati, e rettificata al fine di riflettere le rivalutazioni della passivit\u00e0 del leasing.", "metadata": {"detection_class_prob": 0.925327718257904, "coordinates": {"points": [[153.00000416666668, 1706.2639347222223], [153.00000416666668, 1796.1939138888888], [1508.8873183961468, 1796.1939138888888], [1508.8873183961468, 1706.2639347222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 36, "parent_id": "3b098811d9733223037306af3048aaf7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "eeddf64935a0843fa1dfadc80b6d878e", "text": "La Societ\u00e0 valuta la passivit\u00e0 del leasing al valore attuale dei pagamenti dovuti per i leasing non versati alla data di decorrenza, attualizzandoli utilizzando il tasso di finanziamento marginale definito tenendo conto della durata dei contratti di leasing, della valuta nella quale sono denominati, delle caratteristiche dell\u2019ambiente economico in cui \u00e8 stato stipulato il contratto e del credit adjustment. La passivit\u00e0 del leasing viene successivamente incrementata degli interessi che maturano su detta passivit\u00e0 e diminuita dei pagamenti dovuti per il leasing effettuati ed \u00e8 rivalutata in caso di modifica dei futuri pagamenti dovuti per il leasing derivanti da una variazione dell\u2019indice o tasso, in caso di modifica dell\u2019importo che la Societ\u00e0 prevede di dover pagare a titolo di garanzia sul valore residuo o quando la Societ\u00e0 modifica la sua valutazione con riferimento all\u2019esercizio o meno di un\u2019opzione di acquisto, di proroga o risoluzione.", "metadata": {"detection_class_prob": 0.9465726017951965, "coordinates": {"points": [[153.00000416666668, 1800.597201388889], [153.00000416666668, 2046.8605972222222], [1508.902045686036, 2046.8605972222222], [1508.902045686036, 1800.597201388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": 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La valutazione della Societ\u00e0 circa l\u2019esistenza o meno della ragionevole certezza di esercitare l\u2019opzione influenza la stima della durata del leasing, impattando in maniera significativa l\u2019importo delle passivit\u00e0 del leasing e delle attivit\u00e0 per il diritto di utilizzo rilevate.", "metadata": {"detection_class_prob": 0.9404359459877014, "coordinates": {"points": [[148.213623046875, 295.26387430555553], [148.213623046875, 416.1938951388887], [1508.8936300879661, 416.1938951388887], [1508.8936300879661, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e9d0f6999751d2ad62b68ca74391d3a3", "text": "La Societ\u00e0 ha analizzato la totalit\u00e0 dei contratti di lease, andando a definire per ciascuno di essi il lease term, dato dal periodo \u201cnon cancellabile\u201d unitamente agli effetti di eventuali clausole di estensione o interruzione anticipata il cui esercizio \u00e8 stato ritenuto ragionevolmente certo. Nello specifico, per gli immobili tale valutazione ha considerato i fatti e le circostanze specifiche di ciascuna attivit\u00e0. Per quanto riguarda le altre categorie di beni, principalmente auto aziendali ed attrezzature, la Societ\u00e0 ha generalmente ritenuto non probabile l\u2019esercizio di eventuali clausole di estensione o interruzione anticipata in considerazione della prassi abitualmente seguita dalla Societ\u00e0.", "metadata": {"detection_class_prob": 0.9351724982261658, "coordinates": {"points": [[153.00000416666668, 420.93055555555543], [153.00000416666668, 604.527247222222], [1508.9108115624997, 604.527247222222], [1508.9108115624997, 420.93055555555543]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8d86ae93f3bb1fb3e182aa211b63291d", "text": "Ulteriori dettagli sono forniti alla nota 18 per le 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"Attivit\u00e0 immateriali e avviamento", "metadata": {"detection_class_prob": 0.855882465839386, "coordinates": {"points": [[153.00000416666668, 985.2638993055556], [153.00000416666668, 1012.1938993055555], [589.8947566504665, 1012.1938993055555], [589.8947566504665, 985.2638993055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2518ce0c1e0621ccdc4e3b50098cf4e0", "text": "Le attivit\u00e0 immateriali, aventi vita utile definita, sono iscritte al costo di acquisto o di produzione, inclusivo degli oneri accessori, ed ammortizzate sistematicamente per il periodo della loro residua possibilit\u00e0 di utilizzazione.", "metadata": {"detection_class_prob": 0.9276197552680969, "coordinates": 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Se in esercizi successivi vengono meno i presupposti della svalutazione, il suo valore viene ripristinato.", "metadata": {"detection_class_prob": 0.9439741969108582, "coordinates": {"points": [[147.5113067626953, 1142.2638680555556], [147.5113067626953, 1263.193857638889], [1511.0054931640625, 1263.193857638889], [1511.0054931640625, 1142.2638680555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "122ffb9ea5bfa93b2e8fe45d31625067", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6f3688b2ed5b0f6e4eaded13cd313123", "text": "L\u2019ammortamento si applica sistematicamente lungo la vita utile dell\u2019attivit\u00e0 immateriale a seconda delle prospettive di impiego economico stimate. Il valore residuo alla fine della vita utile si presume pari a zero a meno che ci sia un impegno da parte di terzi all\u2019acquisto dell\u2019attivit\u00e0 alla fine della sua vita utile oppure se esiste un mercato attivo per l\u2019attivit\u00e0. Gli amministratori rivedono la stima della vita utile dell\u2019attivit\u00e0 immateriale a ogni chiusura di periodo.", "metadata": {"detection_class_prob": 0.9387730360031128, "coordinates": {"points": [[153.00000416666668, 1298.9305597222224], [153.00000416666668, 1419.8605513888888], [1518.713134765625, 1419.8605513888888], [1518.713134765625, 1298.9305597222224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "122ffb9ea5bfa93b2e8fe45d31625067", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c943ec3e1ac82b12c0763f15ccc9c0d8", "text": "Di seguito vengono riassunti gli anni di vita utile delle differenti tipologie di attivit\u00e0 immateriali e avviamento:", "metadata": {"detection_class_prob": 0.855897068977356, "coordinates": {"points": [[153.00000416666668, 1454.7218017578125], [153.00000416666668, 1482.5272534722224], [1344.934112065356, 1482.5272534722224], [1344.934112065356, 1454.7218017578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 37, "parent_id": "122ffb9ea5bfa93b2e8fe45d31625067", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "985181ce8fcc8f584957e2d8336d0fbf", "text": "Marchi 10 anni Brevetti Geox 10 anni Altri diritti di brevetto e di utilizzazione delle opere dell\u2019ingegno 3-5 anni Key money Durata contratto di locazione Avviamento Non ammortizzato", "metadata": {"detection_class_prob": 0.912746250629425, "coordinates": {"points": [[151.93739318847656, 1512.2615966796875], [151.93739318847656, 1703.13720703125], [1513.80810546875, 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7THtvOEHnLdIU8wjITOcbiO1PtPFGgahqkmmWes2FxfR53W8VwrOMdeAe3f0oA1qKr32oWWmWrXV/dwWluv3pZ5AiD6k8VBpmt6VrUTSaVqdnfIhwzW06yBT77ScUAX6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiobqFrizngSV4WkjZBIh+ZCRjI9x1oAmorwfx54Rk+GmjQeJtE8WaydTjuEVo725Ei3WTyNuBn1IOeAfrXulvI8ttFJIhjdkDMh/hJHIoAkori/i1cT2nwu1ye2mkhmSJNskbFWX94vQisjwT8PdPhXSfEEXibX7udYkmaGW/WSEuycqV29OemaAPS6KKxtS8XeHNHvVstS1zT7S5bH7qa4VWGehIJ4H1oA2aKqXup2GnWDX97e29tZqATcTSBYwCQB8x45JH51Tj8V+HpdWGlR63p76geBbLcKXJ9MZ6+3WgDXorPvNd0jTrr7Le6pZ20/lGfy5p1RvLGcvgn7vB59qTSde0jXoXl0jUrS+jjO1zbyh9p9DjpQBo0Vzvhea8lu9cF34hs9WVL91ijtlUGzUf8ALJ9v8Q9+ePy6KgAooooA8c+L0+peKPEWkeB9Dt47udP+JjeRSPtQovCq57A85HutYnjiL4jq+m+LdS0LSbY+H388SWMxLNGSNykEnK46+gJr17SfB+n6R4n1fxCk11cahqm0SvOykRqvREwowvA65+6K27q2hvLSa1uIxJBMjRyI3RlIwQfwNAHlnj/U7bWb74Z6nZvvtrrWIJoz7NtPPvVe88OaHdftDfZbnR7Ca3m0Q3EkUlujK8plOXIIwW9+tdRZ/C3R7LTtCsVv9Ukh0S++22nmSxkhs7tjYTlc5OODyeat+Kvh9p3inU7XVTf6lpmp20ZiS806fypDGc/KTg8cn8zQBx/xE0Wzu/iN8PNHEQhsT9qiMMPyL5QRMxjHRSo24HY1e+JXhbQtB+GXie50nSbSxluIIUlNvGEDBZFxwOB1PTr3ro4vh/pkd74duzeajLNoIl+ztLMHMpk+8ZCVyx+hFa/iTQLXxR4evNFvpJo7a6UK7QMA4AYNwSCOo9KAF8M/8ipo/wD14w/+gCvP/iLbxa18TvBOgasSdEnM8zwscJNKi5VW9ewx/tEd69MsbSPT9PtrKIs0dvEsSFzkkKABn34rL8T+E9J8XaelpqsLnynEkM0TlJYX/vKw6H9KAOA8ZaLpWkfFT4dtpum2dkZbi5WT7NAse8Kqbc7QM4ycfWodA/5D3xf+i/8AoqWujsPhRp1lr2naxP4h8R6jPp7l7dL+9WZFJGDwUyAeOhHQVtWfgnTbK78SXMc92X8QY+1BnXCfKy/J8vHDHrntQBxPws8DeHNW+GWkXeq6Vb39zODIZrhNzIFkbaqnqqjHQcHJz1NWPCNpbX3xW+JFrd28U9vKbNZIpUDK48tuCDwRXe+G9AtfC/h6z0WxkmktrVSqNOwLkFi3JAA6n0qvpXhSx0jxJrOu28tw11q5jM6SMpRdgIG0AAjrzkmgDzz4LeG9Du/Dd9e3Gj2E13DqtxHHNJbozooC4AYjIHJ496b8O/C/h+58ceOop9E06VLLUYxbK9qhEA+fhAR8vQdPSumi+FOk2uvPqVlqutWdvLdC8l063u9ttJKCDkpjkZHTP6U7WfhXpWq69d6vBqutaXNegC9j0678pLjAx8wwf8+5zQBm+Fv+S8eO/wDr3sv/AEUld7rc9xa6BqNxaDdcxWsrwjGcuFJX9cVQ0zwlYaV4p1TxDBLctd6lHFFMjspjURqFXaMZzgDOSa3qAPJPhj4V8O3/AMLo9Vu9Ps9Rv79Jpbu5uollkaTcwIy2SMYH8+9cRL/ya5pn/YR/9rvXqVz8ItFa7uJtM1fX9EjuHLy22l33kxMx6naVOPp0qy3wu0RvAUHg43Wof2dDN5yy+Ynmlt5fk7MYyT2oA7evJJ9E0zXP2iryHVbCC9ih0JZo450DqHEiqDtPB4Y9fWvW64rxL8NNP8ReIP7dTV9Y0vUvJEBm065EW5Ac4PBP60Aczo1hZ+HP2gbrTNAjSCxu9IFxe2sIxHFIH4O0cLxt/wC+z61S+FfhHRNfs/FFzrFhDf8A/E7uYI47hd6xDCFmQH7rHIyw5+UeleheE/AukeDxcy2Rubm9uiDcXt5L5k0v1bjj6D61Z8L+FLHwla31vYS3EiXt7JeyGdlJDuFBAwB8vyj1PvQB5f4o06Sf4x6NoFvpem3Vjp+j79P06/mMduTkgkAK25gF6EdFz2rofDPg3WtM8e3OrTaboul6VfWRt7qwsZ2dJZAch9hRR04P1Pqa6bxd4F0fxnHbG/8AtEF3atut7y0k8uaL1w2DxwOoqt4Z+Hth4c1Q6o2q6xqt/wCWYln1K7MpRCQSFGAOcDrmgDyO91PUvB+n+IPhbaLK91fXqRaQ/P8Ax7XB+YZ9AOPqzelbPjTRG07xP8P/AAfbWtpdaZBBIY7a9lMUFzOq9XIDZOecYOS2O9eq33hPS9Q8W6b4lnjJ1DT4pIoiMYIbufplsf7xpvizwdpHjPTUstVjk/dP5kE8L7JYW9Vb/HI/KgDitP8ABGtxePrDWjo3h/SbAwS2uoW1jOzLdxspwCnlqpIOD7ge1Uvhj4Z0G48TeNTNounSGy1t1td9sh8hQxwE4+UDAxj0rq9A+Gdhoms2+rT61rmrXdru+znUbwyLFuUqSAAOcEjn1qHVPhTpOo67eapBqutaab9g17b2F35UVwR3YYPXnPPc9KAOZ0/wxoF18evENlc6Lp01qumRzLDJbIyByUy+CMZOTk+9TX+mWHiX44/2FrkSPpel6Ws2n6e/EUjEgFtvQ4BIx/sj0rqvEvw403xHrcetJqWq6TqQi8h7jTLnymkjz91uD/nrnAo1n4Z6Frem6ZbTS30N1pkYitdRgn23KADu+OfXkdzjGaAOQ8YaNpfgzx/4N1Dw1bxafe39+LO5tbUbEngYgMSg44z1x3B7CvYa4vw58M9I8P6x/bM15qWr6qq7Eu9TuPOeMei8DHXryeT612lAHhHh+y1HX/H/AI1u5NC0PWbuDUGtturTkGCFSwQInlsMEDr3xXe/DTwzrHhW31ez1EWcNpNdm5s7S1naVbdWzuQFlBxkDH41L4j+GOka/rZ1uG+1PSNUZQklzplx5LSgcfNwc8AdMdBWt4V8IWHhK1uIrOe9uprlxJPc3s5lllYDAyeB09BQBh/GO+vdP+FmsTWLukjLHG7p1VGdVb8wSPxrm/G/g/wxpHwQvJNM0uxJitIZIrwQqZHJZPn34zkg+vf0r1i9srbUbKeyvIUntp0McsTjIZTwQa88uPgpos1nJYR+IPE9vpr8fYItQBgAznAVlPGfXNAGPrP/ACM3wd/64y/+iYa9irmrnwRpt1feGrySe7Enh5WW0CuuHBVVPmfLzwg6Y710tAHmXwtOPFPxCX+Ia25x7EtiuT0yytL7wL8Vjc20M/k6pfzRGRA2xwjYZc9COxr0PU/hlpl94iudatdV1nSp7zH2yPTrvyUuMd24zn6H17kmrvh34faH4a0nVtLtFnlsdUkd54bhwwAddpRSADtxxySfegCh8LtC0ez8EaFqdrpdlDfz6fGJbmKBVkkyATuYDJyQD+FePJ/ybFbf9hUf+jDXsnhj4aWHhXUobq11rW7iC3Di2srm73wQhgQdqYHqajHwq0MeBE8Ifa9R/s9Lj7QJPMTzd27OM7MYz7UAZetKG/aF8OqwBB0eYEHvy9c74u8LeH/Enjay8EeHdD060EBF1rF9bWyK0MQ6RhgOGbI/Mds16ldeFLG78Y2fih5rlb60tmto0Vl8sq2ckgrnPzHv+FcevwT0qO9u7yLxR4phubuQyXEkN8iGViScttjGep/OgDQ8e23g7w14U/tTU/D+m3bWcC2lhDNbq7MefLiXIzjOT9Mmsjwd4E0vwv8ADjVbnxPHHby6pC0+qbF2CGIgnylC9AATwO5IHQVo6n8INM1iw0y0vfEXiORNNLtA5u4y+9mLFyxjyWHAB7AD3zNY/CnTbUXUd1r/AIi1K3urd7eS3v74SRlW7gBRhh2PagDz3W47H+2PAWsaH4Si0Kwl1i3jt7r5I5rmNyPvIgPykd2bJz05ruPip/wjmk6S1/P4e07UvEF+y2tgk1qkkksp4XqMkLx+g70snwf06aw0+0l8R+IpP7NlSSydrtSbfb0CjZt445xkYGMDirXiP4Vab4m1Oy1C81zXop7KFYbcwXSLsAHLZKFtx6ls5NAGJ/whUPgf4F67YkI1/Np8s17Ko+9IU6D/AGV6D8T3rC1pje+DPhX4fu53h0bVFhS+KttDhY49kZPoxY/kD2rvLH4YWNnp+qWUviDxDfQajatayC9vVl2KerJ8mA3uc1qXfgXQ9Q8G2vha+he50+1hSKJpGxIpRcK4YAYbHcDueMHFAHE/FHwX4Y0LwJcazpdhbaRqWnGOSzurRRE+/cAASPvZ98nvVDVrWHxN8Vfh+Ncs45vtOjtcT28i/KZNjPgr3AbseOK6Wz+Duipe28+qatretQ2rBre11K78yFCOny4Gfp09RXT3nhOwvfGOm+J5JbkXunwvBFGrL5ZVgQdwxnPzHoRQBw39nWehftDafFpVrFZw3uiubiKBAiOQ7ckDjPyr+Vc54TsNS8QeKPGN9L4f0HWb1dTkt5f7WnYPBGpIRVTy2AXAIz3247V65ceFLG58aWnil5bkX1ratapGGXyihJJJGM5+Y96xPEHwu0jW9cfW7bUNV0fUpVCzT6Zc+SZh/tcHn6Y980AL8M/Der+FdK1HTtTNokDXjz2dvbTtKLeN+fLyyg4B/mT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Le attivit\u00e0 materiali sono esposte al costo meno gli ammortamenti e le perdite di valore accumulati e comprensivo di eventuali ripristini di valore.", "metadata": {"detection_class_prob": 0.9430996775627136, "coordinates": {"points": [[153.00000416666668, 801.2638847222222], [153.00000416666668, 922.1938743055556], [1513.579345703125, 922.1938743055556], [1513.579345703125, 801.2638847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "dbac50cb4a73aed960625c642b4366e8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8db45360a55610d75850a305a2f07ba7", "text": "Il valore residuo e la vita utile delle attivit\u00e0 vengono rivisti almeno a ogni chiusura di periodo e qualora, indipendentemente dall'ammortamento gi\u00e0 contabilizzato, risulti una perdita di valore, l'immobilizzazione viene corrispondentemente svalutata. Se in esercizi successivi vengono meno i presupposti della svalutazione, il suo valore viene ripristinato.", "metadata": {"detection_class_prob": 0.9403863549232483, "coordinates": {"points": [[153.00000416666668, 958.2639159722222], [153.00000416666668, 1047.8605555555555], [1508.913091133256, 1047.8605555555555], [1508.913091133256, 958.2639159722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "dbac50cb4a73aed960625c642b4366e8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a4565933939b7e00a2b7ba6031d5e2b3", "text": "I costi di manutenzione, aventi natura ordinaria, sono addebitati integralmente a conto economico, mentre quelli aventi natura incrementativa sono attribuiti ai cespiti cui si riferiscono e ammortizzati in relazione alle residue possibilit\u00e0 di utilizzo degli stessi.", "metadata": {"detection_class_prob": 0.9376705288887024, "coordinates": {"points": [[153.00000416666668, 1083.2638534722223], [153.00000416666668, 1172.8605555555555], [1509.592041015625, 1172.8605555555555], [1509.592041015625, 1083.2638534722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 38, "parent_id": "dbac50cb4a73aed960625c642b4366e8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "76f61465e5b2a143b3f3bc0a6381e081", "text": "Di seguito si riportano i periodi temporali corrispondenti alle aliquote applicate:", "metadata": {"detection_class_prob": 0.8126341104507446, "coordinates": {"points": [[153.00000416666668, 1208.9305347222223], [153.00000416666668, 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "ca32541de8b7cf79de37310dcbc98da7", "text": "Attivit\u00e0 per diritto d\u2019uso", "metadata": {"detection_class_prob": 0.6052120327949524, "coordinates": {"points": [[201.66667291666667, 296.5208740234375], [201.66667291666667, 324.5272284722221], [531.69419733835, 324.5272284722221], [531.69419733835, 296.5208740234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "bcdbcd9eb4777460d04bb5ee165d1ab1", "text": "La Societ\u00e0 riconosce le attivit\u00e0 per il diritto d'uso alla data di decorrenza del leasing. Le attivit\u00e0 per il diritto d'uso sono misurate al costo, al netto degli ammortamenti accumulati e delle perdite di valore, e rettificati per qualsiasi ri-misurazione delle passivit\u00e0 di leasing. Le attivit\u00e0 per diritto d\u2019uso sono ammortizzate in quote costanti dalla data di decorrenza alla fine della vita utile dell'attivit\u00e0 consistente nel diritto di utilizzo. Le attivit\u00e0 per il diritto d'uso sono soggette a Impairment test.", "metadata": {"detection_class_prob": 0.9328603148460388, "coordinates": {"points": [[250.33334166666666, 328.5972076388889], [250.33334166666666, 481.19388888888875], [1508.8171602334162, 481.19388888888875], [1508.8171602334162, 328.5972076388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "77e58e798e9421b366ea8ea0bbb1d149", "text": "Passivit\u00e0 legate al leasing", "metadata": {"detection_class_prob": 0.6896523833274841, "coordinates": {"points": [[201.66667291666667, 518.0960083007812], [201.66667291666667, 546.1939138888886], [529.74229830818, 546.1939138888886], [529.74229830818, 518.0960083007812]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e118e2e42c0f63152cd442d2fc045fd8", "text": "Alla data di decorrenza del leasing, la Societ\u00e0 rileva le passivit\u00e0 di leasing misurandole al valore attuale dei pagamenti dovuti per il leasing non ancora versati a tale data. I pagamenti dovuti includono i pagamenti fissi (compresi i pagamenti fissi nella sostanza) al netto di eventuali incentivi al leasing da ricevere, i pagamenti variabili di leasing che dipendono da un indice o un tasso, e gli importi che si prevede dovranno essere pagati a titolo di garanzie del valore residuo. I pagamenti del leasing includono anche il prezzo di esercizio di un'opzione di acquisto se si \u00e8 ragionevolmente certi che tale opzione sar\u00e0 esercitata dalla Societ\u00e0 e i pagamenti di penalit\u00e0 di risoluzione del leasing, se la durata del leasing tiene conto dell'esercizio da parte della Societ\u00e0 dell'opzione di risoluzione del leasing stesso.", "metadata": {"detection_class_prob": 0.9433549046516418, "coordinates": {"points": [[247.3720245361328, 550.2638618055556], [247.3720245361328, 796.8605326388888], [1514.6893310546875, 796.8605326388888], [1514.6893310546875, 550.2638618055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "019b61c9652387d8c52e8940c930d402", "text": "I pagamenti di leasing variabili che non dipendono da un indice o da un tasso vengono rilevati come costi nel periodo in cui si verifica l'evento o la condizione che ha generato il pagamento.", "metadata": {"detection_class_prob": 0.8582922220230103, "coordinates": {"points": [[245.25430297851562, 801.2638847222222], [245.25430297851562, 859.527234722222], [1510.556640625, 859.527234722222], [1510.556640625, 801.2638847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d4f7d2b259360ada653e1e4954b79701", "text": "Nel calcolo del valore attuale dei pagamenti dovuti, la Societ\u00e0 usa il tasso di finanziamento marginale alla data di inizio. Dopo la data di decorrenza, l\u2019importo della passivit\u00e0 del leasing si incrementa per tener conto degli interessi sulla passivit\u00e0 del leasing e diminuisce per considerare i pagamenti effettuati. Inoltre, il valore contabile dei debiti per leasing \u00e8 rideterminato nel caso di eventuali modifiche del leasing o per la revisione dei termini contrattuali per la modifica dei pagamenti; \u00e8 rideterminato, altres\u00ec, in presenza di modifiche in merito alla valutazione dell\u2019opzione dell\u2019acquisto dell\u2019attivit\u00e0 sottostante o per variazioni dei pagamenti futuri che deriva da una modifica dell\u2019indice o del tasso utilizzato per determinare tali pagamenti.", "metadata": {"detection_class_prob": 0.9268288612365723, "coordinates": {"points": [[250.33334166666666, 863.9305868055553], [250.33334166666666, 1079.1938430555556], [1511.5628662109375, 1079.1938430555556], [1511.5628662109375, 863.9305868055553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "b3cd8217d5fecd5ce0a6acb6c0e3d641", "text": "Leasing di breve durata e leasing di attivit\u00e0 a modesto valore", "metadata": {"detection_class_prob": 0.2638664245605469, "coordinates": {"points": [[201.58209228515625, 1115.461669921875], [201.58209228515625, 1144.2930908203125], [924.7443850538597, 1144.2930908203125], [924.7443850538597, 1115.461669921875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f8378d0765302899361c9c38438d850a", "text": "La Societ\u00e0 ha deciso di non rilevare le attivit\u00e0 per il diritto di utilizzo e le passivit\u00e0 del leasing relative ad attivit\u00e0 di modesto valore e ai leasing a breve termine. La Societ\u00e0 rileva i relativi pagamenti dovuti per il leasing come costo lungo la durata del leasing.", "metadata": {"detection_class_prob": 0.8372625708580017, "coordinates": {"points": [[226.3811798095703, 1130.7921142578125], [226.3811798095703, 1237.8605805555555], [1508.829783590127, 1237.8605805555555], [1508.829783590127, 1130.7921142578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "text": "Perdite di valore degli immobili, impianti e macchinari e delle attivit\u00e0 immateriali e avviamento", "metadata": {"detection_class_prob": 0.7966439127922058, "coordinates": {"points": [[150.393310546875, 1303.4586181640625], [150.393310546875, 1331.860570138889], [1376.5386704166667, 1331.860570138889], [1376.5386704166667, 1303.4586181640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b81c76dd2aa84ed2323ab59a1439c1a7", "text": "I valori contabili delle attivit\u00e0 materiali e immateriali sono oggetto di valutazione ogni qualvolta vi siano evidenti segnali interni o esterni all\u2019impresa che indichino la possibilit\u00e0 del venir meno del valore dell\u2019attivit\u00e0 o di un gruppo di esse (definite come Unit\u00e0 Generatrici di Cassa o CGU). Nel caso dell\u2019avviamento l\u2019impairment test deve essere effettuato almeno annualmente.", "metadata": {"detection_class_prob": 0.936347484588623, "coordinates": {"points": [[153.00000416666668, 1367.5972722222223], [153.00000416666668, 1488.527263888889], [1519.7384033203125, 1488.527263888889], [1519.7384033203125, 1367.5972722222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "85785552645a8683f94b22dfafc58ccd", "text": "L\u2019impairment test avviene confrontando il valore contabile dell\u2019attivit\u00e0 o della CGU con il valore recuperabile della stessa, dato dal maggiore tra il \u201cfair value\u201d (al netto degli eventuali costi di dismissioni) e il valore dei flussi di cassa netti attualizzati che si prevede saranno prodotti dall\u2019attivit\u00e0 o dalla CGU.", "metadata": {"detection_class_prob": 0.9255077242851257, "coordinates": {"points": [[153.00000416666668, 1493.263828472222], [153.00000416666668, 1582.860530555556], [1515.775390625, 1582.860530555556], [1515.775390625, 1493.263828472222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1ae70781ae2cc3c6396e6500c072aff2", "text": "Se il valore contabile di un\u2019attivit\u00e0 \u00e8 superiore al suo valore recuperabile, tale attivit\u00e0 \u00e8 conseguentemente svalutata fino a riportarla al valore recuperabile tramite l\u2019uso.", "metadata": {"detection_class_prob": 0.8983175158500671, "coordinates": {"points": [[153.00000416666668, 1587.2639451388889], [153.00000416666668, 1645.193828472222], [1514.4378662109375, 1645.193828472222], [1514.4378662109375, 1587.2639451388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "06772f7f3401cc48568281cfcd645925", "text": "Ciascuna unit\u00e0 a cui vengono allocati gli specifici valori delle attivit\u00e0 (materiali e immateriali) rappresenta il livello pi\u00f9 basso all\u2019interno del Gruppo in cui le stesse attivit\u00e0 sono monitorate ai fini della gestione interna.", "metadata": {"detection_class_prob": 0.7915944457054138, "coordinates": {"points": [[153.00000416666668, 1649.9305201388893], [153.00000416666668, 1708.954833984375], [1511.9130859375, 1708.954833984375], [1511.9130859375, 1649.9305201388893]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "561e91219b2060f1fed94c23d9890ef5", "text": "Le condizioni e le modalit\u00e0 di eventuale ripristino di valore di un\u2019attivit\u00e0 in precedenza svalutata applicate dalla Societ\u00e0, escludendo comunque qualsiasi possibilit\u00e0 di ripristino di valore dell\u2019avviamento, sono quelle previste dallo IAS 36.", "metadata": {"detection_class_prob": 0.8124498128890991, "coordinates": {"points": [[153.00000416666668, 1712.5972222222224], [153.00000416666668, 1770.8605097222226], [1509.6553955078125, 1770.8605097222226], [1509.6553955078125, 1712.5972222222224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "e36b0b8f702b8b75eebdba2e1bb7f798", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "ec298d98b540ce528b69beb01c9fa6e7", "text": "Strumenti finanziari", "metadata": {"detection_class_prob": 0.842238187789917, "coordinates": {"points": [[153.00000416666668, 1837.930499305556], [153.00000416666668, 1864.860499305556], [414.85659431211667, 1864.860499305556], [414.85659431211667, 1837.930499305556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f546f9fae488bb1a14e6eba2d8e60527", "text": "Gli strumenti finanziari detenuti dalla Societ\u00e0 sono inclusi nelle seguenti voci di bilancio:", "metadata": {"detection_class_prob": 0.8555440306663513, "coordinates": {"points": [[153.00000416666668, 1900.4566650390625], [153.00000416666668, 1927.5997314453125], [1118.4564937733755, 1927.5997314453125], [1118.4564937733755, 1900.4566650390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "ec298d98b540ce528b69beb01c9fa6e7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "7c05ed4b0df6f8df32949b157fae114e", "text": "Partecipazioni: sono iscritte al costo storico rettificato in presenza di perdite di valore, determinate sulla base di un apposito test di impairment;", "metadata": {"detection_class_prob": 0.890583872795105, "coordinates": {"points": [[191.8386688232422, 1965.0855563888888], [191.8386688232422, 2023.5272368055555], [1508.8697578358067, 2023.5272368055555], [1508.8697578358067, 1965.0855563888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 39, "parent_id": "ec298d98b540ce528b69beb01c9fa6e7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "035132c8bd828a7e72c376312d4388fd", "text": "Attivit\u00e0 finanziarie non correnti: 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"fac5f8c3c65982bc9288a86bcd8118fa", "text": "Disponibilit\u00e0 liquide e mezzi equivalenti includono i depositi bancari, quote di fondi di liquidit\u00e0 e altri titoli ad elevata negoziabilit\u00e0 che possono essere convertiti in cassa prontamente e che sono soggetti ad un rischio di variazione di valore non significativo;", "metadata": {"detection_class_prob": 0.9174763560295105, "coordinates": {"points": [[201.66667291666667, 361.75221055555556], [201.66667291666667, 452.1938930555554], [1509.358154296875, 452.1938930555554], [1509.358154296875, 361.75221055555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "864515883bb4291cd9471183c7f39073", "text": "Passivit\u00e0 finanziarie si riferiscono ai debiti finanziari, agli strumenti finanziari con fair value negativo, ai debiti commerciali e agli altri debiti.", "metadata": {"detection_class_prob": 0.9038600921630859, "coordinates": {"points": [[201.19894409179688, 458.0855563888889], [201.19894409179688, 516.5272368055554], [1509.552978515625, 516.5272368055554], [1509.552978515625, 458.0855563888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9430c03c1abdb2af1026e621501fce77", "text": "Le attivit\u00e0 finanziarie sono valutate al costo ammortizzato o al fair value in base al modello di business della Societ\u00e0 nell\u2019ambito del quale sono gestite e in base alle caratteristiche dei flussi contrattuali di tali attivit\u00e0 finanziarie. Specificamente:", "metadata": {"detection_class_prob": 0.9326990246772766, "coordinates": {"points": [[145.11399841308594, 552.597247222222], [145.11399841308594, 642.1938868055554], [1508.812103687117, 642.1938868055554], [1508.812103687117, 552.597247222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f41f88e5818af676717fbd08b0fc0764", "text": "Strumenti di debito detenuti nel quadro di un modello di business il cui obiettivo \u00e8 il possesso di attivit\u00e0 finanziarie finalizzato alla raccolta dei flussi di cassa contrattuali, e che hanno flussi di cassa rappresentati unicamente da pagamenti del capitale e da interessi sull\u2019importo del capitale da restituire, sono successivamente valutati al costo ammortizzato;", "metadata": {"detection_class_prob": 0.9321227669715881, "coordinates": {"points": [[201.66667291666667, 679.7522418055554], [201.66667291666667, 800.860559722222], [1508.8040106645055, 800.860559722222], [1508.8040106645055, 679.7522418055554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f01089af88851218673c5d3ffb1af0b7", "text": "Strumenti di debito detenuti nel quadro di un modello di business il cui obiettivo \u00e8 conseguito sia mediante la raccolta dei flussi finanziari contrattuali che mediante la vendita, e che hanno flussi di cassa rappresentati unicamente da pagamenti del capitale e da interessi sull\u2019importo del capitale da restituire, sono successivamente valutati al fair value con variazioni rilevate nelle altre componenti del conto economico complessivo (FVTOCI);", "metadata": {"detection_class_prob": 0.9330360293388367, "coordinates": {"points": [[200.89578247070312, 806.7522230555555], [200.89578247070312, 928.1938847222223], [1508.8950045761558, 928.1938847222223], [1508.8950045761558, 806.7522230555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "0b0b14dca3471e50ca1ee822073aa1d9", "text": "Tutti gli altri strumenti di debito e gli investimenti in strumenti rappresentativi di capitale sono successivamente valutati al fair value, con variazioni rilevate nell\u2019utile (perdita) d\u2019esercizio (FVTPL).", "metadata": {"detection_class_prob": 0.9066826701164246, "coordinates": {"points": [[201.66667291666667, 934.4188876388888], [201.66667291666667, 993.1939097222223], [1508.7724521515456, 993.1939097222223], [1508.7724521515456, 934.4188876388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "db28f534995539d99f0437eb3eb69b9c", "text": "Quando le attivit\u00e0 finanziarie non hanno una scadenza prefissata, sono valutate al costo di acquisizione. I crediti con scadenza superiore ad un anno, infruttiferi o che maturano interessi inferiori al mercato, sono attualizzati utilizzando i tassi di mercato.", "metadata": {"detection_class_prob": 0.9322141408920288, "coordinates": {"points": [[153.00000416666668, 1028.9305472222222], [153.00000416666668, 1118.860590972222], [1510.46923828125, 1118.860590972222], [1510.46923828125, 1028.9305472222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ed41b9ed22a26c7003019b53c0f25612", "text": "Sono regolarmente effettuate valutazioni al fine di verificare se esista evidenza oggettiva che un\u2019attivit\u00e0 finanziaria o che un gruppo di attivit\u00e0 possa aver subito una riduzione di valore. Se esistono evidenze oggettive, la perdita di valore deve essere rilevata come costo nel conto economico del periodo.", "metadata": {"detection_class_prob": 0.9341524839401245, "coordinates": {"points": [[153.00000416666668, 1154.5971659722222], [153.00000416666668, 1243.860590972222], [1509.0784912109375, 1243.860590972222], [1509.0784912109375, 1154.5971659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7cdbf7d6a4f40f5a4f1384500b8bef23", "text": "I crediti verso clienti sono inizialmente iscritti a bilancio al loro valore corrente e sono successivamente esposti al netto del fondo svalutazione crediti necessario per adeguare gli stessi secondo la logica di impairment introdotta dall\u2019IFRS 9 (modello delle expected credit losses).", "metadata": {"detection_class_prob": 0.9309609532356262, "coordinates": {"points": [[153.00000416666668, 1279.540283203125], [153.00000416666668, 1369.5272722222223], [1514.8480224609375, 1369.5272722222223], [1514.8480224609375, 1279.540283203125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6331dab5a7d4c5ce0633c115e51a7adb", "text": "Gli accantonamenti a fondo svalutazione crediti sono contabilizzati a conto economico.", "metadata": {"detection_class_prob": 0.4588969945907593, "coordinates": {"points": [[153.00000416666668, 1373.241943359375], [153.00000416666668, 1400.8605597222222], [1115.5699345330263, 1400.8605597222222], [1115.5699345330263, 1373.241943359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "14551606de6dbeb99cdb82ad50f252c6", "text": "I crediti soggetti a perdita di valore sono stornati quando sono ritenuti irrecuperabili.", "metadata": {"detection_class_prob": 0.4385199248790741, "coordinates": {"points": [[153.00000416666668, 1405.263847222222], [153.00000416666668, 1432.1938472222218], [1095.0910371192156, 1432.1938472222218], [1095.0910371192156, 1405.263847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b3fc8b2a952db47dbdad8deb2e9a2408", "text": "I crediti ceduti al factor con clausola \u201cpro soluto\u201d sono eliminati contabilmente dal prospetto della situazione patrimoniale finanziaria in quanto il contratto di riferimento prevede la cessione della titolarit\u00e0 dei crediti, unitamente alla titolarit\u00e0 dei flussi di cassa generanti dal credito stesso, nonch\u00e9 di tutti i rischi e benefici, in capo al cessionario.", "metadata": {"detection_class_prob": 0.8830671310424805, "coordinates": {"points": [[153.00000416666668, 1436.5972638888888], [153.00000416666668, 1526.1938388888886], [1514.7125244140625, 1526.1938388888886], [1514.7125244140625, 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"filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2aa8d80fcb151dbf9113cd5e31a86aea", "text": "Le attivit\u00e0 e le passivit\u00e0 finanziarie coperte da strumenti derivati sono valutate secondo le modalit\u00e0 stabilite per l\u2019hedge accounting, applicabili al fair value hedge: gli utili e le perdite derivanti dalle successive valutazioni al fair value, dovute a variazioni dei relativi rischi coperti, sono rilevate a conto economico e sono compensate dalla porzione efficace della perdita o dell\u2019utile derivante dalle successive valutazioni al fair value dello strumento di copertura.", "metadata": {"detection_class_prob": 0.9445311427116394, "coordinates": {"points": [[153.00000416666668, 1655.9305305555558], [153.00000416666668, 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"parent_id": "b42110020f11915577e8e39830b78913", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4fc2912907de62e4e577ac9b46f03ff6", "text": "Tutti gli strumenti finanziari derivati sono misurati al fair value, come stabilito dall\u2019IFRS 9.", "metadata": {"detection_class_prob": 0.8407585024833679, "coordinates": {"points": [[153.00000416666668, 1906.930615972222], [153.00000416666668, 1933.8606159722221], [1132.721504279786, 1933.8606159722221], [1132.721504279786, 1906.930615972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "4b80a0be583b7d4aeefb58915029affe", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1b48952e2c52552e538f60433339da77", "text": "Gli strumenti finanziari derivati sono utilizzati con l\u2019intento di copertura, al fine di ridurre il rischio di cambio e di tasso. Coerentemente con quanto stabilito dall\u2019IFRS 9, gli strumenti finanziari derivati possono essere contabilizzati secondo le modalit\u00e0 stabilite per l\u2019hedge accounting solo quando, all\u2019inizio della copertura, esiste la designazione formale e la", "metadata": {"detection_class_prob": 0.93629390001297, "coordinates": {"points": [[153.00000416666668, 1969.5971909722225], [153.00000416666668, 2059.1938930555557], [1510.6837158203125, 2059.1938930555557], [1510.6837158203125, 1969.5971909722225]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 40, "parent_id": "4b80a0be583b7d4aeefb58915029affe", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "3a958ea9361b8823b791da798a75eb19", "text": "40", "metadata": {"coordinates": 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"2d2f43cb439aca5eaa702c900b6e6da9", "text": "Quando gli strumenti finanziari hanno le caratteristiche per essere contabilizzati in hedge accounting, si applicano i seguenti trattamenti contabili:", "metadata": {"detection_class_prob": 0.9132653474807739, "coordinates": {"points": [[153.00000416666668, 389.1932678222656], [153.00000416666668, 447.86055555555544], [1508.7658609249233, 447.86055555555544], [1508.7658609249233, 389.1932678222656]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "6be4bf23c49d9b75217a6833c3a25a26", "text": "Fair value hedge \u2013 Se uno strumento finanziario derivato \u00e8 designato come copertura dell\u2019esposizione alle variazioni del fair value di un\u2019attivit\u00e0 o di una passivit\u00e0 di bilancio attribuibili ad un particolare rischio che pu\u00f2 determinare effetti sul conto economico, l\u2019utile o la perdita derivante dalle successive valutazioni del fair value dello strumento di copertura sono rilevati a conto economico. L\u2019utile o la perdita sulla posta coperta, attribuibile al rischio coperto, modificano il valore di carico di tale posta e sono rilevati a conto economico.", "metadata": {"detection_class_prob": 0.9359245300292969, "coordinates": {"points": [[201.4998779296875, 485.4188793055556], [201.4998779296875, 637.8605805555553], [1508.817844859879, 637.8605805555553], [1508.817844859879, 485.4188793055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "902b224e23a61d370b138ac3cb2c071a", "text": "Cash flow hedge \u2013 Se uno strumento finanziario derivato \u00e8 designato come copertura dell\u2019esposizione alla variabilit\u00e0 dei flussi di cassa futuri di un\u2019attivit\u00e0 o di una passivit\u00e0 iscritta in bilancio o di un\u2019operazione prevista altamente probabile e che potrebbe avere effetti sul conto economico, la porzione efficace degli utili o delle perdite sullo strumento finanziario derivato \u00e8 rilevata nel patrimonio netto. L\u2019utile o la perdita cumulati sono stornati dal patrimonio netto e contabilizzati a conto economico nello stesso periodo in cui \u00e8 rilevato il correlato effetto economico dell\u2019operazione oggetto di copertura. L\u2019utile o la perdita associati ad una copertura (o a parte di copertura) divenuta inefficace, sono iscritti a conto economico immediatamente. Se uno strumento di copertura o una relazione di copertura sono chiusi, ma l\u2019operazione oggetto di copertura non si \u00e8 ancora realizzata, gli utili e le perdite cumulati, fino quel momento iscritti nel patrimonio netto, sono rilevati a conto economico in correlazione con la rilevazione degli effetti economici dell\u2019operazione coperta. Se l\u2019operazione oggetto di copertura non \u00e8 pi\u00f9 ritenuta probabile, gli utili o le perdite non ancora realizzati sospesi a patrimonio netto sono rilevati immediatamente a conto economico.", "metadata": {"detection_class_prob": 0.9606900811195374, "coordinates": {"points": [[198.1102752685547, 675.3563842773438], [198.1102752685547, 1047.8605555555555], [1511.00048828125, 1047.8605555555555], [1511.00048828125, 675.3563842773438]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "864d4ebde5258d1d047fb3f1bb52ce37", "text": "Se l\u2019hedge accounting non pu\u00f2 essere applicato, gli utili o le perdite derivanti dalla valutazione al fair value dello strumento finanziario derivato sono iscritti immediatamente a conto economico.", "metadata": {"detection_class_prob": 0.9248248934745789, "coordinates": {"points": [[153.00000416666668, 1083.2638534722223], [153.00000416666668, 1141.860545138889], [1508.9532090121932, 1141.860545138889], [1508.9532090121932, 1083.2638534722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "04b60a7a1bd0e1fd71a8b55e7ac757c3", "text": "Rimanenze", "metadata": {"detection_class_prob": 0.824566662311554, "coordinates": {"points": [[153.00000416666668, 1208.9305347222223], [153.00000416666668, 1235.8605347222224], [302.21292769035665, 1235.8605347222224], [302.21292769035665, 1208.9305347222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8e00c4be7897ff6c88aefb1335991f4e", "text": "Le rimanenze di magazzino sono valutate al minore fra il costo di acquisto e di produzione ed il valore di presumibile realizzazione o di sostituzione. Per le materie prime il costo di acquisizione \u00e8 determinato in base ai costi medi ponderati dell\u2019esercizio.", "metadata": {"detection_class_prob": 0.9343952536582947, "coordinates": {"points": [[153.00000416666668, 1271.5972368055557], [153.00000416666668, 1361.1939388888889], [1509.48974609375, 1361.1939388888889], [1509.48974609375, 1271.5972368055557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "parent_id": "04b60a7a1bd0e1fd71a8b55e7ac757c3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f21559b9711bbeb9203145994396a56d", "text": "Per i prodotti finiti e le merci il costo di acquisto o di produzione \u00e8 determinato in base ai costi medi ponderati dell\u2019esercizio inclusivi degli oneri accessori d\u2019acquisto e dei costi diretti ed indiretti di produzione per la parte ragionevolmente imputabile.", "metadata": {"detection_class_prob": 0.9318927526473999, "coordinates": {"points": [[153.00000416666668, 1365.597226388889], [153.00000416666668, 1455.1939305555557], [1514.2159423828125, 1455.1939305555557], [1514.2159423828125, 1365.597226388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "parent_id": "04b60a7a1bd0e1fd71a8b55e7ac757c3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "381ad930fdcd8964274bffe78cb77d5e", "text": "Le scorte obsolete e di lento rigiro sono svalutate in relazione alla loro possibilit\u00e0 di utilizzo o di realizzo.", "metadata": {"detection_class_prob": 0.8305671215057373, "coordinates": {"points": [[152.54656982421875, 1459.9304951388888], [152.54656982421875, 1486.8604951388886], [1315.0191951202955, 1486.8604951388886], [1315.0191951202955, 1459.9304951388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "parent_id": "04b60a7a1bd0e1fd71a8b55e7ac757c3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "f9c10cf0a614f5ed3d24ac8db67d4ab6", "text": "Benefici per i dipendenti", "metadata": {"detection_class_prob": 0.8397443890571594, "coordinates": {"points": [[152.32664489746094, 1553.9306118055556], [152.32664489746094, 1580.8606118055554], [468.51724921512675, 1580.8606118055554], [468.51724921512675, 1553.9306118055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7d0dd7ee3941a47c370e9bfdcfe2b844", "text": "I benefici garantiti ai dipendenti erogati in coincidenza o successivamente alla cessazione del rapporto di lavoro attraverso programmi a benefici definiti (trattamento di fine rapporto) sono riconosciuti nel periodo di maturazione del diritto. 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"L\u2019importo riflette non solo i debiti maturati alla data di chiusura del bilancio, ma anche i futuri incrementi salariali e le correlate dinamiche statistiche.", "metadata": {"detection_class_prob": 0.9039272665977478, "coordinates": {"points": [[146.23001098632812, 1773.2638784722224], [146.23001098632812, 1831.5271659722225], [1508.8242012086473, 1831.5271659722225], [1508.8242012086473, 1773.2638784722224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 41, "parent_id": "f9c10cf0a614f5ed3d24ac8db67d4ab6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "72aaebd727628aafce5b448283bf71ef", "text": "I benefici garantiti ai dipendenti attraverso piani a contribuzione definita vengono rilevati per competenza e danno contestualmente luogo 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "3d5605111a21c6b754698399b22096d3", "text": "Pagamenti basati su azioni", "metadata": {"detection_class_prob": 0.8205335736274719, "coordinates": {"points": [[153.00000416666668, 295.26387430555553], [153.00000416666668, 322.1938743055555], [495.7780884662068, 322.1938743055555], [495.7780884662068, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1b75458331a3e240a48e5aad22256985", "text": "Il fair value alla data di assegnazione degli incentivi riconosciuti nei pagamenti basati su azioni regolati con strumenti rappresentativi di capitale concessi ai dipendenti viene rilevato solitamente tra i costi, con un corrispondente aumento del patrimonio netto, lungo il periodo durante il quale i dipendenti ottengono il diritto agli incentivi. L\u2019importo rilevato come costo viene rettificato per riflettere il numero effettivo di incentivi per i quali sono maturate le condizioni di permanenza in servizio e di conseguimento di risultati non di mercato, affinch\u00e9 l\u2019importo finale rilevato come costo si basi sul numero di incentivi che soddisfano le suddette condizioni alla data di maturazione. Nel caso di incentivi riconosciuti nei pagamenti basati su azioni le cui condizioni non sono da considerarsi di maturazione, il fair value alla data di assegnazione del pagamento basato su azioni viene valutato al fine di riflettere tali condizioni. Con riferimento alle condizioni di non maturazione, le eventuali differenze tra le ipotesi previste alla data di assegnazione e quelle effettive non produrranno alcun impatto in bilancio.", "metadata": {"detection_class_prob": 0.950508713722229, "coordinates": {"points": [[153.00000416666668, 358.26388472222214], [153.00000416666668, 667.5272263888887], [1512.24365234375, 667.5272263888887], [1512.24365234375, 358.26388472222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "3d5605111a21c6b754698399b22096d3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1ad00daeb0b4a97e38ec9aa0be827992", "text": "Il fair value dell\u2019importo da versare ai dipendenti relativamente ai diritti di rivalutazione delle azioni, regolati per cassa, viene rilevato come costo con un aumento corrispondente delle passivit\u00e0 lungo il periodo durante il quale i dipendenti maturano il diritto incondizionato a ricevere il pagamento. La passivit\u00e0 viene valutata a ciascuna data di chiusura dell\u2019esercizio e alla data di estinzione sulla base del fair value dei diritti di rivalutazione delle azioni. Le eventuali variazioni del fair value della passivit\u00e0 sono rilevate nell\u2019utile/(perdita) dell\u2019esercizio.", "metadata": {"detection_class_prob": 0.9348537921905518, "coordinates": {"points": [[153.00000416666668, 671.5972368055553], [153.00000416666668, 824.1939201388886], [1508.848396036267, 824.1939201388886], [1508.848396036267, 671.5972368055553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "3d5605111a21c6b754698399b22096d3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "30e111b8a616ed0cb8dbe86db0a8614a", "text": "Fondi per rischi ed oneri", "metadata": {"detection_class_prob": 0.8377372622489929, "coordinates": {"points": [[153.00000416666668, 891.263909722222], [153.00000416666668, 918.1939097222222], [469.1715640588768, 918.1939097222222], [469.1715640588768, 891.263909722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "95a837b2e2e8d4077ed58ebd2c387102", "text": "Gli accantonamenti a fondi rischi ed oneri sono rilevati quando si \u00e8 in presenza di una obbligazione attuale (legale o implicita) che deriva da un evento passato, qualora sia probabile un esborso di risorse per soddisfare l'obbligazione e possa essere effettuata una stima attendibile sull'ammontare dell'obbligazione.", "metadata": {"detection_class_prob": 0.9363861083984375, "coordinates": {"points": [[153.00000416666668, 953.9305472222222], [153.00000416666668, 1043.5272493055556], [1512.890869140625, 1043.5272493055556], [1512.890869140625, 953.9305472222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "30e111b8a616ed0cb8dbe86db0a8614a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "32abc50108d002bbcae41530d8bb2855", "text": "Gli accantonamenti sono iscritti al valore rappresentativo della migliore stima dell\u2019ammontare che l\u2019impresa pagherebbe per estinguere l\u2019obbligazione ovvero per trasferirla a terzi alla data di chiusura del periodo. Se l'effetto di attualizzazione del valore del denaro \u00e8 significativo, gli accantonamenti sono determinati attualizzando i flussi finanziari futuri attesi.", "metadata": {"detection_class_prob": 0.9381092190742493, "coordinates": {"points": [[153.00000416666668, 1079.263888888889], [153.00000416666668, 1169.1938680555556], [1511.8448486328125, 1169.1938680555556], [1511.8448486328125, 1079.263888888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "30e111b8a616ed0cb8dbe86db0a8614a", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "096fedb83060e541d71b78da7b460d69", "text": "Ricavi e proventi", "metadata": {"detection_class_prob": 0.8342376351356506, "coordinates": {"points": [[153.00000416666668, 1233.5301513671875], [153.00000416666668, 1263.193857638889], [371.77963978626667, 1263.193857638889], [371.77963978626667, 1233.5301513671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "96d4d1a6d712996f9d6c00e86006acb9", "text": "La Societ\u00e0 opera nella creazione, produzione e distribuzione di calzature ed abbigliamento caratterizzati dall\u2019applicazione di soluzioni innovative e tecnologiche in grado di garantire traspirabilit\u00e0 ed impermeabilit\u00e0. I ricavi e i proventi della Societ\u00e0 comprendono:", "metadata": {"detection_class_prob": 0.9356610178947449, "coordinates": {"points": [[151.5829315185547, 1298.780517578125], [151.5829315185547, 1388.5272638888891], [1513.7259521484375, 1388.5272638888891], [1513.7259521484375, 1298.780517578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "721b0106c15fbc3fb63692086d70ac17", "text": "corrispettivi per vendite di beni a clienti che gestiscono punti vendita sia in spazi mono-marca (nella forma di franchising) sia all\u2019interno di negozi multi-marca (wholesalers);", "metadata": {"detection_class_prob": 0.8941662907600403, "coordinates": {"points": [[209.29486083984375, 1425.7491455078125], [209.29486083984375, 1484.69384765625], [1508.7934938631195, 1484.69384765625], [1508.7934938631195, 1425.7491455078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "d75af2e7fca2536b47bbc9a4bb60d9b5", "text": "corrispettivi per affitti a clienti che gestiscono punti vendita in spazi mono-marca (nella forma di franchising);", "metadata": {"detection_class_prob": 0.7090190052986145, "coordinates": {"points": [[206.1461639404297, 1490.7877197265625], [206.1461639404297, 1517.8605055555554], [1435.9982598114198, 1517.8605055555554], [1435.9982598114198, 1490.7877197265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "19ac105644ae1c082c6204bae90c14b9", "text": "corrispettivi per royalty.", "metadata": {"detection_class_prob": 0.8380337953567505, "coordinates": {"points": [[198.5013885498047, 1523.132080078125], [198.5013885498047, 1551.1938388888886], [530.5060162769299, 1551.1938388888886], [530.5060162769299, 1523.132080078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7df6f02f8c672425b99a9ecded64d4c8", "text": "Vendita di beni - Wholesale e Franchising", "metadata": {"detection_class_prob": 0.8385827541351318, "coordinates": {"points": [[151.1591339111328, 1585.032470703125], [151.1591339111328, 1615.1422119140625], [578.9023722755368, 1615.1422119140625], [578.9023722755368, 1585.032470703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4eaea4f30ed0b8731a325ebc1abb3eb5", "text": "I ricavi per vendita di beni Wholesale e Franchising sono rilevati quando il controllo del bene oggetto della transazione \u00e8 trasferito all\u2019acquirente, ovvero quanto il bene \u00e8 consegnato al cliente in accordo con le previsioni contrattuali ed il cliente acquisisce la piena capacit\u00e0 di decidere dell'uso del bene nonch\u00e9 di trarne sostanzialmente tutti i benefici. Qualora il contratto di vendita preveda sconti volume retrospettici, la Societ\u00e0 provvede a stimarne l\u2019effetto e a trattarlo quale componente variabile del corrispettivo pattuito. La Societ\u00e0 provvede inoltre ad effettuare una stima dell\u2019effetto dei possibili resi da clienti. Tale effetto \u00e8 contabilizzato quale componente variabile del corrispettivo contrattuale con la contestuale presentazione di una passivit\u00e0 per resi e della corrispondente attivit\u00e0 nel prospetto della situazione patrimoniale-finanziaria. Tale stima \u00e8 basata sia sulla contrattualistica esistente, sia sulle politiche e prassi adottate dalla Societ\u00e0 in tema di diritto ai resi, sia sui dati storici dell\u2019andamento dei resi sulle vendite. Le componenti variabili del corrispettivo (effetto sconti e resi) sono riconosciute in bilancio solo qualora sia altamente probabile che non si verifichi in futuro un significativo aggiustamento dell'importo dei ricavi rilevati.", "metadata": {"detection_class_prob": 0.9554629921913147, "coordinates": {"points": [[153.00000416666668, 1649.9305201388893], [153.00000416666668, 1990.4498291015625], [1518.5430908203125, 1990.4498291015625], [1518.5430908203125, 1649.9305201388893]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 42, "parent_id": "096fedb83060e541d71b78da7b460d69", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "35e52c4825ac6823ea4b8774e793a856", "text": "42", "metadata": {"coordinates": {"points": [[153.00000416666668, 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societ\u00e0 rispetter\u00e0 tutte le condizioni previste per il ricevimento dei contributi e che i contributi stessi saranno ricevuti. I contributi sono rilevati a conto economico lungo il periodo in cui si rilevano i costi ad essi correlati.", "metadata": {"detection_class_prob": 0.9353280663490295, "coordinates": {"points": [[153.00000416666668, 703.2638659722222], [153.00000416666668, 793.5126949305555], [1511.4150390625, 793.5126949305555], [1511.4150390625, 703.2638659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "515f518066f6390653c643355a9c4012", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "089b347771401fec5e00b06dd71fe788", "text": "Imposte", "metadata": {"detection_class_prob": 0.7960342764854431, "coordinates": {"points": [[151.85623168945312, 859.9305576388888], [151.85623168945312, 886.8605576388887], [264.6929155675167, 886.8605576388887], [264.6929155675167, 859.9305576388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0582a1cc6417496d28047f373a0e5690", "text": "Imposte correnti", "metadata": {"detection_class_prob": 0.6389895677566528, "coordinates": {"points": [[152.61805725097656, 931.5972118055556], [152.61805725097656, 958.5272118055556], [325.8382168875767, 958.5272118055556], [325.8382168875767, 931.5972118055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "089b347771401fec5e00b06dd71fe788", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a2da4e91a59bb572f3bc8341dd9834c1", "text": "Le imposte correnti sul reddito del periodo sono determinate in relazione al reddito imponibile e in conformit\u00e0 alle disposizioni vigenti.", "metadata": {"detection_class_prob": 0.903419554233551, "coordinates": {"points": [[151.74786376953125, 994.5971909722222], [151.74786376953125, 1052.8605430555556], [1508.6632522862674, 1052.8605430555556], [1508.6632522862674, 994.5971909722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "089b347771401fec5e00b06dd71fe788", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4404f6b01b18ecd5544671a96649412f", "text": "La Societ\u00e0, a partire dall\u2019esercizio 2014, ha aderito, in qualit\u00e0 di consolidante, ad un consolidato fiscale nazionale valido per il triennio 2014-2016, rinnovato per ulteriori due trienni. A tale consolidato fiscale partecipano le due societ\u00e0 italiane controllate Geox Retail S.r.l. e Xlog S.r.l..", "metadata": {"detection_class_prob": 0.9298355579376221, "coordinates": {"points": [[150.2147216796875, 1057.2638930555556], [150.2147216796875, 1146.5271909722223], [1512.64697265625, 1146.5271909722223], [1512.64697265625, 1057.2638930555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "089b347771401fec5e00b06dd71fe788", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "7b1f386cd938a6b64a66796158d3d738", "text": "Imposte differite", "metadata": {"detection_class_prob": 0.620032012462616, "coordinates": {"points": [[153.00000416666668, 1200.597201388889], [153.00000416666668, 1227.6910400390625], [326.57142820223663, 1227.6910400390625], [326.57142820223663, 1200.597201388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7a2d5439a74497f28968bae654c4ca1c", "text": "Le imposte sul reddito differite sono contabilizzate sulle differenze temporanee tra i valori patrimoniali iscritti nel bilancio e i corrispondenti valori riconosciuti ai fini fiscali. Sono inoltre rilevate le attivit\u00e0 per imposte differite sulle perdite fiscali riportabili a nuovo della Societ\u00e0 laddove sia probabile il loro assorbimento mediante la creazione di futuri imponibili fiscali nella stessa.", "metadata": {"detection_class_prob": 0.9366245269775391, "coordinates": {"points": [[153.00000416666668, 1263.9305868055555], [153.00000416666668, 1384.8605763888888], [1509.9688720703125, 1384.8605763888888], [1509.9688720703125, 1263.9305868055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "7b1f386cd938a6b64a66796158d3d738", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "83221a9039900d8fc31280143d2a9020", "text": "Le attivit\u00e0 e passivit\u00e0 fiscali differite sono determinate con le aliquote fiscali che si prevede saranno applicabili negli esercizi nei quali le differenze temporanee saranno realizzate o estinte.", "metadata": {"detection_class_prob": 0.9060407280921936, "coordinates": {"points": [[147.60939025878906, 1388.9305868055555], [147.60939025878906, 1447.5272784722222], [1511.1146240234375, 1447.5272784722222], [1511.1146240234375, 1388.9305868055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "7b1f386cd938a6b64a66796158d3d738", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "67e5581bd950130ac87edbc6205ddaac", "text": "Il valore contabile delle attivit\u00e0 fiscali differite viene rivisto a ciascuna data di bilancio ed eventualmente ridotto nella misura in cui non sia pi\u00f9 probabile realizzare un reddito imponibile sufficiente tale da consentire in tutto, o in parte, il recupero delle attivit\u00e0. Tali riduzioni vengono ripristinate nel caso in cui vengano meno le condizioni che le hanno determinate. Le imposte sul reddito relative a poste rilevate direttamente a patrimonio netto sono imputate direttamente a patrimonio netto e non a conto economico.", "metadata": {"detection_class_prob": 0.9171730875968933, "coordinates": {"points": [[153.00000416666668, 1451.9305659722224], [153.00000416666668, 1604.1938430555558], [1514.4144287109375, 1604.1938430555558], [1514.4144287109375, 1451.9305659722224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "7b1f386cd938a6b64a66796158d3d738", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "b92f28cff23016480712ed384d92271e", "text": "Risultato per azione", "metadata": {"detection_class_prob": 0.8409144282341003, "coordinates": {"points": [[153.00000416666668, 1671.2638326388892], [153.00000416666668, 1698.1938326388893], [413.89142731319663, 1698.1938326388893], [413.89142731319663, 1671.2638326388892]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a41c645f4cdd41ee737ee875ca09653b", "text": "Il risultato per azione \u00e8 determinato con riferimento al risultato economico del Gruppo.", "metadata": {"detection_class_prob": 0.4409264326095581, "coordinates": {"points": [[153.00000416666668, 1733.9305347222225], [153.00000416666668, 1760.8605347222224], [1129.246903040586, 1760.8605347222224], [1129.246903040586, 1733.9305347222225]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "b92f28cff23016480712ed384d92271e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "565f28aa0de0deb0927f425db9b8c83d", "text": "Il risultato base per azione \u00e8 calcolato dividendo il risultato consolidato attribuibile agli Azionisti della Societ\u00e0 per la media ponderata delle azioni ordinarie in circolazione durante il periodo.", "metadata": {"detection_class_prob": 0.8280401229858398, "coordinates": {"points": [[151.1789093017578, 1765.2639493055553], [151.1789093017578, 1823.8605138888886], [1508.9525394629661, 1823.8605138888886], [1508.9525394629661, 1765.2639493055553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 43, "parent_id": "b92f28cff23016480712ed384d92271e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b8c5ed95327933c222696ba8158f4d70", "text": "Il risultato diluito per azione \u00e8 calcolato dividendo il risultato consolidato attribuibile agli Azionisti della Societ\u00e0 per la media ponderata delle azioni in circolazione, tenendo conto degli effetti di tutte le potenziali azioni ordinarie con effetto diluitivo (ad esempio, con riferimento ai piani di stock option ai dipendenti, qualora vi siano opzioni maturate non ancora esercitate).", "metadata": {"detection_class_prob": 0.9239062666893005, "coordinates": {"points": [[146.04124450683594, 1827.9305243055558], [146.04124450683594, 1949.1939201388889], [1511.3558349609375, 1949.1939201388889], [1511.3558349609375, 1827.9305243055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": 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dallo svolgimento delle normali attivit\u00e0. Sulla base delle informazioni ad oggi disponibili, la Societ\u00e0 ritiene che alla data di redazione del presente documento, i fondi accantonati in bilancio sono sufficienti a garantire la corretta rappresentazione del Bilancio.", "metadata": {"detection_class_prob": 0.9395784139633179, "coordinates": {"points": [[153.00000416666668, 357.7853088378906], [153.00000416666668, 447.86055555555544], [1508.9062534716065, 447.86055555555544], [1508.9062534716065, 357.7853088378906]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "parent_id": "336ebdde7161883b997bd23f27cbc850", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "fad05957980b6cab25535efcd041f280", "text": "Si informa che la Societ\u00e0, ha subito una verifica da parte della Guardia di Finanza, nucleo di polizia economico-finanziaria di Venezia per i periodi di imposta 2016-2017-2018-2019-2020 al fine di controllare l\u2019adempimento delle disposizioni contemplate dalla normativa tributaria ai fini dell\u2019IVA, dell\u2019imposte sui redditi e degli altri tributi.", "metadata": {"detection_class_prob": 0.9370200634002686, "coordinates": {"points": [[153.00000416666668, 483.47186279296875], [153.00000416666668, 573.5272368055553], [1514.535400390625, 573.5272368055553], [1514.535400390625, 483.47186279296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "parent_id": "336ebdde7161883b997bd23f27cbc850", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f270b4d446e7cc7d302a5c6a1c27c74d", "text": "La verifica si \u00e8 conclusa in data 27 giugno 2022 con notifica del relativo processo verbale di constatazione (PVC). A fronte dei rilievi contenuti in tale documento, la Societ\u00e0, come da prassi, si \u00e8 riservata di fornire i necessari chiarimenti nei tempi previsti, anche attraverso il deposito di opportune memorie, ma gi\u00e0 in fase di valutazione preliminare emerge che, nei principali rilievi mossi dalla Guardia di Finanza, siano presenti punti fortemente contestabili. A tal fine la Societ\u00e0, supportata dai propri consulenti fiscali, ritiene che il suo operato sia corretto e che la posizione assunta dalla Guardia di Finanza nella formulazione dei predetti rilievi sia infondata in linea di fatto e di diritto.", "metadata": {"detection_class_prob": 0.9482804536819458, "coordinates": {"points": [[153.00000416666668, 608.2606201171875], [153.00000416666668, 792.8605680555553], [1514.6982421875, 792.8605680555553], [1514.6982421875, 608.2606201171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 44, "parent_id": "336ebdde7161883b997bd23f27cbc850", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "fdc38154cffe86e959cd516402f9bcb5", "text": "44", "metadata": {"coordinates": {"points": 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pubblicati l\u2019informativa di settore deve essere presentata solo con riferimento al bilancio consolidato. 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{"type": "NarrativeText", "element_id": "abee95c4b767682a3f14607ded2acde6", "text": "I ricavi per area geografica sono evidenziati nella seguente tabella:", "metadata": {"detection_class_prob": 0.8112230896949768, "coordinates": {"points": [[147.84033203125, 1199.2638388888888], [147.84033203125, 1226.1938388888889], [877.742268099846, 1226.1938388888889], [877.742268099846, 1199.2638388888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 45, "parent_id": "c9115fafe0d53e7584683aaf8ed52806", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "f93e9403ae5925fb5d37b337d11df763", "text": "2022 2021 Variazione Italia 137.710 100.846 36.864 Europa (*) 252.705 220.828 31.877 Nord America 4.283 2.372 1.911 Altri Paesi 130.540 100.712 29.828 Totale 525.238 424.758 100.480", "metadata": {"detection_class_prob": 0.9343199133872986, "coordinates": {"points": [[148.91766357421875, 1255.788818359375], [148.91766357421875, 1604.09130859375], [1505.764892578125, 1604.09130859375], [1505.764892578125, 1255.788818359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Italia</td><td>137.710</td><td>100.846</td><td>36.864</td></tr><tr><td>Europa (*)</td><td>252.705</td><td>220.828</td><td>31.877</td></tr><tr><td>Nord America</td><td>4.283</td><td>2.372</td><td>1911</td></tr><tr><td>Altri Paesi</td><td>130.540</td><td>100.712</td><td>29.828</td></tr><tr><td>Totale</td><td>525.238</td><td>424.758</td><td>100.480</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 45, "image_base64": 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "be25f92a2690fd0aaacec9a2b859f4d6", "text": "5. Costo del venduto e margine lordo", "metadata": {"detection_class_prob": 0.8291093707084656, "coordinates": {"points": [[153.00000416666668, 295.0855438888889], [153.00000416666668, 322.52721388888875], [650.7078021784765, 322.52721388888875], [650.7078021784765, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "69c1db15a5b1f975eabcc88aa975016e", "text": "Il costo del venduto risulta essere pari a euro 359.704 mila (pari al 68,5% dei ricavi), rispetto a euro 305.509 mila del 2021 (pari al 71,9% dei ricavi), determinando un margine lordo pari a euro 165.534 mila (pari al 31,5% dei ricavi), rispetto a euro 119.249 mila del 2021 (pari al 28,1% dei ricavi).", "metadata": {"detection_class_prob": 0.928473711013794, "coordinates": {"points": [[153.00000416666668, 366.2638784722222], [153.00000416666668, 455.86054722222207], [1511.921142578125, 455.86054722222207], [1511.921142578125, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "be25f92a2690fd0aaacec9a2b859f4d6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "78d8313ace44f797db49d5601ad31621", "text": "Il miglioramento del margine deriva in particolare dalla positiva evoluzione dei ricavi, da ragionati incrementi di prezzo e dalla riduzione degli sconti medi nei negozi diretti; queste dinamiche positive hanno pi\u00f9 che compensato gli effetti negativi derivanti dalla difficile situazione presente sull\u2019intera catena di approvvigionamento, dalla congestione dei porti e dal conseguente maggiore ricorso alla via aerea che hanno impattato soprattutto la prima parte dell\u2019anno. Tali criticit\u00e0, come gi\u00e0 riportato in precedenza, sono fortunatamente rientrate nell\u2019ultima parte dell\u2019anno e ad oggi i livelli di servizio dell\u2019intera catena di approvvigionamento continuano a rimanere buoni ed in linea con quelli pre-pandemici.", "metadata": {"detection_class_prob": 0.9444474577903748, "coordinates": {"points": [[153.00000416666668, 460.59720763888885], [153.00000416666668, 644.1938680555555], [1515.600341796875, 644.1938680555555], [1515.600341796875, 460.59720763888885]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "be25f92a2690fd0aaacec9a2b859f4d6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ad3afee4055df80d5adc6f0a1a137b99", "text": "Si segnala come la voce includa un importo pari ad euro 9.925 mila, a titolo di indennizzo assicurativo, a compensazione del valore della svalutazione della merce compromessa, e quindi svalutata, a seguito dell\u2019incendio di cui alla nota 8.", "metadata": {"detection_class_prob": 0.9195541739463806, "coordinates": {"points": [[153.00000416666668, 679.6558837890625], [153.00000416666668, 738.1938576388889], [1508.7100643013152, 738.1938576388889], [1508.7100643013152, 679.6558837890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "be25f92a2690fd0aaacec9a2b859f4d6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "fab7bd04322f5313ced108ec587ef120", "text": "6. Costi di vendita e distribuzione e di pubblicit\u00e0 e promozioni", "metadata": {"detection_class_prob": 0.838255763053894, "coordinates": {"points": [[153.00000416666668, 837.29638671875], [153.00000416666668, 864.9031372070312], [962.5240657829563, 864.9031372070312], [962.5240657829563, 837.29638671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6b705fffd12ce32698022c2c52e2a60b", "text": "I costi di vendita e distribuzione risultano essere pari a euro 41.838 mila, rispetto a euro 38.616 mila del 2021. Tali costi includono, principalmente, i costi della forza vendita, indipendente e dipendente, i costi della gestione del credito, come il costo delle assicurazioni crediti, e i trasporti su vendita.", "metadata": {"detection_class_prob": 0.9324626326560974, "coordinates": {"points": [[153.00000416666668, 908.5971951388889], [153.00000416666668, 998.1938972222222], [1510.5308837890625, 998.1938972222222], [1510.5308837890625, 908.5971951388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "fab7bd04322f5313ced108ec587ef120", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0bd57121bde680fb56105e23462590c7", "text": "I costi di pubblicit\u00e0 e promozioni risultano essere pari a euro 24.154 mila, rispetto a euro 22.018 mila del 2021. L\u2019aumento \u00e8 sostanzialmente legato alle maggiori iniziative di marketing intraprese nel periodo in linea con quanto previsto nel Piano Strategico.", "metadata": {"detection_class_prob": 0.9337313771247864, "coordinates": {"points": [[153.00000416666668, 1032.928955078125], [153.00000416666668, 1123.5272368055555], [1512.387939453125, 1123.5272368055555], [1512.387939453125, 1032.928955078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "fab7bd04322f5313ced108ec587ef120", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "8e0437f4006a870616cbcdab5725e79b", "text": "7. Costi generali ed amministrativi", "metadata": {"detection_class_prob": 0.7951961755752563, "coordinates": {"points": [[153.00000416666668, 1221.562744140625], [153.00000416666668, 1250.1938784722222], [615.8981472754667, 1250.1938784722222], [615.8981472754667, 1221.562744140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a60e25dfe76627c48b5130b8b8c39d08", "text": "I costi generali ed amministrativi sono dettagliati nella seguente tabella:", "metadata": {"detection_class_prob": 0.8278977870941162, "coordinates": {"points": [[153.00000416666668, 1293.9305097222223], [153.00000416666668, 1320.8605097222223], [936.5424194335938, 1320.8605097222223], [936.5424194335938, 1293.9305097222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "8e0437f4006a870616cbcdab5725e79b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "1fdeda827c7801f82cca01292e878352", "text": "2022 2021 Variazione Salari e stipendi 31.981 30.690 1.291 Affitti passivi e spese condominiali 2.887 (426) 3.313 Servizi e consulenze 36.800 41.201 (4.401) Ammortamenti non industriali 32.450 31.973 477 Altri costi 42.479 38.769 3.710 Totale 146.597 142.207 4.390", "metadata": {"detection_class_prob": 0.9326676726341248, "coordinates": {"points": [[142.81407165527344, 1344.7318115234375], [142.81407165527344, 1722.138427734375], [1513.2261962890625, 1722.138427734375], [1513.2261962890625, 1344.7318115234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>2022</th><th>2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Salari e stipendi</td><td>31.981</td><td>30.690</td><td>1.291</td></tr><tr><td>Affitti passivi e spese condominiali</td><td>2.887</td><td>(426)</td><td>3.313</td></tr><tr><td>Servizi e consulenze</td><td>36.800</td><td>41.201</td><td>(4.401)</td></tr><tr><td>Ammortamenti non industriali</td><td>32.450</td><td>31.973</td><td>477</td></tr><tr><td>Altri costi</td><td>42.479</td><td>38.769</td><td>3.710</td></tr><tr><td>Totale</td><td>146.597</td><td>142.207</td><td>4.390</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "image_base64": 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Tali riduzioni hanno interessato i mesi compresi tra la fine del 2020 e la prima parte del 2021, per i periodi di lock down avvenuti nel 2020 e nella seconda parte del 2021 per le restrizioni avvenute nella prima parte del 2021.", "metadata": {"detection_class_prob": 0.9300501942634583, "coordinates": {"points": [[153.00000416666668, 1881.263934722222], [153.00000416666668, 2002.1939243055556], [1518.0843505859375, 2002.1939243055556], [1518.0843505859375, 1881.263934722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 46, "parent_id": "8e0437f4006a870616cbcdab5725e79b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "7c238120a0e33591f45c1051e80f115d", "text": "46", "metadata": {"coordinates": {"points": [[153.00000416666668, 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d2768a753c557df1803cd1e4a5d41b0b", "text": "I benefici economici, che sono sorti dalle negoziazioni con i proprietari degli immobili, sono stati rilevati come variazioni negative dei canoni, coerentemente con quanto previsto dall\u2019emendamento al principio contabile IFRS 16 denominato \u201cCovid-19 Related Rent Concessions (Amendment to IFRS 16)\u201d e sono stati pari a euro 570 mila (euro 3.292 mila nel 2021). Oltre a quanto sopra riportato, si evidenzia che tale voce include principalmente spese condominiali (euro 2.123 mila nel 2022 rispetto ad euro 1.823 mila nel 2021) e canoni relativi a contratti low-value asset (euro 1.098 mila nel 2022 rispetto ad euro 1.127 mila nel 2021).", "metadata": {"detection_class_prob": 0.9463596940040588, "coordinates": {"points": [[152.27987670898438, 295.26387430555553], [152.27987670898438, 479.1938743055554], [1517.3602294921875, 479.1938743055554], [1517.3602294921875, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "962a9940925f6b10bde36f5d762ef911", "text": "La voce servizi e consulenze, pari ad euro 36.800 mila, include, principalmente servizi logistici e magazzinaggio, servizi di outsourcing e di funzionamento dei sistemi informativi.", "metadata": {"detection_class_prob": 0.9294689893722534, "coordinates": {"points": [[150.52435302734375, 514.9305451388889], [150.52435302734375, 573.5272368055553], [1508.852077986656, 573.5272368055553], [1508.852077986656, 514.9305451388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e6e373d39b891342d795cde007c5a71a", "text": "La voce ammortamenti di immobilizzazioni non industriali, pari ad euro 32.450 mila e sostanzialmente in linea con il periodo precedente, include, principalmente ammortamenti dei diritto d\u2019uso, arredi dei negozi e dei software ed hardware relativi ai sistemi informativi.", "metadata": {"detection_class_prob": 0.9362789988517761, "coordinates": {"points": [[153.00000416666668, 608.9305347222222], [153.00000416666668, 698.5272368055553], [1513.1566162109375, 698.5272368055553], [1513.1566162109375, 608.9305347222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "89931e8702da8630df138a4a56faf70c", "text": "Gli altri costi, pari ad euro 42.479 mila, includono principalmente altri costi diversi, costi per lo sviluppo del campionario, manutenzioni, compensi agli organi sociali, utenze, assicurazioni, e commissioni bancarie.", "metadata": {"detection_class_prob": 0.9265279173851013, "coordinates": {"points": [[153.00000416666668, 734.2638763888889], [153.00000416666668, 792.8605680555553], [1508.684817426316, 792.8605680555553], [1508.684817426316, 734.2638763888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6fa4b8c02b22c045269bdfd1f8965fe9", "text": "Si segnala come la voce Costi generali e amministrativi includa un importo pari ad euro 1.742 mila, a titolo di indennizzo assicurativo, a compensazione dei costi sostenuti per i ripristini della merce esposta al fumo a seguito dell\u2019incendio di cui alla nota 8.", "metadata": {"detection_class_prob": 0.9343384504318237, "coordinates": {"points": [[153.00000416666668, 828.2638659722222], [153.00000416666668, 918.1939097222222], [1510.745361328125, 918.1939097222222], [1510.745361328125, 828.2638659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3a141873f58488b92dcd605c92cb2261", "text": "La voce include anche i costi di ricerca e sviluppo. La ricerca e la continua ideazione ed attuazione di soluzioni innovative \u00e8 un fattore significativo delle strategie della Societ\u00e0 in quanto, come gi\u00e0 spiegato nella relazione sulla gestione, l\u2019innovazione di prodotto \u00e8 fondamentale per il consolidamento del vantaggio competitivo della Societ\u00e0. L\u2019attivit\u00e0 di ricerca e sviluppo \u00e8 un processo aziendale complesso che va dallo studio di soluzioni tecniche legate alla traspirazione ed impermeabilit\u00e0 dei materiali, alla concessione di nuovi brevetti, fino allo sviluppo di nuove linee di prodotto.", "metadata": {"detection_class_prob": 0.8488422632217407, "coordinates": {"points": [[148.4923095703125, 952.9683227539062], [148.4923095703125, 1137.5271763888888], [1515.6365966796875, 1137.5271763888888], [1515.6365966796875, 952.9683227539062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ea4fa62898e3098ab00d744e4a35a4a2", "text": "Tale processo pu\u00f2 essere distinto nelle seguenti fasi:", "metadata": {"detection_class_prob": 0.8466917276382446, "coordinates": {"points": [[153.00000416666668, 1142.1405029296875], [153.00000416666668, 1169.1938680555556], [736.1882997000769, 1169.1938680555556], [736.1882997000769, 1142.1405029296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "44ada9d954aff30acafd766a1425f3c3", "text": "attivit\u00e0 di ricerca pura che consiste nella verifica della performance dei materiali impiegati nelle calzature e nell\u2019abbigliamento. Questa attivit\u00e0 trova la sua realizzazione nella brevettazione ed implementazione di soluzioni che, tramite l\u2019impiego di particolari materiali, consentono la traspirazione e l\u2019impermeabilizzazione dei propri prodotti;", "metadata": {"detection_class_prob": 0.9360566735267639, "coordinates": {"points": [[200.54718017578125, 1206.0855418055555], [200.54718017578125, 1327.8606055555556], [1508.9270893013158, 1327.8606055555556], [1508.9270893013158, 1206.0855418055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f725325e9a363e3802a998947714b050", "text": "attivit\u00e0 di ricerca in senso lato che consiste nel processo che porta alla creazione delle collezioni passando attraverso le fasi di progettazione, prototipia e modelleria.", "metadata": {"detection_class_prob": 0.9147347807884216, "coordinates": {"points": [[195.0397186279297, 1333.752268888889], [195.0397186279297, 1392.527226388889], [1508.9823167797865, 1392.527226388889], [1508.9823167797865, 1333.752268888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a55a4b73f108bd9f0ce44d6b5c69084f", "text": "La ricerca e sviluppo si avvale di personale dedicato, che trasmette gli esiti della ricerca a tutti coloro (designer, product manager, tecnici di produzione, ecc.) che partecipano alla definizione, industrializzazione e produzione del prodotto. I costi per l\u2019attivit\u00e0 di ricerca e sviluppo imputati al conto economico di esercizio, tra i costi generali e amministrativi, sono pari complessivamente ad euro 11.028 mila (euro 11.010 mila nell\u2019esercizio 2021).", "metadata": {"detection_class_prob": 0.8504313230514526, "coordinates": {"points": [[153.00000416666668, 1428.2639305555556], [153.00000416666668, 1549.1939201388889], [1512.484619140625, 1549.1939201388889], [1512.484619140625, 1428.2639305555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "553e5270528f8ea0e5bc3327c6e5be73", "text": "Si segnala come la Societ\u00e0 abbia beneficiato nell\u2019anno 2022, di un contributo per investimenti in ricerca, sviluppo e innovazione tecnologica pari ad euro 461 mila, in relazioni ai progetti del 2021 ai sensi dell\u2019art. 1, commi 198-209, della legge n. 160/2019 (nell\u2019esercizio 2021 euro 269 mila, in relazioni ai progetti del 2020 ai sensi dell\u2019art. 1, commi 198-209, della legge n. 160/2019). Tale contributo \u00e8 riclassificato nella voce Altri proventi.", "metadata": {"detection_class_prob": 0.8636174201965332, "coordinates": {"points": [[153.00000416666668, 1553.9306118055556], [153.00000416666668, 1674.8606013888889], [1517.8756103515625, 1674.8606013888889], [1517.8756103515625, 1553.9306118055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "192e144fcde2e19c4df8071a78fa61d8", "text": "Gli emolumenti spettanti ai membri del Consiglio di Amministrazione per l\u2019esercizio 2022 sono pari ad euro 2.805 mila (euro 2.838 mila nel 2021).", "metadata": {"detection_class_prob": 0.9086123704910278, "coordinates": {"points": [[152.1424102783203, 1710.5971763888892], [152.1424102783203, 1768.860590972222], [1512.05029296875, 1768.860590972222], [1512.05029296875, 1710.5971763888892]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d2530d2d4c8395ab9f760d75ba3ea3b0", "text": "Nel 2022 il valore complessivo dei compensi relativi ai Dirigenti con responsabilit\u00e0 strategiche \u00e8 pari ad euro 2.592 mila (euro 2.694 mila nel 2021). I suddetti importi comprendono anche i compensi spettanti per lo svolgimento di tali funzioni in altre imprese del Gruppo.", "metadata": {"detection_class_prob": 0.9344913363456726, "coordinates": {"points": [[153.00000416666668, 1804.5971659722227], [153.00000416666668, 1894.1938680555556], [1514.3636474609375, 1894.1938680555556], [1514.3636474609375, 1804.5971659722227]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 47, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "50d9166fcaaeb85656aeea7d6b7743e3", "text": "Gli emolumenti spettanti al Collegio Sindacale per l\u2019esercizio 2022 sono pari ad euro 177 mila (euro 175 mila nel 2021).", "metadata": {"detection_class_prob": 0.8522133231163025, "coordinates": {"points": 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Altri proventi", "metadata": {"detection_class_prob": 0.7445381879806519, "coordinates": {"points": [[152.14968872070312, 295.0855438888889], [152.14968872070312, 322.52721388888875], [382.0805261278567, 322.52721388888875], [382.0805261278567, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8c272d0f4214f074cacd20d1c141a49a", "text": "La tabella che segue riporta il dettaglio degli altri proventi:", "metadata": {"detection_class_prob": 0.7824168801307678, "coordinates": {"points": [[152.33790588378906, 366.2638784722222], [152.33790588378906, 393.1938784722222], [797.1563470599566, 393.1938784722222], [797.1563470599566, 366.2638784722222]], "system": "PixelSpace", 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"<table><thead><tr><th></th><th>2022</th><th>2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Affitti attivi Indennizzi da assicurazione</td><td>21213 5.864</td><td>19.505 22</td><td>1.708 5.842</td></tr><tr><td>Contributi governativi</td><td>617</td><td>471</td><td>146</td></tr><tr><td>Altri</td><td>21.866</td><td>18.803</td><td>3.063</td></tr><tr><td>Totale</td><td>49.560</td><td>38.801</td><td>10.759</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "427c137572971615d9b696df061629b6", "text": "Gli affitti attivi si riferiscono ai Geox Shop di propriet\u00e0 della Societ\u00e0 affittati a societ\u00e0 affiliate con contratti di franchising.", "metadata": {"detection_class_prob": 0.826636552810669, "coordinates": {"points": [[148.8341522216797, 803.5972076388889], [148.8341522216797, 830.5272076388889], [1486.8473224371169, 830.5272076388889], [1486.8473224371169, 803.5972076388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": 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A fine settembre un incendio si \u00e8 sviluppato in un magazzino di terzi ubicato a Levada (TV). Questo operatore logistico gestiva una parte sostanziale dell\u2019abbigliamento a marchio Geox con esclusione dell\u2019e-commerce. Non si sono registrati danni alle persone e l\u2019incendio \u00e8 stato circoscritto ad una parte contenuta dello stabile ma i fumi hanno interessato circa la met\u00e0 del deposito.", "metadata": {"detection_class_prob": 0.9336161017417908, "coordinates": {"points": [[151.6442108154297, 866.263909722222], [151.6442108154297, 1018.8605284722222], [1518.890380859375, 1018.8605284722222], [1518.890380859375, 866.263909722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "cb1544d5c1177f04957c8c638c01cccf", "text": "Non \u00e8 stato possibile recuperare o rimettere in produzione gran parte dei capi coinvolti in quanto distrutti o contaminati dai fumi. Questi riguardavano principalmente l\u2019ultima parte di collezione Autunno/Inverno 2022 non ancora spedita ai clienti ed ai negozi di propriet\u00e0, ed in misura minore, capi di stagioni precedenti.", "metadata": {"detection_class_prob": 0.9063675403594971, "coordinates": {"points": [[141.15634155273438, 1022.9305368055557], [141.15634155273438, 1112.8605805555555], [1516.7061767578125, 1112.8605805555555], [1516.7061767578125, 1022.9305368055557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c29e329d768281892882dbbbde7ec74d", "text": "La Societ\u00e0 \u00e8 assicurata con massimali adeguati contro questi accadimenti ed entro dicembre 2022 \u00e8 stato firmato l\u2019accordo con l\u2019Assicurazione per la quantificazione del rimborso a valore di vendita (includendo anche gli ordini dalle proprie societ\u00e0 retail) della parte di prodotti distrutti coperta da ordini non evasi e a valore di costo per la parte non coperta da ordini, relativa principalmente a stagioni precedenti. Sono stati inclusi anche tutti i costi diretti relativi alla gestione del sinistro o ad esso collegati, nonch\u00e9 in modo forfettario i costi indiretti.", "metadata": {"detection_class_prob": 0.9057881832122803, "coordinates": {"points": [[153.00000416666668, 1117.2638680555556], [153.00000416666668, 1269.5272722222223], [1509.493896484375, 1269.5272722222223], [1509.493896484375, 1117.2638680555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7932ef9634474d13ea5929b1db80f1eb", "text": "Di conseguenza non c\u2019\u00e8 stato alcun impatto sul risultato economico dell\u2019esercizio, mentre si sono registrati degli effetti su alcune voci del conto economico. Infatti gli impatti negativi sulle minori vendite ed il conseguente minor margine industriale sono stati compensati da un importo unico positivo netto pari ad euro 5.833. La cifra complessiva riconosciuta dall\u2019assicurazione \u00e8 pari ad euro 17.500 mila. I rimanenti importi, rispetto a quanto gi\u00e0 evidenziato, sono pari ad euro 9.925 mila, incluso nel costo del venduto a compensazione del valore della svalutazione della merce compromessa, e quindi, svalutata, e pari ad euro 1.742 mila, incluso nei costi generali e amministrativi a compensazione dei costi sostenuti per i ripristini della merce esposta al fumo.", "metadata": {"detection_class_prob": 0.9383566975593567, "coordinates": {"points": [[153.00000416666668, 1274.2638388888888], [153.00000416666668, 1488.8605409722225], [1509.3890380859375, 1488.8605409722225], [1509.3890380859375, 1274.2638388888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "331395ba4b7b982f3adae2cfd3982ad4", "text": "Da un punto di vista finanziario si evidenzia, inoltre, l\u2019incasso entro dicembre 2022, di un anticipo pari euro 5.000 mila, mentre l\u2019incasso del saldo di euro 12.500 mila \u00e8 avvenuto a febbraio 2023.", "metadata": {"detection_class_prob": 0.903724193572998, "coordinates": {"points": [[153.00000416666668, 1493.597232638889], [153.00000416666668, 1551.8605201388891], [1508.9336043067162, 1551.8605201388891], [1508.9336043067162, 1493.597232638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 48, "parent_id": "0cea3ef126b5d2eefd6e7766200343f5", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "59676dd77991232e899b2978a754e77c", "text": "I contributi 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Ammortamenti e costi del personale inclusi nel conto economico", "metadata": {"detection_class_prob": 0.8451312780380249, "coordinates": {"points": [[153.00000416666668, 295.0855438888889], [153.00000416666668, 322.52721388888875], [1034.2409700394362, 322.52721388888875], [1034.2409700394362, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "e76ff1b87d4f5fb93ad3d981993036c9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f191a65b9d9ed609deecfc79549bcc99", "text": "La seguente tabella include il valore totale degli ammortamenti dell\u2019esercizio, presentati nei movimenti delle immobilizzazioni riportati nelle note 16, 17 e 18, al netto di accantonamenti e rilasci del fondo impairment:", "metadata": {"detection_class_prob": 0.9263681769371033, "coordinates": {"points": [[153.00000416666668, 366.2638784722222], [153.00000416666668, 424.5272284722221], [1508.8610195276262, 424.5272284722221], [1508.8610195276262, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "a0c3c136ea4d3e2911de337d1e41f898", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "acd6f69fd4aceb620d8bf522b665a890", "text": "2022 2021 Variazione Ammortamenti e svalutazioni industriali 2.740 2.452 288 Ammortamenti e svalutazioni non industriali 32.450 31.973 477 Totale 35.190 34.425 765", "metadata": {"detection_class_prob": 0.9302777051925659, "coordinates": {"points": [[150.2727813720703, 452.7066650390625], [150.2727813720703, 719.0525512695312], 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"element_id": "7394b665f06181c3e62d22e8dc221733", "text": "Il totale del costo del personale incluso nel conto economico ammonta a euro 42.324 mila (nel 2021 era pari ad euro 42.250 mila). La voce include, inoltre, il costo figurativo relativo al trattamento contabile dei Piani di Stock Grant ai sensi dell\u2019IFRS 2. Nel 2022 l\u2019ammontare dei diritti attribuiti che danno diritto all\u2019assegnazione a titolo gratuito di n. 1 azione della Societ\u00e0, per ogni Diritto assegnato, a membri del Consiglio di Amministrazione e a Dirigenti con Responsabilit\u00e0 Strategiche \u00e8 pari a numero 3.052.327 per un importo pari ad euro 874 mila, inclusi nel costo del personale.", "metadata": {"detection_class_prob": 0.945457398891449, "coordinates": {"points": [[152.60806274414062, 969.5971909722222], [152.60806274414062, 1121.8605972222224], [1511.1807861328125, 1121.8605972222224], [1511.1807861328125, 969.5971909722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "a0c3c136ea4d3e2911de337d1e41f898", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "b0fa93d4dfe129ed4182517ae7b78d20", "text": "10. Impairment test", "metadata": {"detection_class_prob": 0.8656852841377258, "coordinates": {"points": [[153.00000416666668, 1220.7521626388889], [153.00000416666668, 1248.193832638889], [417.1705265319466, 1248.193832638889], [417.1705265319466, 1220.7521626388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "e76ff1b87d4f5fb93ad3d981993036c9", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a03b3ba8c537f39290daa67178515cdd", "text": "Di seguito sono descritti l\u2019approccio seguito e le assunzioni adottate per l\u2019effettuazione dell\u2019impairment test, finalizzato alla verifica di recuperabilit\u00e0 degli assets della Societ\u00e0. Il valore recuperabile \u00e8 basato sul valore d\u2019uso determinato sulla base delle proiezioni dei flussi di cassa futuri stimati.", "metadata": {"detection_class_prob": 0.9278188347816467, "coordinates": {"points": [[152.1132049560547, 1291.9305909722223], [152.1132049560547, 1381.860570138889], [1508.7957984338761, 1381.860570138889], [1508.7957984338761, 1291.9305909722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "b0fa93d4dfe129ed4182517ae7b78d20", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "83d59f155519702f1b336cdb524ed34c", "text": "In data 2 Febbraio 2023 il Consiglio di Amministrazione ha approvato le proiezioni finanziarie per il periodo 2023-2027 che confermano i principali obiettivi e strategie definiti nel Piano Strategico 2022-2024 predisposto e approvato dall\u2019organo amministrativo il 1\u00b0 dicembre 2021 e utilizzato anche ai fini delle valutazioni relative al bilancio 2021. Tali proiezioni finanziarie sono state redatte a partire dall\u2019approvato budget di Gruppo per il 2023 e considerando per il periodo 2024-2027 l\u2019implementazione in corso del Piano Strategico del Gruppo confermandone gli obiettivi di lungo periodo in termini di volumi e marginalit\u00e0.", "metadata": {"detection_class_prob": 0.9206607341766357, "coordinates": {"points": [[150.91610717773438, 1386.263857638889], [150.91610717773438, 1569.860551388889], [1511.9886474609375, 1569.860551388889], [1511.9886474609375, 1386.263857638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "b0fa93d4dfe129ed4182517ae7b78d20", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "eee0d772ccf912affdafc82a1ef6e594", "text": "Nella stima della crescita nel periodo del Piano, il Gruppo ha preso in considerazione sia le proprie aspettative interne, sia delle indicazioni ottenute da fonti esterne indipendenti.", "metadata": {"detection_class_prob": 0.8953462243080139, "coordinates": {"points": [[148.01307678222656, 1574.2638388888886], [148.01307678222656, 1632.860530555556], [1509.3336181640625, 1632.860530555556], [1509.3336181640625, 1574.2638388888886]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "b0fa93d4dfe129ed4182517ae7b78d20", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c30e3342a04b61252b978ccfe92741f1", "text": "Si ricorda che il Piano Strategico 2022-2024 segna un momento di importante discontinuit\u00e0 per il Gruppo e costituisce la seconda fase di un percorso strategico quinquennale intrapreso ad inizio 2020 volto alla definizione di una nuova Geox, pi\u00f9 digitale, pi\u00f9 efficiente e pi\u00f9 focalizzata sulla centralit\u00e0 del cliente e della distribuzione nei paesi pi\u00f9 rilevanti per il Gruppo. Il processo di trasformazione del Gruppo prevedeva due fasi: la prima \u201cFocus on the Core\u201d (2020-2021) ha realizzato una forte razionalizzazione ed una profonda trasformazione del modello di business per una piena integrazione tra canale fisico e digitale ed una maggiore coerenza con le scelte di acquisto dei consumatori; la seconda \u201cBigger and Better\u201d (2022-2024) che, facendo leva sulle iniziative intraprese, punta ad accrescere la rilevanza dei valori del brand, l\u2019audience dei consumatori ed il profilo di redditivit\u00e0 del Gruppo. Tra il 2020 ed il 2021 il Gruppo ha effettuato una rilevante razionalizzazione delle attivit\u00e0 non profittevoli (tra cui la chiusura del 20% dei negozi e dello stabilimento produttivo in Serbia), definito una struttura organizzativa pi\u00f9 snella, inserito nuove figure manageriali nelle aree pi\u00f9 rilevanti per il business e accelerato negli investimenti pi\u00f9 importanti per lo sviluppo futuro (infrastrutture digitali, formazione del personale e sostenibilit\u00e0). Parallelamente a queste azioni, il Gruppo ha avviato sia un percorso di rilancio della rilevanza del brand tramite un incremento degli investimenti pubblicitari, che tutte le attivit\u00e0 necessarie a definire una collezione di prodotto e una struttura distributiva pi\u00f9 mirate e pi\u00f9 focalizzate sulla clientela core di Geox.", "metadata": {"detection_class_prob": 0.9468393325805664, "coordinates": {"points": [[153.00000416666668, 1636.9305409722224], [153.00000416666668, 2071.5271909722223], [1511.068359375, 2071.5271909722223], [1511.068359375, 1636.9305409722224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 49, "parent_id": "b0fa93d4dfe129ed4182517ae7b78d20", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": 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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "PageBreak", "element_id": "719a5ea540a5219bb99ca16e01cb6d8b", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf", "filetype": "application/pdf"}}, {"type": "Header", "element_id": "a36388d7e5bac0a9dd01655e2eca983f", "text": "Note esplicative di Geox S.p.A.", "metadata": {"detection_class_prob": 0.5572229027748108, "coordinates": {"points": [[1252.6667270833334, 199.76744079589844], [1252.6667270833334, 221.7084503173828], [1538.9702839490915, 221.7084503173828], [1538.9702839490915, 199.76744079589844]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f002234733f5f794103695fe06a7bcde", "text": "Il Piano Strategico prevedeva le seguenti assunzioni che sono ritenute dagli Amministratori ancora attuali alla data di approvazione del progetto di bilancio 2022:", "metadata": {"detection_class_prob": 0.8863933682441711, "coordinates": {"points": [[151.79603576660156, 294.4857177734375], [151.79603576660156, 353.86056597222205], [1508.819467426316, 353.86056597222205], [1508.819467426316, 294.4857177734375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "a253449b0909b5af7b37a36fb4d4b863", "text": "1. Ricavi: si prevede di raggiungere un fatturato superiore agli 800 milioni di euro nel 2024, con un tasso medio annuo di crescita del 11% (CAGR lievemente positivo sul 2019). La qualit\u00e0 del fatturato e gli investimenti sul digitale saranno le linee guida per l\u2019evoluzione del business.", "metadata": {"detection_class_prob": 0.9243193864822388, "coordinates": {"points": [[299.00000833333337, 357.7522147222222], [299.00000833333337, 447.86055555555544], [1515.8460693359375, 447.86055555555544], [1515.8460693359375, 357.7522147222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1b9a9cac88c1b84a84b858841bf5f956", "text": "2. Redditivit\u00e0 Operativa Netta (EBIT margin): la redditivit\u00e0 operativa netta (EBIT) si ipotizza possa raggiungere un\u2019incidenza pari a circa il 5-6% sul fatturato nel 2024. Questo miglioramento deriver\u00e0 essenzialmente dalle azioni rilevanti di razionalizzazione effettuate tra il 2020 ed il 2021 e da un incremento della marginalit\u00e0 lorda (+100 punti base rispetto al 2019) che permetteranno anche di finanziare i maggiori investimenti di marketing.", "metadata": {"detection_class_prob": 0.9313693642616272, "coordinates": {"points": [[291.8916320800781, 451.7522043055556], [291.8916320800781, 604.527247222222], [1520.5123291015625, 604.527247222222], [1520.5123291015625, 451.7522043055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "9f279943307e15d1941f04d59d829cb2", "text": "3. Investimenti: il Piano prevede investimenti annuali per circa 25/30 milioni dedicati principalmente ai progetti IT (35% del totale) al miglioramento della rete dei negozi ed ai progetti di logistica integrata e gestione comune dei magazzini trasversale sui canali.", "metadata": {"detection_class_prob": 0.9274576306343079, "coordinates": {"points": [[294.86273193359375, 608.4188647222223], [294.86273193359375, 698.5272368055553], [1515.607421875, 698.5272368055553], [1515.607421875, 608.4188647222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f5953ff627ae40f6116138e9b4ccddf1", "text": "Il test di impairment ha previsto una prima fase in cui \u00e8 stata verificata la recuperabilit\u00e0 del capitale investito riferibile a ciascun punto vendita gestito direttamente dal Gruppo (Direct Operated Stores, DOS).", "metadata": {"detection_class_prob": 0.7745886445045471, "coordinates": {"points": [[153.00000416666668, 740.5972263888888], [153.00000416666668, 798.5272368055553], [1508.8959528878895, 798.5272368055553], [1508.8959528878895, 740.5972263888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "dafb041d38b2b8793c5e9b65d3fb2ec9", "text": "In tale fase, per ciascuna delle unit\u00e0 generatrici di cassa (CGUs) identificate, il valore recuperabile \u00e8 basato sul suo valore d\u2019uso determinato sulla base della stima della proiezione dei flussi finanziari futuri.", "metadata": {"detection_class_prob": 0.658099889755249, "coordinates": {"points": [[153.00000416666668, 802.9305243055555], [153.00000416666668, 861.5272180555554], [1508.7368890050163, 861.5272180555554], [1508.7368890050163, 802.9305243055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d6ef291fd586a61cccc58eccbd673371", "text": "Per quanto riguarda gli asset dei punti vendita analizzati, sono stati testati asset complessivi per euro 83 milioni (di cui diritti d\u2019uso per euro 72 milioni), al 31 dicembre 2022. Tale metodologia \u00e8 coerente con quanto fatto lo scorso anno in cui erano stati testati asset complessivi per euro 69 milioni (di cui diritti d\u2019uso per euro 56 milioni).", "metadata": {"detection_class_prob": 0.7109917402267456, "coordinates": {"points": [[153.00000416666668, 865.5972263888888], [153.00000416666668, 955.527207638889], [1509.4200439453125, 955.527207638889], [1509.4200439453125, 865.5972263888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a4bb057db299d0ee60962bf5d9707eeb", "text": "Nell\u2019ambito del Piano Strategico, \u00e8 prevista una sostanziale stabilit\u00e0 del numero complessivo di negozi fisici totali ma con una ulteriore ottimizzazione dei negozi a gestione diretta in Italia ed Europa che sar\u00e0 pi\u00f9 che compensata da nuove aperture di negozi in franchising non gestito soprattutto nell\u2019Europa dell\u2019Est.", "metadata": {"detection_class_prob": 0.696804940700531, "coordinates": {"points": [[153.00000416666668, 959.9305576388889], [153.00000416666668, 1049.5271972222222], [1512.2156982421875, 1049.5271972222222], [1512.2156982421875, 959.9305576388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f457102b6237464764b59ce6f4c9664b", "text": "Per ogni punto vendita, inoltre, si \u00e8 considerato un orizzonte temporale coerente con la durata prevista del contratto di locazione effettuando le opportune proiezioni necessarie a coprire gli anni successivi all\u2019orizzonte delle previsioni. Al fine della determinazione del valore attuale, i flussi di cassa futuri cos\u00ec ottenuti sono stati attualizzati ad un tasso di sconto (WACC) alla data di riferimento del test che tenesse conto delle specificit\u00e0 e dei rischi propri della realt\u00e0 in cui la Societ\u00e0 opera, pari al 9,6%.", "metadata": {"detection_class_prob": 0.7776713371276855, "coordinates": {"points": [[153.00000416666668, 1053.9306118055556], [153.00000416666668, 1206.5271659722223], [1511.5140380859375, 1206.5271659722223], [1511.5140380859375, 1053.9306118055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "dd6309180c95bcebf3387a821f0da1b3", "text": "Gli Amministratori hanno pertanto proceduto a svalutare, totalmente o parzialmente, gli assets riferibili a 7 punti vendita (CGU), rispetto ai 20 negozi svalutati al 31 dicembre 2021.", "metadata": {"detection_class_prob": 0.9023590683937073, "coordinates": {"points": [[152.08999633789062, 1210.597176388889], [152.08999633789062, 1269.674945972222], [1511.1312255859375, 1269.674945972222], [1511.1312255859375, 1210.597176388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "93453aa79a2fa7d87b9dc7af652a9488", "text": "Il fondo impairment complessivamente stanziato a rettifica delle immobilizzazioni al 31 dicembre 2022, \u00e8 pari ad euro 642 mila, mentre era pari a euro 1.148 mila al 31 dicembre 2021. La riduzione rispetto all\u2019esercizio precedente \u00e8 imputabile principalmente alla chiusura di alcuni punti vendita. Con riferimento agli esiti del test di impairment, va osservato che l\u2019ammontare delle svalutazioni apportate a fine esercizio 2022 rispetto all\u2019esercizio 2021 \u00e8 influenzato significativamente anche dal progressivo processo di ammortamento degli asset oggetto di test (note 16, 17 e 18). Si ricorda, infatti, come la Societ\u00e0 continui ad ammortizzare gli asset sottoposti ad impairment e proceda contestualmente a rilasciare il fondo impairment non andando quindi a rettificare, a seguito dell\u2019impairment, il valore su cui calcolare gli ammortamenti.", "metadata": {"detection_class_prob": 0.9455840587615967, "coordinates": {"points": [[153.00000416666668, 1304.5971659722222], [153.00000416666668, 1519.860551388889], [1510.8787841796875, 1519.860551388889], [1510.8787841796875, 1304.5971659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "cce069a3f50cb8a0c46d98bc4bd99e67", "text": "Si evidenzia di seguito la movimentazione del fondo impairment per le diverse categorie di immobilizzazioni:", "metadata": {"detection_class_prob": 0.8655981421470642, "coordinates": {"points": [[153.00000416666668, 1555.5972534722223], [153.00000416666668, 1582.5272534722224], [1333.7929745833333, 1582.5272534722224], [1333.7929745833333, 1555.5972534722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "parent_id": "a36388d7e5bac0a9dd01655e2eca983f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "61ab741c35638e326725f4e5e350f2aa", "text": "Attivit\u00e0 Immobili, Attivit\u00e0 per Totale immateriali e impianti e diritto d'uso avviamento macchinari Fondo impairment al 31-12-2021 (477) (371) (300) (1.148) Accantonamenti (1) (133) (387) (521) Rilasci 265 191 216 672 Utilizzi per chiusure di punti vendita 212 143 - 355 Variazione del fondo impairment 476 201 (171) 506 Fondo impairment al 31-12-2022 (1) (170) (471) (642)", "metadata": {"detection_class_prob": 0.9333476424217224, "coordinates": {"points": [[140.86720275878906, 1609.6129150390625], [140.86720275878906, 2061.471923828125], [1518.2962646484375, 2061.471923828125], [1518.2962646484375, 1609.6129150390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Atti: immateriali e avviamento</th><th>Immobili, impianti e macchinari</th><th>Attivit\u00e0 per diritto d'uso</th><th>Totale</th></tr></thead><tbody><tr><td>Fondo impairment al 31-12-2021</td><td>(477)</td><td>(371)</td><td>(300)</td><td>(1.148)</td></tr><tr><td>Accantonamenti</td><td>(1)</td><td>(133)</td><td>(387)</td><td>(521)</td></tr><tr><td>Rilasci</td><td>265</td><td>191</td><td>216</td><td>672</td></tr><tr><td>Utilizzi per chiusure di punti vendita</td><td>212</td><td>143</td><td>-</td><td>355</td></tr><tr><td>Variazione del fondo impairment</td><td>476</td><td>201</td><td>(171)</td><td>506</td></tr><tr><td>Fondo impairment al 31-12-2022</td><td>(1)</td><td>(170)</td><td>(471)</td><td>(642)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 50, "image_base64": 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D/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAOf8AtnjD/oBaH/4OZv8A5Fo+2eMP+gFof/g5m/8AkWugooA5/wC2eMP+gFof/g5m/wDkWj7Z4w/6AWh/+Dmb/wCRa6CigDn/ALZ4w/6AWh/+Dmb/AORaPtnjD/oBaH/4OZv/AJFroKKAPOPHV14kbSdP+26NpSR/2tZFDDq0jEv5y7Qc2w+XOMnqB2NdP9s8Yf8AQC0P/wAHM3/yLVD4i/8AIF0v/sNWH/pQldfQBz/2zxh/0AtD/wDBzN/8i0fbPGH/AEAtD/8ABzN/8i10FFAHP/bPGH/QC0P/AMHM3/yLR9s8Yf8AQC0P/wAHM3/yLXQUUAc/9s8Yf9ALQ/8Awczf/ItH2zxh/wBALQ//AAczf/ItdBRQBz/2zxh/0AtD/wDBzN/8i0fbPGH/AEAtD/8ABzN/8i10FFAHP/bPGH/QC0P/AMHM3/yLR9s8Yf8AQC0P/wAHM3/yLXQUUAc/9s8Yf9ALQ/8Awczf/ItH2zxh/wBALQ//AAczf/ItdBRQBz/2zxh/0AtD/wDBzN/8i0fbPGH/AEAtD/8ABzN/8i10FFAHP/bPGH/QC0P/AMHM3/yLR9s8Yf8AQC0P/wAHM3/yLXQUUAc/9s8Yf9ALQ/8Awczf/ItH2zxh/wBALQ//AAczf/ItdBRQBz/2zxh/0AtD/wDBzN/8i0fbPGH/AEAtD/8ABzN/8i10FFAHP/bPGH/QC0P/AMHM3/yLR9s8Yf8AQC0P/wAHM3/yLXQUUAed+DLrxKLDVPsejaS6/wBsXxkM2rSKRJ577gMWxyuc4PUjsK6T7Z4w/wCgFof/AIOZv/kWqngH/kG6x/2HdQ/9KHrq6AOf+2eMP+gFof8A4OZv/kWj7Z4w/wCgFof/AIOZv/kWugooA5/7Z4w/6AWh/wDg5m/+RaPtnjD/AKAWh/8Ag5m/+Ra6CigDn/tnjD/oBaH/AODmb/5Fo+2eMP8AoBaH/wCDmb/5FroKKAOf+2eMP+gFof8A4OZv/kWj7Z4w/wCgFof/AIOZv/kWugooA5/7Z4w/6AWh/wDg5m/+RaPtnjD/AKAWh/8Ag5m/+Ra6CigDn/tnjD/oBaH/AODmb/5Fo+2eMP8AoBaH/wCDmb/5FroKKAOf+2eMP+gFof8A4OZv/kWj7Z4w/wCgFof/AIOZv/kWugooA5/7Z4w/6AWh/wDg5m/+RaPtnjD/AKAWh/8Ag5m/+Ra6CigDn/tnjD/oBaH/AODmb/5Fo+2eMP8AoBaH/wCDmb/5FroKKAOf+2eMP+gFof8A4OZv/kWj7Z4w/wCgFof/AIOZv/kWugooA5/7Z4w/6AWh/wDg5m/+RaPtnjD/AKAWh/8Ag5m/+Ra6CigDz7xnJ4pm0izefR9HjEOqWMkZj1WVyZPtEYQEG3Hy7mXPOcZxWl9s+If/AEBvDn/gxm/+NVf8Zf8AIDtv+wrpv/pbDXQUAch9s+If/QG8Of8Agxm/+NUfbPiH/wBAbw5/4MZv/jVdfRQByH2z4h/9Abw5/wCDGb/41R9s+If/AEBvDn/gxm/+NV19FAHIfbPiH/0BvDn/AIMZv/jVH2z4h/8AQG8Of+DGb/41XX0UAch9s+If/QG8Of8Agxm/+NUfbPiH/wBAbw5/4MZv/jVdfRQByH2z4h/9Abw5/wCDGb/41R9s+If/AEBvDn/gxm/+NV19FAHIfbPiH/0BvDn/AIMZv/jVH2z4h/8AQG8Of+DGb/41XX0UAch9s+If/QG8Of8Agxm/+NUfbPiH/wBAbw5/4MZv/jVdfRQByH2z4h/9Abw5/wCDGb/41R9s+If/AEBvDn/gxm/+NV19FAHIfbPiH/0BvDn/AIMZv/jVH2z4h/8AQG8Of+DGb/41XX0UAch9s+If/QG8Of8Agxm/+NUfbPiH/wBAbw5/4MZv/jVdfRQByH2z4h/9Abw5/wCDGb/41XS6c18+nwtqUUEV4R+9S3cugOezEAnj2q1RQAUUUUAFFFcP8XtVv9F+Gmp3+m3UtrdxtCEliOGXMqg8/QmgDuKK8C8H+HfiP4v8K2WuwfEC4t47rfiJ9zFdrsnUf7ua9msGPh7wva/29qsTyWsKrc307hFdhwWJbpk0Aa9FYukeL/Dmv3DW+la3Y3k6jJiimBfHrjqR71LdeJtCstTOm3Wr2UF6EMhglnVXChSxYgnpgE59BQBq0VlaN4m0PxCZRo+rWl8Yf9YIJQxX3I9PeodU8YeG9EvVs9U1ywtLlgD5U06qwB6EjsPc0AbdFeQfBTxLq3iHV/Fy6jqc17DbTwi28x9wRS033fYhV/IV393468KWOoGwuvEWmQ3SttaN7lQVPo3OAfrQB0FFNR1kRXRgyMMqynII9RXA/EiTU01Hw5/Z/i+y0FPtLGaO5l2G6AKcKMHfjONpwDuHNAHoFFZd34k0TT9TTTbzVrO3vXTzFglmVXK8nOD24PPsah0rxd4d1ueWDS9bsLuWJSzpDOrEKOp+nv0oA2qKxdN8X+HNZv3sNN1uwu7pMkxQzqzEDqRg8/hRe+LvDmm30tjfa5p9tdQrvkhmuFVlGM5IJ9CPzoA2qKzdG8Q6P4hgebR9Ttb5IzhzBIG2H3HUfjVC+8eeE9NvTZ3niLTYbhTtaNrhcqfRuePxoA6GiuO+Ilxcz+BZZtH8SWejvK0Zjv5ZtkbKTnAkGcZHQjP61esvEOm6PoGiDW/ENjJcXdtGI7ppVRbttq5dPUEsDx6igDo6Kx/+Er8P/bb2y/tmx+02UbSXMXnruiVRliwzxjv6d6qS+PvCMFpFdSeJNMEErFY3+0qdxHXHPagDo6Kxr/xZ4e0uwt7691qwhtbkZgladdso9V5+YfStGyvrTUbKO8srmG5tZBuSaFwyMPYjigCxRWBb+OPC11qY0238Q6bLeFtgiW5Ulm9BzyfYVe1HX9I0m6trXUdStbWe6O2COaUK0hyBhQevJH50AaNFY2n+LfDuralJp2n63YXV4mcwwzqzcdcAHnHtXO678UtD0TxxYeGpbq3Qvva+uZZAsdsBGzKpP94kLx2B96AO7oqrp2pWWr2Md9p11DdWsudk0LhlbBIOCPcEfhVLWPFWgeH2VNX1iysnYZVJpgrEeoXrigDXorn7/X7LUvBeranoepQXKxWkzJPbShtjqhI5HQjg1yvwO1zU9f8AAk15q19NeXAvpIxJM2SFCoQP1NAHpVFYPi7StZ1rRPsWh6wdJumlUvdBNxCc5AHqeO4+teTeGNc8W+GvjHB4OvPETeIrKdSZXf5mj+QtnkkoRjkZIwfXGAD3eiuG+L+q3+i/DXUb/TLuW1u43hCSxHDLmRQf0JrS+HV/dan8PdEvb6d57ma2DSSucsxyeTQB09FFeP8AjvxJrOn/ABw8KaTZ6lcQ6fdJAZ7dGwkmZnByPcAD8KAPYKK53xpb+JbvQ0tfCt1DaX806o9zKARFFg7mGQeeg4BPP4jyI6p44+HfxO0LR9T8Rya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1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAc/8A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1H/AAhul/8AP1rn/g9vf/j1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHnHjrw1ZWOk6fJBd6yGfVrKJt+s3bja0yg8NKcHB6jkdsV0//AAhul/8AP1rn/g9vf/j1UPiL/wAgXS/+w1Yf+lCV19AHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAc/8A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1H/AAhul/8AP1rn/g9vf/j1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAc/8A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1H/AAhul/8AP1rn/g9vf/j1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHnfgzwzY3thqjz3eskx6xfQrs1m7T5VncDO2UZOB1PJ6kk10n/CG6X/AM/Wuf8Ag9vf/j1VPAP/ACDdY/7Duof+lD11dAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHP/wDCG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHBeLvCOmxaLCVuNYJbUbGI+ZrN242vdRI3DSkZ2sRnqOo5q9/wAK08O+urf+De6/+OVf8Zf8gO2/7Cum/wDpbDXQUAch/wAK08O+urf+De6/+OUf8K08O+urf+De6/8AjldfRQByH/CtPDvrq3/g3uv/AI5R/wAK08O+urf+De6/+OV19FAHIf8ACtPDvrq3/g3uv/jlH/CtPDvrq3/g3uv/AI5XX0UAch/wrTw766t/4N7r/wCOUf8ACtPDvrq3/g3uv/jldfRQByH/AArTw766t/4N7r/45R/wrTw766t/4N7r/wCOV19FAHIf8K08O+urf+De6/8AjlH/AArTw766t/4N7r/45XX0UAch/wAK08O+urf+De6/+OUf8K08O+urf+De6/8AjldfRQByH/CtPDvrq3/g3uv/AI5R/wAK08O+urf+De6/+OV19FAHIf8ACtPDvrq3/g3uv/jlH/CtPDvrq3/g3uv/AI5XX0UAch/wrTw766t/4N7r/wCOUf8ACtPDvrq3/g3uv/jldfRQByH/AArTw766t/4N7r/45XS6dYQaXp8Nlbeb5MI2r5srSNjOeWYkn8TVqigAooooAKo6vrGn6Dpsuo6pdJa2cRAeV84XJAHT3Iq9Xnfxy/5JLq3+/B/6OSgDR/4W14D/AOhltPyf/CursL+11OwgvrKZZrWdBJFIvRlPQ18w+DfFfwv03wpZWniLw1NearHv8+dbZGD5divJcdFKjp2r17WPiZoPhDwXoVxpWmzTf2jCo0zTkwjbMDG7rtAyBxnk8d8AHpFFeXf8LU1bQNd07TvG/hoaRDqJxBdQ3SzKpyBhgOmMjJzxnpUniX4q3eg/ERPClr4dk1KSSJWjMM2Hd2QkDBGAMgZJPAye1AHptFeceEfibfav40uvCXiHQf7J1aJDIirOJVYYDYJHfacggkHnpVF/ixq+s+J77SvBnhVtZh09ttxcPdLCGwSPlzwMkHHJJx0oA77RvFGi+IZryHSdQiu5LNgtwqA/uySQAcj/AGW/KtevAfgTqcGny+PtU1H/AEWGF4Z5w3PlgGcke5FdBF8XPEep6Te+ItH8FGfw9Zs2+eW8VJWVeWYLg9B1xn68GgD16srWPEujaBNZxatqMFpJeyeXbrIcb24/Icjk8cioPCPirT/GXh6DWNNLiKQlHjf70bjqp/z0IrhvjBq+j6XqvhRdU8Owas81zJ5DyTtH5BBj5wv3gdw4PHyigD1WivNfF/xSuvDHj2z8M2/h+TUmuYFkQwy4kZm3AKFxjqoyc8Ak9qzR8Y9U0fxL/YfivwjcWF3NHvtY7SYXDyk5CKMcHcRtyDweo9AD1yivLLT4ratZeN7Dw74q8LNpH9pMq2si3Szcsdq7sDByeDg8elO1/wCKuq6b8RLnwhpXhc6pcpGrRFLnYXJjD85XAAz1z2oA9RorznwZ8T5tc8UXPhbxBoz6NrkKlliMm9ZABkgHHBwcjqCMnNZ2t/E7xfp1hc6zD4DkXQ7dvmuLq7VJHXdgNsxuAPHOD1zQB6RrOt6b4e019R1a8jtLRCA0j5xknAAA5J+lWbW6gvrSG7tZUmt5kEkciHKupGQQfTFeX+MvGeja58FoPEl3oQv7G7kQGymnaMq4cqcOvPDKeRjI+tGt/E+LwX4W8FS22iwLaavaKRF55VbVAsRwDtO4AP3x0oA9Wory/TvitqepTa1cL4Tu4NItNNn1CzvLgtGLlYxkdVx83HQnA9ay7D4w+J9a8Mz61pPgZ57e03m6ma7AjVVGTsyAznHJwOKAPZKK8ntvi/qviDw8dR8LeD7m+e3jL3/mzqkduRklVPWQ4GcAZwRxk4ra8O/FbSNY+H154su4ZLOKwYx3UGd5D8YCnjO7coHTk+1AHfUV5JH8W/EMeiR+KL3wW0XhiRwPtEd4rTKhbaH2YGRnjt16960vHHxYj8KXPh82em/2naavH5qSRyENsJXG1cfMSG4HFAHpNFeW2nxW1W18caf4e8TeFn0hdT2/ZJPtKyt8xwu4AY5PB5yPSub8T+PfFp+NFjpOnaLJMmn+Y1vppuFjN2TE481myQBtJIB7D1NAHu1FZnh691PUdDt7rWNM/sy/fd5tp5ok8vDED5hwcgA/jXN+JPFnim11qfTPDXg6XVPs6K0t3NcrDFkjO1d33jjGefwoA7K5uIrS1luZ3EcMKGSRz0VQMk/lVLRNf0rxJYm+0e9ju7ZXMZkjzgMACRyPcVwGgfEVfH3gXxWsunNYX2n2cqTxb96ndG+CDgd1YEdsVW/Z3/5JvP8A9hGX/wBAjoA9K1nW9M8P6e1/q17FaWqsFMkh4yegHqfaqGgeN/DXiiV4dF1i2u5kG5olJV8eu1gCR71oatoum67aLa6rZQ3lusgkEUy7l3DOCR36nrXz94PTR9e/aAW70KCDQ7Ox3/6KWCNOyqysEQcDPUgdgTQB9BavrGn6Dpsmo6pdJa2kZAeV84GSAOnuRUmnajaatp8F/YTrPazrvilXow9ea4T45/8AJJtV/wCukH/o1K1fhawX4W+H2YgAWgJJ7cmgDsKyL7xTomma3aaNeajFDqN2FMFuwO6TcSoxxjqCPwrSjureZ9sc8Tt6K4Jrw/4j/wDJxHgr/rnb/wDo+SgD2vUdSsdIspL3UbuC0to/vSzOEUfiaxdD8feFfEl8bLSdbtrm6AJEQyrMB1wGAz+FXPEfhjS/FdjDY6vC01rFOs5iDFQ7KCADjnHNeJeJvDelwfHzwzpnhO0jtJoDDcXqWwwkYVi5JHY7Bz67h60AfQtYWv8AjPw54XZE1rWLa0kcZWNm3OR67Rk498VrveW0blHuYVYdQzgEVzer+BPCmo6tea9renw3UzQBHe6OUijUHkDoO5z1oA2dG13SvEVgL3SL+C8ts7S8TZwfQjqD7GszVvH/AIU0LVBpup67aW15xmJmJKZ6biBhfxxXlXwGt3s08X61aLIujb9tqj5+fZvb8wpUf8Crm/AvhrTvFfw68c+IdYgW61QCaSO4cndG6xmTcPqx59higD6Su9UsLDTm1C7vbeCyVQ5uJJAqYPQ7unNYui/EHwn4h1D7BpWuWtxdc7YslWbHXbuA3fhmuB+FOnWnjv4P2ula6slxaWV8yBN5G9Uw6qSOcDfjjsAK5zxt4Y0m3+NHhTSfCdnFZ3qtHNdLbDCxqr7gxA6EKrE+ox60Ae16/wCMPD3hcJ/bWrW1mzjKxu2XYeoUZOPfFWdE8QaR4ksvtmj6hBewA7WaJs7T6EdQfY1lav4E8MavrUuua1p8N5OLcQ5uTmONFycgdM8nk+navMPgHp4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"<table><tbody><tr><td>Dirigenti</td><td>30</td><td>31</td><td>(1)</td></tr><tr><td>Middle Managers</td><td>69</td><td>70</td><td>(1)</td></tr><tr><td>Impiegati</td><td>382</td><td>388</td><td>(6)</td></tr><tr><td>Totale</td><td>481</td><td>489</td><td>(8)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 51, "image_base64": 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{"type": "Title", "element_id": "99a6884f3f619428b7d8694006636c3b", "text": "12. Proventi e oneri finanziari", "metadata": {"detection_class_prob": 0.7399813532829285, "coordinates": {"points": [[149.67909240722656, 887.4188938888889], [149.67909240722656, 914.8605638888887], [538.0557199586468, 914.8605638888887], [538.0557199586468, 887.4188938888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 51, "parent_id": "5af14699bd1b4063d6fc8ef3608b9e2d", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "760bfe4c0226d96631041ba07dda823a", "text": "I proventi e gli oneri finanziari sono cos\u00ec composti:", "metadata": {"detection_class_prob": 0.7959469556808472, "coordinates": {"points": [[148.85897827148438, 958.5971951388889], [148.85897827148438, 985.5271951388888], [715.0061716020065, 985.5271951388888], 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"<table><tbody><tr><td>Proventi finanziari</td><td>5.249</td><td>3.281</td><td>1.968</td></tr><tr><td colspan=\"4\">Oneri finanziari (11.268) (7.483) (3.785)</td></tr><tr><td>Totale</td><td>(6.019)</td><td>(4.202)</td><td>(1.817)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 51, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "99a6884f3f619428b7d8694006636c3b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2b0dc6d931dd1771969579b8977cd654", "text": "I proventi finanziari sono cos\u00ec composti:", "metadata": {"detection_class_prob": 0.7469456195831299, "coordinates": {"points": [[153.00000416666668, 1310.9305805555557], [153.00000416666668, 1337.8605805555555], [598.0237243767767, 1337.8605805555555], [598.0237243767767, 1310.9305805555557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 51, "parent_id": "99a6884f3f619428b7d8694006636c3b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "213ab353a5f7c00ee3ebc3d5146baf4f", "text": "2022 2021 Interessi attivi bancari 6 99 Interessi attivi da clienti 66 25 Interessi attivi su finanziamenti 1.599 1.165 Interessi attivi diversi 2.104 1.720 Utili su cambi 1.474 272 Totale 5.249 3.281 Variazione (93) 41 434 384 1.202 1.968", "metadata": {"detection_class_prob": 0.9339953064918518, "coordinates": {"points": [[142.54562377929688, 1366.9080810546875], [142.54562377929688, 1756.5474853515625], [1509.168212890625, 1756.5474853515625], [1509.168212890625, 1366.9080810546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Interessi attivi bancari</td><td>6</td><td>99</td><td>(93)</td></tr><tr><td>Interessi attivi da clienti</td><td>66</td><td>25</td><td>41</td></tr><tr><td>Interessi attivi su finanziamenti</td><td>1.599</td><td>1.165</td><td>434</td></tr><tr><td>Interessi attivi diversi</td><td>2.104</td><td>1.720</td><td>384</td></tr><tr><td>Utili su cambi</td><td>1.474</td><td>272</td><td>1.202</td></tr><tr><td>Totale</td><td>5.249</td><td>3.281</td><td>1.968</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 51, "image_base64": 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diversi 4.941 2.264 2.677 Interessi passivi per leasing 1.261 1.302 (41) Sconti ed abbuoni finanziari 2.800 2.274 526 Totale 11.268 7.483 3.785", "metadata": {"detection_class_prob": 0.9238860607147217, "coordinates": {"points": [[136.3875732421875, 348.3375244140625], [136.3875732421875, 744.023681640625], [1515.76416015625, 744.023681640625], [1515.76416015625, 348.3375244140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Interessi e oneri bancari Interessi finanziamenti</td><td>105 2.161</td><td>10 1.633</td><td>95 528</td></tr><tr><td>passivi su</td><td></td><td></td><td></td></tr><tr><td>Interessi passivi diversi</td><td>4.941</td><td>2.264</td><td>2.677</td></tr><tr><td>Interessi passivi per leasing</td><td>1.261</td><td>1.302</td><td>(41)</td></tr><tr><td>Sconti ed abbuoni finanziari</td><td>2.800</td><td>2.274</td><td>526</td></tr><tr><td>Totale</td><td>11.268</td><td>7.483</td><td>3.785</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 52, "image_base64": 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La media ponderata del tasso di finanziamento marginale (IBR) applicato nell\u2019anno \u00e8 pari all\u20191,6%.", "metadata": {"detection_class_prob": 0.9188364744186401, "coordinates": {"points": [[153.00000416666668, 962.9879150390625], [153.00000416666668, 1021.860532638889], [1510.5692138671875, 1021.860532638889], [1510.5692138671875, 962.9879150390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 52, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "d1ce1ec0951bd5a4738d171835c09225", "text": "13. Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti", "metadata": {"detection_class_prob": 0.7676525712013245, "coordinates": {"points": [[153.00000416666668, 1121.0855668055556], [153.00000416666668, 1148.65625], [926.3910538486964, 1148.65625], [926.3910538486964, 1121.0855668055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 52, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ef5cce8bac38b97945f1d6eba8007063", "text": "La voce svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti \u00e8 pari a euro 8.345 mila rispetto a euro 5.812 mila del periodo precedente ed \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.9107072353363037, "coordinates": {"points": [[152.62603759765625, 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "af622ac1e1f0b9a69c9bd7111333be34", "text": "14. Imposte sul reddito", "metadata": {"detection_class_prob": 0.843551516532898, "coordinates": {"points": [[150.7008514404297, 295.0855438888889], [150.7008514404297, 322.52721388888875], [463.87145955995663, 322.52721388888875], [463.87145955995663, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 53, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ca493b722d9ad12910cf3546847d55ce", "text": "Le imposte sul reddito dell\u2019esercizio 2022 risultano essere pari a euro 1.635 mila, rispetto a euro 4.263 mila dell\u2019esercizio precedente. Tale variazione \u00e8 imputabile all\u2019andamento sotto riportato delle imposte differite. A tal proposito si faccia riferimento alla nota 20.", "metadata": {"detection_class_prob": 0.9334921836853027, "coordinates": {"points": [[146.87557983398438, 366.2638784722222], [146.87557983398438, 455.86054722222207], [1508.7847529058652, 455.86054722222207], [1508.7847529058652, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 53, "parent_id": "af622ac1e1f0b9a69c9bd7111333be34", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "aa087b13716455b2b4af695d98f21ac8", "text": "2022 2021 Variazione Imposte correnti (82) 92 (174) Imposte differite (1.553) (4.355) 2.802 Totale (1.635) (4.263) 2.628", "metadata": {"detection_class_prob": 0.9313070774078369, "coordinates": {"points": [[141.92271423339844, 484.64111328125], [141.92271423339844, 750.366455078125], [1504.62890625, 750.366455078125], [1504.62890625, 484.64111328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Imposte correnti</td><td>(82)</td><td>92</td><td>(174)</td></tr><tr><td colspan=\"4\">Imposte differite (1.553) (4.355) 2.802</td></tr><tr><td>Totale</td><td>(1.635)</td><td>(4.263)</td><td>2.628</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 53, "image_base64": 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"languages": ["ita"], "page_number": 53, "parent_id": "af622ac1e1f0b9a69c9bd7111333be34", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ef6929587a612dc4470dda85c7cfa73e", "text": "Il prospetto seguente evidenzia la riconciliazione tra l\u2019onere fiscale effettivo e quello teorico:", "metadata": {"detection_class_prob": 0.8524509072303772, "coordinates": {"points": [[149.1434783935547, 906.0225830078125], [149.1434783935547, 933.5272118055556], [1174.738525390625, 933.5272118055556], [1174.738525390625, 906.0225830078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 53, "parent_id": "af622ac1e1f0b9a69c9bd7111333be34", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "9a02d79f81f4bf778125daf82cf91bb3", "text": "2022 % 2021 % Risultato ante imposte (10.598) 100,0% (60.561) 100,0% Imposte teoriche (*) (2.544) 24,0% (14.535) 24,0% Imposte effettive 1.635 (15,4%) 4.263 (7,0%) Differenza che viene spiegata da: 4.179 (39,4%) 18.798 (31,0%) i) IRAP 412 (3,9%) 265 (0,4%) ii) mancato stanziamento di imposte differite attive 1.147 (10,8%) 17.810 (29,4%) iii) oneri e proventi da partecipazioni 1.716 (16,2%) 710 (1,2%) iv) differenze permanenti e imposte esercizi precedenti 904 (8,5%) 13 (0,0%) Totale differenza 4.179 (39,4%) 18.798 (31,0%)", "metadata": {"detection_class_prob": 0.9260969161987305, "coordinates": {"points": [[142.28811645507812, 960.8482055664062], [142.28811645507812, 1527.260498046875], [1513.1522216796875, 1527.260498046875], [1513.1522216796875, 960.8482055664062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th rowspan=\"5\">Risultato ante imposte Imposte teoriche (*) Imposte effettive Differenza che viene spiegata da:</th><th>2022</th><th rowspan=\"5\">% 100,0% 24,0% (15,4%) (39,4%)</th><th>2021</th><th rowspan=\"5\">% 100,0% 24,0% (7,0%) (31,0%)</th></tr><tr><th>(10.598)</th><th>(60.561)</th></tr><tr><th>(2.544)</th><th>(14.535)</th></tr><tr><th>1.635</th><th>4.263</th></tr><tr><th>4.179</th><th>18.798</th></tr></thead><tbody><tr><td>i) IRAP</td><td>412</td><td>(3,9%)</td><td>265</td><td>(0,4%)</td></tr><tr><td>ii) mancato stanziamento di imposte differite attive</td><td>1.147</td><td>(10,8%)</td><td>17.810</td><td>(29,4%)</td></tr><tr><td>iii) oneri e proventi da partecipazioni</td><td>1.716</td><td>(16,2%)</td><td>710</td><td>(1,2%)</td></tr><tr><td>iv) differenze permanenti e imposte esercizi precedenti</td><td>904</td><td>(8,5%)</td><td>13</td><td>(0,0%)</td></tr><tr><td>Totale differenza</td><td>4.179</td><td>(39,4%)</td><td>18.798</td><td>(31,0%)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 53, "image_base64": 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Risultato per azione", "metadata": {"detection_class_prob": 0.8217353820800781, "coordinates": {"points": [[152.16343688964844, 294.016845703125], [152.16343688964844, 322.52721388888875], [462.55809606319656, 322.52721388888875], [462.55809606319656, 294.016845703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 54, "parent_id": "b195a0063aaa5d5db3d77e1054eda115", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f163b3d4ebff8ddaa1702d1922ee28fd", "text": "Il risultato per azione \u00e8 calcolato dividendo il risultato netto consolidato del periodo attribuibile agli azionisti ordinari per il numero medio ponderato delle azioni ordinarie in circolazione durante il periodo.", "metadata": {"detection_class_prob": 0.9245506525039673, 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opzioni maturate ma non ancora esercitate).", "metadata": {"detection_class_prob": 0.9369449615478516, "coordinates": {"points": [[153.00000416666668, 460.59720763888885], [153.00000416666668, 581.5272305555554], [1514.5970458984375, 581.5272305555554], [1514.5970458984375, 460.59720763888885]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 54, "parent_id": "e50acd014316b6111e36848f361f27e3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "373dbe7c79b558fbe3ea7185dae87bd5", "text": "Di seguito sono esposti il risultato ed il numero delle azioni ordinarie utilizzati ai fini del calcolo del risultato consolidato per azione base e diluito, determinati secondo la metodologia prevista dal principio contabile IAS 33:", "metadata": {"detection_class_prob": 0.9197909235954285, "coordinates": {"points": [[153.00000416666668, 617.2638680555555], [153.00000416666668, 675.5272201388888], [1511.2916259765625, 675.5272201388888], [1511.2916259765625, 617.2638680555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 54, "parent_id": "e50acd014316b6111e36848f361f27e3", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "84c81862e2c4677ca0c1ac3ac529e5a8", "text": "2022 2021 (0,05) (0,24) (0,05) (0,24) 255.211.081 255.211.081 261.933.168 262.022.690", "metadata": {"detection_class_prob": 0.8705369830131531, "coordinates": {"points": [[164.15066528320312, 700.5185546875], [164.15066528320312, 972.5614624023438], [1518.0762939453125, 972.5614624023438], [1518.0762939453125, 700.5185546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td></td><td>2022 |</td><td>2021</td></tr><tr><td>isultato consolidato per azione (euro)</td><td>(0,05)</td><td>(0,24)</td></tr><tr><td>isultato consolidato per azione diluito (euro)</td><td>(0,05)</td><td>(0,24)</td></tr><tr><td colspan=\"3\">Jlumero medio ponderato di azioni in circolazione:</td></tr><tr><td>di base</td><td>255.211.081</td><td>255.211.081</td></tr><tr><td>diluito</td><td>261.933.168</td><td>262.022.690</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 54, "image_base64": 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255.567 Fondo ammortamento al 31-12-2021 (88.290) (115.408) (28.656) - (741) (233.095) Fondo impairment al 31-12-2021 - - (477) - - (477) Valore contabile netto al 31-12-2021 14.698 298 4.552 1.568 879 21.995 Incrementi 7.035 25 - 2.193 - 9.253 Decrementi (1.093) (3) (2.577) - - (3.673) Altri movimenti 603 - - (603) - - Variazione del costo storico 6.545 22 (2.577) 1.590 - 5.580 Ammortamenti (8.042) (72) (1.064) - - (9.178) Decrementi 1.091 3 2.340 - - 3.434 Variazione del fondo ammortamento (6.951) (69) 1.276 - - (5.744) Accantonamenti - - (1) - - (1) Rilasci - - 265 - - 265 Utilizzi per chiusure di punti vendita - - 212 - - 212 Variazione del fondo impairment - - 476 - - 476 Totale variazioni del periodo (406) (47) (825) 1.590 - 312 Costo storico al 31-12-2022 109.533 115.728 31.108 3.158 1.620 261.147 Fondo ammortamento al 31-12-2022 (95.241) (115.477) (27.380) - (741) (238.839) Fondo impairment al 31-12-2022 - - (1) - - (1) Valore contabile netto al 31-12-2022 14.292 251 3.727 3.158 879 22.307", "metadata": {"detection_class_prob": 0.9105938673019409, "coordinates": {"points": [[136.90167236328125, 953.1900024414062], [136.90167236328125, 2035.4254150390625], [1558.068115234375, 2035.4254150390625], [1558.068115234375, 953.1900024414062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Dir.di brevetto ind. e dir. ut. opere ingegno</th><th>Marchi, concessioni e licenze</th><th>| Key money |</th><th>Immobilizzazioni in corso ed acconti</th><th>| Avviamento</th><th>Totale</th></tr></thead><tbody><tr><td>Costo storico al 31-12-2021</td><td>102.988</td><td>115.706</td><td>33.685</td><td>1.568</td><td>1.620</td><td>255.567</td></tr><tr><td>Fondo ammortamento al 31-12-2021</td><td>(88.290)</td><td>(115.408)</td><td>(28.656)</td><td>-</td><td>(741) |</td><td>(233.095)</td></tr><tr><td>Fondo impairment al 31-12-2021</td><td>-</td><td>-</td><td>(477)</td><td>-</td><td>-</td><td>(477)</td></tr><tr><td>Valore contabile netto al 31-12-2021</td><td>14.698</td><td>298</td><td>4.552</td><td>1.568</td><td>879</td><td>21.995</td></tr><tr><td>Incrementi</td><td>7.035</td><td>25</td><td>-</td><td>2.193</td><td>-</td><td>9.253</td></tr><tr><td>Decrementi</td><td>(1.093)</td><td>(3)</td><td>(2.577)</td><td>-</td><td>-</td><td>(3.673)</td></tr><tr><td>Altri movimenti</td><td>603</td><td>-</td><td>-</td><td>(603)</td><td>-</td><td>-</td></tr><tr><td>Variazione del costo storico</td><td>6.545</td><td>22</td><td>(2.577)</td><td>1.590</td><td>-</td><td>5.580</td></tr><tr><td>Ammortamenti</td><td>(8.042)</td><td>(72)</td><td>(1.064)</td><td>-</td><td>-</td><td>(9.178)</td></tr><tr><td>Decrementi</td><td>1.091</td><td>3</td><td>2.340</td><td>-</td><td>-</td><td>3.434</td></tr><tr><td>Variazione del fondo ammortamento</td><td>(6.951)</td><td>(69)</td><td>1.276</td><td rowspan=\"4\">- - - -</td><td>-</td><td>(5.744)</td></tr><tr><td>Accantonamenti</td><td>-</td><td>-</td><td>(1)</td><td>-</td><td>(1)</td></tr><tr><td>Rilasci</td><td>-</td><td>-</td><td>265</td><td>-</td><td>265</td></tr><tr><td>Utilizzi per chiusure di punti vendita</td><td>-</td><td>-</td><td>212</td><td>-</td><td>212</td></tr><tr><td>Variazione del fondo impairment</td><td>-</td><td>-</td><td>476</td><td>-</td><td>-</td><td>476</td></tr><tr><td>Totale variazioni del periodo</td><td>(406)</td><td>(47)</td><td>(825)</td><td>1.590</td><td>-</td><td>312</td></tr><tr><td>Costo storico al 31-12-2022</td><td>109.533</td><td>115.728</td><td>31.108</td><td>3.158</td><td>1.620</td><td>261.147</td></tr><tr><td>Fondo ammortamento al 31-12-2022</td><td>(95.241)</td><td>(115.477)</td><td>(27.380)</td><td>-</td><td>(741) |</td><td>(238.839)</td></tr><tr><td>Fondo impairment al 31-12-2022</td><td>-</td><td>-</td><td>(1)</td><td>-</td><td>-</td><td>(1)</td></tr></tbody></table>", "filetype": "application/pdf", 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6.678 mila;", "metadata": {"detection_class_prob": 0.9150258302688599, "coordinates": {"points": [[160.6198272705078, 360.2638993055554], [160.6198272705078, 418.5272180555554], [1508.9248241073353, 418.5272180555554], [1508.9248241073353, 360.2638993055554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "9bfbfee0c5d8fb6146569628c0cb7420", "text": "i costi sostenuti per la registrazione, l\u2019estensione e la protezione dei brevetti nei vari paesi del mondo per euro 357 mila;", "metadata": {"detection_class_prob": 0.9082688093185425, "coordinates": {"points": [[153.00000416666668, 455.7522334722222], [153.00000416666668, 514.5272222222221], [1508.7985896246153, 514.5272222222221], 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Tale ammontare include personalizzazioni del sistema informativo ancora in corso.", "metadata": {"detection_class_prob": 0.9040710926055908, "coordinates": {"points": [[153.00000416666668, 648.085550138889], [153.00000416666668, 708.2723999023438], [1508.754407647226, 708.2723999023438], [1508.754407647226, 648.085550138889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "65271c97a9ea24d1ce690baf95d3e77e", "text": "I movimenti del fondo impairment sono l\u2019esito dell\u2019effettuazione dei test di impairment sulle attivit\u00e0 non correnti riferibili ai punti vendita, come meglio descritto nella nota 10.", "metadata": {"detection_class_prob": 0.9093950986862183, "coordinates": {"points": [[151.7990264892578, 742.5972097222221], [151.7990264892578, 800.860559722222], [1508.6817138433664, 800.860559722222], [1508.6817138433664, 742.5972097222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "fb572b2e53e37f83636f698f0127b06b", "text": "17. Immobili, impianti e macchinari", "metadata": {"detection_class_prob": 0.7498071789741516, "coordinates": {"points": [[153.00000416666668, 900.085531388889], [153.00000416666668, 927.8128051757812], [613.4891746730765, 927.8128051757812], [613.4891746730765, 900.085531388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "84d95d4e2a9623317e92f1325846b8b8", "text": "La voce Immobili, impianti e macchinari \u00e8 dettagliata dalla seguente tabella:", "metadata": {"detection_class_prob": 0.828856885433197, "coordinates": {"points": [[152.53726196289062, 971.3955078125], [152.53726196289062, 998.5272368055555], [975.8652997270065, 998.5272368055555], [975.8652997270065, 971.3955078125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "parent_id": "fb572b2e53e37f83636f698f0127b06b", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "99269c6451e876888794a972249cffe1", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Impianti e macchinari 130 144 (14) Attrezzature industriali e commerciali 3.172 2.393 779 Altri beni 5.072 6.103 (1.031) Migliorie beni terzi 7.140 7.281 (141) Immobilizzazioni in corso ed acconti 664 353 311 Totale 16.178 16.274 (96)", "metadata": {"detection_class_prob": 0.9296031594276428, "coordinates": {"points": [[141.47561645507812, 1025.123779296875], [141.47561645507812, 1435.6097412109375], [1514.5323486328125, 1435.6097412109375], [1514.5323486328125, 1025.123779296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Impianti e macchinari</td><td>130</td><td>144</td><td>(14)</td></tr><tr><td>Attrezzature industriali e commerciali</td><td>3.172</td><td>2.393</td><td>779</td></tr><tr><td>Altri beni</td><td>5.072</td><td>6.103</td><td>(1.031)</td></tr><tr><td>Migliorie beni terzi</td><td>7.140</td><td>7.281</td><td>(141)</td></tr><tr><td>Immobilizzazioni in corso ed acconti</td><td>664</td><td>353</td><td>311</td></tr><tr><td>Totale</td><td>16.178</td><td>16.274</td><td>(96)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 56, "image_base64": 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Attrezzature Altri beni Migliorie Immobilizzazioni Totale macchinari industriali e beni terzi in corso ed commerciali acconti Costo storico al 31-12-2021 2.825 30.157 36.526 39.167 353 109.028 Fondo ammortamento al 31-12-2021 (2.681) (27.764) (30.289) (31.649) - (92.383) Fondo impairment al 31-12-2021 - - (134) (237) - (371) Valore contabile netto al 31-12-2021 144 2.393 6.103 7.281 353 16.274 Incrementi 44 3.461 1.394 2.300 368 7.567 Decrementi (47) (1.294) (1.927) (2.157) - (5.425) Altri movimenti - - 5 52 (57) - Variazione del costo storico (3) 2.167 (528) 195 311 2.142 Ammortamenti (58) (2.682) (2.476) (2.454) - (7.670) Decrementi 47 1.294 1.906 1.984 - 5.231 Variazione del fondo ammortamento (11) (1.388) (570) (470) - (2.439) Accantonamenti - - (30) (103) - (133) Rilasci - - 92 99 - 191 Utilizzi per chiusure di punti vendita - - 5 138 - 143 Variazione del fondo impairment - - 67 134 - 201 Totale variazioni del periodo (14) 779 (1.031) (141) 311 (96) Costo storico al 31-12-2022 2.822 32.324 35.998 39.362 664 111.170 Fondo ammortamento al 31-12-2022 (2.692) (29.152) (30.859) (32.119) - (94.822) Fondo impairment al 31-12-2022 - - (67) (103) - (170) Valore contabile netto al 31-12-2022 130 3.172 5.072 7.140 664 16.178", "metadata": {"detection_class_prob": 0.9258524775505066, "coordinates": {"points": [[141.64004516601562, 345.84844970703125], [141.64004516601562, 1434.1595458984375], [1503.3560791015625, 1434.1595458984375], [1503.3560791015625, 345.84844970703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Impianti e macchinari</th><th>| Attrezzature | | industriali e commerciali</th><th>Altri beni</th><th>Migliorie | beni terzi</th><th>Immobilizzazioni in corso ed acconti</th><th>Totale</th></tr></thead><tbody><tr><td>Costo storico al 31-12-2021</td><td>2.825</td><td>30.157</td><td>36.526</td><td>39.167</td><td>353</td><td>109.028</td></tr><tr><td>Fondo ammortamento al 31-12-2021</td><td>(2.681)</td><td>(27.764)</td><td>(30.289)</td><td>(31.649)</td><td>-</td><td>(92.383)</td></tr><tr><td>Fondo impairment al 31-12-2021</td><td>-</td><td>-</td><td>(134)</td><td>(237)</td><td>-</td><td>(371)</td></tr><tr><td>Valore contabile netto al 31-12-2021</td><td>144</td><td>2.393</td><td>6.103</td><td>7.281</td><td>353</td><td>16.274</td></tr><tr><td>Incrementi</td><td>44</td><td>3.461</td><td>1.394</td><td>2.300</td><td>368</td><td>7.567</td></tr><tr><td>Decrementi</td><td>(47)</td><td>(1.294)</td><td>(1.927)</td><td>(2.157)</td><td>-</td><td>(5.425)</td></tr><tr><td>Altri movimenti</td><td>-</td><td>-</td><td>5</td><td>52</td><td>(57)</td><td>-</td></tr><tr><td>Variazione del costo storico</td><td>(3)</td><td>2.167</td><td>(528)</td><td>195</td><td>311</td><td>2.142</td></tr><tr><td>Ammortamenti</td><td>(58)</td><td>(2.682)</td><td>(2.476)</td><td>(2.454)</td><td>-</td><td>(7.670)</td></tr><tr><td>Decrementi</td><td>47</td><td>1.294</td><td>1.906</td><td>1.984</td><td>-</td><td>5.231</td></tr><tr><td>Variazione del fondo ammortamento</td><td>(11)</td><td>(1.388)</td><td>(570)</td><td>(470)</td><td>-</td><td>(2.439)</td></tr><tr><td>Accantonamenti</td><td>-</td><td>-</td><td>(30)</td><td>(103)</td><td>-</td><td>(133)</td></tr><tr><td>Rilasci</td><td>-</td><td>-</td><td>92</td><td>99</td><td>-</td><td>191</td></tr><tr><td>Utilizzi per chiusure di punti vendita Variazione del fondo impairment</td><td>- -</td><td>- -</td><td>5 67</td><td>138 134</td><td>- -</td><td>143 201</td></tr><tr><td>Totale variazioni del periodo</td><td>(14)</td><td>779</td><td>(1.031)</td><td>(141)</td><td>311</td><td>(96)</td></tr><tr><td>Costo storico al 31-12-2022</td><td>2.822</td><td>32.324</td><td>35.998</td><td>39.362</td><td>664</td><td>111170</td></tr><tr><td>Fondo ammortamento al 31-12-2022</td><td>(2.692)</td><td>(29.152)</td><td>(30.859)</td><td>(32.119)</td><td>-</td><td>(94.822)</td></tr><tr><td>Fondo impairment al 31-12-2022</td><td>-</td><td>-</td><td>(67)</td><td>(103)</td><td>-</td><td>(170)</td></tr><tr><td>Valore contabile netto al 31-12-2022</td><td>130</td><td>3.172</td><td>5.072</td><td>7.140</td><td>664</td><td>16.178</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 57, "image_base64": 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Tali investimenti si riferiscono ad immobili industriali ed uffici per euro 669 mila e ad immobili adibiti a Geox Shop per euro 1.631 mila;", "metadata": {"detection_class_prob": 0.9106449484825134, "coordinates": {"points": [[153.00000416666668, 1741.655517578125], [153.00000416666668, 1802.5272013888891], [1508.8890575395062, 1802.5272013888891], [1508.8890575395062, 1741.655517578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 57, "parent_id": "7f4f71a8e3f34f2092528fc0295543db", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "a703d4ab8b8f3af7883ab2f82669b939", "text": "immobilizzazioni in corso per euro 368 mila. 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a5993b8bf2509faf21007a51708967df", "text": "La voce \u201cAltri beni\u201d \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.6280426979064941, "coordinates": {"points": [[153.00000416666668, 293.7185974121094], [153.00000416666668, 322.1938743055555], [569.6488667259267, 322.1938743055555], [569.6488667259267, 293.7185974121094]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 58, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "e07f3c397113726b9a674b2e00d0b41e", "text": "Macchine elettroniche Mobili ed arredi Automezzi e autocarri Totale Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 2.356 3.056 (700) 2.705 3.012 (307) 11 35 (24) 5.072 6.103 (1.031)", "metadata": {"detection_class_prob": 0.9110996723175049, "coordinates": {"points": [[140.68275451660156, 347.1888122558594], [140.68275451660156, 676.586669921875], [1517.4693603515625, 676.586669921875], [1517.4693603515625, 347.1888122558594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Macchine elettroniche</td><td>2.356</td><td>3.056</td><td>(700)</td></tr><tr><td>Mobili ed arredi</td><td>2.705</td><td>3.012</td><td>(307)</td></tr><tr><td>Automezzi e autocarri</td><td>II</td><td>35</td><td>(24)</td></tr><tr><td>Totale</td><td>5.072</td><td>6.103</td><td>(1.031)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 58, "image_base64": 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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "b409dbda32d91c82bc71a4245da2f251", "text": "18. Attivit\u00e0 per diritto d\u2019uso", "metadata": {"detection_class_prob": 0.6354967951774597, "coordinates": {"points": [[151.5906524658203, 767.418881388889], [151.5906524658203, 794.8605513888888], [518.4346902172866, 794.8605513888888], [518.4346902172866, 767.418881388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 58, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "825c746c9ef86cf5cb39f6763e5d5db2", "text": "Le attivit\u00e0 per diritto d\u2019uso sono dettagliate dalla seguente tabella:", "metadata": {"detection_class_prob": 0.773629903793335, "coordinates": {"points": [[153.00000416666668, 838.9305868055553], [153.00000416666668, 865.8605868055553], [882.0421265319461, 865.8605868055553], [882.0421265319461, 838.9305868055553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 58, "parent_id": "b409dbda32d91c82bc71a4245da2f251", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "905d549e94235f66b8ce0b611d210c3b", "text": "Attivit\u00e0 per diritto d'uso - Immobili strumentali Attivit\u00e0 per diritto d'uso - Immobili civili Attivit\u00e0 per diritto d'uso - Autovetture e autocarri Totale Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 82.339 68.362 13.977 324 440 (116) 295 469 (174) 82.958 69.271 13.687", "metadata": {"detection_class_prob": 0.9059993028640747, "coordinates": {"points": [[141.24256896972656, 891.6746215820312], [141.24256896972656, 1222.5836181640625], [1515.6591796875, 1222.5836181640625], [1515.6591796875, 891.6746215820312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Attivit\u00e0 per diritto d'uso - Immobili strumentali</td><td>82.339</td><td>68.362</td><td>13.977</td></tr><tr><td>Attivit\u00e0 per diritto d'uso - Immobili civili</td><td>324</td><td>440</td><td>(116)</td></tr><tr><td>Attivit\u00e0 per diritto d'uso - Autovetture e autocarri</td><td>295</td><td>469</td><td>(174)</td></tr><tr><td>Totale</td><td>82.958</td><td>69.271</td><td>13.687</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 58, "image_base64": 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"Attivit\u00e0 per Attivit\u00e0 per diritto Attivit\u00e0 per diritto diritto d'uso - d'uso - Immobili d'uso - Autovetture Immobili civili e autocarri strumentali Costo storico al 31-12-2021 113.063 861 1.044 Fondo ammortamento al 31-12-2021 (44.401) (421) (575) Fondo impairment al 31-12-2021 (300) - - Valore contabile netto al 31-12-2021 68.362 440 469 Incrementi 32.188 62 101 Decrementi (3.636) (107) (127) Variazione del costo storico 28.552 (45) (26) Ammortamenti (18.040) (178) (275) Decrementi 3.636 107 127 Variazione del fondo ammortamento (14.404) (71) (148) Accantonamenti (387) - - Rilasci 216 - - Variazione del fondo impairment (171) - - Totale variazioni del periodo 13.977 (116) (174) Costo storico al 31-12-2022 141.615 816 1.018 Fondo ammortamento al 31-12-2022 (58.805) (492) (723) Fondo impairment al 31-12-2022 (471) - - Valore contabile netto al 31-12-2022 82.339 324 295 Totale 114.968 (45.397) (300) 69.271 32.351 (3.870) 28.481 (18.493) 3.870 (14.623) (387) 216 (171) 13.687 143.449 (60.020) (471) 82.958", "metadata": {"detection_class_prob": 0.9316222071647644, "coordinates": {"points": [[150.17449951171875, 353.6142578125], [150.17449951171875, 1378.438720703125], [1524.712646484375, 1378.438720703125], [1524.712646484375, 353.6142578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Attivit\u00e0 per diritto d'uso - Immobili strumentali</th><th>0 d'uso - Immo| ci</th><th>| Attivit\u00e0 per diritto d'uso - Autovetture e autocarri</th><th>Totale</th></tr></thead><tbody><tr><td>Costo storico al 31-12-2021</td><td>113.063</td><td>861</td><td>1.044</td><td>114.968</td></tr><tr><td>Fondo ammortamento al 31-12-2021</td><td>(44.401)</td><td>(421)</td><td>(575)</td><td>(45.397)</td></tr><tr><td>Fondo impairment al 31-12-2021</td><td>(300)</td><td>-</td><td>-</td><td>(300)</td></tr><tr><td>Valore contabile netto al 31-12-2021</td><td>68.362</td><td>440</td><td>469</td><td>69.271</td></tr><tr><td>Incrementi</td><td>32.188</td><td>62</td><td>101</td><td>32.351</td></tr><tr><td>Decrementi</td><td>(3.636)</td><td>(107)</td><td>(127)</td><td>(3.870)</td></tr><tr><td>Variazione del costo storico</td><td>28.552</td><td>(45)</td><td>(26)</td><td>28.481</td></tr><tr><td>Ammortamenti</td><td>(18.040)</td><td>(178)</td><td>(275)</td><td>(18.493)</td></tr><tr><td>Decrementi</td><td>3.636</td><td>107</td><td>127</td><td>3.870</td></tr><tr><td>Variazione del fondo ammortamento</td><td>(14.404)</td><td>(71)</td><td>(148)</td><td>(14.623)</td></tr><tr><td>Accantonamenti</td><td>(387)</td><td>-</td><td>-</td><td>(387)</td></tr><tr><td>Rilasci</td><td>216</td><td>-</td><td>-</td><td>216</td></tr><tr><td>Variazione del fondo impairment</td><td>(171)</td><td>-</td><td>-</td><td>(171)</td></tr><tr><td>Totale variazioni del periodo</td><td>13.977</td><td>(116)</td><td>(174)</td><td>13.687</td></tr><tr><td>Costo storico al 31-12-2022</td><td>141.615</td><td>816</td><td>1.018</td><td>143.449</td></tr><tr><td>Fondo ammortamento al 31-12-2022</td><td>(58.805)</td><td>(492)</td><td>(723)</td><td>(60.020)</td></tr><tr><td>Fondo impairment al 31-12-2022</td><td>(471)</td><td>-</td><td>-</td><td>(471)</td></tr><tr><td>Valore contabile netto al 31-12-2022</td><td>82.339</td><td>324</td><td>295</td><td>82.958</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 59, "image_base64": 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A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1H/AAhul/8AP1rn/g9vf/j1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAcd4g8J6db+G9Umjutb3x2crru1y8YZCEjIMuD9DR4f8ACenXHhvS5pLrW98lnE7bdcvFGSgJwBLgfQVueJv+RU1j/rxn/wDQDR4Z/wCRU0f/AK8YP/QBQBU/4Q3S/wDn61z/AMHt7/8AHqP+EN0v/n61z/we3v8A8eroKKAOf/4Q3S/+frXP/B7e/wDx6j/hDdL/AOfrXP8Awe3v/wAeroKKAOf/AOEN0v8A5+tc/wDB7e//AB6j/hDdL/5+tc/8Ht7/APHq6CigDn/+EN0v/n61z/we3v8A8eo/4Q3S/wDn61z/AMHt7/8AHq6CigDn/wDhDdL/AOfrXP8Awe3v/wAeo/4Q3S/+frXP/B7e/wDx6ugooA5//hDdL/5+tc/8Ht7/APHqP+EN0v8A5+tc/wDB7e//AB6ugooA5/8A4Q3S/wDn61z/AMHt7/8AHqP+EN0v/n61z/we3v8A8eroKKAOf/4Q3S/+frXP/B7e/wDx6j/hDdL/AOfrXP8Awe3v/wAeroKKAOf/AOEN0v8A5+tc/wDB7e//AB6j/hDdL/5+tc/8Ht7/APHq6CigDn/+EN0v/n61z/we3v8A8eo/4Q3S/wDn61z/AMHt7/8AHq6CigDn/wDhDdL/AOfrXP8Awe3v/wAeo/4Q3S/+frXP/B7e/wDx6ugooA5//hDdL/5+tc/8Ht7/APHqP+EN0v8A5+tc/wDB7e//AB6ugooA5/8A4Q3S/wDn61z/AMHt7/8AHqP+EN0v/n61z/we3v8A8eroKKAOfPgzSyMG61zH/Ydvf/j1c54S8C6FqXgzQb66TUGuLjTbaSRk1S6QFjEpJ2rIAOfQV6HXP+BP+SeeGv8AsFWv/opaAKn/AArjw1/zy1L/AMHF3/8AHaP+FceGv+eWpf8Ag4u//jtdXRQByn/CuPDX/PLUv/Bxd/8Ax2j/AIVx4a/55al/4OLv/wCO11dFAHKf8K48Nf8APLUv/Bxd/wDx2j/hXHhr/nlqX/g4u/8A47XV0UAcp/wrjw1/zy1L/wAHF3/8do/4Vx4a/wCeWpf+Di7/APjtdXRQByn/AArjw1/zy1L/AMHF3/8AHaP+FceGv+eWpf8Ag4u//jtdXRQByn/CuPDX/PLUv/Bxd/8Ax2j/AIVx4a/55al/4OLv/wCO11dFAHKf8K48Nf8APLUv/Bxd/wDx2j/hXHhr/nlqX/g4u/8A47XV0UAcp/wrjw1/zy1L/wAHF3/8do/4Vx4a/wCeWpf+Di7/APjtdXRQByn/AArjw1/zy1L/AMHF3/8AHaP+FceGv+eWpf8Ag4u//jtdXRQByn/CuPDX/PLUv/Bxd/8Ax2j/AIVx4a/55al/4OLv/wCO11dFAHKf8K48Nf8APLUv/Bxd/wDx2j/hXHhr/nlqX/g4u/8A47XV0UAcp/wrjw1/zy1L/wAHF3/8do/4Vx4a/wCeWpf+Di7/APjtdXRQBHBClvBHDHnZGoRdzFjgDAyTyfqakoooAKK8h+PPh66m0Kz8U6Y8kd9pEgMjRnB8osMN/wABbB+hasP4jfEr+3/hfodppTH+0tfKpNFEfmTYQHUdxmTAHqM0Ae9UV55Z6jZ/C7wvovh46fqmq6k8LO0OnW5md3yDI55GF3Nj6Yq74f8AifoviHStavIba/tptGjaS8s7iILMoUMTgZxn5WGCRgjnFAHbUV5pa/HHwveyaTFb22pyTalKIliEKFoSX2KXw+BkjgAk45x0zW8B6p4b0/WviDfWlzrDGzuWn1E3oVkTaZc+UFJJHyt1GcBRQB6pRXnCfGTR01SxtNQ0PX9MhvnEdtdX1n5cchJAz97OORyAeozV3xN8UbLwrf3dte+HfEcsNrt33tvZK1ucgHIcuB3x9eKAO6oryXxb4x8P+M/hFeateW2vWOjvcJErxpEsshDDlRvIK54OSOR7V0l9480Hwj4X0FpWv7l762iWxtEQS3U4KrjIzjdyMnPJPGaAO2orj/DnxG0rX9bl0OWz1DStYjTf9i1GHy3dcZyuCQeOfX8qw2+N2gudRS10fXbqbT3ZZ44LRX2opIaQkMQEGOpx9OuAD0yiuUj+I3ht/BA8XNdsmmHjDp+835x5e3+9n8O+cc1T0X4n6Zquq2Wn3el6vpEuoKWsX1G3EaXPfCsCecEcH1HqKAO3oqC9vLbTrGe9vJlhtoI2klkboqgZJNeE/Er4n2Xiv4eX8Ol6Rrkds80axajJa7bdyrgkbweDweP5UAe+0V59B450vwj4D8JperdXV9e6fbJbWdpH5k0zeWnQZHcjqe/er2neOdP8S2usacLW+03VbS1d5rG/i8uUKV4cAEgryOc9x6igDs6K8o/Z7keT4cTM7sx/tCXljn+FK67xn8QNE8Dw251Np5bm5OILW2TfLJ74JAAyR1P0zQB1NFcfpHxG0zUdI1LUr6x1PRYNNRHuP7Tt/KO1s7SuCd2SMeuSPWseH40aERa3N5pWt2GlXcnl2+p3VqFt3P1DE44PbsfQ0AekUVx/iH4i6boOt2+iQ2Oo6tqk8Pni206ESMsfPzEkgdj0z+tc74/+Kz6H4EtdT0zTb+C+1IvFD9stin2VlJVjIDkb/lOFzzjPQUAepUVxlh8SNMl8P3+sanp2r6Na2IQO2p2vlGUtnAjAJ3cjH4is6z+MWiS3NiuoaXrOlWmoHFne31sEhlz0+YMcA5HPTBzwKAPRKKQkKCSQAOSTXA6d8WdL1i8VdN0XXbvTzci1/tKK0Btw5IGSd2QvI5I70Ad/RXkV58YpoPiZd6PFoer3WnWNu6PDaWe+4ll3JiQqxBWMDIHruB7jHUaz8TdJ0i7sNOSw1O+1e9hWddNtLcNPGpXd+8BICnGcjJIx6c0AdrRXI6B8RdF8Q2GpzQJd291paM95YXMQSePaDn5c4PQjr164rn4fjr4VuI9OMNrqjy3s3lCAQoXj+baGbD4wSeMEng8UAenUV5b8P9S8NWWv+Prq1vdUX7NeebqL6iyeVGQ0uTHtJJHytycHAUVc0r4y6NrWpR29houvTWkk624v1swYAzEAEndkDkdRn2oA9GorhtW+KWlWGu3Wjafpmra1e2YLXS6ZbiQQY6hiSOR7d+Otb3hXxZpHjLRxqejzmSHdsdHXa8bf3WHY8j2oA26KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivKPiN8NdP1a31/xNrGu6gGht2ms4llAhttkYwApznLAnjH3vXmgD1eivFPD994quf2bby6iuZzqSxyfZZmf959nVwGIY85CiQA9eBjtXEeC5rKPxh4HHg69u31O5XOvI7ttYZBfO7g/LvxjPRT1oA+oqKK+UtD0rwjrvi7XrXxP4lvdLum1KRLVY22o4LtnLFSF5x1IoA+raK8X/aARLXwr4dgaeWOBb5Y3kU/NsCEE8d8VtfCfQPCVlBqN/4T8RXeqLOqxSi5YZiIyR8u1WGcnqOccUAenUV85fEvwBD4G0Kw8QWviHVrnxK92kZuJJstMxBJKgfMMEDueuO9fQmnG6OmWhvQBdmFDOB037Ru/XNAHO6P/wAlM8U/9eOn/wA7iurrlNH/AOSmeKf+vHT/AOdxXV0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFMllSCF5pWCxopZmPQAck15P8M7iXx/4p1bx1qIZoLaY2WkwP8Adt1wCzAf3iCuT7t7YAPW6K+dvjZ4zvtfsLqw0bP/AAj9hdJb3t2p+W4uSCwjX1VdpJ98e2db42uq/D/wiJJniiaeISOh5C+VyaAPc6K8t+FvhnwWllqk/h7XLnW7W8jFvdRXhB2jngoVUjIJ6jmoPh3q1x4b8d618ObyZ5bW1zcaU8jZKwkBvLz3wrDH+63sAAeieJv+RU1j/rxn/wDQDR4Z/wCRU0f/AK8YP/QBR4m/5FTWP+vGf/0A0eGf+RU0f/rxg/8AQBQBq0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFIzBFLMQFAySewryP4eXb/EXxvq3jK+y9hpshtNIgb7sWRlpMf3yu3n/a9hQB67RXgfxR+HVpoXhjUPFtx4h1ObXVuVeGR5sL88nEaDqNqkkc/wAPpxXWa/441Hwj8FtN1O/YnXru0ihi3/e81kzvYeoGSffjvQB6hRXivwDvvDH9kXNhBe+f4hu83F8JkILr0CqT94DPPuxPSr3hu/fwJ8XLnwOXb+xNUQ3mmRseLdjuLIvopKuMeoHqaAPXK5/wJ/yTzw1/2CrX/wBFLXQVz/gT/knnhr/sFWv/AKKWgDoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqWsWU+o6Le2VtdvZz3EDxR3Med0TMCAwwRyOvWvAfF3gxfh74x8Jy+GNX1GXWNQutkqzzBmlwyjJwB8p3EEHIx9DQB9F0V4j8ZHjPj7wzb+JLqeLwdLG3nrE7AGUFs7gvPTy+fQtjvWj8B57yaw8QLHcTzeH477ZpRnYlgoLbhzyBjy+PUn3oA9dorK8R+ILDwtoV1q+pS7LeBc4H3nbsqjuSeK8R8C6lrurfH97vxDGYLuTT2dLYn/j3iZVZEx2wGGfcnPOa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Partecipazioni", "metadata": {"detection_class_prob": 0.8147319555282593, "coordinates": {"points": [[151.0510711669922, 295.0855438888889], [151.0510711669922, 322.52721388888875], [391.13994644035665, 322.52721388888875], [391.13994644035665, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4eda07ab1c9ade427ada37a49d8fa2c2", "text": "La tabella che segue evidenzia la composizione delle partecipazioni:", "metadata": {"detection_class_prob": 0.8030664920806885, "coordinates": {"points": [[149.88980102539062, 366.2638784722222], [149.88980102539062, 393.1938784722222], [893.0050560039361, 393.1938784722222], [893.0050560039361, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "parent_id": "840681fab905912a4681c929ef7aa99f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "43416333049a7d9462a1d6160cfdc525", "text": "Saldo", "metadata": {"coordinates": {"points": [[783.6666749999999, 428.26251597222216], [783.6666749999999, 452.59689097222235], [995.2512678610209, 452.59689097222235], [995.2512678610209, 428.26251597222216]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "5853e95ee748d5c75ba87b5a5faea5bf", "text": "Incrementi Decrementi Svalutazioni", "metadata": {"coordinates": {"points": [[880.3333291666667, 428.26251597222216], [880.3333291666667, 452.59689097222235], [1356.740621875, 452.59689097222235], [1356.740621875, 428.26251597222216]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "9e98e263309b09496eb246f1f5efbab6", "text": "al 31-12-2021 al 31-12-2022 Geox Deutschland Gmbh 8.010 - - - 8.010 Geox Respira SL 3.506 - - - 3.506 Geox Suisse SA 137 - - - 137 Geox UK Ltd. 2.542 - - - 2.542 Geox Distribution UK Ltd. 93 - (89) (4) - Geox France Sarl 17.376 - - - 17.376 Geox Holland B.V. - 37.000 - (36.600) 400 Geox Retail S.r.l. 10.139 - - - 10.139 Geox Hellas SA 161 - - - 161 Xlog S.r.l. 5.600 - - - 5.600 Geox Rus LLC 918 - - - 918 Geox AT Gmbh 1.535 - - - 1.535 Geox Portugal S.U. LDA 235 - - (5) 230 Technic Development D.O.O. Vranje \u2013 U Likvidaciji 6.764 - - - 6.764 Geox Hungary Kft 3.006 - - - 3.006 Totale 60.022 37.000 (89) (36.609) 60.324", "metadata": {"detection_class_prob": 0.9315050840377808, "coordinates": {"points": [[135.8184814453125, 429.53948974609375], [135.8184814453125, 1277.416748046875], [1537.11474609375, 1277.416748046875], [1537.11474609375, 429.53948974609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>| al 31-12-2021</th><th>|</th><th>|</th><th></th><th>al 31-12-2022</th></tr></thead><tbody><tr><td>Geox Deutschland Gmbh</td><td>8.010</td><td>-</td><td>-</td><td>-</td><td>8.010</td></tr><tr><td>Geox Respira SL</td><td>3.506</td><td>-</td><td>-</td><td>-</td><td>3.506</td></tr><tr><td>Geox Suisse SA</td><td>137</td><td>-</td><td>-</td><td>-</td><td>137</td></tr><tr><td>Geox UK Ltd.</td><td>2.542</td><td>-</td><td>-</td><td>-</td><td>2.542</td></tr><tr><td>Geox Distribution UK Ltd.</td><td>93</td><td>-</td><td>(89)</td><td>(4)</td><td>-</td></tr><tr><td>Geox France Sarl</td><td>17.376</td><td>-</td><td>-</td><td>-</td><td>17.376</td></tr><tr><td>Geox Holland B.V.</td><td>-</td><td>37.000</td><td>-</td><td>(36.600)</td><td>400</td></tr><tr><td>Geox Retail S.r.l.</td><td>10.139</td><td>-</td><td>-</td><td>-</td><td>10.139</td></tr><tr><td>Geox Hellas SA</td><td>161</td><td>-</td><td>-</td><td>-</td><td>161</td></tr><tr><td>Xlog S.r.l.</td><td>5.600</td><td>-</td><td>-</td><td>-</td><td>5.600</td></tr><tr><td>Geox Rus LLC</td><td>918</td><td>-</td><td>-</td><td>-</td><td>918</td></tr><tr><td>Geox AT Gmbh</td><td>1.535</td><td>-</td><td>-</td><td>-</td><td>1.535</td></tr><tr><td>Geox Portugal S.U. LDA</td><td>235</td><td>-</td><td>-</td><td>(5)</td><td>230</td></tr><tr><td>Technic Development D.O.O. Vranje \u2014 U Likvidaciji</td><td>6.764</td><td>-</td><td>-</td><td>-</td><td>6.764</td></tr><tr><td>Geox Hungary Kft</td><td>3.006</td><td>-</td><td>-</td><td>-</td><td>3.006</td></tr><tr><td>Totale</td><td>60.022</td><td>37.000</td><td>(89)</td><td>(36.609)</td><td>60.324</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "image_base64": 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in Geox Portugal S.U. LDA, societ\u00e0 inattiva in attesa di liquidazione, per euro 5 mila e in Geox Distribution UK Ltd., societ\u00e0 liquidata nel corso del 2022, per euro 4 mila per riflettere le rispettive perdite patrimoniale.", "metadata": {"detection_class_prob": 0.903337836265564, "coordinates": {"points": [[153.00000416666668, 1303.597207638889], [153.00000416666668, 1393.193909722222], [1516.113037109375, 1393.193909722222], [1516.113037109375, 1303.597207638889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "parent_id": "77183d33dd92d87fbe175652d66a8d6c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "404af213af8cb80e187e7e74046d98c9", "text": "Si segnala, infine, che l\u2019incremento della partecipazione nella societ\u00e0 controllata Geox Holland B.V., per euro 37.000 mila, \u00e8 stato utilizzato per euro 36.600 mila, da quest\u2019ultima, per coprire le perdite delle sue societ\u00e0 controllate. Per tale ragione tale incremento di valore \u00e8 stato diminuito apportando una rettifica di valore per euro 36.600 mila.", "metadata": {"detection_class_prob": 0.8895173072814941, "coordinates": {"points": [[149.93846130371094, 1397.9306013888888], [149.93846130371094, 1487.1938993055558], [1519.296630859375, 1487.1938993055558], [1519.296630859375, 1397.9306013888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "parent_id": "77183d33dd92d87fbe175652d66a8d6c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f1d759ee6b513e2412805b8f412a9409", "text": "La recuperabilit\u00e0 del valore delle partecipazioni che presentavano indicatori di impairment, a fronte del fatto che il loro valore di iscrizione in bilancio risultava superiore rispetto alla quota di patrimonio netto detenuta, \u00e8 stata verificata mediante apposito test di impairment effettuato secondo la metodologia dell\u2019attualizzazione dei flussi di cassa attesi (Discounted Cash Flow - DCF).", "metadata": {"detection_class_prob": 0.9150650501251221, "coordinates": {"points": [[152.2729034423828, 1491.9305909722223], [152.2729034423828, 1612.8605805555555], [1517.2021484375, 1612.8605805555555], [1517.2021484375, 1491.9305909722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 60, "parent_id": "77183d33dd92d87fbe175652d66a8d6c", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "47072050d75c09bd0579d2ab81f87782", "text": "In particolare, \u00e8 stato sottoposto a test di impairment il valore delle 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Attivit\u00e0 e passivit\u00e0 per imposte differite", "metadata": {"detection_class_prob": 0.8473591804504395, "coordinates": {"points": [[153.00000416666668, 295.0855438888889], [153.00000416666668, 322.52721388888875], [710.4024602064866, 322.52721388888875], [710.4024602064866, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "62a673b97a4001012b89e9bdc20e0840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "126c0f0dcacd01adaceec9fc744ff251", "text": "Nella tabella che segue si evidenzia la dinamica delle attivit\u00e0 per imposte differite e la natura delle voci e delle differenze temporanee dalle quali le stesse emergono.", "metadata": {"detection_class_prob": 0.9154197573661804, "coordinates": {"points": [[153.00000416666668, 366.2638784722222], [153.00000416666668, 424.5272284722221], [1508.6890251041661, 424.5272284722221], [1508.6890251041661, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "d9f9c1655a10028fe752b0e85b80acf6", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Perdite fiscali 4.212 4.212 - Fondo svalutazione magazzino e resi 11.441 11.128 313 Marchi 123 134 (11) Ammortamenti e svalutazioni 766 872 (106) Fondo svalutazione crediti 4.322 5.969 (1.647) Indennit\u00e0 suppletiva di clientela 470 526 (56) Altre 2.479 2.405 74 Totale attivit\u00e0 per imposte differite 23.813 25.246 (1.433)", "metadata": {"detection_class_prob": 0.9409654140472412, "coordinates": {"points": [[133.8277130126953, 451.08740234375], [133.8277130126953, 947.0814819335938], [1534.7685546875, 947.0814819335938], [1534.7685546875, 451.08740234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Perdite fiscali</td><td>4.212</td><td>4.212</td><td>-</td></tr><tr><td>Fondo svalutazione magazzino e resi</td><td>11441</td><td>11.128</td><td>313</td></tr><tr><td>Marchi</td><td>123</td><td>134</td><td>(11)</td></tr><tr><td>Ammortamenti e svalutazioni</td><td>766</td><td>872</td><td>(106)</td></tr><tr><td>Fondo svalutazione crediti</td><td>4.322</td><td>5.969</td><td>(1.647)</td></tr><tr><td>Indennit\u00e0 suppletiva di clientela</td><td>470</td><td>526</td><td>(56)</td></tr><tr><td>Altre</td><td>2.479</td><td>2.405</td><td>74</td></tr><tr><td>Totale attivit\u00e0 per imposte differite</td><td>23.813</td><td>25.246</td><td>(1.433)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3a9b1ce347dab16bbf7ff313143795e8", "text": "Le attivit\u00e0 per imposte differite sono state oggetto di analisi e svalutate, nella misura in cui non si ritiene probabile che sufficienti futuri redditi imponibili saranno disponibili per consentirne un utilizzo parziale o totale. Per determinare le proiezioni di futuri redditi imponibili, considerati ai fini della recuperabilit\u00e0 delle attivit\u00e0 per imposte anticipate della Societ\u00e0, si \u00e8 fatto riferimento al Piano Strategico come descritto in nota 10 e in nota 14.", "metadata": {"detection_class_prob": 0.890789806842804, "coordinates": {"points": [[150.37399291992188, 979.2638888888889], [150.37399291992188, 1100.1938784722222], [1515.08642578125, 1100.1938784722222], [1515.08642578125, 979.2638888888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e678ca559d5c787159efba751506879f", "text": "Le attivit\u00e0 per imposte differite sulle perdite fiscali, pari a euro 4.212 mila, si riferiscono alla perdita fiscale generata nel corso dell\u2019esercizio 2019 dalla Societ\u00e0 nell\u2019ambito del consolidato fiscale nazionale a cui partecipano, oltre alla Societ\u00e0 in qualit\u00e0 di consolidante, le due societ\u00e0 italiane controllate Geox Retail S.r.l. e Xlog S.r.l.. Tale importo \u00e8 stato oggetto di una accurata valutazione da parte degli Amministratori al fine di contabilizzarlo solo nella misura in cui si ritiene recuperabile nell\u2019arco temporale coperto dal Piano Strategico come citato in precedenza.", "metadata": {"detection_class_prob": 0.9296591877937317, "coordinates": {"points": [[152.17495727539062, 1135.9305805555557], [152.17495727539062, 1289.2489013671875], [1516.837158203125, 1289.2489013671875], [1516.837158203125, 1135.9305805555557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "382e3298188ae5eb8fa1c8a3964802b8", "text": "Si segnala, inoltre, come non siano state stanziate attivit\u00e0 per imposte differite, afferenti a perdite fiscali per gli anni 2020- 2022, per un totale di euro 36.040 mila per le quali, alla data della presente relazione, non vi \u00e8 la ragionevole certezza che i redditi imponibili fiscali, nell\u2019orizzonte del Piano Strategico, ne permettano il recupero.", "metadata": {"detection_class_prob": 0.9054227471351624, "coordinates": {"points": [[149.6761474609375, 1292.5972722222223], [149.6761474609375, 1383.462440972222], [1520.704345703125, 1383.462440972222], [1520.704345703125, 1292.5972722222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "de75a90135383b39222ad8f27c421ce8", "text": "Nella tabella che segue si evidenzia la dinamica delle passivit\u00e0 per imposte differite e la natura delle voci e delle differenze temporanee dalle quali le stesse emergono.", "metadata": {"detection_class_prob": 0.9057509303092957, "coordinates": {"points": [[147.00390625, 1418.2638284722223], [147.00390625, 1476.1938388888886], [1511.7808837890625, 1476.1938388888886], [1511.7808837890625, 1418.2638284722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "905c9e8472f988ad901225444227f4a0", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "b5f92a66e3a9d3ac21f67959294eff7b", "text": "Saldo", "metadata": {"coordinates": {"points": [[994.33333125, 1480.2625618055558], [994.33333125, 1504.5969368055557], [1206.1272820639617, 1504.5969368055557], [1206.1272820639617, 1480.2625618055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "62a673b97a4001012b89e9bdc20e0840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "72ae918047f3da0cc0dc8464f72f5865", "text": "Saldo", "metadata": {"coordinates": {"points": [[1213.3333833333334, 1480.2625618055558], [1213.3333833333334, 1504.5969368055557], [1425.1272716472947, 1504.5969368055557], [1425.1272716472947, 1480.2625618055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "62a673b97a4001012b89e9bdc20e0840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "3188d690a051e42001bfa5106ca95ade", "text": "Variazione", "metadata": {"coordinates": {"points": [[1393.00003125, 1480.2625618055558], [1393.00003125, 1504.5969368055557], [1521.7406468749998, 1504.5969368055557], [1521.7406468749998, 1480.2625618055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "parent_id": "62a673b97a4001012b89e9bdc20e0840", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "3b57ec04451bb94fb7277e0704004fa3", "text": "al 31-12-2022 al 31-12-2021 Valutazione derivati (2.256) (3.713) Altre (334) (213) Totale passivit\u00e0 per imposte differite (2.590) (3.926)", "metadata": {"detection_class_prob": 0.9385726451873779, "coordinates": {"points": [[151.60008239746094, 1483.9451904296875], [151.60008239746094, 1756.7998046875], [1507.283935546875, 1756.7998046875], [1507.283935546875, 1483.9451904296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>al 31-12-2022</th><th>al 31-12-2021</th><th></th></tr></thead><tbody><tr><td>Valutazione derivati</td><td>(2.256)</td><td>(3.713)</td><td>145</td></tr><tr><td>Altre</td><td>(334)</td><td>(213)</td><td>(121</td></tr><tr><td>Totale passivit\u00e0 per imposte differite</td><td>(2.590)</td><td>(3.926)</td><td>1.334</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 61, "image_base64": 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"<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Crediti verso altri esigibili da | a 5 anni</td><td>1.265</td><td>1.201</td><td>64</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 62, "image_base64": 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"element_id": "175498970385789537de118ee56c9d2f", "text": "22. Rimanenze", "metadata": {"detection_class_prob": 0.7782838940620422, "coordinates": {"points": [[152.60516357421875, 1111.418870972222], [152.60516357421875, 1139.00732421875], [350.87959644035664, 1139.00732421875], [350.87959644035664, 1111.418870972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 62, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3eaab6e7fcd386ef6938ef5633462e73", "text": "La tabella che segue evidenzia il dettaglio delle rimanenze:", "metadata": {"detection_class_prob": 0.7999456524848938, "coordinates": {"points": [[153.00000416666668, 1182.5971722222223], [153.00000416666668, 1209.6885986328125], [792.3620706860363, 1209.6885986328125], [792.3620706860363, 1182.5971722222223]], "system": "PixelSpace", 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"<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Materie prime</td><td>4.914</td><td>6.609</td><td>(1.695)</td></tr><tr><td>Prodotti finiti e merci</td><td>224232</td><td>179.603</td><td>44.629</td></tr><tr><td>Mobili ed arredi</td><td>310</td><td>193</td><td>117</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 62, "image_base64": 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Utilizzi (12.130) Saldo al 31 dicembre 24.209", "metadata": {"detection_class_prob": 0.46371957659721375, "coordinates": {"points": [[146.95225524902344, 356.184814453125], [146.95225524902344, 612.128173828125], [1517.765380859375, 612.128173828125], [1517.765380859375, 356.184814453125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>Saldo al | gennaio</th><th>21.291</th></tr></thead><tbody><tr><td>Accantonamenti</td><td>15.048</td></tr><tr><td>Utilizzi</td><td>(12.130)</td></tr><tr><td>Saldo al 31 dicembre</td><td>24.209</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "image_base64": 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Crediti commerciali", "metadata": {"detection_class_prob": 0.7767244577407837, "coordinates": {"points": [[149.26502990722656, 805.0855834722221], [149.26502990722656, 832.527253472222], [464.06186303518666, 832.527253472222], [464.06186303518666, 805.0855834722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "parent_id": "48441d9e97ac700328219e63a147ea08", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5ca2731f1fae58449d5dac848a0f390a", "text": "I crediti commerciali sono cos\u00ec composti:", "metadata": {"detection_class_prob": 0.7794382572174072, "coordinates": {"points": [[149.45327758789062, 876.2638847222222], [149.45327758789062, 903.1938847222222], [601.3794548185965, 903.1938847222222], [601.3794548185965, 876.2638847222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "parent_id": "93c8f6dca8bac210df52c59743158e70", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "0e6ede0d283f462d70f1b2e3b1e3e381", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Crediti commerciali verso terzi 83.885 80.161 3.724 Fondo svalutazione crediti verso terzi (18.271) (25.983) 7.712 Totale crediti verso terzi 65.614 54.178 11.436 Crediti commerciali verso controllante 57 52 5 Crediti commerciali verso controllate 67.717 62.881 4.836 Crediti commerciali verso consociate 516 770 (254) Totale crediti verso parti correlate 68.290 63.703 4.587 Totale 133.904 117.881 16.023", "metadata": {"detection_class_prob": 0.9326508641242981, "coordinates": {"points": [[141.98106384277344, 932.3482055664062], [141.98106384277344, 1464.0447998046875], [1529.14892578125, 1464.0447998046875], [1529.14892578125, 932.3482055664062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Crediti commerciali verso terzi</td><td>83.885</td><td>80.161</td><td>3.724</td></tr><tr><td>Fondo svalutazione crediti verso terzi</td><td>(18.271)</td><td>(25.983)</td><td>7.712</td></tr><tr><td>Totale crediti verso terzi</td><td>65.614</td><td>54.178</td><td>11.436</td></tr><tr><td>Crediti commerciali verso controllante</td><td>57</td><td>52</td><td>5</td></tr><tr><td>Crediti commerciali verso controllate</td><td>67.717</td><td>62.881</td><td>4.836</td></tr><tr><td>Crediti commerciali verso consociate</td><td>516</td><td>770</td><td>(254)</td></tr><tr><td>Totale crediti verso parti correlate</td><td>68.290</td><td>63.703</td><td>4.587</td></tr><tr><td>Totale</td><td>133.904</td><td>117.881</td><td>16.023</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "93c8f6dca8bac210df52c59743158e70", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "891b9e224a0c7d883e54159fb2675cff", "text": "Il valore lordo dei crediti commerciali verso terzi ammonta ad euro 83.885 mila al 31 dicembre 2022, in aumento rispetto al 31 dicembre 2021 di euro 3.724 mila. Il portafoglio crediti \u00e8 sano e cresce meno della crescita del fatturato. Si segnala che l\u2019andamento di tale voce, nel corso del 2022, \u00e8 influenzato da operazioni di factoring pro-soluto, che alla data di chiusura dell\u2019esercizio ammontavano ad euro 21.056 mila (euro 12.120 mila nel 2021).", "metadata": {"detection_class_prob": 0.9376600980758667, "coordinates": {"points": [[150.19325256347656, 1497.9306013888888], [150.19325256347656, 1619.1938680555559], [1519.8095703125, 1619.1938680555559], [1519.8095703125, 1497.9306013888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "parent_id": "93c8f6dca8bac210df52c59743158e70", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9a73f13f2b5475efec08fdddb7c25796", "text": "La composizione dei crediti commerciali verso terzi per scadenza \u00e8 la seguente:", "metadata": {"detection_class_prob": 0.842860221862793, "coordinates": {"points": [[153.00000416666668, 1654.5971659722227], [153.00000416666668, 1681.5271659722225], [1033.1331018821759, 1681.5271659722225], [1033.1331018821759, 1654.5971659722227]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "parent_id": "93c8f6dca8bac210df52c59743158e70", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "21b14eba112fcd8e836da15b1d06adcd", "text": "Non Scaduti Scaduti Scaduti scaduti 0 - 90 91 - 180 Oltre giorni giorni Valore lordo dei crediti commerciali verso terzi al 31 dicembre 2022 53.132 12.967 3.233 14.553 Valore lordo dei crediti commerciali verso terzi al 31 dicembre 2021 43.645 12.646 2.574 21.296", "metadata": {"detection_class_prob": 0.9240309000015259, "coordinates": {"points": [[154.5749969482422, 1708.3177490234375], [154.5749969482422, 1929.7432861328125], [1504.71875, 1929.7432861328125], [1504.71875, 1708.3177490234375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Non | scaduti</th><th>Scaduti 0 - 90 giorni</th><th>Scaduti 91 - 180 giorni</th><th>Scaduti Oltre</th><th>Totale</th></tr></thead><tbody><tr><td>Valore lordo dei crediti commerciali verso terzi al 31 dicembre 2022</td><td>53.132</td><td>12.967</td><td>3.233</td><td>14.553</td><td>83.885</td></tr><tr><td>Valore lordo dei crediti commerciali verso terzi al 31 dicembre 2021</td><td>43.645</td><td>12.646</td><td>2.574</td><td>21.296</td><td>80.161</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 63, "image_base64": 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Ci\u00f2 si motiva con l\u2019avvenuta cancellazione nel 2022 di alcuni crediti scaduti, a seguito di fallimenti.", "metadata": {"detection_class_prob": 0.9508538246154785, "coordinates": {"points": [[153.00000416666668, 831.0745849609375], [153.00000416666668, 1046.860532638889], [1508.9346563271656, 1046.860532638889], [1508.9346563271656, 831.0745849609375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 64, "parent_id": "0e031a744cbebcb82419979a2b2c9244", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ef63c1067d19e5f59a7190366bd48978", "text": "Per quanto riguarda i crediti verso parti correlate si faccia riferimento alla nota 39.", "metadata": {"detection_class_prob": 0.8286774158477783, "coordinates": {"points": [[153.00000416666668, 1082.462890625], [153.00000416666668, 1109.5271722222221], [1066.1297155675159, 1109.5271722222221], [1066.1297155675159, 1082.462890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 64, "parent_id": "0e031a744cbebcb82419979a2b2c9244", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "48aab72d9b6ecc5a46f1fe12bd5ca207", "text": "24. Altre attivit\u00e0 correnti non finanziarie", "metadata": {"detection_class_prob": 0.699091374874115, "coordinates": {"points": [[152.77761840820312, 1208.4188647222222], [152.77761840820312, 1235.8605347222224], [677.4184699855766, 1235.8605347222224], [677.4184699855766, 1208.4188647222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 64, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ddd905d16b04076ebf2be5512ec706ea", "text": "La voce \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.5125316381454468, "coordinates": {"points": [[151.9999237060547, 1279.5971659722222], [151.9999237060547, 1306.5271659722223], [436.1449696354166, 1306.5271659722223], [436.1449696354166, 1279.5971659722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 64, "parent_id": "48aab72d9b6ecc5a46f1fe12bd5ca207", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "74952cf78fa88302c5c2e47528f79a8d", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Crediti per imposte verso terzi 1.314 1.152 162 Crediti verso l'erario per IVA 1.829 6.230 (4.401) Fornitori c/anticipi 1.567 862 705 Crediti diversi 14.337 4.165 10.172 Ratei e risconti attivi verso terzi 2.968 2.397 571 Totale altre attivit\u00e0 correnti non finanziarie verso terzi 22.015 14.806 7.209 Crediti per imposte verso controllate 245 97 148 Fornitori c/anticipi verso controllante - 65 (65) Ratei e risconti attivi verso controllante 2 2 - Totale altre attivit\u00e0 correnti non finanziarie verso parti correlate 247 164 83 Totale 22.262 14.970 7.292", "metadata": {"detection_class_prob": 0.9341292977333069, "coordinates": {"points": [[132.44024658203125, 1334.5369873046875], [132.44024658203125, 2000.135498046875], [1524.239013671875, 2000.135498046875], [1524.239013671875, 1334.5369873046875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022 |</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Crediti per imposte verso terzi</td><td>1.314</td><td>1.152</td><td>162</td></tr><tr><td>Crediti verso l'erario per IVA</td><td>1.829</td><td>6.230</td><td>(4.401)</td></tr><tr><td>Fornitori c/anticipi</td><td>1.567</td><td>862</td><td>705</td></tr><tr><td>Crediti diversi</td><td>14.337</td><td>4.165</td><td>10.172</td></tr><tr><td>Ratei e risconti attivi verso terzi</td><td>2.968</td><td>2.397</td><td>571</td></tr><tr><td>Totale altre attivit\u00e0 correnti non finanziarie verso terzi</td><td>22.015</td><td>14.806</td><td>7.209</td></tr><tr><td>Crediti per imposte verso controllate</td><td>245</td><td>97</td><td>148</td></tr><tr><td>Fornitori c/anticipi verso controllante</td><td>-</td><td>65</td><td>(65)</td></tr><tr><td>Ratei e risconti attivi verso controllante</td><td>2</td><td>2</td><td>-</td></tr><tr><td>Totale altre attivit\u00e0 correnti non finanziarie verso parti correlate</td><td>247</td><td>164</td><td>83</td></tr><tr><td>Totale</td><td>22.262</td><td>14.970</td><td>7.292</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 64, "image_base64": 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Attivit\u00e0 finanziarie correnti", "metadata": {"detection_class_prob": 0.8221216201782227, "coordinates": {"points": [[153.00000416666668, 897.6831665039062], [153.00000416666668, 925.5272201388889], [555.0326654327965, 925.5272201388889], [555.0326654327965, 897.6831665039062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 65, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "79b4079cd15265d5179f54079bfff921", "text": "Si precisa che il valore contabile delle attivit\u00e0 finanziarie sotto riportate coincide con il rispettivo valore equo.", "metadata": {"detection_class_prob": 0.8566156029701233, "coordinates": {"points": [[148.9652099609375, 968.9387817382812], [148.9652099609375, 996.1939138888889], [1367.6857542528553, 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"parent_id": "9dba5575c808cd65232081cc430f7de1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "da15bda2dd849de886f6603dd210b299", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Fair value contratti derivati 26.866 19.717 7.149 Altre attivit\u00e0 finanziarie correnti verso terzi 374 285 89 Totale attivit\u00e0 finanziarie correnti verso terzi 27.240 20.002 7.238 Finanziamenti attivi verso controllate 23.899 53.781 (29.882) C/c intersocietario verso controllate 3.263 5.713 (2.450) Altre attivit\u00e0 finanziarie correnti verso controllate 661 662 (1) Totale attivit\u00e0 finanziarie correnti verso parti correlate 27.823 60.156 (32.333) Fondo svalutazione attivit\u00e0 finanziarie correnti verso controllate (4.594) (39.830) 35.236 Totale fondo svalutazione attivit\u00e0 finanziarie correnti verso parti correlate (4.594) (39.830) 35.236 Totale attivit\u00e0 finanziarie correnti 50.469 40.328 10.141", "metadata": {"detection_class_prob": 0.9389658570289612, "coordinates": {"points": [[133.26516723632812, 1086.1568603515625], [133.26516723632812, 1712.8665771484375], [1525.5936279296875, 1712.8665771484375], [1525.5936279296875, 1086.1568603515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Fair value contratti derivati</td><td>26.866</td><td>19.717</td><td>7.149</td></tr><tr><td>Altre attivit\u00e0 finanziarie correnti verso terzi</td><td>374</td><td>285</td><td>89</td></tr><tr><td>Totale attivit\u00e0 finanziarie correnti verso terzi</td><td>27.240</td><td>20.002</td><td>7.238</td></tr><tr><td>Finanziamenti attivi verso controllate</td><td>23.899</td><td>53.781</td><td>(29.882)</td></tr><tr><td>Cl/c intersocietario verso controllate</td><td>3.263</td><td>5.713</td><td>(2.450)</td></tr><tr><td>Altre attivit\u00e0 finanziarie correnti verso controllate</td><td>661</td><td>662</td><td>(1)</td></tr><tr><td>Totale attivit\u00e0 finanziarie correnti verso parti correlate</td><td>27.823</td><td>60.156</td><td>(32.333)</td></tr><tr><td>Fondo svalutazione attivit\u00e0 finanziarie correnti verso controllate</td><td>(4.594)</td><td>(39.830)</td><td>35.236</td></tr><tr><td>Totale fondo svalutazione attivit\u00e0 finanziarie correnti verso parti correlate</td><td>(4.594)</td><td>(39.830)</td><td>35.236</td></tr><tr><td>Totale attivit\u00e0 finanziarie correnti</td><td>50.469</td><td>40.328</td><td>10.141</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 65, "image_base64": 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Disponibilit\u00e0 liquide e mezzi equivalenti", "metadata": {"detection_class_prob": 0.7611308097839355, "coordinates": {"points": [[153.00000416666668, 293.9894104003906], [153.00000416666668, 322.52721388888875], [711.4996473293268, 322.52721388888875], [711.4996473293268, 293.9894104003906]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3138a52786cf538e4d4f1106654f7d8a", "text": "L'importo di euro 11.353 mila si riferisce a: disponibilit\u00e0 di conto corrente in euro per euro 8.710 mila, in dollari per euro 1.151 mila, in altre valute per euro 1.480 mila e liquidit\u00e0 di cassa per euro 12 mila.", "metadata": {"detection_class_prob": 0.923550009727478, "coordinates": {"points": [[153.00000416666668, 372.20269775390625], [153.00000416666668, 430.52720763888885], [1508.7905386009263, 430.52720763888885], [1508.7905386009263, 372.20269775390625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "parent_id": "ea8ac6259af001eaf73c9fe6d0bbe214", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "88ecca73e19317a9d33ae30a50cc19ed", "text": "Si precisa che il valore contabile delle attivit\u00e0 e passivit\u00e0 finanziarie sopra riportate coincide con il rispettivo valore equo.", "metadata": {"detection_class_prob": 0.8290337920188904, "coordinates": {"points": [[153.00000416666668, 482.597234722222], [153.00000416666668, 509.52723472222203], [1488.7245327550163, 509.52723472222203], [1488.7245327550163, 482.597234722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "parent_id": "ea8ac6259af001eaf73c9fe6d0bbe214", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "ca987efc906ec0989b8265d0b958080f", "text": "27. Patrimonio netto", "metadata": {"detection_class_prob": 0.6974862813949585, "coordinates": {"points": [[153.00000416666668, 608.4188647222223], [153.00000416666668, 636.265625], [429.2017144360367, 636.265625], [429.2017144360367, 608.4188647222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "4682afe953d740c7d0bcfd16ddbe3168", "text": "Capitale sociale", "metadata": {"detection_class_prob": 0.7948379516601562, "coordinates": {"points": [[152.71878051757812, 679.83837890625], [152.71878051757812, 706.8605701388886], [359.0152405944466, 706.8605701388886], [359.0152405944466, 679.83837890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "52a3fff637c5566d357fac4229dd405a", "text": "Il capitale sociale di euro 25.921 mila \u00e8 interamente sottoscritto e versato e risulta costituito da n. 259.207.331 azioni del valore nominale di euro 0,10 cadauna. Al 31 dicembre 2022 la Societ\u00e0 detiene complessive 3.996.250 azioni proprie pari all\u20191,54% del capitale sociale.", "metadata": {"detection_class_prob": 0.9378449320793152, "coordinates": {"points": [[151.47154235839844, 741.8048095703125], [151.47154235839844, 832.1939118055553], [1508.852603821836, 832.1939118055553], [1508.852603821836, 741.8048095703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "parent_id": "4682afe953d740c7d0bcfd16ddbe3168", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "d15184361febe8ef7b0a8035fddd4ad7", "text": "Altre riserve", "metadata": {"detection_class_prob": 0.8332632780075073, "coordinates": {"points": [[153.00000416666668, 867.64453125], [153.00000416666668, 894.8605513888888], [321.1238890319467, 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"d15184361febe8ef7b0a8035fddd4ad7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "d392b86b5812ee8533f2dd47d8e8217a", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Riserva legale 5.184 Riserva di sovrapprezzo 244.147 Riserva di cash flow hedge 7.144 11.759 (4.615) Riserva per stock grant 3.904 1.980 1.924 Riserva per azioni proprie (5.051) Risultati esercizi precedenti a nuovo (164.106) (99.493) (64.613) Totale 91.222 158.526 (67.304)", "metadata": {"detection_class_prob": 0.9425103664398193, "coordinates": {"points": [[145.962890625, 984.9153442382812], [145.962890625, 1435.3687744140625], [1510.012939453125, 1435.3687744140625], [1510.012939453125, 984.9153442382812]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Riserva legale</td><td>5.184</td><td>5.184</td><td>-</td></tr><tr><td>Riserva di sovrapprezzo</td><td>244.147</td><td>244.147</td><td>-</td></tr><tr><td>Riserva di cash flow hedge</td><td>7.144</td><td>11.759</td><td>(4.615)</td></tr><tr><td>Riserva per stock grant</td><td>3.904</td><td>1.980</td><td>1.924</td></tr><tr><td>Riserva per azioni proprie Risultati precedenti</td><td>(5.051) (164.106)</td><td>(5.051) (99.493)</td><td>- (64.613)</td></tr><tr><td>Totale</td><td>91.222</td><td>158.526</td><td>(67.304)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 66, "image_base64": 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Nel corso del 2004, tale riserva ha subito un incremento di euro 33.466 mila a seguito dell\u2019offerta pubblica di azioni che ha comportato un contestuale aumento di capitale sociale per euro 850 mila. Nel corso del 2005, la riserva si \u00e8 incrementata per euro 1.548 mila a seguito dell\u2019esercizio anticipato di una tranche dei piani di stock option riservati al management; ci\u00f2 ha comportato un aumento di capitale sociale di euro 34 mila. Nel corso del 2008 tale riserva si \u00e8 ulteriormente incrementata per euro 2.635 mila a seguito dell\u2019esercizio dei piani di stock option riservati al management che ha contestualmente comportato un aumento di capitale sociale di euro 36 mila. 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La valutazione a mercato dei derivati cash flow hedge, descritti pi\u00f9 diffusamente nella nota 38, \u00e8 riportata al netto dell\u2019effetto fiscale. 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Tale posta si \u00e8 decrementata per euro 64.613 mila, principalmente, a seguito del riporto a nuovo della perdita registrata nel 2021, come deliberato dall\u2019Assemblea del 14 aprile 2022.", "metadata": {"detection_class_prob": 0.9370207786560059, "coordinates": {"points": [[153.00000416666668, 295.26387430555553], [153.00000416666668, 385.1938847222221], [1509.21728515625, 385.1938847222221], [1509.21728515625, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3a324d803f3b36f202bc25dc0d9d8b6b", "text": "Gli importi sono al netto degli effetti fiscali ove applicabili.", "metadata": {"detection_class_prob": 0.840766966342926, "coordinates": {"points": [[151.77403259277344, 420.93055555555543], [151.77403259277344, 447.86055555555544], [793.7685319737661, 447.86055555555544], [793.7685319737661, 420.93055555555543]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "81b53fc717f87b838e5d6012272440f8", "text": "Risultato dell\u2019esercizio", "metadata": {"detection_class_prob": 0.8375489711761475, "coordinates": {"points": [[152.11898803710938, 514.9305451388889], [152.11898803710938, 541.8605451388888], [445.17703927438663, 541.8605451388888], [445.17703927438663, 514.9305451388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b4367b1511726cc3daa9087d6b7505e6", "text": "Il risultato dell\u2019esercizio \u00e8 pari ad una perdita di euro 12.233 mila.", "metadata": {"detection_class_prob": 0.8428947925567627, "coordinates": {"points": [[153.00000416666668, 577.597247222222], [153.00000416666668, 604.527247222222], [879.7067905405863, 604.527247222222], [879.7067905405863, 577.597247222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "parent_id": "81b53fc717f87b838e5d6012272440f8", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "66c492b3c7ca839b7151c2dae0594346", "text": "28. Benefici ai dipendenti", "metadata": {"detection_class_prob": 0.8291229605674744, "coordinates": {"points": [[151.4652557373047, 704.0855605555555], [151.4652557373047, 731.5272305555554], [481.17030274421666, 731.5272305555554], [481.17030274421666, 704.0855605555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3a3701969c54ca2ce7372e32c436b608", "text": "I benefici ai dipendenti al 31 dicembre 2022 ammontano ad euro 1.027 mila come evidenziato nel seguente prospetto.", "metadata": {"detection_class_prob": 0.8576327562332153, "coordinates": {"points": [[153.00000416666668, 774.9305826388886], [153.00000416666668, 801.8605826388886], [1452.470020281946, 801.8605826388886], 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850.7730712890625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>Storno ritenuta 0,50%</td><td>(140)</td></tr><tr><td>Storno imposta sostitutiva 17%</td><td>(10)</td></tr><tr><td>Versamenti a previdenza complementare</td><td>(885)</td></tr><tr><td>Anticipazioni concesse ai dipendenti</td><td>(155)</td></tr><tr><td>Accantonamento dell'esercizio</td><td>2.140</td></tr><tr><td>Utilizzo per risoluzione rapporti e versamenti a previdenza complementare INPS</td><td>(1.005)</td></tr><tr><td>Variazione dovuta al calcolo attuariale</td><td>(269)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "image_base64": 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evidenzia un utilizzo pari ad euro 885 mila per versamenti ad istituti di previdenza complementare e un utilizzo pari ad euro 1.005 mila per risoluzione rapporti e versamenti a previdenza complementare INPS. Questo in quanto, in base alla Legge n. 296/06, con effetto a partire dal 30 giugno 2007, le quote di Trattamento di fine rapporto maturate successivamente all\u20191 Gennaio 2007 devono essere versate dalle imprese (con pi\u00f9 di 50 dipendenti) ad un apposito Fondo di Tesoreria istituito presso l\u2019INPS oppure, in alternativa, su indicazione del dipendente, ai Fondi di previdenza complementare di cui al D. Lgs 252/05.", "metadata": {"detection_class_prob": 0.9461485147476196, "coordinates": {"points": [[153.00000416666668, 1339.9305451388889], [153.00000416666668, 1524.647705078125], [1515.3074951171875, 1524.647705078125], [1515.3074951171875, 1339.9305451388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "parent_id": "3e4e6be6d9cc057fa3459d3a537b381f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "05810b4100673d93cc99d8f4de2e9aaa", "text": "Le imprese iscrivono un debito a breve termine che \u00e8 successivamente azzerato al momento del versamento all\u2019INPS.", "metadata": {"detection_class_prob": 0.7899726033210754, "coordinates": {"points": [[153.00000416666668, 1528.2639305555556], [153.00000416666668, 1555.1939305555557], [1454.21630859375, 1555.1939305555557], [1454.21630859375, 1528.2639305555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "parent_id": "3e4e6be6d9cc057fa3459d3a537b381f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5f502c9b3716fc4a5f53855797a882ad", "text": "La valutazione attuariale \u00e8 realizzata in base alla metodologia dei \u201cbenefici maturati\u201d mediante il Projected Unit Credit Method come previsto dallo IAS 19. Tale metodologia si sostanzia in valutazioni che esprimono il valore attuale medio delle obbligazioni pensionistiche maturate in base al servizio che il lavoratore ha prestato fino all\u2019epoca in cui la valutazione stessa \u00e8 realizzata, non proiettando le retribuzioni del lavoratore secondo le modifiche normative introdotto dalla recente Riforma Previdenziale. La metodologia di calcolo pu\u00f2 essere schematizzata nelle seguenti fasi:", "metadata": {"detection_class_prob": 0.9361100196838379, "coordinates": {"points": [[153.00000416666668, 1591.2639097222223], [153.00000416666668, 1743.1939097222223], [1516.3726806640625, 1743.1939097222223], [1516.3726806640625, 1591.2639097222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 67, "parent_id": "3e4e6be6d9cc057fa3459d3a537b381f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "2582b79931fc38e17ac15ef6e1d799c8", "text": "proiezione per ciascun dipendente in forza alla data di valutazione, del TFR gi\u00e0 accantonato fino all\u2019epoca aleatoria di corresponsione;", "metadata": {"detection_class_prob": 0.9096386432647705, "coordinates": {"points": 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"tasso di attualizzazione (indice Iboxx Corporate AA con duration 10+): 3,16%;", "metadata": {"detection_class_prob": 0.8427071571350098, "coordinates": {"points": [[152.0137939453125, 524.7521918055558], [152.0137939453125, 552.1938618055556], [1069.4819256159758, 552.1938618055556], [1069.4819256159758, 524.7521918055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "parent_id": "49ecfd7293123b99e4aa36c3dda7dac7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "007acd169152cff8aaad0cc37db89f66", "text": "tasso di incremento TFR: 3,225%;", "metadata": {"detection_class_prob": 0.8371191620826721, "coordinates": {"points": [[161.02456665039062, 573.5380859375], [161.02456665039062, 601.8605826388886], [584.6935356375766, 601.8605826388886], 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9f3e86be65d7a81c8b97922b591bb6ea", "text": "La seguente tabella evidenzia gli effetti che ci sarebbero stati sull\u2019obbligazione per benefici definiti a seguito delle variazioni, ragionevolmente possibili, delle ipotesi attuariali rilevanti alla fine dell\u2019esercizio:", "metadata": {"detection_class_prob": 0.9432812929153442, "coordinates": {"points": [[153.00000416666668, 703.5972076388889], [153.00000416666668, 761.8605576388887], [1508.8294608261558, 761.8605576388887], [1508.8294608261558, 703.5972076388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "parent_id": "49ecfd7293123b99e4aa36c3dda7dac7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "d1f3ea82354840b54af205c29305eb75", "text": "Variazione delle ipotesi", "metadata": {"detection_class_prob": 0.5648192167282104, "coordinates": {"points": [[153.00000416666668, 806.9305534722222], [153.00000416666668, 833.8605534722221], [455.4595954166667, 833.8605534722221], [455.4595954166667, 806.9305534722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "parent_id": "49ecfd7293123b99e4aa36c3dda7dac7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "0aea6f2ead47d0ce903323e9d7ef0616", "text": "+1% sul tasso di turnover 5 -1% sul tasso di turnover (5) +1/4% sul tasso annuo di inflazione 18 -1/4% sul tasso annuo di inflazione (18) +1/4% sul tasso annuo di attualizzazione (28) -1/4% sul tasso annuo di attualizzazione 30", "metadata": {"detection_class_prob": 0.7551838159561157, "coordinates": {"points": [[133.19044494628906, 835.8040771484375], [133.19044494628906, 1204.3486328125], [1515.4683837890625, 1204.3486328125], [1515.4683837890625, 835.8040771484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><tbody><tr><td>+1% sul tasso di turnover</td><td></td></tr><tr><td>-1% sul tasso di turnover</td><td>6)</td></tr><tr><td>+1/4% sul tasso annuo di inflazione</td><td></td></tr><tr><td>-1/4% sul tasso annuo di inflazione</td><td>(18)</td></tr><tr><td>+1/4% sul tasso annuo di attualizzazione</td><td>(28)</td></tr><tr><td>-1/4% sul tasso annuo di attualizzazione</td><td>30</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "image_base64": 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Fondi rischi e oneri non correnti", "metadata": {"detection_class_prob": 0.7529049515724182, "coordinates": {"points": [[150.4891815185547, 1300.752214722222], [150.4891815185547, 1328.193884722222], [617.1515494037067, 1328.193884722222], [617.1515494037067, 1300.752214722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "parent_id": "49ecfd7293123b99e4aa36c3dda7dac7", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "e351d3f9cc4e92cd9ad30496700955b5", "text": "La voce \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.724141538143158, "coordinates": {"points": [[150.67913818359375, 1371.9305138888888], [150.67913818359375, 1398.8605138888886], [429.5329182614966, 1398.8605138888886], [429.5329182614966, 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2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo | al 31-12-2021</th><th>Decrementi |</th><th>Variazione | attuariale</th><th>Riclassifiche</th><th>Saldo al 31-12-2022</th></tr></thead><tbody><tr><td>Fondo indennit\u00e0 suppletiva di clientela</td><td>3.512</td><td>(246)</td><td>(466)</td><td>-</td><td>2.838</td></tr><tr><td colspan=\"6\">Altri fondi 579 200 (80) - (25) 674</td></tr><tr><td>Totale</td><td>4.091</td><td>(326)</td><td>(466)</td><td>(25)</td><td>3.512</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 68, "image_base64": 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Passivit\u00e0 finanziarie non correnti e correnti", "metadata": {"detection_class_prob": 0.8344922065734863, "coordinates": {"points": [[150.0360870361328, 295.0855438888889], [150.0360870361328, 322.52721388888875], [755.5964703896666, 322.52721388888875], [755.5964703896666, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 69, "parent_id": "fb55cd69266b71bccb9587c14eb427f6", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b9e9091bb5c8dff8e70c605f1978f246", "text": "La voce Passivit\u00e0 finanziarie non correnti \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.8356866240501404, "coordinates": {"points": [[150.83737182617188, 366.2638784722222], [150.83737182617188, 393.1938784722222], 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", 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correnti bancari 1.695 1 1.694 Finanziamenti bancari per anticipi su ordini 17.000 5.000 12.000 Finanziamenti bancari correnti 25.520 42.763 (17.243) Debiti verso altri finanziatori correnti 251 334 (83) Fair value contratti derivati 855 1.019 (164) Altre passivit\u00e0 finanziarie correnti verso terzi 302 23 279 Totale passivit\u00e0 finanziarie correnti verso terzi 45.623 49.140 (3.517) C/c intersocietario verso controllate 41.241 35.828 5.413 Altre passivit\u00e0 finanziarie correnti verso controllate 201 45 156 Totale passivit\u00e0 finanziarie correnti verso parti correlate 41.442 35.873 5.569 Totale passivit\u00e0 finanziarie correnti 87.065 85.013 2.052", "metadata": {"detection_class_prob": 0.9377565979957581, "coordinates": {"points": [[133.75479125976562, 887.4907836914062], [133.75479125976562, 1551.7294921875], [1526.4630126953125, 1551.7294921875], [1526.4630126953125, 887.4907836914062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Conti correnti bancari</td><td>1.695</td><td>I</td><td>1.694</td></tr><tr><td>Finanziamenti bancari per anticipi su ordini</td><td>17.000</td><td>5.000</td><td>12.000</td></tr><tr><td>Finanziamenti bancari correnti</td><td>25.520</td><td>42.763</td><td>(17.243)</td></tr><tr><td>Debiti verso altri finanziatori correnti</td><td>251</td><td>334</td><td>(83)</td></tr><tr><td>Fair value contratti derivati</td><td>855</td><td>1.019</td><td>(164)</td></tr><tr><td>Altre passivit\u00e0 finanziarie correnti verso terzi</td><td>302</td><td>23</td><td>279</td></tr><tr><td>Totale passivit\u00e0 finanziarie correnti verso terzi Cl/c intersocietario controllate</td><td>45.623 41.241</td><td>49.140 35.828</td><td>(3.517) 5.413</td></tr><tr><td>verso Altre passivit\u00e0 finanziarie correnti verso controllate</td><td>201</td><td>45</td><td>156</td></tr><tr><td>Totale passivit\u00e0 finanziarie correnti verso parti correlate</td><td>41.442</td><td>35.873</td><td>5.569</td></tr><tr><td>Totale passivit\u00e0 finanziarie correnti</td><td>87.065</td><td>85.013</td><td>2.052</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 69, "image_base64": 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quQ8J/wDI4eNv+whB/wCk0VdfXIeE/wDkcPG3/YQg/wDSaKgDr6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKx/FOg/wDCTeH7jSft9zYrOU3T2zYcKGBIB9wMfjXhOkWU/hT43adofg7Xr7VLMso1KOSTesQDESq+MKSoGc4GCQOtAH0dRXhHx3ZpfGHhKyfU5NOtbktHPcLIVWNTIgLnkDgEnmu1+GPgu18NpeahY+KW162vFVFkDBkXaT0IZh3oA9CorN8Qz31t4a1S40yMyX8VpK9sgGd0gQlRjvzjivlUXUa+BR4qXxTf/wDCY/2n5fk/azv2YznZ97HfPTtQB9eUV594h8F3/wAQvCvh59Q1W50i/it1luVgTkyOi7lIyMYINeT+DvC8zfHI6Hb6ze6hp+jSGe4mkcqGaMD5SMkY8whffBoA+maK8S+LPgjS7Oz1bxVfeK9Rtr+QlrK3MoEZcD5Y1X73OOoIxnOK7T4Q3muX3w50+415pnuWL+VJPnzHiz8pbPJ74J6jBoA0PiP/AMiFqf8A2y/9GpXU1y3xH/5ELU/+2X/o1K6mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK84+Oc8tv8AC69kgleJxPDhkYqfvjuKAPR6K8N+Fngaxnu9H8RWvjh9QuYYUnudOVw/ls8fKN85IwWxyO1e5UAFFfM2u6fb+Ifjb4j03VPFbaFaJ88UrzbVZ8RgIMsByGJ/CvcPDmm23gHwKY7vVnvbWzSS5kvJByUOX9TnjpzzQB1NFfOPgDxBp3jL4sXPibxJq0Nq6uE0ywllwC3RB6fKPzY5FdF8YdV1PUvHfhzwRBqUum6fqAR7iaNtpcvIyAHpnG3gdCWGe1AHtlFeC+ArjUPBXxqufAsWrT6jpMsZIEzZ8phF5gOOx6qcdcj2x71QAUUUUAFFFFABXhPwm/5Ld48/67XP/pTXu1YOk+DdA0LW7/WdNsPI1C/ZmuZvOkbzCzbjwzEDnngCgDzf4x3dzeeNPCHhq7uJbfQdQnX7VscoJj5gUqx9ACP++s+lUZLKDwP8etF0Xwr5lvYajbA31jHKzJzvy2CTggKG9sehr1/X/DWj+KNP+w61YRXluG3KHyCp9VYYIP0NUPDvgLw14UuJLnSNMWK6kG1p5JGlkI9NzkkDpwPSgDxPwh4J8Kax8TPGmna9Fvt7GdmtxNdujAeYwLFtwLcYyST1qx48t/D3iDU/F407R7zVtU06OWW81O6vmiisdoPyRID8+CpG0jkg84r1rW/hh4O8RaudV1PRY5rxsb5FlkTzMdNwVgD9aS9+F/g3UdYudVu9EjlurrJmJlcI5PUlA23PfOOvPXmgDw3xTez337OHhOS5naaZdRdNztltqmdVH4AAD6V0/wAUrq/1X4t6F4cuLZLvSzbrLHYTXRtormQ7+WcA85UAD2wPvV6Ivwk8Dro50r+wwbRplnZftMoLOAyglg2eAzcZxzW14j8H6B4tto4Nb02O7WIkxsSVdM9cMpBHbjPagDi/hxoGv+GvFOp2t1bWunaJdwefbaZHf/aDBICoJXIB2nJz77RWT+0cM+EtGBOP+JiOf+2bV6N4d8EeHvCkss2j6eIZ5l2STPI8kjL6bnJIHA4HHFcN8fNH1LWvDGkw6Zp13fSJfhnS2gaUquxhkhQcD3oA5jxXoenfDz4jeDpvCM86XmoXAju4DcNKZ0LoNzZJ+9ub24yMYrP8c2/h7X5/F82k6PeanqGnM8l7q93ftHHaHccJFHn5wNpUDHbr0r2PQvhl4P8ADeq/2npejRw3gzskaR5PLz12hiQv4VHd/CzwXfapd6jc6HHJcXm4z/vZArMerbQ20HnOQM55680Aecy6Vr3jT4C+GoNP1BJb0OTJaz3Gw3iK0iiPORnAA4JHTrwKr+Go4da8IeMPD2jad/winiJRAl1Ebp/IZg5GFLElC3KEZ5yvJ5r0xfhR4KXQzow0RfsRmE5Xz5NxkAIDbt27oT3xViy+G3hHT9BvdFt9GjWxvtv2lGkdml2nK5cndweRg8UAeU/D37JoWvXvh7VfDB0fxGmlSr58Fwzx3SBc5ZSxG75c7gcHnp0rM8K+FD4q/Z61FIELX9jqMt3akdSyom5R9VyPrivatA+G/hPwxJcS6VpKwyzxmKSRpXkbYeqgsxwPpitTw74Z0jwppradolp9ltGkMpj8x3+YgAnLEnsKAPFPBF9dfFn4i6VrF/E32Lw7YRFw3SS6P8X4sC30jFYWmWMV74K+Knm+YfIvVmQI7KCyvJjOD8w5zg8cA9q+hvD/AIW0bwtBdQ6NZrbR3M5nlAYnLn6ngegHAqHTPBfh7R01SOy01Ej1Vi16jyPIs2c5yGJAHzNwMdaAPKvBHh7wXpHwrHieeaW0vbjTZY7u5tbljLtLYYIucBuFHTgmuJvobPTvEHgvX/Duhz6FZ3t6BDPLftLNdqHQFnXJCDkjGecntivdtO+FPgnSmvDaaGi/a4WgmDzSODG2CVAZjjkA5HPFVv8AhTXgI2qWx0IMiPvBNzLu+m7dnHPTpQB2d7Z22qabcWVyvmWt1C0MihiNyMCCMj2PUV83+A9D0+Hwp8Tb6OEi4tLW5s4W3n5YirkrjODyi8nnivpO0tILCygs7WJYreCNYoo16IqjAA+gFYdj4F8N6dYatZWmm+Xb6tu+3J58h83cCDyWyv3j93HWgD578Q/8m2+D/wDsJTf+hz11niTw9aeBfi54Ik0SW6SbUZxFeyy3DSNc5dVZnJPUhjnt04r1G4+HHhO78N2fh6fSt2lWcplgg+0SjY5LEncG3Hl26k9a0NV8KaLreradqmo2XnXumv5lpL5rr5bZBzhSAeQOoNAHiHjy38PeINT8XjTtHvNW1TTo5ZbzU7q+aKKx2g/JEgPz4KkbSOSDzisXxTez337OvhF7m4aaZdQdNztlgoMyqPwAAH0r3O9+F/g3UdYudVu9EjlurrJmJlcI5PUlA23PfOOvPXmoF+EfgddJOl/2GDaGYTlftMoLOAQCWDZ4DHjOOaAPO/Enh608C/FzwRJokt0k2oziK9lluGka5y6qzOSepDHPbpxWb8XfDfh2fxha6F4f04P4o1a58+6na4crEGJPIJ2jPLHjhR7ivc9V8KaLreradqmo2XnXumv5lpL5rr5bZBzhSAeQOoNYep/CTwRrGp3Go6hozXF3cOZJZWvZ8sT9HwPoOBQB5p8YfDun+FPg/oOj6cVeKDUV3yjGZZDFIWY+5P5DA7Vu+P4fD2u+PY9Ek0e88Qa61ouy1e+a2tbRMElywP3sHJ4PGO9dmfhZ4MPh8aEdG/4loujeCH7VN/rduzdu37vu8Yzj2qzrnw88LeI9Xj1XVdKWe8jUJ5gldNyjoGCkBvx7cdKAPCPDl3PJ+zv4xtJp2dLe7jWJGfOwb4sge2f5+9d18OPh1BcaL4e8YalqV5PqMNpmCFXAhjh8sqiYxngEMeeTmuxt/hP4ItYdQhh0NFjv12XAE8oyu9X2j5vlG5VOFx0FdRp2mWelaVb6ZZQ+VZ28Yiij3FtqgYAySSfxNAHzDoWr6no37O+rSaXLJC8+u+RNLGSGSNoYycEdMkKv/Aq6nQvCet6efDev+HtJ07SIYzE1zerrJkW+ibGQ6sAMnnp3PsMewaT4H8N6JoN1odjpUa6ZdOZJ7aV2lV2IAJO8k9FX8qy9O+E/grS76K8ttFHmQyCSJZLiWREbrkIzEZ/CgDptaubiy0HUbq0j8y5gtZJIUxnc6qSox9QK8F+GPg/w1480PUNf8U6hPeawblhK73hjaBQAQ3BHXJ5PHGAOK+iK4i/+EPgXUdSe/uNAi8523OI5pI0Y+u1WA/SgDhfEESeK/j3aeGNekkk0G3tBJa2plKx3DeVu3HBGTndz/sY9ai8Iu+hfFLxl4U0eWR/D0NlJKsBkLpBJtTOCc45Zl98c9K9V8QeB/DniiK3TVtMjma2G2GRXaOSMegZSDj2zipNC8G+H/DVhPZaRpsdtFcDExDMzycY+ZySx6nvxmgDwz4S/DqDxt4QNzq2pXkdnaXzfZLa2cKokwhd2yDkkbQMYwAfWn+HvB48a/FDx5pl3f3NtpQvXkuY7ZgrzMJX2DJBG0ZYnjqBXu/h3wzo/hTTW07RLT7LatIZTH5jv8xABOWJPYUzSvCmiaJq+o6rp1l5N7qT+Zdy+a7eY2Sc4YkDknoBQB4b4tsblPiZoHghrb+0dIsLGNbWxu7w28d02w/OzgctkHj/ZwOtaM2ha/wCGvB3jixvYbax0e4sDcWempf8A2hrZsgNtyAdpyfyFeueJPBnh/wAXRRJremx3Ri/1cm5kdPoykHHtnFU7H4ceE9O02+sLfSQIb+PyrpnmkaSVPQuW3AfQigDwbU/C1hYfArRfFkMl0NbE67Ln7Q/7pN7gIi5woGM8DOc881ufEvTrHVfGPw8udVLvHqsUKXrPMyqVzHkDnCffPTHXNey3HgXw3deFYPDM2nbtHgIaO38+QbSCT94Nu6k96drngjw74j0m10zVdNS4tbRQtuC7K0QAA4YEN0A784GaAPIviRoOjeG9R+H2m6FGsdmmrSNtEpkwxeHPJJP4V7pqNhb6rpt1p93H5ltcxNDKvqrDB/nXOJ8M/CEdpplqukAQ6XM09ov2iX93ISpLZ3fNyq9c9K6ygD5WZ9cSzf4NgP551kATY4+z/f6emcSfSuj8bW00nxU0PwYthHd6LZWUa2emT3ZtopzsPzM4HLZGPcrjuc+3Hwtox8VDxMbNf7WEH2cT7j9z6ZxnHGcZxxUPiTwZ4f8AF0USa3psd0Yv9XJuZHT6MpBx7ZxQB5ba6Fr/AIa8L+O7G9htrHR7jSZ7iz01L/7Q1s2whtuQDtOT+Qqv8JvhzB4g8K+H/EWqaleM1jcM+n20ThYo0SZiwYYySz7skEcYHavUdN+HnhbSdPv7K00sLFqEJgumeaR5JUIwVLliwGPQitfQ9D07w5pEGlaTb/Z7KDd5cW9n27mLHliSeST1oA+dJdMfwV4iF/4z0hdZsr3UA9v4htbxvNVs5GMNg8AnaQO/JAFdPBYweO/jvr2k+K99xZ6dA32GweRkTGUAYAEZJDFvx9BXfwfCTwPb6uupx6FH9pWTzV3TSMgfOc7C238MYrQ8ReAfDPiq6jutX0xZbqNdqzxyPFJj0LIQSOvWgDz74M3lzbeLPF/h22uJbjQdOuWFnvcuIv3jKFU+hA/8dz3NH7Rwz4S0YE4/4mI5/wC2bV6loPhzR/DGn/YdFsIrO3zuKpklj6sxyWPuTXnXx80fUta8MaTDpmnXd9Il+GdLaBpSq7GGSFBwPegDmPFeh6d8PPiN4Om8IzzpeahcCO7gNw0pnQug3Nkn725vbjIxiq/jy38PeINT8XjTtHvNW1TTo5ZbzU7q+aKKx2g/JEgPz4KkbSOSDzivW9C+GXg/w3qv9p6Xo0cN4M7JGkeTy89doYkL+FNvfhf4N1HWLnVbvRI5bq6yZiZXCOT1JQNtz3zjrz15oA8O8U3s99+zf4TkuZ2mmXUnTc7ZbapnVR+AAA+ld/rHwss9M8JeJdev9R1C+1m50id7pmm2xtKF8zKhQDtDIAFJIxxXWL8JPA66OdK/sQGzaZbhl+0ygtIoZQSwbPAZuM45rspIo5YWhkRXjdSrIwyGB4II7igDwb4ZeFvDI+GJ8SCNP7fNnfRl/tDZ6SDGzOM7MdunNdX8AP8Akl8X/X3N/MV0Gm/CzwZpF/Ne2OjLDPNG8TETyEBXBVgAWwMgkcdO2K3fD/hzSvC2ljTdGtfstoHLiPzGf5j1OWJP60AeO/EVh4j+NekeFNfvpbTw8YVkEYk8tZnKsQSfUsAmfbjBNanjvTbT4c/C/WI/Bkktt51xEtxsuDI1urcEgkkrnAH48V6L4l8G+H/F8McWuabHd+Vny3yyOmeuGUg49s4qLRPAvhrw9pN1penaVElld/8AHxFIzSiXjHzbyaAPD/F+g6P4O+G3hXxV4cuJLbXpnhY3cc7FrjfGXfIzgjcBxj2PWtHxnZ6hr/x08L2iXL6dd3mjos0kfDxKyzeaF9G27gD2OK9O074U+CtK1KK/tdETz4W3xCWaSRIznOVVmIHPPTitq48KaJdeKbXxLNZbtXtYzFDcea42qQwxtB2nh26jvQB4d8V/Bdj4G8EaRpukS3EscusGcG5cMQxjxjIA4+X0711WteDZvh74S8SeK9O1S/vPEVzYhLm4kcEbmkXfIgAGMDJGc4Ar0fxF4U0TxXBbwa3Zfao7eTzYl8102tjGflIz+Na8sUc0TxSoskbqVdGGQwPUEdxQB80eH/Cet6j4N07XvD+mWdrqcb/aG15tZPmMQTvEiEbQOxBPbnOTnrLm42/tKaVc3LRpjSDJIynKj9zISQe4rtV+D/gVbtrgaEo3NvMP2iXyif8Ac3bfwxityTwfoMviSPxA+nqdTih8hJvMfAjwV27M7cYJHSgD5p8U2+i3PhNvEHhrSL9Y7a9WFtfvtQb7Rcy4ycR5Psd3GPzrrPitY2Wpaz8OLzUXeRdREcN67zMFKZhz3wvDsSRjr7V6Z/wpzwH5VxF/YK7JzuYfaJflOc/J83y9O2OOOnFaNz8OfCV34ct9Am0aI6bbMXhjDuGjY9SHzuye/PNAHkXxPsLPwunhvwp4fQQ+H729aS7h+2MqTSZjBR5SSVG0j2Gc44rqPB3hjXvDXj+2uINMsdD0K9haKfT49TNwJJFVmEiKwB3cLnHbJrto/hz4Sj8Nf8I9/Y0LaZ5hm8l3diHIwWDE7gccZBpPD/w68LeGL5b7S9MCXaKUSaWZ5WRTwQu9jt444oA6miiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwDXvh/wCP9Fg8Ya9/bOjyRX9tcPeM4Z5ntwrExqTH8vy8YBA4HoK9/qOeCG6t5be4ijmglQpJHIoZXUjBBB4II7UAeR/s6x36+B7x5pomsWuyLeNR8ysB85PHf5ccnoaytF/5Oq1j/rgf/RMde1afpen6Ra/ZtNsbayt9xbyraFY0yepwoAzUaaJpMeqvqsel2Sai4w92tugmYYxy+MngAde1AGJrvxB0Pw94s0vw3fG5+3alt8oxx5RNzFF3HPGWBHAPviuP8VeAfHGo/Eh/FOi6vpMaQxrFYpehnMA2ANhdhAJbec9ea9NudH028v7a/utPtZry1z5E8kSs8X+6xGR+FXaAPnD4I22vy+IfGKWl7bxSeQ0czEdbglxG4+X7oO8n6jg1Q8WeA/Gvgz4d6kl/qmkzaXPcpNdLCGaeaQuMMXZATg+/r619H2GiaTpUs8unaXZWclwczPb26RmQ8n5ioGep6+pqa/06y1S0a01Gzt7y2YgtDcRLIhIORlSCKAPO/Aeuf8Ip8E7HV/EF1EbeG33wiMYJjP3I+gy5PH49a838B/EDw63jXUvGPiy7l/tm6fybO3jgZ0t4zxwfXGFHtnP3q+g7jw9ol3p0OnXOj6fNYwEGG2ktkaKMgEDapGBwT09apDwN4RVgy+FdDBByCNPi4/8AHaAN+uQ8J/8AI4eNv+whB/6TRV19cj4UVh4v8akggHUISCR1/wBGioA66iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMjxH4m0vwppqajq8zQ2jSrCZFQttLZwSBzjjtXz7qWpaQ3xv0e9+Hd1PLLe3Cvf+UX8uRnkJk+9ztKkk9h2xjj6SvLG01G1e1vrWC6t3+9FPGHRvqDxVHS/DOhaHK8ulaNYWUjjDPb26oxHpkDOPagDjPiBe/DSfWU0/xqYxeQW3mReYJhiNifulO+V+tcN8AGki8ReKJLBrj/hG1BMbS+oc7M/7WzOce3tXtuq+GtD1x0fVdHsL50GFe4t1dlHoCRkVcsrCz0y1S1sLSC1t0+7FBGEQfQDigDgJPiJb+NPAHie68IfbBf2MDKoePa+SDh0wTngMR3yOleEf8Uh/wqIXwuP+Kz+3bt3mt5v3856/d285/vd819Y6do+m6PHLHpun2tmkrmSRbeJYw7HucDk1S/4RDw1/aX9o/wBgaZ9t3b/P+yJv3f3s46+/WgDEsvEV7oXwgt9f13d9ut9MWWUS8M8m35Q3+0xKg+5rk/2ftDli8Oaj4lvMvd6vcnEjdWRCcn8XL5+gr16WKOeJopo1kjcYZHGQR6EGmWlpbWFrHa2dvFb28YwkUSBVUegA4FAHkXxQ8W/D7xB4d1fSNUvZP7U02SVLeAJIrrcqCoIwNrKT6nGD2NavwGu9Wu/hwjao8rol06WjykkmEBcYJ6gNvA+mO1dpe+EPDWpXhvL7w/pdzck5MstojMx9yRz+NbEcaQxLHEipGgCqqjAUDoAKAOY+I/8AyIWp/wDbL/0aldTXLfEYFvAepAAk/uuB/wBdUrqaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArlPH1/wCFLTRIbfxjt/sy7nWMblcrvALDOzkfd+ldXVTUNL0/V7U22pWNteW5OfKuIlkXPrgigD5u0ZNFX496SPh2Zjp2VNxt3lAvPm43c7NuOv8AF07V7kfiDoY+IA8Fk3P9qlN27y/3Wdnmbd2c5289Me+eK2NK8P6NoSuuk6VZWIf7/wBmgWMt9SBzUv8AY+m/2t/a39n2v9o7PL+1+Uvm7fTdjOKAPDviTe/CjU9O1+53Y8TB5EGwSiQ3C/KMg/IVyOe2OnNJpNlr17+y7qEBSZ5NxktkIO42yyIxx3xw5Ht7V7Jc+DfDF5fG9ufD2lTXRbc00lpGzMfUkjk/WtpVVFCqAFAwABwBQB8f6nc+D7v4YaFp+kWjN4t+1YuCkLeYwJbgtjDZJTAGSPbmvdPH3hbQdQ+HdnqPjJ547rSrNC9zbyBZTJtAKAkEHc+ByOvpzXbW3hXw9ZakdRtdD02C9JJ+0R2qK+T1OQM5qzqujabrloLXVbGC8tw4cRToHXcM4OD35NAHif7Png6QPd+MbxHCyhoLISHJIz87579Nuf8Aer3qobS0t7C0itLSCOC3hUJHFGoVUUdAAOlTUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyHhP8A5HDxt/2EIP8A0mirr65Dwn/yOHjb/sIQf+k0VAHX0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHLfEf/AJELU/8Atl/6NSuprlviP/yIWp/9sv8A0aldTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA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scadente entro i 12 mesi di un finanziamento stipulato con la societ\u00e0 IBM Italia Servizi Finanziari S.r.l. a fronte dell\u2019acquisto di sistemi di hardware e software.", "metadata": {"detection_class_prob": 0.9150115251541138, "coordinates": {"points": [[146.86135864257812, 1710.2638993055557], [146.86135864257812, 1768.1939097222223], [1504.7088623046875, 1768.1939097222223], [1504.7088623046875, 1710.2638993055557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 69, "parent_id": "f6d75ef0755a95b03ec4c96e0e71efac", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "832482cc97d3422d01b0e251f39312c0", "text": "Riguardo alla voce \u201cFair value contratti derivati\u201d si fa rinvio a quanto scritto nella nota 38.", "metadata": 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f04c47d379e7696c24b8bb1e7c50c009", "text": "Si ricorda che il 30 luglio 2020 la Societ\u00e0 ha completato la sua architettura finanziaria al servizio del business e degli investimenti del triennio di Piano Strategico, con la sottoscrizione di un contratto di finanziamento per un importo totale di euro 90 milioni ottenuto grazie anche al solido track-record dei suoi indicatori patrimoniali e finanziari. SACE, in conformit\u00e0 con quanto previsto dal Decreto Legge n. 23 dell\u20198 aprile 2020, ha rilasciato tempestivamente, con procedura semplificata, \u201cla garanzia Italia\u201d sul 90% dell\u2019importo concesso dalle banche a valle di una approfondita istruttoria. Il finanziamento \u00e8 principalmente destinato a supportare i costi del personale e gli investimenti, nonch\u00e9 le dinamiche di capitale circolante per stabilimenti produttivi e attivit\u00e0 imprenditoriali localizzati in Italia. Il finanziamento ha una durata massima di 6 anni con preammortamento di 24 mesi e rimborso con rate trimestrali. Si segnala che nel corso del 2022 \u00e8 iniziato il rimborso di tale finanziamento con la restituzione delle prime due rate per un importo complessivo pari a euro 11.250 mila.", "metadata": {"detection_class_prob": 0.9539148807525635, "coordinates": {"points": [[153.00000416666668, 295.26387430555553], [153.00000416666668, 604.527247222222], [1511.302734375, 604.527247222222], [1511.302734375, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b082f41cfedbde0bac62fe167e464885", "text": "Il contratto prevede il rispetto di alcuni parametri finanziari (da calcolarsi ante IFRS 16), rilevati su base semestrale a giugno ed a dicembre, con riferimento ai dati consolidati del Gruppo. Tali parametri sono la Posizione Finanziaria Netta, il Rapporto di indebitamento (Posizione Finanziaria Netta / Patrimonio netto) e il rapporto tra Posizione Finanziaria Netta ed EBITDA. I valori variano lungo la durata del contratto e possono essere anche eventualmente sanati da operazioni di Equity Cure. Al 31 dicembre 2022 i covenant risultano essere rispettati.", "metadata": {"detection_class_prob": 0.931248664855957, "coordinates": {"points": [[153.00000416666668, 640.5972263888888], [153.00000416666668, 792.8605680555553], [1514.941162109375, 792.8605680555553], [1514.941162109375, 640.5972263888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ec73729c828ae8e1c576eefcbe18ede2", "text": "Con particolare focus alla misurazione al 31 dicembre 2022, i covenant risultano essere rispettati in quanto il Rapporto di Indebitamento, cos\u00ec come definito dal contratto, \u00e8 pari ad euro 0,43 (doveva essere minore a 1 da contratto). Il Rapporto tra Posizione Finanziaria Netta ed EBITDA al 31 dicembre 2022 risulta invece essere pari a 1,88 (doveva essere minore di 3).", "metadata": {"detection_class_prob": 0.9256570339202881, "coordinates": {"points": [[153.00000416666668, 797.2639201388887], [153.00000416666668, 918.1939097222222], [1514.158447265625, 918.1939097222222], [1514.158447265625, 797.2639201388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8e057a6917a29191703cb0f21ac825ac", "text": "In riferimento alle prossime misurazioni, inoltre, il Rapporto di Indebitamento dovr\u00e0 essere minore di 0,75 dal 2023, mentre il Rapporto tra Posizione Finanziaria Netta ed EBITDA dovr\u00e0 essere minore di 2,75 nel 2023 e minore di 2,50 dal 2024.", "metadata": {"detection_class_prob": 0.910356879234314, "coordinates": {"points": [[153.00000416666668, 921.6824340820312], [153.00000416666668, 1012.1938993055555], [1512.6854248046875, 1012.1938993055555], [1512.6854248046875, 921.6824340820312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "635c845303f905ed63ea9c471e1aebf1", "text": "Sulla base delle previsioni contenute nel Piano Strategico, si ritiene che tali indicatori finanziari saranno rispettati anche nei prossimi periodi di testing.", "metadata": {"detection_class_prob": 0.8811450600624084, "coordinates": {"points": [[153.00000416666668, 1016.5972493055556], [153.00000416666668, 1074.8606013888889], [1508.9067794952975, 1074.8606013888889], [1508.9067794952975, 1016.5972493055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d054e7184203c07276d9baf5039a7314", "text": "Gli altri finanziamenti stipulati non sono soggetti a covenant finanziari.", "metadata": {"detection_class_prob": 0.7744791507720947, "coordinates": {"points": [[153.00000416666668, 1110.597176388889], [153.00000416666668, 1137.5271763888888], [931.7353402172862, 1137.5271763888888], [931.7353402172862, 1110.597176388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 70, "parent_id": "72d7e3d772a141071f0ba95ccfb51bde", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "81fce4346e374d1c91055c3bcfada4aa", "text": "Si segnala, inoltre, che la Societ\u00e0 non ha fatto ricorso ad alcuna sospensione di rimborsi di rate di finanziamenti o sospensioni di pagamento a fornitori.", "metadata": {"detection_class_prob": 0.9078126549720764, "coordinates": {"points": [[151.71531677246094, 1172.02294921875], [151.71531677246094, 1231.5271659722223], [1508.8173634662073, 1231.5271659722223], [1508.8173634662073, 1172.02294921875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], 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Passivit\u00e0 finanziarie per leasing", "metadata": {"detection_class_prob": 0.8526437282562256, "coordinates": {"points": [[152.16868591308594, 295.0855438888889], [152.16868591308594, 322.52721388888875], [600.8494318929065, 322.52721388888875], [600.8494318929065, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "54aa20302044f6a736529404f58b1aa5", "text": "La voce si riferisce al valore attuale dei pagamenti dovuti per canoni di locazione in seguito all\u2019applicazione del principio IFRS 16.", "metadata": {"detection_class_prob": 0.9046044945716858, "coordinates": {"points": [[152.99444580078125, 366.2638784722222], [152.99444580078125, 424.5272284722221], [1508.860493611657, 424.5272284722221], [1508.860493611657, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "parent_id": "896a3851dc65237e60012ff6e4198ee4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "9ba1c6b754f72c8c6a01acd93ea0136e", "text": "La voce \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.6118928790092468, "coordinates": {"points": [[150.6598358154297, 460.59720763888885], [150.6598358154297, 487.5272076388888], [436.1449696354166, 487.5272076388888], [436.1449696354166, 460.59720763888885]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "parent_id": "896a3851dc65237e60012ff6e4198ee4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "e86a74fa826751f217866cccf1cfa2f1", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Passivit\u00e0 finanziarie per leasing non correnti verso terzi 64.993 49.627 15.366 Totale passivit\u00e0 finanziarie per leasing non correnti verso terzi 64.993 49.627 15.366 Passivit\u00e0 finanziarie per leasing non correnti verso controllante 1.244 1.545 (301) Passivit\u00e0 finanziarie per leasing non correnti verso consociate 2.058 3.311 (1.253) Totale passivit\u00e0 finanziarie per leasing non correnti verso parti correlate 3.302 4.856 (1.554) Totale passivit\u00e0 finanziarie per leasing non correnti 68.295 54.483 13.812 Passivit\u00e0 finanziarie per leasing correnti verso terzi 15.220 14.940 280 Totale passivit\u00e0 finanziarie per leasing correnti verso terzi 15.220 14.940 280 Passivit\u00e0 finanziarie per leasing correnti verso controllante 336 352 (16) Passivit\u00e0 finanziarie per leasing correnti verso consociate 1.399 1.502 (103) Totale passivit\u00e0 finanziarie per leasing correnti verso parti correlate 1.735 1.854 (119) Totale passivit\u00e0 finanziarie per leasing correnti 16.955 16.794 161 Totale passivit\u00e0 finanziarie per leasing 85.250 71.277 13.973", "metadata": {"detection_class_prob": 0.9245612621307373, "coordinates": {"points": [[131.17205810546875, 516.7752685546875], [131.17205810546875, 1406.4681396484375], [1541.9754638671875, 1406.4681396484375], [1541.9754638671875, 516.7752685546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Passivit\u00e0 finanziarie per leasing non correnti verso terzi</td><td>64.993</td><td>49.627</td><td>15.366</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti verso terzi</td><td>64.993</td><td>49.627</td><td>15.366</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing non correnti verso controllante</td><td>1.244</td><td>1.545</td><td>(301)</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing non correnti verso consociate</td><td>2.058</td><td>3311</td><td>(1.253)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti verso parti correlate</td><td>3.302</td><td>4.856</td><td>(1.554)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti</td><td>68.295</td><td>54.483</td><td>13.812</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti verso terzi</td><td>15.220</td><td>14.940</td><td>280</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing correnti verso terzi</td><td>15.220</td><td>14.940</td><td>280</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti verso controllante</td><td>336</td><td>352</td><td>(16)</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti verso consociate</td><td>1.399</td><td>1.502</td><td>(103)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing correnti verso parti correlate</td><td>1.735</td><td>1.854</td><td>(119)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing correnti</td><td>16.955</td><td>16.794</td><td>161</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing</td><td>85.250</td><td>71.277</td><td>13.973</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "896a3851dc65237e60012ff6e4198ee4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "48af3d900104e6fa9c52ef3a5a27bf03", "text": "Le passivit\u00e0 finanziarie per leasing non correnti sono pari ad euro 68.295 mila (euro 54.483 nel 2021) e le passivit\u00e0 finanziarie per leasing correnti sono pari ad euro 16.955 mila (euro 16.794 mila nel 2021).", "metadata": {"detection_class_prob": 0.9125744104385376, "coordinates": {"points": [[151.66714477539062, 1438.2639034722224], [151.66714477539062, 1496.8605972222222], [1517.385986328125, 1496.8605972222222], [1517.385986328125, 1438.2639034722224]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "parent_id": "896a3851dc65237e60012ff6e4198ee4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "29aba0096b0afdeb092a327437dc0103", "text": "Il dettaglio delle passivit\u00e0 finanziarie per leasing non correnti per data di scadenza \u00e8 illustrato nella successiva tabella:", "metadata": {"detection_class_prob": 0.8508567810058594, "coordinates": {"points": [[153.00000416666668, 1532.597172222222], [153.00000416666668, 1559.527172222222], [1445.453125, 1559.527172222222], [1445.453125, 1532.597172222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "parent_id": "896a3851dc65237e60012ff6e4198ee4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "b2889b09b4b9e5c396c579cd4dc8fc25", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Passivit\u00e0 finanziarie per leasing verso terzi da 1 a 5 anni 40.826 34.192 6.634 Passivit\u00e0 finanziarie per leasing verso terzi oltre 5 anni 24.167 15.435 8.732 Totale passivit\u00e0 finanziarie per leasing non correnti verso terzi 64.993 49.627 15.366 Passivit\u00e0 finanziarie per leasing verso parti correlate da 1 a 5 anni 2.849 4.071 (1.222) Passivit\u00e0 finanziarie per leasing verso parti correlate oltre 5 anni 453 785 (332) Totale passivit\u00e0 finanziarie per leasing non correnti verso parti correlate 3.302 4.856 (1.554) Totale passivit\u00e0 finanziarie per leasing non correnti 68.295 54.483 13.812", "metadata": {"detection_class_prob": 0.9291889667510986, "coordinates": {"points": [[148.11463928222656, 1589.5517578125], [148.11463928222656, 2058.58447265625], [1536.6878662109375, 2058.58447265625], [1536.6878662109375, 1589.5517578125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022 |</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Passivit\u00e0 finanziarie per leasing verso terzi da | a 5 anni</td><td>40.826</td><td>34.192</td><td>6.634</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing verso terzi oltre 5 anni</td><td>24.167</td><td>15.435</td><td>8.732</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti verso terzi</td><td>64.993</td><td>49.627</td><td>15.366</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing verso parti correlate da | a 5 anni</td><td>2.849</td><td>4.071</td><td>(1.222)</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing verso parti correlate oltre 5 anni</td><td>453</td><td>785</td><td>(332)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti verso parti correlate</td><td>3.302</td><td>4.856</td><td>(1.554)</td></tr><tr><td>Totale passivit\u00e0 finanziarie per leasing non correnti</td><td>68.295</td><td>54.483</td><td>13.812</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 71, "image_base64": 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nel corso dell\u2019esercizio:", "metadata": {"detection_class_prob": 0.8470688462257385, "coordinates": {"points": [[153.00000416666668, 295.03570556640625], [153.00000416666668, 322.1938743055555], [1240.0812103412054, 322.1938743055555], [1240.0812103412054, 295.03570556640625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "bbebb85c4c9c91a2b607b1b921c4adf7", "text": "31-12-2021 Incrementi Decrementi 31-12-2022 Passivit\u00e0 finanziarie per leasing 71.277 32.151 (18.178) 85.250 Totale passivit\u00e0 finanziarie per leasing 71.277 32.151 (18.178) 85.250", "metadata": {"detection_class_prob": 0.9097691178321838, "coordinates": {"points": [[142.47166442871094, 347.27581787109375], 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Altri debiti non correnti", "metadata": {"detection_class_prob": 0.6527273058891296, "coordinates": {"points": [[150.44973754882812, 731.0855418055556], [150.44973754882812, 758.5272118055555], [513.1975415912068, 758.5272118055555], [513.1975415912068, 731.0855418055556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8b3e0d764b0e8b01fc8657a5e28aa389", "text": "La voce \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.6799523234367371, "coordinates": {"points": [[151.94911193847656, 802.597247222222], [151.94911193847656, 829.527247222222], [436.67669677734375, 829.527247222222], [436.67669677734375, 802.597247222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "parent_id": "6c82c8586a777ff9cd1b111a1329d935", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "90b6e4312cc29f4133cd5dd8436ee40f", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Debiti per depositi cauzionali 308 192 116 Ratei e risconti passivi 203 274 (71) Totale 511 466 45", "metadata": {"detection_class_prob": 0.9164745211601257, "coordinates": {"points": [[139.87184143066406, 855.35986328125], [139.87184143066406, 1127.9002685546875], [1511.900634765625, 1127.9002685546875], [1511.900634765625, 855.35986328125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Debiti cauzionali</td><td>308</td><td>192</td><td>116</td></tr><tr><td>per depositi</td><td></td><td></td><td></td></tr><tr><td>Ratei e risconti passivi</td><td>203</td><td>274</td><td>(71)</td></tr><tr><td>Totale</td><td>511</td><td>466</td><td>45</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "image_base64": 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Debiti commerciali", "metadata": {"detection_class_prob": 0.65627121925354, "coordinates": {"points": [[149.00460815429688, 1318.4188397222222], [149.00460815429688, 1345.8605097222223], [452.6881458476866, 1345.8605097222223], [452.6881458476866, 1318.4188397222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4abc96ca806dda36679050940ca3157d", "text": "I debiti commerciali ammontano al 31 dicembre 2022 ad euro 296.191 mila e sono cos\u00ec composti:", "metadata": {"detection_class_prob": 0.8079630732536316, "coordinates": {"points": [[153.00000416666668, 1389.0830078125], [153.00000416666668, 1416.5272680555554], [1232.0621715481452, 1416.5272680555554], [1232.0621715481452, 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296.191 202.122 94.069", "metadata": {"detection_class_prob": 0.9288976192474365, "coordinates": {"points": [[144.3815155029297, 1448.181396484375], [144.3815155029297, 2088.3955078125], [1515.172119140625, 2088.3955078125], [1515.172119140625, 1448.181396484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>Variazione</th></tr></thead><tbody><tr><td>Debiti verso fornitori terzi</td><td>230711</td><td>127.809</td><td>102.902</td></tr><tr><td>Totale debiti commerciali verso fornitori terzi</td><td>230.711</td><td>127.809</td><td>102.902</td></tr><tr><td>Debiti verso controllante</td><td>38</td><td>39</td><td>(1)</td></tr><tr><td>Debiti verso controllate</td><td>24.989</td><td>24.960</td><td>29</td></tr><tr><td>Debiti verso consociate</td><td>62</td><td>24</td><td>38</td></tr><tr><td>Debiti verso altre societ\u00e0 correlate</td><td>I</td><td>I</td><td>-</td></tr><tr><td>Totale debiti commerciali verso parti correlate</td><td>25.090</td><td>25.024</td><td>66</td></tr><tr><td>Passivit\u00e0 per resi e accrediti a clienti</td><td>40.390</td><td>49.289</td><td>(8.899)</td></tr><tr><td>Totale Passivit\u00e0 per resi e accrediti a clienti</td><td>40.390</td><td>49.289</td><td>(8.899)</td></tr><tr><td>Totale</td><td>296.191</td><td>202.122</td><td>94.069</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 72, "image_base64": 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eNG1AaPLK5sZRHL5kZXOc4YeoO0+/HSukryv4NeKJ/EkviUTadpln9nukP+g2wi8xm35Z+fmPyjmuy8b+LbbwT4WudauIjMYyEihBx5kjcAZ7DuT6A0AdFRXkfhjxB8Wdfhstb/s/Q00m6dXFu+5ZDCT95fm9ORk8+lW/E3xC1y5+IKeB/CFvZfb1Xdc3l7uMcfy7yAB6Ajnnk4x3oA9Rory/wz8Qtct/iFJ4G8X29l9vZd1teWW4RyfLvwQ3qM88cjGO9Yfhv4gfETxjq2vaXo1roitYzbRdXIdFiXc4AIBJZm28HoNpz1FAHtlFeLeFviT478US6h4ctdJ0tPEFjKyz3k7stvEqnacqMkvuGBjjvjitf4efEPW9a1bX/DviK1tk1bSVdvNtwQj7W2sCM+uMEdQenqAepUV4d4O8ffE3x3ot7NpFpoUb2smGuJ96hvlBEaLk/N7njkVZ8J/Efx1490aa30PS9Kt9Sszi7vLp2EPP3VRBk7zg5zwMe/AB7RRXlXgP4rz6v4Y8Q3niO1jgu9AG64+zjAkBDYABJw2UI645Fc3b/FvxZf6Lc+JYr3wpbWkLMU0ee4P2qSNTzj5s7uuOmcdOmQD3mivIPG/xbvtP8A+H/E3h6K3A1ORleO6QvsKghl4I5DAjPtV3SPHHjG61aXW9S0WGy8Ei0mukncAzGJFJVsbshm4IBHQ8etAHqVc3rPjnRNC8UaX4evpZVv8AUiBAFjJUZbau49ssMd/fFec6D45+Jvjs3OqeGtM0e00mKUxxreliZCOcZByTyOQAOau+KfFepad8SPA+m3mlaS11eRwm4kktxJJbyO+2QRPn5R+dAHrtUtX1S30TR7zVLvf9mtImml2DJ2qMnArivF+rePINRvf7HPh/S9HtQuL7VpipnYqCQvYAE45HbrXKaR8Qb/x58IPGZ1O3gjvLGzkRnt8hJFZGwcEnB+U98UAd23xO8Op4HHi4vdf2Y0vkqPK/eM+7bgLn2Peuo0zUbbV9LtdRs3L211Es0TEYJVhkcduDXgmj63JoH7NMF5HZWN5m9aNoL6ASxMDKeqnr0r23wlfPqfg7RL+WOKOS5sIJWSFdqKWQHCjsOeBQBsUV5prPjvWvDvxd03QNRS1/sDVABbTCMiRXI2gFs4Pz4HTowqv4b+JOpa94v8TykWsfhPQ45GadYyZH2g9GzjB2u3Tpgd6APU6K8Htfi34p1yy1DXLC98LadZWrN5OmX9xi5uFUZP8AEOSOB0BPHvWr4p+MF7D8MtG8VaDBbxz3l0beeG5UyCNgrbgMEd1GD6GgD2OivKdH8b+O9T1NdYbw7FH4Ra1lnSQj99KqRllYDdkF2AwCuMHv1rH8HfEzxd4xvUms77wxGfP2tpE3mJcGLIyUYnDHGT1xx+FAHt1FeWa98Qtf1L4ht4J8HQWK3Nupa6vb0MyJgAkKB6ZAzzknGBjNS+EviFrJ8fXPgbxZbWa6pGpaC6stwjmATfgg+q8546EYoA9OrgrX4weE7/xZD4dsp7m5upZfJSaOL9yW/wB4nJHHUDFb3jVtWTwdqbaI1st8ISVNxnYF/j6c525x74rxf4I6nJ4b8CeIfEN9DaNo1rIzblX/AElpwqYXPTbhgB7saAPoeivFLXx18SdW8IXXjeytdDh0eDzJEspFkaR4kJDtuz2we4+6eOmZfEvxkvU+Gek+KNCt7eK4ubw2txBcqZBGwViQMEZ6Ag+hoA9moryfS/Gvj7Vr/wDtVNCtrbwrJaTSw3EozI2yMsrkbsjcwGARjB79awNB+I/xK8UeDNT1vT7PRY4tNaR5p5FcGRVQMURMnkDJJJGdwA6UAex+I/EFh4W0G61nU2dbS2AL+Wu5iSwUAD1JIFSaJrVl4g0S11ewdmtLmPzELrtIHfI7EEGvMrj4jXGufAbUPE76dYvdxMtvPbXEXm27t5qKflJ5BV84J4Priuf8d+K9fb4G6Fe2UdnY2moqILv7KDGVB3YjjQcKhCnPPt0JoA97jkSWNZI3V0cBlZTkEHoQadXl/hjW/Ffhrwc2s+LP7KbQrTS45LZbLf5zHChFbdxkg4+prEtfHXxJ1bwhdeN7K10OHR4PMkSykWRpHiQkO27PbB7j7p46ZAPa6CQASegrx7xF8YLsfCnTvFuhW8EV1PfC0nguVMixtscsBgjP3VIPoav+FvGHjzxN4h0u8TQreDwpdIQ1zIPnbCElwN2VDMMLlcYI+tAHX+EfHGi+N7e7n0aSZ0tZfKk82MoeehHseff2FdHXlfwR8UT+J9K1iWfTtMsvKulO2wthCrlgSWYZOTx1rU+Mmsa3onw+vLvRXjh5WO4uC5EkaMwX92MfeJYc5GBnHOMAHfRyRzIHjdXQ9GU5Bp1ePfDfUvFujeCbLVNZbSR4UtNNedfJDm52qCRnPGeDWPbfFvxVqul3viG1vfCllZ27MYtJu7j/AEmZFGTj5hk46dMkdPUA95oryHxf8XLy1+GeieK9AhgV7+58mWK5UuIyFfcvBHRl69x2qxo/iv4j+I9TS7sNDsrXw/dWsps7i6HLOIyY3YBtwDPt/h+6e/WgD1auc8X+N9F8EWtrcazJMqXMvlR+VHvPTJJ9h+deT+J/iN8TPCut2Oi3K+HrrUrzHlW9nHI7DJwuckYyc4+lbnxa8S6v4W8HaBLf2WjajqEs3+kC5tPMiSQLnMak8YPAPWgD15WDKGU5BGQaWkU5RSe4paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArgfE3xi8I+FtWk0y8uLme8iO2aO2h3eWfQkkD8s131cd4vtfDXhvwn4g1a8060xcxO07PGC9xIwwq5PPJwAO1AGppnjHQ9Y8LzeI7G8EumwRvJK4U7o9g3MCvUEDt9Mda5PS/jn4J1XVI7EXN1bNKwRJbmHbGSenIJx9TgVR+A3hyfTvh3LNqEeU1WZpkhkXIMW0KCQf72CfcYrjfjVcQaj480fQtWs10jRbdxjVfIJMiMqlguBjCnjAzg8n0oA9z8R+JdK8KaRJqmsXQgtlIUcEs7Hoqgck8H8j2rE8H/E7w143uZbTSriVLuNd5guI9jsvqOSCPxzXnfxzcXvinwRpLndYTT5Zc5V9zxr+PGfzNM8Zww6F+0X4Sl02GO3NxFCsqxKFBDPJGTgf7PH4UAe8V5jd/HnwXZ3k9rK2oeZDI0b4tsjIOD39q9Orx746Noug+CGittKsI9R1OcRJIlsgkCg7nYHGewH/AqAPQPCHjLS/G2mzahpK3P2aKXyS08ezLAAnHJzwRUWieO9G1/xNqfh+yNx9u00uJ98eF+V9hwc880nw88O/wDCLeBNK0tk2zrCJLj181/mb8icfQCvMfhZ/wAl28d/9dLn/wBKBQB7Jr2t2fhzQ7rV7/zPstqoaTy13NjIHA/Go/DniCx8U6Bba1ppkNpc7vL81drfKxU5H1U1z/xd/wCSVeIP+uC/+hrVX4J/8kh0L/tv/wCj5KAO/rn/AAP/AMiVpX/XH+proK5/wP8A8iVpX/XH+poA6CiiigAooooAKKKKACiiigAooooAKKKKACsPxX4r03wbo39q6qZhbeasX7pNzbjnHH4VuV5V+0H/AMkzH/X9F/JqAPSLHVbXUNEttXicrZ3FstyrSDBEbKGBPpwa4B/jz4FXUfsgu7to9237SLY+V9f72P8AgNdT4Mhjufhr4eglXdHLo9sjjOMgwqDXnPxvtND0vwRpvh3TdMtlv7q6RLGC3iAdQPvEY55yF9y1AHoPinx/oXhHS7LUtRllktb04gktk8wMNu4Hr0I71zun/HPwhqmpWun2g1F7m5lWGJfs3VmOB39TXT+H/C1tZ+DdG0bVrW2vZLK1jjbz41kUOFwcZHrkfSvI/AdjZ+LvjtrGu2dpBFpOj5W3WGMKhbmNDgcc4d/rigD3+uD8R/F7wp4Z1iXSrmW6ubuH/XraQ+YIf945A+uM4rvK+ZJNUn8O/EXx+PD+nP4iivILgTyRK3+il2JfdwdwViQcdcDmgD6G0vxLo+s+H112yvon00o0jTsdoQL97dn7uMc5rkdL+NfgvVtdTSYL2dJJX8uKeaEpFIx4AB6jPuBXldjJDpv7MOp/YL8Ty3d+oulUEeQWaMGPn/ZVeeh3GneONG0+z/Z88IXkFtFHdedExmVQGbzI5GbJ6nkA/gKAPevFHi3RvB2l/wBoazdeTEzbI1VdzyN6Ko6/yFZPg/4neGfG1zJa6XcypdxrvNvcx7HZfUckH8DmvLvivHf3Gn+AvFd7ZyX2mW8MMl9EBkZby3YN6BgCM9OPcVnaDrNj4y/aG0vVPDVlJZ2cceZcxhCwWNgzMFyBnIX8qAPpOuQ+Gn/Inn/sIX3/AKUyV19ch8NP+RPP/YQvv/SmSgDr6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDB8XeL9L8FaTHqermYW8kwgXyU3ncQxHGemFNa1jeRajp9tewbvJuIllj3DB2sARn8DXlX7Rn/ACTqz/7Ckf8A6Llrqbm7msPgq93bsVmh8P742HVWFvwfw60AZ978bvBFjrjaXJfTOUfy3uY4S0KtnB+bqR7gEV0XifxxoHhHS4NQ1W92w3P/AB7iJTIZuM/LjjGCOenNeGeH9F06X9mjXbyS1ha6Ny0omKDepV0Aweo4z/30fWvTfhTYWev/AAy8L32q2kV1cWSTR27zLu8sCRkBAPGdqKM9sUAavhD4peGPGt49lplxNHeKpcQXMexmUdSvJB+mc12deEeHbG28SftHahrOixJHpekqRNNEuEklMZjOMccsWPuEJ717vQB5/wCIPjN4O8Oay+lXN1cT3ETbJjbRb1ibuCcjkd8Zx9a6621/SbzQF12C/hbSzEZvtOcKEHUnPTGDkHkYr5h0zVbHwJY+NPD3ivRZZ9YvUaOCZolbJIYBtzchckOGGc/gK0oTf6b+zBPvZ1iv9VxH/wBcsjP4F4z+dAHrui/Gjwbruux6TbXk8c0r+XDJPCUjlbsAe2e2QK1vGHxE8O+B/JTWLmQXEy747eGMu7LnGfQDPqRXi/xG0ix074I+Br60t4oboCBvNjUKxMkJkY5HP3gDXutpYaXfW9l4i1GztmvvsCbriZQfLTG44zwoyTk0AVfB/wAQfD/jiOY6PcuZoMGW3mTZIoPQ46Ee4JrqK8L+DmnR6p8SfFXizTYPs+is8ttbBV2q5Z1bgdsBQcdt4r3SgAooooAKKKKACvHPD/gfxHY/HnUvEtxp2zSJmmMdx58ZzuXA+UNu/SvY6KAOS+I/g4+OPB1xpMUyw3IdZrd3+6JFzgNjsQSPbOea841DSPiVrvgG08BTeGLa1jiWKCXU3vkMbRRkFPlGSD8q56njoM8e6UUAeN+PfhTqN18NNB0TQWW6u9GOSjsE87cPnIycA7ucE9O/ra1hPid4u8A6taT6Tb6PfHyRBHBdDfcrlvNG4MQufkwCR3BPNetUUAfNOpfDjxhPpHhltP8AA9pYzaW378R3sbTXcnyEySHgAEpwMkjJ7V2/ifwn4r1/4j+C/EDaTGkVmsLX/l3KFYCJSxAyQWwCOQOa9fooA8U8VfDnWNO+I8/izSNB0/xHY3gzc6bebAVYgAld/HUAgjJGSMYrrvBOnakuszX1x4F0Twxa/ZzGot/Ke5kYsp5aNQAmAeDznFd7RQBzXj7wt/wmXgy/0VJVhmlCvDI3RXUhhn2OMH2NeTXei/FC/wDhk/geXwrbGOBY41vPtsYaSNJFZQo3YzwOSRwOma9+ooA8U1/4U6xrvwt8MWaJFBruixMPs0zqyOGI3LuGVz8q47dR3q3pela9dy2lvJ8I/DOmTpInn38pt2RQCNzIiLuz1xycHFewUUAeIy+G/HehfGHXPFmkeHYb+zuEKIst5HH5qkJ935sg5XuMYB9qv+CfBPiW58a61438U2sVle3cLxW9nHIrFcqFBJBIACqAOcnJJxXr9FAHj3wz+H2u6Z8OPE3h/W7UWFzqfmRxEypIAGi2bvkJ6HtTPhjp/wARPCS2/hq88O2g0pLpnlvzcqSqHk7QGyeenHfkV7JRQB5V8GfB+veFJfEZ1uw+yi8njeD98j7wN+T8rHH3h19a6r4jeDz438HXOkRzLDc7lmt3f7okXoGx2IJHtnPNdXRQB5B4Vu/itoem2Hh6bwpYyw2myBb97tNohHAyobJIXgYx0GRT/EXgzxHoPxSHjvwxYxaqk6bbqwadYn+4FO1m4wcA+ue2K9cooA8i8OeC/EeufFI+O/E9jFpSwpttbBZxK/3Ng3MvGBkn1z2Aqz8I/B+veGNe8WXOsWP2aG/nR7ZvOR/MAaUk4Vjjhl64616pRQB5X8OPB+vaD8RPGGq6nY+RZahcSPay+cjeYDKzA4ViRwQeQKi8J+DNf0z4q+MNavLDy9P1CKZbWbzoz5haRSPlDZHAPUCvWaKAPMPgj4S1zwh4d1K112x+yTzXfmRr5qSZXYBnKEjqKi+C3g/XvCUGurrlj9kN1cI8P75JNwAbJ+RjjqOteqUUAeL+CPhprMdv490/XrQ2VtrZVbaUSxyE/NKd2FY4xuU4OKzPDnhDxL4Ts30a++GOh+JNkjGDUTLbqSCc/MXUsR6ZwccV73RQB4p8RfAfifxB4A0DTtP0LT4763uZZZ7TTnjhghDbiAu4qD1GcdTk16zq2jw6x4cvNGmzHDdWrW7FB9wMu3I+laVFAHh3hPTfih8ObW40Gx8O2WtWDTNJb3AuljCk4z1YHHAOCBznmtLxP4S8V678RfA+vPpkRSyit21J4pkCQyB9zhQzbiBk4xmvX6KAPFPEnhHxZcfFuXWp/D0HiXSDHtsobm8SOG3O0DLK2ehBJG05znr0x/CPgTx1ouheMdEm0GARapbyKkwuk+ZwrhVQZ6EsOWxgCvoOigDw2T4feKG+AUXhkaX/AMThb3zTbfaIvu+YTndu29D616z4QsbnS/Bmh6feR+VdW1hBDNHuDbXVACMjIPI7Vs0UAeffF/wXceMPCSnTYi+r2EontNrBWbsygnpkYP1UUvgP4fR6J8Ln8Pagnl3OpwSG/KkEq0i7SM/7K4HpkE969AooA8C8PeCPEfgoXOl3fw60bxXbtKXt75ngRwDxgmQE44zgjjJ5NaXjzwL4n1/4cabp9j4d0y1v01FriSx0144ooUKMByxUFuRkjvXtdFAFCKK5tNASG2ijF1FahYo3+5vC4AOO2fSvBdX+H3izxP4gsLiHwTZeGryK4ElzqVrfIY25zuEang55459a+iaKAPINY8G+JfC/xSn8beGNOi1e3vUK3ViZ1hkUkDdhm4xlQ3c9RjvUnhLwT4i1L4n3Hj7xRaRabIFK2tgkwlZf3flgsw4wFz7knoK9booAp6vBJdaLf28K7pZbeREXIGWKkAc15X8P/hvqsXwk13wr4htzYXF/dyPHiRJNo2RbG+RiPvJ0znivYKKAPC7HSPiVovgC68Aw+GLa5jkWWCLVEvkEaxSElsqeT95sdDz045i8TfCPXLX4TaR4c0eBdR1GPUDd3ZSVI1BZGB2lyMgfKPU9cCveaKAMm4sZm8Iy6fFEBObAwrGCAN3l7QPTrXnXw48F+INB+EviLQ9T0/yNRvHuTBD50bbw8CIvzKxAywI5Net0UAeH6Z8P/FFv8AdY8My6Zt1i4u1kitvtER3L5kTZ3bto4Vup7Vo6z8O9c1j4FaV4cWFItYsdk32d5FwzKWBXcCVzhuucV6/RQB5Vo2leMvFXg278KeKtEt9JsRpy20N0kyyO8qFdjFQxwBtyfXsawLHSPiVovgC68Aw+GLa5jkWWCLVEvkEaxSElsqeT95sdDz04590ooA8M8R/CbWrT4N6b4Z0iFdR1NNSF5dbJFjXJjcHaXI4GVHqeuPT2TQ7V7HQNNtJYxHJBaxRMgxhSqgEccdqv0UAeVfBDwfr3hDS9Xh12w+ySXE6PEPOSTcApBPyMcfjXW/ETw3ceLfAeqaLZuiXM6o0Rc4Usjq4BPbO3H411FFAHkPg3SfG934XPgrxHoFvYaOtjLaNfLOryHIITaqseRnr04rB8OeDfEng6CfSL34baJ4oj81mt9QaSBGwezGRS2PqBjJ6175RQB4v4/wDA3ibX/hrpGm2GgabBqEV+1xLZaa0cMMKEPjG4qCeVzjqc9q9YQXGneHkEFmZ7m3tQEtUdV3sq8ICSFHIxnOK0KKAPnbRfDPxN07x3d+L9Q8HRanqU24x+bqMCrCTx8o3novyj0FdH8TvDXjPx54I0LboCQ6vHcSPdWaXcRES8qp3lgDkAHg969mooARAQig9QKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8Q+LegfEHxjrkFrpmgeZoVi4eNZLuFRcyd2ZTIDjsBwcZ9ePb6KAPM/DE/xSk0bWYtY0zT7K6itlGlqhi2GQZ+UhXbAwB1xXHeKPD3xR+Jcmn6XrWh6fpNnbS+Y9wkqsMkYJ4dieM4A/E+nvtFAHmPxP+HN74i8O6OdBkH9q6IR9mEjBfNXCgjJ4DZRSM8cH1rG8L+D/ABl4k+JNt4x8b2dtY/2fEI7e3iYHewB24AZsAFmbJPXGBivZ6KAOI8OSePW8fa4uux248Njd/Z5TZn7w2Yx833c7t3fpWF408Da54r+K3h6+uIon8N2ADNiUZDAlzuU8/MQi8Z4FeqUUAFeT+AfBuv6J8WPFmt6hYeTp1+85tpvOjbzA0wYfKGJHHPIFesUUAcv8RtIvte+H+saXpsHn3lxEFij3qu471PViAOAepqv8LtE1Hw58OdJ0rVbf7PfQed5kW9X27pnYcqSDwQeDXYUUAFc/4H/5ErSv+uP9TXQVz/gf/kStK/64/wBTQB0FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFef8Axj8N6v4q8DDTtFtPtV39rjk8vzET5QGycsQO4716BRQBi+GLS60nwRo1nc27fa7TToIpYFZSd6RqCoOdvUYznHvXh+oeH/i3e/EB/Fw8M27XSZW0inuoJEt06KFHmDkAnn1JNfRVFAHGWB8a3/w2u01O3trXxRLFNHGgdQiE5CHKlhnHPXr6VS+D/gu58F+Dmt9RhWLU7qd5bhQwbaB8qrkcEYGf+BGvQKKAOIt5PHv/AAtSdJo7f/hD/J/dsNmc7RjH8e7dnOeMfhXAW3hHx38P/E3iKXw5o1vrNhrAby5GnVGiJLFdwYjJG457HjkdK92ooA8f8J/CC5tPhVrHh3V540v9VYS/IdywMuDGCe/K5OPXHvXJj4ffErxBpmj+C9ZtLW10LTZ9/wBtWVWLLyB0YliAzBRtHXmvoyigDD8QyahpHhK4Xw9pxvL6KEQ2luCoAONoJ3EDCjn3xiuO+D/gG78Labd6vriH+39ScmbewZo0znaSM8sfmPPp6V6bRQAVyHw0/wCRPP8A2EL7/wBKZK6+uQ+Gn/Inn/sIX3/pTJQB19FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5z8afC+s+LfBdtp+h2f2q6S/SZo/NSPCBJATlyB1YfnXWadpHmeCbTRdRiK7tOS0uIwwOP3YVhkcetbVFAHzi3w++Jul6FqHgSwtLO40K8uhL9vMqqQuVPdsqPlUkbSeuM5r0bXtD8S+G/hhZeF/Bdi15eeT9nkuhNHF5QPLuN7D5mJOMdMk9hn0iigDwT4e6J8VfCElhpUfh2xt9Ie8R72UywNIULDexIkySF6YHbpXomnSePT8Tr9L6O3HhIRf6Ow2ZzgYxj592c5zx6dq7eigDyP4o+HPFPjvxNpWgWtlJb+HIpFkur4umGY9SBnJ2jIHHLH0ANdj4q8D2eu/D2bwrZhLWJIUS0OOI2TBTPtxg98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mila in aumento di euro 102.968 mila rispetto al 31 dicembre 2021. Tale incremento \u00e8 principalmente imputabile ai maggiori acquisti di prodotti finiti effettuati per la stagione Primavera/Estate 23 rispetto agli acquisti della corrispondente stagione dell\u2019esercizio precedente.", "metadata": {"detection_class_prob": 0.9449988603591919, "coordinates": {"points": [[153.00000416666668, 295.26387430555553], [153.00000416666668, 416.1938951388887], [1508.884162469447, 416.1938951388887], [1508.884162469447, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f4c4bfb24efe7456e8c6315284b93e8d", "text": "Trattasi di debiti che scadono entro i prossimi 12 mesi. I termini e le condizioni delle passivit\u00e0 sopra elencate sono i seguenti:", "metadata": {"detection_class_prob": 0.9299275279045105, "coordinates": {"points": [[144.96217346191406, 452.2638743055555], [144.96217346191406, 510.5272263888887], [1508.9215067851862, 510.5272263888887], [1508.9215067851862, 452.2638743055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "261b4f7d4b06e8c86905042c5a178291", "text": "i debiti commerciali non producono interessi e sono normalmente regolati in un periodo compreso tra i 30 e i 150 giorni;", "metadata": {"detection_class_prob": 0.9294928312301636, "coordinates": {"points": [[164.5428466796875, 548.2638784722221], [164.5428466796875, 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"languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "869642b8eb207e4b4759c108d471865c", "text": "Si precisa che il valore contabile dei debiti commerciali coincide con il rispettivo valore equo.", "metadata": {"detection_class_prob": 0.7365125417709351, "coordinates": {"points": [[149.77520751953125, 676.9305659722221], [149.77520751953125, 703.860565972222], [1181.3974791989956, 703.860565972222], [1181.3974791989956, 676.9305659722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "00c53d69a1a4fe675d7e5db371a9c2c5", "text": "La movimentazione delle passivit\u00e0 per resi e accrediti a clienti nell\u2019esercizio 2022 \u00e8 cos\u00ec riassunta:", "metadata": {"detection_class_prob": 0.8854245543479919, "coordinates": {"points": [[153.00000416666668, 739.5972034722222], [153.00000416666668, 766.5272034722221], [1226.5042724609375, 766.5272034722221], [1226.5042724609375, 739.5972034722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "1e5e991e7015c12ea3408801d11dab0e", "text": "Saldo al 1 gennaio", "metadata": {"detection_class_prob": 0.7523494362831116, "coordinates": {"points": [[150.5737762451172, 816.2624951388889], [150.5737762451172, 840.596870138889], [365.0739552083333, 840.596870138889], [365.0739552083333, 816.2624951388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "2020a5f4433210abda956a9f9ad440ef", "text": "Accantonamenti Utilizzi", "metadata": {"coordinates": {"points": [[153.0, 900.0], [153.0, 973.0], [312.0, 973.0], [312.0, 900.0]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "627f28c2c92e206f179dbae0b7795494", "text": "Accantonamenti", "metadata": {"detection_class_prob": 0.6628105640411377, "coordinates": {"points": [[153.00000416666668, 902.5958326388889], [153.00000416666668, 926.9302076388889], [320.07394270833333, 926.9302076388889], [320.07394270833333, 902.5958326388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "parent_id": "2020a5f4433210abda956a9f9ad440ef", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "30881f2516b8e497ebba9f79e1f22e99", "text": "Utilizzi", "metadata": {"detection_class_prob": 0.7681888937950134, "coordinates": {"points": [[152.7037811279297, 945.2625222222222], [152.7037811279297, 969.5968972222222], [226.7406177083333, 969.5968972222222], [226.7406177083333, 945.2625222222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "parent_id": "2020a5f4433210abda956a9f9ad440ef", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "a1ac0a1a6e762c7916e234987020a863", "text": "Saldo al 31 dicembre", "metadata": {"detection_class_prob": 0.8434270024299622, "coordinates": {"points": [[153.00000416666668, 1031.9292013888887], [153.00000416666668, 1056.2635763888889], [397.74060729166666, 1056.2635763888889], [397.74060729166666, 1031.9292013888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "118a84406395eb3f45333c89e0a6e632", "text": "Il valore delle passivit\u00e0 per resi e accrediti a clienti \u00e8 stato stimato a fronte dei potenziali resi e accrediti che si manifesteranno nell\u2019ambito degli accordi commerciali stipulati con i clienti, in particolare quelli in franchising. Il decremento del fondo resi e note di accredito rispetto al 31 dicembre 2021 \u00e8 principalmente imputabile alla previsione di minori resi dalla rete dei negozi in franchising in seguito ai migliori dati di vendita delle stagioni del 2022 rispetto all\u2019anno precedente.", "metadata": {"detection_class_prob": 0.935801088809967, "coordinates": {"points": [[150.52679443359375, 1091.9305909722223], [150.52679443359375, 1244.1938680555556], [1518.2763671875, 1244.1938680555556], [1518.2763671875, 1091.9305909722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "parent_id": "a1ac0a1a6e762c7916e234987020a863", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "19d154d24d2130d838f48bd538e16477", "text": "34. Altre passivit\u00e0 correnti non finanziarie", "metadata": {"detection_class_prob": 0.799386203289032, "coordinates": {"points": [[150.4161834716797, 1343.4188397222222], [150.4161834716797, 1370.8605097222223], [694.8540669952966, 1370.8605097222223], [694.8540669952966, 1343.4188397222222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8e900ad4b8bb67f665ceaf774d81f866", "text": "La voce \u00e8 cos\u00ec composta:", "metadata": {"detection_class_prob": 0.6943000555038452, "coordinates": {"points": [[151.92010498046875, 1414.5972680555553], [151.92010498046875, 1441.5272680555554], [436.1449696354166, 1441.5272680555554], [436.1449696354166, 1414.5972680555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "parent_id": "19d154d24d2130d838f48bd538e16477", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "b758ea46a5ff5b30722e25162388b48e", "text": "Saldo Saldo Variazione al 31-12-2022 al 31-12-2021 Debiti verso istituti previdenziali 1.878 2.018 (140) Debiti verso personale 7.528 7.319 209 Debiti verso altri 3.191 3.370 (179) Ratei e risconti passivi verso terzi 123 142 (19) Totale altre passivit\u00e0 correnti non finanziarie verso terzi 12.720 12.849 (129) Ratei e risconti passivi verso controllate 5 5 - Totale altre passivit\u00e0 correnti non finanziarie verso parti correlate 5 5 - Totale 12.725 12.854 (129)", "metadata": {"detection_class_prob": 0.9352053999900818, "coordinates": {"points": [[134.98826599121094, 1468.909912109375], [134.98826599121094, 2000.896728515625], [1534.258056640625, 2000.896728515625], [1534.258056640625, 1468.909912109375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Saldo al 31-12-2022</th><th>Saldo al 31-12-2021</th><th>| Variazione</th></tr></thead><tbody><tr><td>Debiti verso istituti previdenziali</td><td>1.878</td><td>2.018</td><td>(140)</td></tr><tr><td>Debiti verso personale</td><td>7.528</td><td>7.319</td><td>209</td></tr><tr><td>Debiti verso altri</td><td>3.191</td><td>3.370</td><td>(179)</td></tr><tr><td>Ratei e risconti passivi verso terzi</td><td>123</td><td>142</td><td>(19)</td></tr><tr><td>Totale altre passivit\u00e0 correnti non finanziarie verso terzi</td><td>12.720</td><td>12.849</td><td>(129)</td></tr><tr><td>Ratei e risconti passivi verso controllate</td><td>5</td><td>5</td><td>-</td></tr><tr><td>Totale altre passivit\u00e0 correnti non finanziarie verso parti correlate</td><td>5</td><td>5</td><td>-</td></tr><tr><td>Totale</td><td>12.725</td><td>12.854</td><td>(129)</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 73, "image_base64": 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Fondi rischi e oneri correnti", "metadata": {"detection_class_prob": 0.7928866147994995, "coordinates": {"points": [[152.41162109375, 641.0488891601562], [152.41162109375, 668.5272493055553], [561.7478081860368, 668.5272493055553], [561.7478081860368, 641.0488891601562]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "b0186b4b7ac6b815e8b86531708293df", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "193c4f7c5c4324d27b75e8daaeaed35e", "text": "La voce Fondi per rischi e oneri correnti, pari a euro 1.668 mila (euro 102 mila nel 2021) include, principalmente, la stima dei contenziosi in corso, la stima dei costi di ripristino dei locali e la stima di addebiti da fornitori.", "metadata": {"detection_class_prob": 0.9312877058982849, "coordinates": {"points": [[153.00000416666668, 717.9305513888888], [153.00000416666668, 776.5272430555553], [1508.8431363110374, 776.5272430555553], [1508.8431363110374, 717.9305513888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "97811bf7ff74e01ca680873a56497141", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "ace7f2d6ea53a70989a325f609a89eca", "text": "36. Debiti tributari", "metadata": {"detection_class_prob": 0.8123233318328857, "coordinates": {"points": [[153.00000416666668, 875.335693359375], [153.00000416666668, 902.8605430555555], [401.56848372484666, 902.8605430555555], [401.56848372484666, 875.335693359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "b0186b4b7ac6b815e8b86531708293df", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b187566d96b189a2ed09aa621fffeb49", "text": "La voce Debiti tributari pari a euro 2.648 mila (euro 2.527 mila nel 2021) include, principalmente, i debiti per ritenute su personale dipendente.", "metadata": {"detection_class_prob": 0.911957859992981, "coordinates": {"points": [[153.00000416666668, 946.9305784722221], [153.00000416666668, 1005.1938659722223], [1509.6075439453125, 1005.1938659722223], [1509.6075439453125, 946.9305784722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "ace7f2d6ea53a70989a325f609a89eca", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "405e247d41477b7186abef7129c928d4", "text": "37. Pagamenti basati su azioni", "metadata": {"detection_class_prob": 0.818589448928833, "coordinates": {"points": [[151.50759887695312, 1104.4189001388888], [151.50759887695312, 1131.860570138889], [544.5525824317168, 1131.860570138889], [544.5525824317168, 1104.4189001388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "b0186b4b7ac6b815e8b86531708293df", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5afaaca910fbcd83a779bfc9380af779", "text": "Secondo quanto previsto dal IFRS 2, l\u2019adozione di un piano di pagamenti basati su azioni implica la rilevazione contabile di un costo pari al fair value delle opzioni alla data di assegnazione. Tale costo va riconosciuto a conto economico lungo il periodo nel quale maturano le condizioni per l\u2019esercizio delle stesse e in contropartita viene alimentata una apposita riserva di patrimonio netto. Le opzioni vengono valutate con il metodo binomiale da un esperto indipendente al momento della loro assegnazione.", "metadata": {"detection_class_prob": 0.941863477230072, "coordinates": {"points": [[153.00000416666668, 1175.597201388889], [153.00000416666668, 1328.193884722222], [1513.4178466796875, 1328.193884722222], [1513.4178466796875, 1175.597201388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "405e247d41477b7186abef7129c928d4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b25df7901a1bfcfea123a6edec6235de", "text": "Alla data del presente bilancio \u00e8 in essere un piano di incentivazione a medio-lungo termine approvato dall\u2019Assemblea degli Azionisti del 22 aprile 2021 che prevede l\u2019assegnazione a titolo gratuito di massime n. 7.696.626 di azioni ordinarie della Societ\u00e0 nonch\u00e9 l\u2019erogazione di una componente monetaria per un importo massimo pari a euro 1.320.000 lordi in caso di overachievement di alcuni obiettivi, a favore dell\u2019Amministratore Delegato, dei Dirigenti con Responsabilit\u00e0 Strategiche, nonch\u00e9 di Dirigenti e Key People di Geox o di altre societ\u00e0 del Gruppo.", "metadata": {"detection_class_prob": 0.935903787612915, "coordinates": {"points": [[153.00000416666668, 1363.5971805555555], [153.00000416666668, 1516.1938638888892], [1510.8822021484375, 1516.1938638888892], [1510.8822021484375, 1363.5971805555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "405e247d41477b7186abef7129c928d4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1eacb5515c82697a144bf667815f72c2", "text": "Il Piano ha un vesting period di tre anni e, di conseguenza, le azioni potranno essere assegnate a decorrere dalla data di approvazione da parte dell\u2019Assemblea degli Azionisti del bilancio consolidato chiuso al 31 dicembre 2023. L\u2019assegnazione delle componenti della Quota Equity ai beneficiari \u00e8 subordinata al rispetto di una condizione di permanenza (permanenza del rapporto lavorativo/di amministrazione alla data di approvazione da parte del Consiglio di Amministrazione della Societ\u00e0 del progetto di bilancio consolidato chiuso al 31 dicembre 2023), al conseguimento di alcuni obiettivi di redditivit\u00e0 collegati all\u2019EBIT nel 2022, al Target EBITDA nel 2023 e ad alcuni obiettivi finanziari-patrimoniali del Gruppo nel 2023. L\u2019erogazione della Quota Cash \u00e8 inoltre subordinata al raggiungimento del target di overachievement.", "metadata": {"detection_class_prob": 0.9244471788406372, "coordinates": {"points": [[153.00000416666668, 1520.5972784722221], [153.00000416666668, 1736.109130859375], [1510.9837646484375, 1736.109130859375], [1510.9837646484375, 1520.5972784722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 74, "parent_id": "405e247d41477b7186abef7129c928d4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0b1d3af53cc021f143eef136f4b25456", "text": "Il C.d.A. di Geox S.p.A. ha deliberato di dare attuazione al Piano, con un primo ciclo di attribuzione di nr. 7.671.892 diritti a favore di 99 beneficiari. 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Gestione del rischio: obiettivi e criteri", "metadata": {"detection_class_prob": 0.8435652852058411, "coordinates": {"points": [[151.86976623535156, 295.0855438888889], [151.86976623535156, 322.52721388888875], [686.8082035254669, 322.52721388888875], [686.8082035254669, 295.0855438888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "61275ee0aa12edf7d3036c23f905e607", "text": "Rischio di credito", "metadata": {"detection_class_prob": 0.8330642580986023, "coordinates": {"points": [[150.98858642578125, 366.2638784722222], [150.98858642578125, 393.1938784722222], [379.87298583984375, 393.1938784722222], [379.87298583984375, 366.2638784722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "93c23dc74e73d942d17d6d81d84fa1eb", "text": "La Societ\u00e0 attua una politica di garanzia dei propri crediti commerciali, che consente allo stesso di minimizzare il rischio di perdite su crediti commerciali per mancato pagamento e/o per ritardo apprezzabile nei pagamenti da parte dei propri clienti. La politica di copertura dei rischi su crediti commerciali di norma riguarda la maggioranza dei crediti commerciali della Societ\u00e0 verso terzi.", "metadata": {"detection_class_prob": 0.9436642527580261, "coordinates": {"points": [[150.72288513183594, 428.9305472222221], [150.72288513183594, 549.8605368055554], [1508.9209808692171, 549.8605368055554], [1508.9209808692171, 428.9305472222221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "61275ee0aa12edf7d3036c23f905e607", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "1d3fdf28d9805da32664d220aaec0f4e", "text": "Le attivit\u00e0 finanziarie della Societ\u00e0, che comprendono disponibilit\u00e0 liquide e mezzi equivalenti, strumenti derivati e altre attivit\u00e0 finanziarie, presentano un rischio massimo pari al valore contabile di queste attivit\u00e0 in caso di insolvenza della controparte (vedi nota 25).", "metadata": {"detection_class_prob": 0.9358627200126648, "coordinates": {"points": [[153.00000416666668, 585.597240972222], [153.00000416666668, 675.5272201388888], [1509.9619140625, 675.5272201388888], [1509.9619140625, 585.597240972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "61275ee0aa12edf7d3036c23f905e607", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "2c031f976e386a57fa828e8a5704a7f4", "text": "Rischio di tasso di interesse", "metadata": {"detection_class_prob": 0.8520405292510986, "coordinates": {"points": [[152.61341857910156, 742.2638680555555], [152.61341857910156, 769.1938680555555], [505.12628708333335, 769.1938680555555], [505.12628708333335, 742.2638680555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "591442bc28cc55532554868d4a88f781", "text": "L\u2019indebitamento verso il sistema bancario espone la Societ\u00e0 al rischio di variazioni dei tassi di interesse. In particolare i finanziamenti a tasso variabile sono soggetti a un rischio di cambiamento dei flussi di cassa. Al 31 dicembre 2022 l\u2019indebitamento finanziario lordo della Societ\u00e0 verso il sistema bancario ammonta ad euro 100,4 milioni ed \u00e8 principalmente a tasso variabile.", "metadata": {"detection_class_prob": 0.9388959407806396, "coordinates": {"points": [[152.52935791015625, 805.2639118055554], [152.52935791015625, 926.5272430555557], [1517.2093505859375, 926.5272430555557], [1517.2093505859375, 805.2639118055554]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "2c031f976e386a57fa828e8a5704a7f4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a764ba930cffc77fc09139ac3df12e97", "text": "La Societ\u00e0 non ha ritenuto di porre in essere politiche generalizzate di copertura dal rischio di variazione dei tassi di interesse, ma ha stipulato due operazioni di Interest Rate Swap (IRS) a copertura del solo finanziamento a medio-lungo termine, per complessivi euro 59,1 milioni, anche con lo specifico obiettivo di poter rimuovere, su tutto l\u2019ammontare nozionale, l\u2019iniziale condizione di floor a zero in relazione all\u2019Euribor inclusa nel tasso variabile.", "metadata": {"detection_class_prob": 0.9371361136436462, "coordinates": {"points": [[148.89312744140625, 930.5972534722223], [148.89312744140625, 1051.5272430555556], [1515.051025390625, 1051.5272430555556], [1515.051025390625, 930.5972534722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "2c031f976e386a57fa828e8a5704a7f4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7d87704727e035306f9c059b56d4b3cb", "text": "In termini di sensitivity analysis sottolineiamo che una variazione positiva (negativa) di 50 b.p. nel livello dei tassi di interesse a breve termine applicabili alle passivit\u00e0 finanziarie a tasso variabile avrebbe comportato un maggior (minor) onere finanziario annuo, al lordo dell\u2019effetto fiscale, per circa euro 408 mila.", "metadata": {"detection_class_prob": 0.9368046522140503, "coordinates": {"points": [[153.00000416666668, 1087.2639451388889], [153.00000416666668, 1177.1939243055556], [1510.3485107421875, 1177.1939243055556], [1510.3485107421875, 1087.2639451388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "2c031f976e386a57fa828e8a5704a7f4", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "df8d921c2ab63ac84729e9b7088a1da1", "text": "Rischio di cambio", "metadata": {"detection_class_prob": 0.8367054462432861, "coordinates": {"points": [[153.00000416666668, 1244.263913888889], [153.00000416666668, 1271.4000244140625], [381.35714697916666, 1271.4000244140625], [381.35714697916666, 1244.263913888889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "99b2046bc33cdef5bc7e31bb840e684f", "text": "Lo svolgimento da parte della Societ\u00e0 della propria attivit\u00e0 anche in Paesi esterni all\u2019area euro rende rilevante il fattore relativo all\u2019andamento dei cambi.", "metadata": {"detection_class_prob": 0.9168701171875, "coordinates": {"points": [[148.1779327392578, 1306.9306159722223], [148.1779327392578, 1365.1939034722222], [1508.7542463325665, 1365.1939034722222], [1508.7542463325665, 1306.9306159722223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "556d89dff857be718462d58fa43cfc37", "text": "I principali rapporti di cambio cui la Societ\u00e0 \u00e8 esposta riguardano:", "metadata": {"detection_class_prob": 0.8709602952003479, "coordinates": {"points": [[150.4873046875, 1399.7423095703125], [150.4873046875, 1427.8606055555554], [883.0761964403565, 1427.8606055555554], [883.0761964403565, 1399.7423095703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "7f89d96c5e0d00403e3a1aaa62d3cf15", "text": "EUR/USD, in relazione agli acquisti di prodotto finito in dollari USA effettuate da Geox S.p.A. su mercati, tipicamente del Far East, in cui il dollaro USA \u00e8 valuta di riferimento per gli scambi commerciali;", "metadata": {"detection_class_prob": 0.8932263255119324, "coordinates": {"points": [[201.28302001953125, 1465.0855563888888], [201.28302001953125, 1523.8605138888886], [1508.7819198239265, 1523.8605138888886], [1508.7819198239265, 1465.0855563888888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "958dbc313f46dc9065fdb15b9fe49106", "text": "EUR/GBP, EUR/CHF, in relazione alle vendite nei mercati britannico e svizzero.", "metadata": {"detection_class_prob": 0.843403697013855, "coordinates": {"points": [[201.66667291666667, 1529.1744384765625], [201.66667291666667, 1558.2991943359375], [1128.0958630351854, 1558.2991943359375], [1128.0958630351854, 1529.1744384765625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3584baa784c129af23b0cb1702cda6aa", "text": "La Societ\u00e0 definisce in via preliminare l\u2019ammontare del rischio di cambio derivante da transazioni commerciali previste nell\u2019orizzonte di 12 mesi, sulla base del budget di periodo, e provvede, successivamente, alla copertura di tale rischio in maniera graduale, lungo il processo di acquisizione degli ordini, nella misura in cui gli ordini corrispondono alle previsioni del budget. La copertura viene realizzata mediante appositi contratti a termine e diritti di opzione per l\u2019acquisto o vendita di valuta. La politica della Societ\u00e0 \u00e8 di non effettuare operazioni su derivati a scopi speculativi.", "metadata": {"detection_class_prob": 0.9137169122695923, "coordinates": {"points": [[153.00000416666668, 1592.361572265625], [153.00000416666668, 1747.02880859375], [1513.2410888671875, 1747.02880859375], [1513.2410888671875, 1592.361572265625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "71a0b970b1424f2325a4358e3fb0164e", "text": "Per quanto riguarda il mercato russo, che vede esposte le transazioni tra Geox S.p.A. e la controllata russa, si segnala che, nel corso del 2022, in particolare a partire dalla stagione di vendita Autunno/Inverno 22, i rapporti commerciali di vendita di prodotti finiti sono stati regolati in valuta EUR a seguito dell\u2019impossibilit\u00e0 di effettuare operazioni di copertura sulla valuta RUB.", "metadata": {"detection_class_prob": 0.9036654829978943, "coordinates": {"points": [[153.00000416666668, 1750.2639243055555], [153.00000416666668, 1870.8605097222226], [1517.848388671875, 1870.8605097222226], [1517.848388671875, 1750.2639243055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "a4a6a625584e00516318acea38eebef2", "text": "Il management ritiene che le politiche di gestione e contenimento di tale rischio adottate dalla Societ\u00e0 siano adeguate.", "metadata": {"detection_class_prob": 0.8498775959014893, "coordinates": {"points": [[152.02383422851562, 1906.930615972222], [152.02383422851562, 1933.8606159722221], [1455.8483677765464, 1933.8606159722221], [1455.8483677765464, 1906.930615972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 75, "parent_id": "df8d921c2ab63ac84729e9b7088a1da1", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "28f205dc1aadff587b1c2e07812c1941", "text": "Sempre in relazione alle attivit\u00e0 commerciali, la Societ\u00e0 pu\u00f2 trovarsi a detenere crediti o debiti commerciali denominati in valute diverse dalla valuta funzionale dell\u2019entit\u00e0 che li detiene. Inoltre, la Societ\u00e0 pu\u00f2 indebitarsi o impiegare fondi in valuta diversa da quella funzionale. 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2cb8ea6ed23cacbeb3ca60da784b18e2", "text": "differenze di cambio positive o negative. E\u2019 politica della Societ\u00e0 coprire interamente, laddove possibile, le esposizioni derivanti da crediti, debiti e titoli denominati in valuta diversa da quella funzionale della societ\u00e0 detentrice.", "metadata": {"detection_class_prob": 0.9217496514320374, "coordinates": {"points": [[153.00000416666668, 295.103271484375], [153.00000416666668, 353.86056597222205], [1510.1630859375, 353.86056597222205], [1510.1630859375, 295.103271484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "858092d1dbf4f76f175fec90ef58c5fa", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "8eaa9263223f10ae89abbc23442fba5a", "text": "Nel corso del 2022 la natura e la struttura delle esposizioni al rischio di cambio e le politiche di copertura seguite non sono variate in modo sostanziale rispetto all\u2019esercizio precedente.", "metadata": {"detection_class_prob": 0.9227975606918335, "coordinates": {"points": [[153.00000416666668, 389.26389513888876], [153.00000416666668, 447.86055555555544], [1510.6341552734375, 447.86055555555544], [1510.6341552734375, 389.26389513888876]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "858092d1dbf4f76f175fec90ef58c5fa", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f117822c8686c3f3190e6f59334dd8ee", "text": "Il bilancio della Societ\u00e0 pu\u00f2 essere significativamente interessato dalle variazioni dei tassi di cambio, principalmente in riferimento alle variazioni del dollaro americano sull\u2019euro. L\u2019impatto sul risultato della Societ\u00e0 al 31 dicembre 2022, in conseguenza di un\u2019ipotetica sfavorevole variazione immediata del 10% nei tassi di cambio delle principali valute estere nei confronti dell\u2019Euro, sarebbe pari a circa euro 398 mila; mentre nel caso di un\u2019ipotetica favorevole variazione immediata del 10% nei tassi di cambio sarebbe pari a circa euro 326 mila. Si segnala come non siano considerati nell\u2019analisi tutti i crediti, debiti e i flussi commerciali futuri a fronte dei quali sono state poste in essere apposite operazioni di copertura. Si sostiene, infatti, che la variazione dei tassi di cambio, in questi scenari, possa produrre un effetto economico opposto, di ammontare uguale, sulle transazioni sottostanti coperte.", "metadata": {"detection_class_prob": 0.9538009762763977, "coordinates": {"points": [[153.00000416666668, 483.59722638888877], [153.00000416666668, 730.1938659722222], [1513.4979248046875, 730.1938659722222], [1513.4979248046875, 483.59722638888877]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "858092d1dbf4f76f175fec90ef58c5fa", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "dae53edab8a67ddb314d03e75c06b2eb", "text": "Rischio di liquidit\u00e0", "metadata": {"detection_class_prob": 0.8334853053092957, "coordinates": {"points": [[153.00000416666668, 797.2639201388887], [153.00000416666668, 824.1939201388886], [390.7495104759266, 824.1939201388886], [390.7495104759266, 797.2639201388887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "858092d1dbf4f76f175fec90ef58c5fa", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "d6e1c19882ef8c711388ebdf104677e6", "text": "Il settore a cui la Societ\u00e0 appartiene \u00e8 caratterizzato da rilevanti fenomeni di stagionalit\u00e0. In particolare l\u2019esercizio pu\u00f2 essere diviso in due collezioni (primavera-estate ed autunno-inverno) sostanzialmente coincidenti con i due semestri. Da un lato la produzione e gli acquisti si concentrano nei 3 mesi precedenti il semestre di riferimento con conseguente aumento delle scorte e, successivamente, dell\u2019assorbimento di cassa. Dall\u2019altro le vendite ai canali multimarca ed in franchising si concentrano nei primi 3 mesi del semestre di riferimento con la trasformazione delle scorte in crediti. In questo stesso periodo si completa il pagamento dei debiti verso fornitori. Gli incassi da clienti e dai consumatori finali avvengono invece principalmente entro il semestre di riferimento. Tali fenomeni inducono una forte stagionalit\u00e0 anche nel ciclo finanziario della Societ\u00e0 con picchi di assorbimento di risorse finanziarie da Gennaio ad Aprile e da Luglio ad Ottobre. La Societ\u00e0 gestisce il rischio di liquidit\u00e0 attraverso lo stretto controllo degli elementi componenti il capitale circolante operativo ed in particolare del magazzino e dei crediti verso clienti. Le politiche di copertura del rischio sul credito attuate dalla Societ\u00e0 garantiscono l\u2019incasso nel breve periodo anche dei crediti verso clienti in situazioni di difficolt\u00e0 finanziaria rendendo non rilevante il rischio di insolvenza. Inoltre le quantit\u00e0 di prodotto finito rimaste nei negozi a fine stagione vengono poi smaltite in modo pianificato negli outlet di propriet\u00e0 e con vendite promozionali verso terzi.", "metadata": {"detection_class_prob": 0.9328572750091553, "coordinates": {"points": [[153.00000416666668, 859.9305576388888], [153.00000416666668, 1263.193857638889], [1511.78515625, 1263.193857638889], [1511.78515625, 859.9305576388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "dae53edab8a67ddb314d03e75c06b2eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3b608a1297bf28e0855303060f2454b5", "text": "La Societ\u00e0 dispone inoltre di linee di affidamento bancario in linea con la solida struttura patrimoniale di cui gode e che risultano abbondantemente capienti rispetto ai fenomeni di stagionalit\u00e0 sopra descritti.", "metadata": {"detection_class_prob": 0.7005186080932617, "coordinates": {"points": [[153.00000416666668, 1267.2638680555556], [153.00000416666668, 1325.8605597222222], [1508.681135583646, 1325.8605597222222], [1508.681135583646, 1267.2638680555556]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "dae53edab8a67ddb314d03e75c06b2eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "6ebd956ee1e16b11885a493c7bc132fa", "text": "Si ricorda, inoltre, come l\u2019emergenza derivante dal Covid-19 abbia provocato nel corso del 2020, per tutto il settore in cui la Societ\u00e0 opera, un rilevante assorbimento una-tantum di cassa, che si \u00e8 aggiunto alla normale stagionalit\u00e0 del business. In particolare, la sospensione temporanea dell\u2019attivit\u00e0 dei negozi ed il rallentamento degli incassi da parte della clientela multimarca ed in franchising, hanno provocato, nel secondo trimestre del 2020, un temporaneo cash-flow negativo dettato dall\u2019anomalo incremento del circolante causato dai mancati incassi dei negozi (gestiti dai diversi clienti), dal magazzino invenduto e dai crediti non riscossi. Nel corso del 2021, al contrario, parte di tale effetto anomalo sul circolante \u00e8 stato riassorbito.", "metadata": {"detection_class_prob": 0.925783097743988, "coordinates": {"points": [[153.00000416666668, 1328.687744140625], [153.00000416666668, 1545.193828472222], [1508.827357027625, 1545.193828472222], [1508.827357027625, 1328.687744140625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "dae53edab8a67ddb314d03e75c06b2eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0d1c8e4f1e2adf99440d4a9f0bb3e4dd", "text": "Con riferimento anche alla situazione appena descritta e ai diretti impatti sulla valutazione del rischio di liquidit\u00e0, gli Amministratori, in considerazione dell\u2019andamento migliorativo del 2022, delle previsioni del Piano Strategico, delle attuali linee disponibili e non utilizzate, nonch\u00e9 dei finanziamenti ottenuti dal sistema bancario nel corso del 2020, non ritengono che gli impatti dei suddetti eventi possano essere tali da comportare il rischio che il Gruppo non sia in grado di rispettare gli impegni di pagamento.", "metadata": {"detection_class_prob": 0.9321244359016418, "coordinates": {"points": [[153.00000416666668, 1549.5972430555557], [153.00000416666668, 1702.1939243055556], [1508.9220328896668, 1702.1939243055556], [1508.9220328896668, 1549.5972430555557]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 76, "parent_id": "dae53edab8a67ddb314d03e75c06b2eb", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": 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in essere sono i seguenti:", "metadata": {"detection_class_prob": 0.8275585770606995, "coordinates": {"points": [[151.7553253173828, 358.26388472222214], [151.7553253173828, 385.1938847222221], [1011.2377495114958, 385.1938847222221], [1011.2377495114958, 358.26388472222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "0787a56543971abffce628439d4bdfa7", "text": "Importo Fair value Fair value Importo Fair value nozionale positivo al negativo al nozionale positivo al 31-12-2022 31-12-2022 31-12-2022 31-12-2021 31-12-2021 Contratti acquisto a termine a copertura del rischio di cambio 37.305 2.588 (673) 90.855 4.060 Contratti vendite a termine a copertura del rischio di cambio 59.545 1.813 (182) 77.125 193 Contratti opzione a copertura del rischio di cambio 285.955 19.711 - 295.780 15.464 Contratti a copertura del rischio di tasso 59.063 2.754 - 67.500 - Totale 441.868 26.866 (855) 531.260 19.717 Altre attivit\u00e0/(passivit\u00e0) finanziarie 26.866 (855) 19.717 Fair value negativo al 31-12-2021 (165) (790) - (64) (1.019) (1.019)", "metadata": {"detection_class_prob": 0.9397984743118286, "coordinates": {"points": [[142.04254150390625, 413.41607666015625], [142.04254150390625, 881.8756103515625], [1508.052978515625, 881.8756103515625], [1508.052978515625, 413.41607666015625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Importo | nozionale | 31-12-2022 |</th><th>Fair value | positivo al | 31-12-2022 |</th><th>\u2014 Fair value negativo al | 31-12-2022 |</th><th>Importo \u2014 nozionale | 31-12-2021 |</th><th>| Fair value | positivo al | 31-12-2021 |</th><th>\u2014 Fair value negativo al 31-12-2021</th></tr></thead><tbody><tr><td>Contratti acquisto a termine a copertura del rischio di cambio</td><td>37305</td><td>2.588</td><td>(673)</td><td>90.855</td><td>4.060</td><td>(165)</td></tr><tr><td>Contratti vendite a termine a copertura del rischio di cambio</td><td>59.545</td><td>1813</td><td>(182)</td><td>77.125</td><td>193</td><td>(790)</td></tr><tr><td>Contratti opzione a copertura del rischio di cambio</td><td>285.955</td><td>19711</td><td>-</td><td>295.780</td><td>15.464</td><td>-</td></tr><tr><td>Contratti a copertura del rischio di tasso</td><td>59.063</td><td>2754</td><td>-</td><td>67.500</td><td>-</td><td>(64)</td></tr><tr><td>Totale</td><td>441.868</td><td>26.866</td><td>(855)</td><td>531.260</td><td>19.717</td><td>(1.019)</td></tr><tr><td>Altre attivit\u00e0/(passivit\u00e0) 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"image_mime_type": "image/jpeg", "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "625169267f408de260ebf03d3085692a", "text": "In relazione agli strumenti finanziari rilevati nella situazione patrimoniale-finanziaria al fair value, l\u2019IFRS 7 richiede che tali valori siano classificati sulla base di una gerarchia di livelli che rifletta la significativit\u00e0 degli input utilizzati nella determinazione del fair value. Si distinguono i seguenti livelli:", "metadata": {"detection_class_prob": 0.9329161643981934, "coordinates": {"points": [[140.69564819335938, 911.2638576388889], [140.69564819335938, 1000.8605597222222], [1511.2728271484375, 1000.8605597222222], [1511.2728271484375, 911.2638576388889]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "5f8dbf7d9163457d3fa469c90989c563", "text": "Livello 1 \u2013 quotazioni rilevate su un mercato attivo per attivit\u00e0 o passivit\u00e0 oggetto di valutazione;", "metadata": {"detection_class_prob": 0.813765287399292, "coordinates": {"points": [[201.66667291666667, 1037.8109130859375], [201.66667291666667, 1066.6241455078125], [1315.7643006159753, 1066.6241455078125], [1315.7643006159753, 1037.8109130859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "f8b637c764af1988e40ecb22a9f8ce49", "text": "Livello 2 \u2013 input diversi dai prezzi quotati di cui al punto precedente, che sono osservabili direttamente (prezzi) o indirettamente (derivati dai prezzi) sul mercato;", "metadata": {"detection_class_prob": 0.8865090012550354, "coordinates": {"points": [[198.977783203125, 1071.4188438888887], [198.977783203125, 1130.5272076388887], [1508.8865889780855, 1130.5272076388887], [1508.8865889780855, 1071.4188438888887]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "febb2cd67dcf1f59d3cd530028d28276", "text": "Livello 3 \u2013 input che non sono basati su dati di mercato osservabili.", "metadata": {"detection_class_prob": 0.8596793413162231, "coordinates": {"points": [[201.66667291666667, 1135.468505859375], [201.66667291666667, 1164.465576171875], [993.0992444468361, 1164.465576171875], [993.0992444468361, 1135.468505859375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "aff93f11047d0b374280cfab6469f057", "text": "Si evidenzia come tutte le attivit\u00e0 e passivit\u00e0 che sono valutate al fair value al 31 dicembre 2022, sono inquadrabili nel livello gerarchico numero 2 di valutazione del fair value. Inoltre, nel corso dell\u2019esercizio 2022 non vi sono stati trasferimenti dal Livello 1 al Livello 2 o al Livello 3 e viceversa.", "metadata": {"detection_class_prob": 0.9377039670944214, "coordinates": {"points": [[144.0803680419922, 1198.9659423828125], [144.0803680419922, 1289.5286865234375], [1521.478515625, 1289.5286865234375], [1521.478515625, 1198.9659423828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 77, "parent_id": "6ceb2635f8e639b35508f53cead25f96", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "7f76e7dcd8e5afb6e4729460f0e38599", "text": "In relazione agli strumenti finanziari derivati a copertura del rischio di cambio, al 31 dicembre 2022, la Societ\u00e0 detiene:", "metadata": {"detection_class_prob": 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prospettiva, le monitora in relazione alla tipologia del proprio business (e.g. rischi di transizione) ed al settore in cui opera che annovera tra i principali rischi, nonch\u00e9 emergenti, quelli relativi al c.d. \u201cclimate change\u201d ed in particolare:", "metadata": {"detection_class_prob": 0.942094087600708, "coordinates": {"points": [[153.00000416666668, 358.26388472222214], [153.00000416666668, 447.86055555555544], [1515.257080078125, 447.86055555555544], [1515.257080078125, 358.26388472222214]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "3e6ac2508fc187e52e8ed974be2ef180", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1c3a247a832204e2dc7d4fdc2cfee709", "text": "\u2022 rischi fisici che potrebbero causare eventi naturali estremi con potenziali impatti riconducibili alle catene di approvvigionamento, agli impianti di produzione ed ai punti vendita con possibili interruzioni delle attivit\u00e0 e perdite finanziarie;", "metadata": {"detection_class_prob": 0.9308372735977173, "coordinates": {"points": [[208.56884765625, 483.75220638888896], [208.56884765625, 573.860578472222], [1508.8997411691398, 573.860578472222], [1508.8997411691398, 483.75220638888896]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "3e6ac2508fc187e52e8ed974be2ef180", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "d4db99884c2e2df8316a95d59b26fc9e", "text": "\u2022 rischi relativi alla vulnerabilit\u00e0 della catena di approvvigionamento causati dai suddetti rischi fisici e che potrebbero determinare possibili interruzioni delle catene di approvvigionamento, influenzando la disponibilit\u00e0 e il costo delle materie prime, il trasporto e la distribuzione.", "metadata": {"detection_class_prob": 0.933143138885498, "coordinates": {"points": [[205.82272338867188, 609.7522293055555], [205.82272338867188, 699.8605368055554], [1508.97179984375, 699.8605368055554], [1508.97179984375, 609.7522293055555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "3e6ac2508fc187e52e8ed974be2ef180", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "914d60be9f901128779a325d2d44563f", "text": "La Societ\u00e0, ha svolto analisi dei profili di rischio ritenuti rilevanti \u2013 ivi inclusi i rischi con potenziali impatti c.d. ESG \u2013 consapevole dell\u2019evoluzione e delle raccomandazioni (e.g. Task Force on Climate-related Financial Disclosures, TCFD) a cui le suddette analisi devono tendere.", "metadata": {"detection_class_prob": 0.9348255395889282, "coordinates": {"points": [[146.61904907226562, 735.597240972222], [146.61904907226562, 825.5272201388888], [1508.7574021246164, 825.5272201388888], [1508.7574021246164, 735.597240972222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "3e6ac2508fc187e52e8ed974be2ef180", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "b1cba40e9de47353e2f9c1d5a1e008a0", "text": "Come declinato nella Dichiarazione Consolidata di Carattere Non Finanziario, le iniziative di prodotto (collegate, ad esempio, alle attivit\u00e0 di ricerca e sviluppo in corso), di processo (collegate, ad esempio, all\u2019evoluzione del packaging, ai consumi energetici, alla catena di fornitura, ecc.) ed i riconoscimenti ottenuti dal Gruppo a cui si aggiungono, inoltre, le iniziative nei confronti del personale e degli altri stakeholders, dimostrano l\u2019attenzione ed il posizionamento del Gruppo \u2013 in un contesto di estrema sensibilit\u00e0 \u2013 rispetto alle necessit\u00e0 emergenti ed ai conseguenti rischi, anche regolatori, di natura climatico-ambientale.", "metadata": {"detection_class_prob": 0.9494200944900513, "coordinates": {"points": [[153.00000416666668, 860.0457763671875], [153.00000416666668, 1044.860551388889], [1511.0531005859375, 1044.860551388889], [1511.0531005859375, 860.0457763671875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "3e6ac2508fc187e52e8ed974be2ef180", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "7667d2c4db52025f2eb35664bf5f09fc", "text": "39. Rapporti con parti correlate", "metadata": {"detection_class_prob": 0.8443450331687927, "coordinates": {"points": [[153.00000416666668, 1149.0362548828125], [153.00000416666668, 1177.7469482421875], [572.3683269629668, 1177.7469482421875], [572.3683269629668, 1149.0362548828125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "ea293a9954f2d686c5f35603b2be9477", "text": "Ai sensi dello IAS 24, le parti correlate della Societ\u00e0 sono le imprese e le persone che sono in grado di esercitare il controllo, o un\u2019influenza significativa e le imprese collegate. Infine, sono considerate parti correlate anche i membri del Consiglio di Amministrazione, i Sindaci ed i Dirigenti con responsabilit\u00e0 strategica del Gruppo e relativi familiari (note 7 e 9).", "metadata": {"detection_class_prob": 0.9369083046913147, "coordinates": {"points": [[153.00000416666668, 1217.5972722222223], [153.00000416666668, 1325.8605597222222], [1511.4725341796875, 1325.8605597222222], [1511.4725341796875, 1217.5972722222223]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "7667d2c4db52025f2eb35664bf5f09fc", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "725cdd9d15462b461ecaa1cd761a09db", "text": "Il Regolamento per la disciplina delle operazioni con parti correlate \u00e8 disponibile sul sito internet www.geox.biz, sezione Governance.", "metadata": {"detection_class_prob": 0.9139356017112732, "coordinates": {"points": [[153.00000416666668, 1352.9305243055558], [153.00000416666668, 1407.0943603515625], [1508.8641752927454, 1407.0943603515625], [1508.8641752927454, 1352.9305243055558]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 78, "parent_id": "7667d2c4db52025f2eb35664bf5f09fc", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f2a93e41723a40dff0461b3cd4cfa75e", "text": "La Societ\u00e0 intrattiene rapporti con la societ\u00e0 controllante Lir S.r.l., con societ\u00e0 controllate direttamente e indirettamente, con societ\u00e0 consociate e altre parti correlate. 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"image_mime_type": "image/jpeg", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "PageBreak", "element_id": "719a5ea540a5219bb99ca16e01cb6d8b", "text": "", "metadata": {"file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf", "filetype": "application/pdf"}}, {"type": "Header", "element_id": "d6fde3120f6af9291e0ece5cabd7e231", "text": "Note esplicative di Geox S.p.A.", "metadata": {"detection_class_prob": 0.42674520611763, "coordinates": {"points": [[153.00000416666668, 199.4272918701172], [153.00000416666668, 221.66652013888904], [439.2878515448584, 221.66652013888904], [439.2878515448584, 199.4272918701172]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 79, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "2e687310b869bc0bde88a31656220f65", "text": "I rapporti economici intrattenuti con le parti correlate nel corso degli anni 2022 e 2021 sono riepilogati nelle seguenti tabelle:", "metadata": {"detection_class_prob": 0.9043776392936707, "coordinates": {"points": [[144.57362365722656, 295.26387430555553], [144.57362365722656, 353.86056597222205], [1510.93994140625, 353.86056597222205], [1510.93994140625, 295.26387430555553]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 79, "parent_id": "d6fde3120f6af9291e0ece5cabd7e231", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "e33c0559e1f076ea64daa6dcbddaeb83", "text": "Totale 2022 Societ\u00e0 Societ\u00e0 Societ\u00e0 Altre Societ\u00e0 Totale controllante controllate consociate correlate parti correlate Ricavi 525.238 - 187.588 1.000 - 188.588 Costo del venduto (359.704) - (55.153) 28 - (55.125) Costi di vendita e distribuzione (41.838) - (31.325) - - (31.325) Costi generali e amministrativi (146.597) 12 (37.558) (46) (7) (37.599) Altri proventi 49.560 47 40.733 45 - 40.825 Costi di pubblicit\u00e0 e promozioni (24.154) (159) 610 - - 451 Proventi finanziari 5.249 - 1.372 - - 1.372 Oneri finanziari (11.268) (37) (351) (55) - (443) Svalutazioni partecipazioni e (8.345) - (36.609) - - (36.609) attivit\u00e0 finanziarie correnti Dividendi 1.261 - 1.261 - - 1.261 Incidenza % sulla voce di bilancio 35,9% 15,3% 74,9% 25,6% 82,4% (1,9%) 26,1% 3,9% 438,7% 100,0%", "metadata": {"detection_class_prob": 0.9401779770851135, "coordinates": {"points": [[133.0288543701172, 379.8798522949219], [133.0288543701172, 888.529541015625], [1521.338134765625, 888.529541015625], [1521.338134765625, 379.8798522949219]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Totale 2022</th><th>Societ\u00e0 controllante</th><th>Societ\u00e0 controllate</th><th>Societ\u00e0 consociate</th><th>Altre Societ\u00e0 correlate</th><th>Totale | parti correlate</th><th>Incidenza % sulla voce di bilancio</th></tr></thead><tbody><tr><td>Ricavi</td><td>525.238</td><td>-</td><td>187.588</td><td>1.000</td><td>-|</td><td>188.588</td><td>35,9%</td></tr><tr><td>Costo del venduto</td><td>(359.704)</td><td>-</td><td>(55.153)</td><td>28</td><td>-|</td><td>(55.125)</td><td>15,3%</td></tr><tr><td>Costi di vendita e distribuzione</td><td>(41.838)</td><td>-</td><td>(31.325)</td><td>-</td><td>-|</td><td>(31.325)</td><td>74,9%</td></tr><tr><td>Costi generali e amministrativi</td><td>(146.597)</td><td>12</td><td>(37.558)</td><td>(46)</td><td>(7)</td><td>| (37.599)</td><td>25,6%</td></tr><tr><td>Altri proventi</td><td>49.560</td><td>47</td><td>40.733</td><td>45</td><td>-</td><td>40.825</td><td>82,4%</td></tr><tr><td>Costi di pubblicit\u00e0 e promozioni</td><td>(24.154)</td><td>(159)</td><td>610</td><td>-</td><td>-</td><td>451</td><td>(1,9%)</td></tr><tr><td>Proventi finanziari</td><td>5.249</td><td>-</td><td>1.372</td><td>-</td><td>-</td><td>1.372</td><td>26,1%</td></tr><tr><td>Oneri finanziari</td><td>(11.268)</td><td>(37)</td><td>(351)</td><td>(55)</td><td>-</td><td>(443)</td><td>3,9%</td></tr><tr><td>Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti</td><td>(8.345)</td><td>-</td><td>(36.609)</td><td>-</td><td>-|</td><td>(36.609)</td><td>438,7%</td></tr><tr><td>Dividendi</td><td>1.261</td><td>-</td><td>1.261</td><td>-</td><td>-</td><td>1.261</td><td>100,0%</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 79, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "d6fde3120f6af9291e0ece5cabd7e231", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "a3548416376c5f9088d076ebc55811f9", "text": "Totale 2021 Societ\u00e0 Societ\u00e0 Societ\u00e0 Altre Societ\u00e0 Totale controllante controllate consociate correlate parti correlate Ricavi 424.758 - 153.708 897 - 154.605 Costo del venduto (305.509) - (65.185) 530 - (64.655) Costi di vendita e distribuzione (38.616) - (26.541) - - (26.541) Costi generali e amministrativi (142.207) 31 (37.142) - (1) (37.112) Altri proventi 38.801 45 35.919 45 - 36.009 Costi di pubblicit\u00e0 e promozioni (22.018) (149) 301 - - 152 Proventi finanziari 3.281 - 1.261 - - 1.261 Oneri finanziari (7.483) (42) (148) (69) - (259) Svalutazioni partecipazioni e (5.812) - (82) - - (82) attivit\u00e0 finanziarie correnti Dividendi 2.855 - 2.855 - - 2.855 Incidenza % sulla voce di bilancio 36,4% 21,2% 68,7% 26,1% 92,8% (0,7%) 38,4% 3,5% 1,4% 100,0%", "metadata": {"detection_class_prob": 0.9110838770866394, "coordinates": {"points": [[130.4900360107422, 1010.6719970703125], [130.4900360107422, 1528.5963134765625], [1526.2423095703125, 1528.5963134765625], [1526.2423095703125, 1010.6719970703125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Totale 2021</th><th>Societ\u00e0 controllante</th><th>Societ\u00e0 controllate</th><th>Societ\u00e0 | consociate</th><th>Altre Societ\u00e0 correlate</th><th>Totale | parti correlate</th><th>Incidenza % sulla voce di bilancio</th></tr></thead><tbody><tr><td>Ricavi</td><td>424.758</td><td>-</td><td>153.708</td><td>897</td><td>-|</td><td>154.605</td><td>36,4%</td></tr><tr><td>Costo del venduto</td><td>(305.509)</td><td>-</td><td>(65.185)</td><td>530</td><td>- |</td><td>(64.655)</td><td>21,2%</td></tr><tr><td>Costi di vendita e distribuzione</td><td>(38.616)</td><td>-</td><td>(26.541)</td><td>-</td><td>-|</td><td>(26.541)</td><td>68,7%</td></tr><tr><td>Costi generali e amministrativi</td><td>(142.207)</td><td>3l</td><td>(37.142)</td><td>-</td><td>(1) |</td><td>(37.112)</td><td>26,1%</td></tr><tr><td>Altri proventi</td><td>38.801</td><td>45</td><td>35.919</td><td>45</td><td>-</td><td>36.009</td><td>92,8%</td></tr><tr><td>Costi di pubblicit\u00e0 e promozioni</td><td>(22.018)</td><td>(149)</td><td>301</td><td>-</td><td>-</td><td>152</td><td>(0,7%)</td></tr><tr><td>Proventi finanziari</td><td>3.281</td><td>-</td><td>1.261</td><td>-</td><td>-</td><td>1.261</td><td>38,4%</td></tr><tr><td>Oneri finanziari</td><td>(7-483)</td><td>(42)</td><td>(148)</td><td>(69)</td><td>-</td><td>(259)</td><td>3,5%</td></tr><tr><td>Svalutazioni partecipazioni e attivit\u00e0 finanziarie correnti</td><td>(5.812)</td><td>-</td><td>(82)</td><td>-</td><td>-</td><td>(82)</td><td>1,4%</td></tr><tr><td>Dividendi</td><td>2.855</td><td>-</td><td>2.855</td><td>-</td><td>-</td><td>2.855</td><td>100,0%</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 79, "image_base64": 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Totale societ\u00e0 controllante Geox Deutschland Gmbh Geox Respira SL Geox Suisse SA Geox UK Ltd. Geox Distribution UK Ltd. Geox France Sarl Geox Holland B.V. Geox Retail S.r.l. Geox Hellas S.A. Xlog S.r.l. Geox Rus LLC Geox AT Gmbh Geox Portugal S.U. LDA Technic Development D.O.O. Vranje \u2013 U Likvidaciji Geox Hungary Kft Geox Poland Sp. Z.o.o. Xbalk D.O.O. Vranje Geox Japan K.K. Geox Canada Inc. S&A Distribution Inc. S&A Retail Inc. Geox Asia Pacific Ltd. Geox Macau Ltd Geox Trading Shanghai Ltd Technic Development Vietnam Company Ltd Totale societ\u00e0 controllate Domicapital S.r.l. Diadora S.p.A. Ca\u2019 D\u2019Oro 3 S.r.l. Totale societ\u00e0 consociate Ricavi 2022 - - 8.226 8.796 5.543 12.867 (4) 25.726 4.818 52.779 722 - 52.013 5.349 - - 1.710 1.466 - - 2.348 1.796 - 1.844 4 1.585 - 187.588 - 1.000 - 1.000 Costo del venduto 2022 - - (4) (3) - - - (30) (7) (11) - (50.545) 1 (2) - (17) - - - - - 4 - (4.942) - - 403 (55.153) - 28 - 28 Costi di vendita e distribuzione 2022 - - (1.940) (1.370) - 199 - (3.343) (460) 1 (410) (20.864) - (320) - - (2.818) - - - - - - - - - - (31.325) - - - - Costi generali ed amministrativi 2022 12 12 (2.601) (413) 14 23 - 15 (509) (794) (81) (29.164) 196 (1.207) - (20) (32) 1 - - 92 (3.257) - 173 - 6 - (37.558) 20 (20) (46) (46) Altri proventi 2022 47 47 1.697 1.254 292 1.354 4 2.305 467 24.224 5 3.526 2.899 500 - 4 102 144 8 - 674 190 130 318 15 621 - 40.733 45 - - 45 Costi di pubblicit\u00e0 e promozioni 2022 (159) (159) 38 63 8 15 - 124 30 405 - (345) 134 36 - - 13 13 - - 58 4 - 14 - - - 610 - - - - Proventi Oneri Sval. Divi- finanziari finanziari part. e dendi 2022 2022 attivit\u00e0 2022 finanziarie correnti 2022 - (37) - - - (37) - - - (27) - - - (21) - - - - - - - (47) - - - - (4) - 15 (2) - - 15 (7) (36.600) - - (113) - - - - - - - (101) - 1.261 65 - - - 2 (2) - - - - (5) - - (21) - - - (8) - - 46 - - - - - - - 17 - - - 678 - - - 342 - - - 2 - - - 190 (2) - - - - - - - - - - - - - - 1.372 (351) (36.609) 1.261 - (55) - - - - - - - - - - - (55) - -", "metadata": {"detection_class_prob": 0.8481422662734985, "coordinates": {"points": [[119.2919921875, 266.71038818359375], [119.2919921875, 1878.7608642578125], [1580.8890380859375, 1878.7608642578125], [1580.8890380859375, 266.71038818359375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Ricavi 2022</th><th>Costo del venduto 2022</th><th>Costi di vendita e distribuzione 2022</th><th>Costi generali ed | amministrativi 2022</th><th>Altri proventi 2022</th><th>Costi | di pubblicit\u00e0 e promozioni 2022</th><th>Proventi finanziari | 2022</th><th>Oneri finanziari 2022</th><th>Sval. part. e attivit\u00e0 finanziarie correnti 2022</th><th>Divi- dendi 2022</th></tr></thead><tbody><tr><td>Lir S.r.l.</td><td>-</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 controllante</td><td>-</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Deutschland Gmbh</td><td>8.226</td><td></td><td>(1.940)</td><td>(2.601)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Respira SL</td><td>8.796</td><td></td><td>(1.370)</td><td>(413)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Suisse SA</td><td>5.543</td><td></td><td>-</td><td>14</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox UK Ltd.</td><td>12.867</td><td></td><td>199</td><td>23</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Distribution UK Ltd.</td><td>(4)</td><td></td><td>-</td><td></td><td></td><td></td><td></td><td></td><td>(4)</td><td>-</td></tr><tr><td>Geox France Sarl</td><td>25.726</td><td></td><td>(3.343)</td><td>15</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Holland B.V.</td><td>4818</td><td></td><td>(460)</td><td>(509)</td><td></td><td></td><td></td><td></td><td>(36.600)</td><td>-</td></tr><tr><td>Geox Retail S.r.l.</td><td>52.779</td><td></td><td>I</td><td>(794)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Hellas S.A.</td><td>722</td><td></td><td>(410)</td><td>(81)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Xlog S.r.l.</td><td>-</td><td></td><td>(20.864)</td><td>(29.164)</td><td></td><td></td><td></td><td></td><td>-</td><td>1.261</td></tr><tr><td>Geox Rus LLC</td><td>52.013</td><td></td><td></td><td>196</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox AT Gmbh</td><td>5.349</td><td></td><td></td><td>(1.207)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Portugal S.U. LDA</td><td>-</td><td></td><td></td><td>-</td><td></td><td></td><td></td><td></td><td>(5)</td><td>-</td></tr><tr><td>Technic Development D.O.O. Vranje \u2014 U Likvidaciji</td><td>-</td><td></td><td></td><td>(20)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Hungary Kft</td><td>1.710</td><td></td><td></td><td>(32)</td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Poland Sp. Z.o.o.</td><td>1.466</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Xbalk D.O.O. Vranje</td><td>-</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Japan K.K.</td><td>-</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Canada Inc.</td><td>2.348</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>S&amp;A Retail Inc.</td><td>-</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Asia Pacific Ltd.</td><td>1.844</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Macau Ltd</td><td>4</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td>Geox Trading Shanghai Ltd</td><td>1.585</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td>-</td><td>-</td></tr><tr><td colspan=\"11\">Technic Development Vietnam Company Ltd - - -</td></tr><tr><td>Totale societ\u00e0 controllate</td><td>187.588</td><td>(55.153)</td><td>(31.325)</td><td>(37.558)</td><td>40.733</td><td>610</td><td>1.372</td><td>(351)</td><td>(36.609)</td><td>1.261</td></tr><tr><td>Domicapital S.r.l.</td><td>-</td><td>-</td><td>-</td><td>20</td><td>45</td><td>-</td><td>-</td><td>(55)</td><td>-</td><td>-</td></tr><tr><td>Diadora S.p.A.</td><td>1.000</td><td>28</td><td>-</td><td>(20)</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Ca\u2019 D\u2019Oro 3 S.r.l.</td><td>-</td><td>-</td><td>-</td><td>(46)</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 consociate</td><td>1.000</td><td>28</td><td>-</td><td>(46)</td><td>45</td><td>-</td><td>-</td><td>(55)</td><td>-</td><td>-</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 80, "image_base64": 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Totale societ\u00e0 controllante Geox Deutschland Gmbh Geox Respira SL Geox Suisse SA Geox UK Ltd. Geox Distribution UK Ltd. Geox France Sarl Geox Holland B.V. Geox Retail S.r.l. Geox Hellas S.A. Xlog S.r.l. Geox Rus LLC Geox AT Gmbh Geox Hungary Kft Geox Japan K.K. Geox Canada Inc. S&A Distribution Inc. S&A Retail Inc. Geox Asia Pacific Ltd. Geox Trading Shanghai Ltd Geox Poland Sp. Z.o.o. Geox Portugal S.U. LDA Geox Macau Ltd Technic Development D.O.O. Vranje \u2013 U Likvidaciji Technic Development Vietnam Company Ltd Totale societ\u00e0 controllate Domicapital S.r.l. Diadora S.p.A. Ca\u2019 D\u2019Oro 3 S.r.l. Totale societ\u00e0 consociate Altre societ\u00e0 correlate Totale altre societ\u00e0 correlate 2021 - - 10.101 8.980 4.781 3.391 8.741 24.307 4.381 39.658 405 2 34.305 6.072 1.466 108 1.339 694 - 1.725 1.588 1.655 - 9 - - 153.708 - 897 - 897 - - del venduto 2021 - - (4.094) (1.954) - - - (4.577) (5) (10) - (26.647) 2 (2.078) - (881) - - - (3.944) - - - - (21.359) 362 (65.185) - 530 - 530 - - di vendita e distribuzione 2021 - - (2.300) (1.230) - 247 - (3.900) (450) (3) (295) (15.685) - (210) (2.715) - - - - - - - - - - - (26.541) - - - - - - generali ed amministrativi 2021 31 31 (1.675) (2.066) 18 (292) (330) 21 (506) (2.051) (70) (29.082) 194 (616) 101 (1) 69 (899) - 166 7 4 - - (134) - (37.142) 34 (8) (26) - (1) (1) proventi 2021 45 45 1.798 1.428 272 1.502 43 2.511 481 22.485 5 1.678 663 447 77 87 638 114 415 310 568 116 - 13 268 - 35.919 45 - - 45 - - di pubblicit\u00e0 e promozioni 2021 (149) (149) 36 58 9 13 - 98 29 321 - (395) 52 28 13 - 21 7 - 9 - 14 - - (12) - 301 - - - - - - finanziari 2021 - - - 3 1 - 1 24 13 35 - 2 - 4 1 79 773 306 - 9 - 10 - - - - 1.261 - - - - - - finanziari 2021 (42) (42) (11) (2) (4) (10) (2) - (3) (52) - (31) - (1) (1) - - (22) - (9) - - - - - - (148) (69) - - (69) - - part. e dendi attivit\u00e0 2021 finanziarie correnti 2021 - - - - - - - - - - - - (17) - - - - - - - - - - 2.855 - - - - - - - - - - - - - - - - - - - - (65) - - - - - - - (82) 2.855 - - - - - - - - - - - -", "metadata": {"detection_class_prob": 0.8792941570281982, "coordinates": {"points": [[125.95123291015625, 321.27264404296875], [125.95123291015625, 1974.008544921875], [1592.0133056640625, 1974.008544921875], [1592.0133056640625, 321.27264404296875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>2021</th><th>del venduto 2021</th><th>di vendita e distribuzione | 2021</th><th>osti generali ed amministrativi 2021</th><th>proventi | 2021</th><th>di pubblicit\u00e0 | e promozioni 2021</th><th>finanziari | 2021</th><th>finanziari 2021</th><th>part. e attivit\u00e0 finanziarie correnti 2021</th><th>dendi 2021</th></tr></thead><tbody><tr><td>Lir S.r.l.</td><td>-</td><td>-</td><td>-</td><td>3l</td><td>45</td><td>(149)</td><td>-</td><td>(42)</td><td>-</td><td></td></tr><tr><td>Totale societ\u00e0 controllante</td><td>-</td><td>-</td><td>-</td><td>31</td><td>45</td><td>(149)</td><td>-</td><td>(42)</td><td>-</td><td></td></tr><tr><td>Geox Deutschland Gmbh</td><td>10.101</td><td>(4.094)</td><td>(2.300)</td><td>(1.675)</td><td>1.798</td><td>36</td><td>-</td><td>(11)</td><td>-</td><td></td></tr><tr><td>Geox Respira SL</td><td>8.980</td><td>(1.954)</td><td>(1.230)</td><td>(2.066)</td><td>1.428</td><td>58</td><td>3</td><td>(2)</td><td>-</td><td></td></tr><tr><td>Geox Suisse SA</td><td>4.781</td><td>-</td><td>-</td><td>18</td><td>272</td><td>9</td><td>I</td><td>(4)</td><td>-</td><td></td></tr><tr><td>Geox UK Ltd.</td><td>3.391</td><td>-</td><td>247</td><td>(292)</td><td>1.502</td><td>13</td><td>-</td><td>(10)</td><td>-</td><td></td></tr><tr><td>Geox Distribution UK Ltd.</td><td>8.741</td><td>-</td><td>-</td><td>(330)</td><td>43</td><td>-</td><td>I</td><td>(2)</td><td>(17)</td><td></td></tr><tr><td>Geox France Sarl</td><td>24.307</td><td>(4.577)</td><td>(3.900)</td><td>21</td><td>2.511</td><td>98</td><td>24</td><td>-</td><td>-</td><td></td></tr><tr><td>Geox Holland B.V.</td><td>4.381</td><td>(5)</td><td>(450)</td><td>(506)</td><td>481</td><td>29</td><td>13</td><td>(3)</td><td>-</td><td></td></tr><tr><td>Geox Retail S.r.l.</td><td>39.658</td><td>(10)</td><td>(3)</td><td>(2.051)</td><td>22.485</td><td>321</td><td>35</td><td>(52)</td><td>-</td><td></td></tr><tr><td>Geox Hellas S.A.</td><td>405</td><td>-</td><td>(295)</td><td>(70)</td><td>5</td><td>-</td><td>-</td><td>-</td><td>-</td><td></td></tr><tr><td>Xlog S.r.l.</td><td>2</td><td>(26.647)</td><td>(15.685)</td><td>(29.082)</td><td>1.678</td><td>(395)</td><td>2</td><td>(31)</td><td>-</td><td></td></tr><tr><td>Geox Rus LLC</td><td>34.305</td><td>2</td><td>-</td><td>194</td><td>663</td><td>52</td><td>-</td><td>-</td><td>-</td><td></td></tr><tr><td>Geox AT Gmbh</td><td>6.072</td><td>(2.078)</td><td>(210)</td><td>(616)</td><td>447</td><td>28</td><td>4</td><td>(1)</td><td>-</td><td></td></tr><tr><td>Geox Hungary Kft</td><td>1.466</td><td>-</td><td>(2.715)</td><td>101</td><td>77</td><td>13</td><td>l</td><td>(1)</td><td>-</td><td></td></tr><tr><td>Geox Japan K.K.</td><td>108</td><td>(881)</td><td>-</td><td>(1)</td><td>87</td><td>-</td><td>79</td><td>-</td><td>-</td><td></td></tr><tr><td>Geox Canada Inc.</td><td>1.339</td><td>-</td><td>-</td><td>69</td><td>638</td><td>21</td><td>773</td><td>-</td><td>-</td><td></td></tr><tr><td>S&amp;A Distribution Inc.</td><td>694</td><td>-</td><td>-</td><td>(899)</td><td>114</td><td>7</td><td>306</td><td>(22)</td><td>-</td><td></td></tr><tr><td>S&amp;A Retail Inc.</td><td>-</td><td>-</td><td>-</td><td>-</td><td>415</td><td>-</td><td>-</td><td>.</td><td>-</td><td></td></tr><tr><td>Geox Asia Pacific Ltd.</td><td>1.725</td><td>(3.944)</td><td>-</td><td>166</td><td>310</td><td>9</td><td>9</td><td>(3)</td><td>-</td><td></td></tr><tr><td>Geox Trading Shanghai Ltd</td><td>1.588</td><td>-</td><td>-</td><td>7</td><td>568</td><td>-</td><td>-</td><td>-</td><td>-</td><td></td></tr><tr><td>Geox Poland Sp. Z.o.o.</td><td>1.655</td><td>-</td><td>-</td><td>4</td><td>116</td><td>14</td><td>10</td><td>-</td><td>-</td><td></td></tr><tr><td>Geox Portugal S.U. LDA</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>(65)</td><td></td></tr><tr><td>Geox Macau Ltd</td><td>9</td><td>-</td><td>-</td><td>-</td><td>13</td><td>-</td><td>-</td><td>.</td><td>-</td><td></td></tr><tr><td>Technic Development D.O.O. Vranje \u2014 U Likvidaciji</td><td>-</td><td>(21.359)</td><td>-</td><td>(134)</td><td>268</td><td>(12)</td><td>-</td><td>-</td><td>-</td><td></td></tr><tr><td colspan=\"11\">Technic Development Vietnam Company Ltd - 362 - - - - - - -</td></tr><tr><td>Totale societ\u00e0 controllate</td><td>153.708</td><td>(65.185)</td><td>(26.541)</td><td>(37.142)</td><td>35.919</td><td>301</td><td>1.261</td><td>(148)</td><td>(82)</td><td>2.855</td></tr><tr><td colspan=\"11\">Domicapital S.r.1. - - - 34 45 - - (69) -</td></tr><tr><td colspan=\"11\">Diadora S.p.A. 897 530 - (8) - - - - -</td></tr><tr><td colspan=\"11\">Ca\u2019 D\u2019Oro 3 S.r.l. - - a (26) - - - - -</td></tr><tr><td>Totale societ\u00e0 consociate</td><td>897</td><td></td><td></td><td>-</td><td></td><td></td><td></td><td>(69)</td><td></td><td></td></tr><tr><td>Altre societ\u00e0 correlate</td><td></td><td></td><td></td><td>(1)</td><td></td><td></td><td></td><td></td><td></td><td></td></tr></tbody></table>", "filetype": 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U0f8A68YP/QBQBq0UUUAFFFFAHiGnX2leG/jn4mn8ZNFBNdKj6Zd3a/uxH6Kx4BxgZ/2WH1bp13Zax8dLnV/B23+zLbS3XUrm3XbFJKVbGD0Jz5f12E9s17Hqei6XrUKw6pptpfRqcqtzCsgU+o3A4p9jpWnaZZ/Y7CwtbW2OcwwQqiHPXgDFAHhWj+I/FNv4U8FeJ5/Et9dSajrAsZ7SVU8oxGR1OflyW+U854yMdKtXPibxjq/ifxQLLUHtLjSbwxWtu95BBAkak/NKjjMgYDO7IxnjtXsi+HtFWztrNdH08WtrL51vALZNkMmSdyLjCtkk5HPJpt94a0HU71by/wBF066ukwFmntUdxjpyRmgDzOS78WeKPiVqmh2HiN9Js10y3uWaFRL5bMqnEf1Y8nPQe9b/AIM1PULj4l+NtNuryS4t7L7GsIcAYJjO48DuRXbxabYQ38l/FZW0d5KgjkuFiUSOo6KWxkgYHFLBp1jbXlzeW9lbxXVzt8+aOJVeXaMDcwGWx2zQBzvxH/5EyT/r+sf/AErhrq65T4j/APImSf8AX9Y/+lcNdXQAUUUUAFFFFABRRRQB4n49tYdL8e6j4k8OeM9P0nxDDbIt5Y6gyqsyBFICluDlVXgA8jqKQeOtaXwP4Z8eJA1rYQXTw6tYWy7Ypo2Yr5qg9Pmz3+81etal4b0PWZUl1TRtPvZE4V7m2SQgemWBqzPptjc6a2nTWdvJYsnlm3aMGMr6bemKAPHU1zWU8L6E2teINXh1bxDNNcwWli0MREZ2lFMsgxGiqc+p347VgX3iS+8SfBfTZdUvlu7631+KJ3yu8qC20tj8ee+K98v9D0nVI4I9Q0yyu0tzmFZ4FcRn/ZBHH4VAvhbw8kEkC6FpgiklE7oLSPa0gzhyMcsMnnrzQBPp+t6Zqt1e21jew3E9jL5NyiNkxP6H8j+R9Kw/Gf8AyEvCH/YdT/0nnrorXTrKymuJrWzt4Jbl/MneKMKZW/vMR1Pua53xn/yEvCH/AGHU/wDSeegDq6KKKAOO+K3/ACS7xD/16n/0IV5prviTwpcfAHT9JmvrK81b7BBHb2sTrJNHMAvYZKkc5zjuO+K92u7S2v7WS1vLeK4t5RtkimQOjj0IPBrOsvCnhzTbhbix8P6VazryssFnGjD6EDNAHl+myeIo/EXhDwzcajc2cs/hlxLjG+OXawVjnncuF/Faf4C8SeKvFHiqw0i+uLi3Xw7DKmssMAXU+9kjUn0wob3w3tXrb6dYyajHqD2Vu17EhjjuWiUyIp6qGxkDk8UtvYWdrcXNxb2sMU1yweeRECtKwGAWI6nHHNAHkvgTxr4qHw90y7g8P3XiOeea4E0qXCRGLa/yg5HOcn8q9hHIBIx7VXsNOsdKtRa6dZW9nbqSRFbxLGgJ6nCgCrNABRRRQAVj/wDM5/8AcP8A/albFY//ADOf/cP/APalZVfs+qLh19DYooorUgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK88+Kekv8A2HqHiCTxRq2lx2Nkfs9vZXHlI0+W2lscsWJRccYx716HXD+P/Aup+NZtPFv4jGmWtlIJxB9iE2+UHh2y4BAHQY7nrngA5TXNT8R3Wi/Dvw5f6jd2F5rh/wCJhc2zeXPtRVO3d/CxDjPuPqKt+Co9V8T6Drvhm88RanF/Y2tS2n2+GXFzNAuQFMnUHPU+nFbeqfD7UdX0DSYrvxPK/iDSrlri21cWig5J+6Y84IxtHX+Ee4pLT4c3em+BtR0Kw8QvDqOqTvPfao9tueRn+/tUMNuQMdTjnueACn8JLjUpofEccmqXep6Nbag0GmXV3J5kjquQ3zH7y/dwenXFTfBLUL3VPhtbXOoXlxd3BuJQZbiVpHIDcDJJNaPgPwZq3g61ayu/Ep1OwSIR21sLJYBDgkk5DEnOe/1q54B8If8ACD+FotE+3fbfLleTzvK8vO45xt3H+dAEfxN/5Jn4i/68ZP5V08H/AB7xf7g/lXMfE3/kmfiL/rxk/lXTwf8AHvF/uD+VAElFFFABRRRQAUUUUAQ3d1DY2c93cuI4II2lkc/wqoyT+QrxrXfH+qeIb7wVd2GnappWlXmuwJHctcKou494UqyK2cH0PBr2S9s4dRsLmyuV3QXETRSLnGVYEEfka82tvhPqUS+H7WbxZ5+m6FfpeWlu2nqHKq+7Yzh+fTOPw6YAL2sfFrTdM1jU7OLT5ru30pgt9cLPEmw9wiMwaQjnOPSodG1mfUPjffxQ388ulvoMVzDD5jeVlnTDhegJB64zzUt18MWj8S6nq2lajZQpqb+bcQX2mJd7ZOctGxYbc5Jwcj9BWvpXgr+zPG8niT+0PN36ZHp/2f7OExtKnfkHHO37oUAZoAf8R/8AkQtT/wC2X/o1K6muW+I//Ihan/2y/wDRqV1NABRRRQAVheLvFVl4O0JtUvY5ZgZFhhghGXlkboo/In6A1u1zvjTwnB4y8PnTJbl7WVJUuLe5RdxilXo2O/UjHvQB59b+JdZu/ibr66pBqekwQ+F5ZzYfa1bYwZf3ibSVD4JwcZBrt/BWpGf4aadqNoL6+YWjPGt3KGnmK5wC3TJIwPwrJtPhzqba/qmtat4kS9u9Q0eTS22WAiVAxBDjDnOMdO+eo6V1HhLQP+EW8K6fon2n7V9jjKed5ezfyTnbk46+tAHO6V8UtN1uXw5BYWU8txrPmlotwBtFjOHaT8jj1xVO0+Mej3d7Gy2Uy6TLdizjvzPFkuTgMYt28IT/ABYrU8NfDjTvDfjLXPEMMnmNqPEUJTAt1Y7pADnkM3PQYAxWVpHwpfQZXt9P1Sy/sszmZI7jSo5riIE5KLMx6e5UkUALqHxbjspdd8vw3qNzbaHc+Re3EckYVBu27hkgk57D6nFWdZ+IyPey6RoGk3uq3Q08Xs0kEiRC3jdcqcuRlsEHA9RRN8MvN0zxjZf2vj/hI7nz9/2b/j35zjG/5/rxUcnw0vLXUo7/AEXxEbCeXTY9Ovt1mJlnVEChwCw2NgD1/nkA5Twp4hmfwp8NZdS1LWZru8vrpd0V1xMRK4Am3ZLqBgAZrpPCXxF1rXrrXJJ/DF41jZXc0StbvGzReXGD5RXdl5GYduMsBnAzUum/Cv8As/TfB9n/AGz5n/COXUtxv+y4+0b3L4xv+TGcZ5pYPhrqVjNr8Gn+KpbXStZlnne2S0UyRyyqRkS7s4BwcADpjPU0AaHh/wCIK6v4tm8NX2j3Gmailv8AaVV54pgUzjBKMdrc9DV3xh42svCAsIZYHur7UJTFa26yLGGxjczOxCqoyOT61zXhr4U3XhzxHpWrx69bk2Vn9ikih01YxMmc5J3n5iTyxyT7Vv8AjbwND4vfTLpLsWmoabK0lvK8CzxkNjcrxnAYHaO9AFzwn4ts/FlpdPBE0FzZzmC5t2dX2OOeGUlWUjoQear+Nv8AmXP+w5bf+zVd8NaDPocE4ubm0mlmYE/ZLFLWNQB0Cgkn6kn8KpeNv+Zc/wCw5bf+zUAdTRRRQAUUUUAMlkSGJ5ZG2oilmPoB1rzm3+LYvLjRzbeGdQax1m4aCxupJolEu1sMdu7K4564z2r0O8ma3sbidIHuHjjZ1hT70hAztHuelfO/gWSfTfE+k3Eej2V9dXd+4e0+zXC3GlpIx3NyFhUKOuFGf5AHpOp/F7S9P1XUoI7Ca4stLmEF7dLPEpR84OyNmDSBT1wOxp+p/FOO01fWtPsNAvtS/sm3ju5p4JEWPyWjEhfLEdAegyTzTJPhc1vr+qahpWpWUMGpzGeaC90tLoxyHJZo2ZhjJJ4IIq7H8OxHqfiq8GqZGvafHZbPswHkbYfK3cMA2euAF9KAIL74raXGujx6dZy3t3qloLyOF5o7cRRc8u7kKDkEY5yQfbMd18X9Ft9J0TUks7yaLVJ5Lfy0AMkMiYBUqM7jkgDHXI9aqt8Ilhi0Gez1WAalpVp9jaW6sFmhuI8kjdEW4ILHkNWnN8O3ubnw5cTapAJNHvXvGWCwSJJS235VVW+QDb1O40AJdfELUbTQl1KTwbqsZVJJJ0uJYoRCqsRyzsMk4yFAyfxGcLW/F767qPw21TSbm8tbLU75/Nh8wpvA2gq4BwwBB9a6Dxh8P5fFXiGx1QausEVtbvbm1mtROnzZzIoLAK+D1weg9KzdJ+FVxp9p4Wt5/EAuF8P3klxFiyCeYrEHZ9/jnJzz16cUAavwz1KLU9G1WSG51KcR6tcRltQmEjKRtOFI6IM8D61n6n8XtL0/VdSgjsJriy0uYQXt0s8SlHzg7I2YNIFPXA7Gug8E+Ev+EO06/tPt32v7Xfy3u/yvL2b9vy43HONvX9K5+T4XNb6/qmoaVqVlDBqcxnmgvdLS6MchyWaNmYYySeCCKAHeJfiHmfVdF0DS7zU7i2083FzdW0qRpbK6bkYFiMnBDYHPp3xpfCq8ur/4ZaJdXlzNc3EkTl5ZnLu37xhyTyaoaj8N7xtbvtR0XxCdO/tOyWzv43slmEoVNgdeVCHAxwMda6Twf4d/4RPwnYaH9q+1fZEZfO8vZvyxb7uTjr60AUtd/wCR98Jf9vn/AKKFdTXLa7/yPvhL/t8/9FCupoAK4zX/AB7JpHi1PDdjoF5qt/JZfbFEEiINu4qQSxGPu/qBXZ15L4isNYvPj1bf2PqA06f/AIR/i5ktROn+ufK4JAzyD17UAasvxi0WLw/pOr/YrwxX141lLFtHmW8i/eBX+LqMAdcipv8AhZkplsNOXwtqi67fNIYtMmKRMI0/5aMzHCqcHH0Ptmva/CW3s9P8PW0erO0ml6r/AGpcTSQbjdy5BIxuGzoB36d62vEngyXVvEem+JNK1MadrFhG0KySQedHJG2cqy5X1OCD3oAy3+LGnR+HJNZfTLxFtNQGn6lA5UPZPnBZsZDKDxketP1H4r6Rpra9JJa3ElrpM8dr58ZUi4uHH+rT3GDkk8YqzpPw4sbHwvrek3129/Prcks19dNGE3yP3VRwuDyBk81nRfCLTR8NY/CUt45lWf7Wb5IwGM+T85Uk5GPlxnp370ATR/FWyGnazLd6dJBfaVbLdyWqXMUwkiJxlZEJXgnBB6VJpHxMTUtZ0/Trjw/qNk2qWbXentK0Z+0BV3EABvlOAcbsZ46ZqN/hze3eg6npt7q+nq97aG2Etlo8duF+YHcwDZY/L0BA56Vdj8A+X4g8Jar/AGnn/hHrJrTyvI/4+MxeXuzu+X1xg/WgDltL+IereJfBPiS/v9HvbOwjjutl7Z3EatCqKMIvO7f1O7GM16H4RuUvPBui3KSXMiS2ULh7p98rAoDl27t6muQsPhhf6do+uaFB4mP9i6ks/l2zWKl4WlGMl92WA9OM123h7Sf7B8OabpHn+f8AYraO383Zt37VAzjJxnHTJoAwrP8A5K9q3/YFtf8A0dNXX1yFn/yV7Vv+wLa/+jpq6+gDyrx18Q7ifSvFWmaBpmoS/wBlwNFdapBMsS20pH8OSGbGOdvIxUnhzWfN8R+Bba5vtVku7rw3HMy/aMwSkoCXkU8s+Qec+lWdX+F15dXXiEaV4kOn6fr/AM95avZCb94erKxYYBycj9emNPTvh/8A2f4h8N6r/afmf2LpK6Z5X2fHnYXbvzu+X6YP1oAseKPG/wDwjuv6VosGj3WpXuppK0Edu6LygyQdxA/HPABrJPxb09fD7ajLpd3FdQ6mumXVk5UPBKc8k9CODWd4+s9Su/i74JXS7r7HciG823TW/nLGfLPVcjORkdR1qzJ8Io7jwtf2Fxrcsmr32oDUpdS8gAecCcYjzjbyeM9/woAueLPGalfGHh21juIL3TtDlvFu0k24Jj4245BBI59qy/A/xCnh0zwrpevaZqEP9p26x2upzzLKtzIAPvYJZc9t3JyKvx/DO+m1HxDqOpeI/td3rWlNp0jCyEaxZUDcAH5Ax939aZpPwwvba88Pf2t4kOoWGgDdZWqWSw/PgAMzBjnGBgfr1yAct4D+JN7ofhBLvX7HVLvTW1GSCTV5J1kERLYAKlt+0evT0zU3iHXbm28U/EtLrUtUSwtLKyaJLS5KtCWWPJjzwpJPOOuTWnb/AAcvU0SPw9deKjNoJvPtc9qlgI3kOc7d+8kD8DWtrfww/ti/8W3Q1fyR4ggt4dn2bd9n8oKM53jdnb7Yz3oAP+FjCO9s9C0XRdS1zUEsYbm5CyIpiRkUje7EAuQQffNUvEvi4aJ42N0INYluYfDb339nC4VbfAdiS6n+MYOSCeBxnobjfDe/0/XE1nw74kOm3slnFaXnmWSzxziNVVXClhtOFHc/zzc1L4e/2x4kGr3+qtJv0N9HnjWAKZN+7dKGBwpO4/Lt/GgCn4c8Y63rngQahqHhrUHlnhQRGznRDclyQShDgxBePmYgge9WPhr4pTWbS/0WUX32/RpBHO15Ok7srliv71CQ5ABBPsKzT8MNYl8CS+FLnxez2q+WtqyWKp5aISSrgPlwcgdR90dea0/CHw/ufCniXU9VXV4JYNRSMS2kNgsCKyAhduGO1Rk8Ad+SccgGh8R/+RC1P/tl/wCjUrqa5b4j/wDIhan/ANsv/RqV1NABXz94k13VNT8XeM59TufEFhp+hW8aww6bfLEI92FBYD7xfJYeg4OOK+ga8+1X4Yf2nP4xl/tjyv8AhI0t1x9m3fZ/Kx/tjfnHtj3oAjb4lfY7xdGsdB1PVLqDSor8uJYwTGVBJdmI5wfxPQc1pp4/F94U03XtG0S91CK+jeTb5kcKwBDtbzHdgo5yB1zg0zTvh99g8R3Orf2n5nnaMmleV9nxt2hR5md3+z93HfrWKvwjmi8PeGNKj19GGhyzSET2IkhuTI5YFoi+MrnAJJ9aALQ+L2mv4X0jXIdKvpl1G/8AsAtk2mRJOenOG9vXI6Vo6T49n1b+3LOPw7ex61pDRiXTWmi3OH+6VfO3pknn881gad8H57Gw0yyfxH5tvp2spqsK/YQpO0klCQ/fjntjpW+fA15BrnivV9P1z7Lda9FFHG32XcbTYu0sPnG4kZx0wfWgDP0v4it4mtvElt/Yt/YJpVtKLm4S4jJSQKfkRlyN/BOegxUGleN5dJ+HmkX9ppGratb/AGMzS3V3dRKUUMR88jkbn4OFAJxipvC/w21Xw3oF1oQ8SwT6ZcQTxtGumCNzJIpHmM/mEsRnp6ADiqT/AAflNtoNuPECvFpdnJaGOaxEiPvLEyKpfCPhsZ+boKAL1x8XtLhtPDtzFpl/cLrsUr28cSgyB048vb3Jb5Rjim2fiRtT+Ivh5bq31vTLu602dzp0soWFcOwzIndvlyD6EVH4e+FM+jXfhea419btPD7XHlRiyCeYso6Z3nGCSc85z2xXS3nhL7X8QtO8V/btn2Kze1+y+VnfuJ+bfu469MGgDQ8Tf8iprH/XjP8A+gGjwz/yKmj/APXjB/6AKPE3/Iqax/14z/8AoBo8M/8AIqaP/wBeMH/oAoAv3k0tvZXE0Fu1zNHGzpAjBTKwGQoJ4BJ4yeOa+e9A1q9vPD9n4r1zVfEonvtfitY1tr9VgYEswUR9kG0gjvX0VXmkHwk8jwXpHh3+2939n6supfaPsmPMxu+Tbv4+91yenSgBs/xjggttRvj4c1JtN02/NleXivHtjIYKCATlsk9AOMjJ5rc8XeO5PCsUlyNBu7yxhjWWa7E0UUYB6BN7Au3sB6Vkz/CnzvBfiLw9/bWP7Z1NtQ8/7L/qcsjbNu/5vuYzkdelHif4WS+I9anvjrixxTad9h8mayE3k8ffiJYbCcc8Z5PPPABcvPiZCmp6Pp+maJfalcavpy6hapEyIdpBIDbiAvA5OfzotviSdR8IL4h03QLu5ijeVLyFp4ojamMZYsWYAj6UzQPhxcaRrug6pc64LttI006csYtBGHTnac7jjAIHQ5x1rNn+Et63ga58LW3if7PBd38l3cTCxyXVsER48wYAIyTnnjp3AK2u+Po9e+Fp8QyWms6TaPexRwvaXCpNIA3JBx93II98H8d7xX8Sh4RuWe+8P3x0xJlha982JdxOOUjLb3Az1wBVbUPhvqmr+Cm8Nah4kgaFJIWtnh0wRCFI/wCHaJOc8c54x3rP8S/B2XxFqOu3L+IFVdUaN186xEskGw5CK5cEJ7ADt6cgGvrfxPh0rxPfeHrbQtR1LULeFJkjtFDGRWAJOOwAPX1wO9S+HdVju/id4ns/N1QTQ29o729xMGgi3Rg4jQfdPPPPJzVrQ/Bc+leM73xLdasLy4u7KK1dBbCPBTblgQx67emOPU1Z0vwl/ZvjvXfE327zP7Vjhj+zeVjyvLQLndu+bOM9BigCH4j/APImSf8AX9Y/+lcNdXXKfEf/AJEyT/r+sf8A0rhrq6ACiiigAooooA5DxL45bQfEthoFtol3qd9fQPNCkEiJ93OQSxAHTrUWmfEJNZ8Oy6hp2h6hPfQXbWVxp2UV4JVBLb2YhQoA+9n261zvjWy1S7+NHhcaVeCyuBYXG25e385F4bgrkdRx1qzN8I2k8JyaWNfkN9c6n/ad7dyWwaO6k5yjRBh8nfGev6ADx8YtOXwrqWsy6XcpJp16tnc2wlR8MxwCrqSrDryPSqviT4q6pZ6NDdaf4X1GEXWoRWltPeKqLMj/ADBlBOcsAcZ4HUntUM3wXuJ9P1qxPiSNLbVLmO6aNNNVVjdTngBxx1AAxgHvXaeOPCA8ZaJBYpfNY3FrdR3dvcLGJAkiZAypIyMMe9AGxpF5d3+mxXN7p0unXD53W0siuyYJAyVJByOfxrI8Y+NLLwfb2Xnwvc3d9N5Frbo6pvbuSzEKqjIyT6im2eg+Io9U0m8vvFUlzHaxyrd26WaxJdMxO04BO3bkeudvbJqPxv4Ig8Yw6fILr7JfadP51tM0KzICcZV424ZTgce1AFjwn4wtPFcV6sULW15YyiK5t2kSTYSMqVdCVZSOhHoar+M/+Ql4Q/7Dqf8ApPPVzwzoFxoaXJurmymlnK8WdglrGoXPYEknnqSfYCqfjP8A5CXhD/sOp/6Tz0AdXUc80dtbyTzOEiiUu7HoqgZJqSorm3iu7WW2mXfFKhjdfVSMEflQB4v4o+IepeIbXwze6Vp2qaZpVxr0EcV+bhUF0gLKyFFbdg+h4ODXV6x8WtN0zWNTs4tPmu7fSmC31ws8SbD3CIzBpCOc49Kzo/hHqKWOk6UfFhfSNI1Bb20t3sFLgBi21nDjP3jzjv06Y0Lr4YtH4l1PVtK1GyhTU3824gvtMS72yc5aNiw25yTg5H6CgB2ofFKKHV9Q07TNCvdUNnZR37TQSIqGFkD7ssRjgjjknsKln+KFlLaaAdH0u81O/wBcjaW2so2SNlVc7i7MdowQR+Bqa2+Hv2fXda1L+1N39p6WmneX9mC+XtQJv4IBzjO0AAVmQfCufTrDw22l6/8AZtX0OOSFLxrQOk0bliVaMtx944+b19sAHF23ie7Pgjxbfavfa5B5fiUxolveYntxuBEQYkgKOhA49K99ry9/hDLN4V1fRp/EXmTanqg1KS6+xAbWyCV2B8HJ75H0r1CgAooooAKx/wDmc/8AuH/+1K2Kx/8Amc/+4f8A+1Kyq/Z9UXDr6GxRRRWpAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBynxN/5Jn4i/68ZP5V08H/HvF/uD+Vcx8Tf+SZ+Iv+vGT+VdPB/x7xf7g/lQBJR0oooArf2jY/Zhc/bbf7OTtEvmrtJ9M5xmlkvrSK6jtZLqBLiTlImkAdvoOprxqDwFqi/E0eH2gf8A4Q6G+OvIdh8syEACLPTh8/L/AHcnvWVqfhPUZPFXimLXLbVC1/eefZXtno/2xmjzlAkw5iKjAxkD3oA94m1OwtmkWe+tomjIDh5VXaT0zk8Z7U+5vbSzjWS6uoYEY4VpZAoJ9ATXi1z4Nm1TxR8QLvVNDubt20aEWM1xak+ZOLUAmPqDIGGPlyQcgVTtNFv7e88Fah4n8Oalq2kwaKbRrT7G07W1xubl4iM8rtGSOw9KAPUfBnjaHxVodxqdxDFp6xX0lmoecMHK4wckDk56V0U+o2VqJzPdwR/Z4zLNukA8tByWb0HvXgVv4Z1sfBuSKPQtQjntvEf237E1uyzGEYGVTqevb0Nbc2l6h4t8Y+NrseH9RhtNR8PGCzN/amISSgLs+9wGDAEA8jGeKAPV9H8RaXr2lpqNhdxyW7J5mSwBVecFh/D071dtby1vovNtLmG4jzjfFIHGfTIrwIaBd3vwqtdO0vwlqVnfWc9s2tRNY+Q+oRrv3Kp4MpBwce4712PgzTJX+KOpa1o2i3OjeHH09IHimtTaiecEEMsRA6DI3Y9fWgDqviP/AMiFqf8A2y/9GpXU1y3xH/5ELU/+2X/o1K6mgAooooAztZ1m10XT57ieaBZEheSOKSUIZSqk4Gf/AK9c3ofjm913T/C99DoqLBrPneeTeKDahCQMAgGTJHYcVxXivRZE+IXiW71rw1fa3b3+mrFpEsFmblIHCYK46I27JB+p71n2Ph7VxpPwvjn0jVFFmt+LwR27rJAGxjdkfIT2zigD206vpqx3Mh1C12WqlrgiZT5QHUtzx+NVdL8T6NrGlR6laX8H2aRQwZ5ApAOcZBPGcdDXi3hbwtqDWfiXQINBkn06TRpktL3UNJFncCYnKRMT/rMMA27nBAII6VXutFkuvgs2lab4O1Sz1qF7Vb1v7MZHuGVm5BAy+OST23D1oA9r8QeIJdLsVm0y1h1KYXcdvLF9rSLywx5JJ7gdutZ/hfx1beIL/WbS4jgsZdP1OXT4le4Ba42HG4AgdfQZ+tch4/8AAdrpPg62tvDek3M1xNqttNdGJXmkl27syP1PfJPTJrjNR8PyPa+OLSbwXqtzrOoa1K+l3q6c2FUyZDCUj5V6nPQg/XAB9FfaYPtBt/Oj88LvMe8bgvrjrj3qBtX01Io5X1C0WOTOxzMoDY64OecV5bPa614c+JVlqt7pepams/htNPaeyhMu65DAkMei5xnJwOfrjk20vUbP4G6VpT+DLy91yWW4jjMulPK9lG0hLPjaSpI246Z69qAPa9a8RvZWdncaTb2+qCa9jtpdl4kYiVs5bJ4JHHy9Tmtea/s7e4jt57uCKeT/AFcbyBWf6AnJrxfU9FVvh14X0rw/oOtoun6/bNOLnT3ilfCuXmK4ztyRz0HTtVLW/D93HceO7XV/DN/qusarcF9IvYrMzKIyTsAkAxHs4yCRwO9AHuk+o2NszrcXlvE0ahnEkqqVB4BOTwKfLd28Fsbma4ijgABMruAuD0OTxXi2neCL688aXQ8TaRJf+T4Yii+0TQmSJrkKoIVsYZxzz171kyeHPE0nw38Atc6fqDW+nXFwdQs2szNKgMpETmBvvhVB4x0PvQB9BQzRXEKzQyJJE4yrowYEexFcz42/5lz/ALDlt/7NWd8M9LGl2WqCE6gLW4ufOjS70/7GqsR83lxZyq9OwGelaPjb/mXP+w5bf+zUAdTUc9xBawtNcTRwxL1eRgqj8TUlcD8UftDWWkJD4dTV0e8CySSWTXi2ikYMnkr984JxngfiKAO2+32f2QXf2uD7Mek3mDYe33s4pF1Gxczhby3YwczASqfL/wB7nj8a+eY9E1xPg/4t8PpoOsfaf7XE9vGbFl3xF48bFA/2SSFyBXY3ngHT4viv4fS28OKuitprre7LY/Z3cZKiXjaxyFPzZyQOvFAHqv8AaFl9mS5+12/2eQ4SXzBtY+gOcGkXU7Bo55FvrYpAcTMJVxGf9o54/GvAb7wpq6+Ddd0iDQ9R+yr4u8y1t0tpMfZuRuQAfcxj5hxXXDwDpqfGcRp4bjXw82jhnUWpFo04cgbhjYW284PPfrzQB32va7cabZafc6bZRait1dxwMftSRKkbZzICeGxjoOufatF9T0+Nyj31srB/L2tMoO/+716+1eDQeHNdj+HWl6cNH1INa+MVljgNtJujtwG+fGMhMk/N05qfU/BM19p3xNvJ/DtxPqEl/u02RrRmdl35Jh45z3K9RQB7JJrF4njCLRxp6GyezNw159pUFXDY2eX94jHO7p+VTXXiHR7PTbvUJtStfstmpaeRZQwT2OO/YDqTXlt3oupXnjLT7i+0/Vntm8FG2uZoIG8wSkPuQEjHm88KTnJFczp/hTV7zwZ4p0WDw+08ENpEbC9uNJ+xXMrqwOwqeXYLu+bk5780Ae9WWu6Zf6fBew3sHkzhdpaRQQWGQp5+9jtUz6pp8ULzSX1qkSOY2dplCqw6qTng+1eJ65o41j4baBZaH4V1XS549XtPtgTTjDJuETB5sAZIBP3yOtbHi7wnp2gXWjaVovg5JrC5eZri9+wvfm3Yqg4jJwGbYo3NwOT60Aek6t4m0jRILKa+vYkS9nSC3IYHzGYgAj2Gck9AKrXHiN4fEdnZJb276XPavO+om8QBCDgLs6kH1H9DXhVn4c1I+BfCh1Hwrqdw2iaw326B7EtI9uzliEUjLrxz2ya7e48Pxa58Q/D5h8O3ln4fl0O4tpInszEsAcyDYwAwjHOQOvIoA9VkvraNY8Twl5lLQqZAPN4z8vr2qh4Y1a71vw/bahfWC2FxLu3263CzBMMQPnXg5Az7Zry34e+ENeTXbqXxFFI0fhu0k0vSmZCBMGLHzVz1+QhQR2IHUV13wc0+90v4YaXaahaXFpco02+G4jMbrmVyMqQCOCDQBpa7/wAj74S/7fP/AEUK6muW13/kffCX/b5/6KFdTQAUUUUAFFFFAEN5O1rZT3CQyTtFGziKMZZyBnaPc9K4fRPiBqlx4zt/DXiDwxJo9zeW7XFowu1nDquSQ20DacA13c0qwwySsHKopYhFLMQPQDkn2FePeFdb1PVPinc6zrPhHxFDJcD7Fp8ktiyQWduMks7HozHqe2cZ5oA1h8XgdbH/ABIpf+EcOpf2UNX+0L/r/Xy8Z2++envxVvxX8R9W8KXct1d+Ep28Pw3C28moG6UOSf4lixkr6EkZrzpfDPiEWSfD/wDsLUPl8Rfbv7T8r/Rvs2Pvb/73fH4deK6f4k6xqGo+LdO0p/CviDUPD+nTC5ujZ2DsLuYDKICRgoM8nueO2aAO58V+MD4Z1Lw7aLZC5GsX6We8y7PK3EDdjB3denFdRXmnxAtNQ1nVPh9e2mmXrJHq0NxcKIGJt0JQnzMD5cc5z6GvS6AOQs/+Svat/wBgW1/9HTV19chZ/wDJXtW/7Atr/wCjpq6+gAooooAKKKKACiiigAooooAKKKKAEd1jRndgqqMlicACorW8tr2HzrS4huIs43xOHGfTIriPjBo+sa34CltdGjlmkW4jknt4vvTRDO5QO/O0474rP+HGlLa+Ir6/tk1OGG4tFSWGbRhp8AdWG3C8ZcAsMgYx3oA6T4j/APIhan/2y/8ARqV1Nct8R/8AkQtT/wC2X/o1K6mgAooooAKKKKACua8V69ruj+SmheGZNZkZHklb7SsCRKuOMkHLHPAHpXS1wvxT13WdL8LvZ6BpWpXuoX4MIks7V5hbp0ZztHDYOAMjnntQBVb4sWsngHTPEVppc015qdyLK107zAGacsV278Yxx1x3HAzV3Q/H11rGhaxKPD9wuu6TP9muNKjmVyZCcLtfGNp557YPUcnhrzTLqfwJ4VvdE8L6zbJ4Y1aOR9Pu7fZc3Ea7WeRV/iJY9u+70rf8CDUNOPjTxnfaNqUCanciW20827G5dIwwX92MkFi2Pwz05oA3PCXjm91vxLqPhzWtCbSNVsoVnMYuVnR4zjncABn5h6/pV3wj4vPim98QW5sRbf2RqMliG83f5u0kbugxnHTn61xfwu1HUrrxRq17rnhjXLTV9VYyS3dzZtHbwxJxHCrNz0/P8K2Phhpt/p+r+N3vbK5tkuddnlgaaJkEqFjhlyPmB9RxQB1/ib/kVNY/68Z//QDR4Z/5FTR/+vGD/wBAFHib/kVNY/68Z/8A0A0eGf8AkVNH/wCvGD/0AUAatFFFABRRRQAVwnjPx1rfhWS6uYPCU17o9kENzfG7WL72PuIQS2MjJ9fpXd15P8XNU1O9nsvDdt4e12+0l5Em1SawsnfzEByIkbGOSASc8ce4oA3/ABD8Q3sTodroOjyavqeswG5t7UzCHbEF3FmY5AOO3sfxS08f32u+EdO1jw14bm1G6u3eOS1e4WJbZk+9vcjHXpxzntXOeIH1Cz8U+E/Hdp4Z1WWxisZLWfTobfNzbZDbMx9vvY9sfSotB/4SL4f/AAbYw6JfXOv388ssVpBbPKbdn6M4UHAAAOD3IHrgA7Lwp47XxP4R1DWTp0lpc6e80NxaPJu2yRqGIDY5HI5x61o+CfEp8X+ELDXjaC0N2HPkiTft2uyfewM/dz071yHw/Rk+Gup6THoOtWFzFbyGV9RtjHJeTSIxZ1HU88fkK2PhHY3em/C7RbS/tZ7W5jE2+GeMo65mcjKnkcEH8aALfxH/AORMk/6/rH/0rhrq65T4j/8AImSf9f1j/wClcNdXQAUUUUAFFFZviHf/AMI3qnl2LXzm0lC2isVM52n5MjkZ6cetAFq31CyvJJI7a7t53j++sUgYr9QDxWTaeM/D17FqMsWq23lafK8c7tIAAUUMxHPKjOM+oNePeDbHUYPiPomqy+F7qytLywe2uobXRmtoIWYkbWz94D5SXbr+FJovhBIvD/i7w3c+DLg63JJdvY3rWA8ny9oMarMeB8y8AdyPfAB6vd+M45fDtlq+g28WprcywgxNdJC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bilancio</th></tr></thead><tbody><tr><td>Crediti commerciali</td><td>133.904</td><td>57</td><td>67.717</td><td>516</td><td>-</td><td>68.290</td><td>51,0%</td></tr><tr><td>Altre attivit\u00e0 correnti non finanziarie</td><td>22.262</td><td>2</td><td>245</td><td>-</td><td>-</td><td>247</td><td>1,1%</td></tr><tr><td>Attivit\u00e0 finanziarie correnti</td><td>50.469</td><td>-</td><td>27823</td><td>-</td><td>-</td><td>27.823</td><td>55,1%</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing non correnti</td><td>68.295</td><td>1.244</td><td>-</td><td>2.058</td><td>-</td><td>3.302</td><td>4,8%</td></tr><tr><td>Debiti commerciali</td><td>296.191</td><td>38</td><td>24.989</td><td>62</td><td>I</td><td>25.090</td><td>8,5%</td></tr><tr><td>Altre passivit\u00e0 correnti non finanziarie</td><td>12.725</td><td>-</td><td>5</td><td>-</td><td>-</td><td>5</td><td>0,0%</td></tr><tr><td>Passivit\u00e0 finanziarie correnti</td><td>87.065</td><td>-</td><td>41442</td><td>-</td><td>-</td><td>41.442</td><td>47,6%</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti</td><td>16.955</td><td>336</td><td>-</td><td>1.399</td><td>-</td><td>1.735</td><td>10,2%</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 82, "image_base64": 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"image_mime_type": "image/jpeg", "parent_id": "0703d411702e29fa1fa14d0b6806195f", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Table", "element_id": "408efcae257dfcd9b651434e89dd76d4", "text": "Totale 2021 Societ\u00e0 Societ\u00e0 Societ\u00e0 Altre Totale parti Incidenza % controllante controllate consociate Societ\u00e0 correlate sulla voce di correlate bilancio Crediti commerciali 117.881 52 62.881 770 - 63.703 54,0% Altre attivit\u00e0 correnti non finanziarie 14.970 67 97 - - 164 1,1% Attivit\u00e0 finanziarie correnti 40.328 - 60.156 - - 60.156 149,2% Passivit\u00e0 finanziarie per leasing non correnti 54.483 1.545 - 3.311 - 4.856 8,9% Debiti commerciali 202.122 39 24.960 24 1 25.024 12,4% Altre passivit\u00e0 correnti non finanziarie 12.956 - 5 - - 5 0,0% Passivit\u00e0 finanziarie correnti 85.013 - 35.873 - - 35.873 42,2% Passivit\u00e0 finanziarie per leasing correnti 16.794 352 - 1.502 - 1.854 11,0%", "metadata": {"detection_class_prob": 0.9277817010879517, "coordinates": {"points": [[143.47412109375, 1224.536376953125], [143.47412109375, 1662.6229248046875], [1511.2965087890625, 1662.6229248046875], [1511.2965087890625, 1224.536376953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Totale 2021</th><th>Societ\u00e0 controllante</th><th>Societ\u00e0 controllate</th><th>Societ\u00e0 consociate</th><th>Altre Societ\u00e0 correlate</th><th>Totale parti correlate |</th><th>Incidenza % sulla voce di bilancio</th></tr></thead><tbody><tr><td>Crediti commerciali</td><td>117.881</td><td>52</td><td>62.881</td><td>770</td><td>-</td><td>63.703</td><td>54,0%</td></tr><tr><td>Altre attivit\u00e0 correnti non finanziarie</td><td>14.970</td><td>67</td><td>97</td><td>-</td><td>-</td><td>164</td><td>1,1%</td></tr><tr><td>Attivit\u00e0 finanziarie correnti</td><td>40.328</td><td>-</td><td>60.156</td><td>-</td><td>-</td><td>60.156</td><td>149,2%</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing non correnti</td><td>54.483</td><td>1.545</td><td>-</td><td>3311</td><td>-</td><td>4.856</td><td>8,9%</td></tr><tr><td>Debiti commerciali</td><td>202.122</td><td>39</td><td>24.960</td><td>24</td><td>I</td><td>25.024</td><td>12,4%</td></tr><tr><td>Altre passivit\u00e0 correnti non finanziarie</td><td>12.956</td><td>-</td><td>5</td><td>-</td><td>-</td><td>5</td><td>0,0%</td></tr><tr><td>Passivit\u00e0 finanziarie correnti</td><td>85.013</td><td>-</td><td>35.873</td><td>-</td><td>-</td><td>35.873</td><td>42,2%</td></tr><tr><td>Passivit\u00e0 finanziarie per leasing correnti</td><td>16.794</td><td>352</td><td>-</td><td>1.502</td><td>-</td><td>1.854</td><td>11,0%</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 82, "image_base64": 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Totale societ\u00e0 controllante Geox Deutschland Gmbh Geox Respira SL Geox Suisse SA Geox UK Ltd. Geox France Sarl Geox Holland B.V. Geox Retail S.r.l. Xlog S.r.l. Geox Rus LLC Geox AT Gmbh Geox Hungary Kft Geox Canada Inc. S&A Distribution Inc. S&A Retail Inc. Geox Asia Pacific Ltd. Geox Hellas S.A. Geox Poland Sp. Z.o.o. Xbalk D.O.O. Vranje Geox Trading Shanghai Ltd Technic Development D.O.O. Vranje \u2013 U Likvidaciji Geox Macau Ltd Technic Development Vietnam Company Ltd Totale societ\u00e0 controllate Domicapital S.r.l. Diadora S.p.A. Ca\u2019 D\u2019Oro 3 S.r.l. Totale societ\u00e0 consociate Altre societ\u00e0 correlate Totale altre societ\u00e0 correlate Crediti commerciali 2022 57 57 3.433 3.781 1.072 3.306 9.753 2.149 23.606 407 7.727 3.029 544 1.316 914 - 981 666 145 2 4.456 26 10 394 67.717 55 461 - 516 - - Altre attivit\u00e0 correnti non finanziarie 2022 2 2 - - - - - - - 245 - - - - - - - - - - - - - - 245 - - - - - - Attivit\u00e0 finanziarie correnti 2022 - - 5 - 2 - 8 1.593 - 7 17 4 - 9.164 9.224 - 7.006 - 780 - 13 - - - 27.823 - - - - - - Passivit\u00e0 finanziarie per leasing non correnti 2022 1.244 1.244 - - - - - - - - - - - - - - - - - - - - - - - 2.058 - - 2.058 - - Debiti commerciali 2022 38 38 2.935 687 - 26 361 512 (318) 12.000 - 1.401 944 - 3.263 - 1.329 68 - - - 1.781 - - 24.989 1 22 39 62 1 1 Altre passivit\u00e0 correnti non finanziarie 2022 - - - - - - - - 5 - - - - - - - - - - - - - - - 5 - - - - - - Passivit\u00e0 finanziarie correnti 2022 - - 3.779 3.907 - 3.114 1.932 1.190 12.605 10.171 - 951 1.047 - - 66 6 - - - - 2.674 - - 41.442 - - - - - - Passivit\u00e0 finanziarie per leasing correnti 2022 336 336 - - - - - - - - - - - - - - - - - - - - - - - 1.399 - - 1.399 - -", "metadata": {"detection_class_prob": 0.8833255171775818, "coordinates": {"points": [[131.6382598876953, 265.29412841796875], [131.6382598876953, 1902.701171875], [1595.275146484375, 1902.701171875], [1595.275146484375, 265.29412841796875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Crediti commerciali 2022</th><th>correnti | non finanziarie 2022</th><th>Attivit\u00e0 finanziarie | correnti | 2022</th><th>Passivit\u00e0 finanziarie per leasing non correnti 2022</th><th>2022</th><th>Altre passivit\u00e0 | | correnti | non finanziarie 2022</th><th>Passivit\u00e0 finanzi correnti | 2022</th><th>Passivit\u00e0 finanziarie per leasing correnti 2022</th></tr></thead><tbody><tr><td>Lir S.r.l.</td><td>57</td><td>2</td><td>-</td><td>1.244</td><td>38</td><td>-</td><td>-</td><td>336</td></tr><tr><td>Totale societ\u00e0 controllante</td><td>57</td><td>2</td><td>-</td><td>1.244</td><td>38</td><td>-</td><td>-</td><td>336</td></tr><tr><td>Geox Deutschland Gmbh</td><td>3.433</td><td>-</td><td>5</td><td>-</td><td>2.935</td><td>-</td><td>3.779</td><td>-</td></tr><tr><td>Geox Respira SL</td><td>3.781</td><td>-</td><td>-</td><td>-</td><td>687</td><td>-</td><td>3.907</td><td>-</td></tr><tr><td>Geox Suisse SA</td><td>1.072</td><td>-</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox UK Ltd.</td><td>3.306</td><td>-</td><td>-</td><td>-</td><td>26</td><td>-</td><td>3.114</td><td>-</td></tr><tr><td>Geox France Sarl</td><td>9.753</td><td>-</td><td>8</td><td>-</td><td>361</td><td>-</td><td>1.932</td><td>-</td></tr><tr><td>Geox Holland B.V.</td><td>2.149</td><td>-</td><td>1.593</td><td>-</td><td>512</td><td>-</td><td>1.190</td><td>-</td></tr><tr><td>Geox Retail S.r.l.</td><td>23.606</td><td>-</td><td>-</td><td>-</td><td>(318)</td><td>5</td><td>12.605</td><td>-</td></tr><tr><td>Xlog S.r.l.</td><td>407</td><td>245</td><td></td><td>-</td><td>12.000</td><td>-</td><td>10.171</td><td>-</td></tr><tr><td>Geox Rus LLC</td><td>7.727</td><td>-</td><td>17</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox AT Gmbh</td><td>3.029</td><td>-</td><td></td><td>-</td><td>1.401</td><td>-</td><td>951</td><td>-</td></tr><tr><td>Geox Hungary Kft</td><td>544</td><td>-</td><td>-</td><td>-</td><td>944</td><td>-</td><td>1.047</td><td>-</td></tr><tr><td>Geox Canada Inc.</td><td>1.316</td><td>-</td><td>9.164</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr><tr><td>S&amp;A Distribution Inc.</td><td>914</td><td>-</td><td>9.224</td><td>-</td><td>3.263</td><td>-</td><td>-</td><td>-</td></tr><tr><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr><tr><td>S&amp;A Retail Inc.</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>66</td><td>-</td></tr><tr><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr><tr><td>Geox Asia Pacific Ltd.</td><td>981</td><td>-</td><td>7.006</td><td>-</td><td>1.329</td><td>-</td><td>6</td><td>-</td></tr><tr><td>Geox Hellas S.A.</td><td>666</td><td>-</td><td>-</td><td>-</td><td>68</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Xbalk D.O.O. Vranje Geox Trading Shanghai Ltd Technic Development D.O.O. Vranje \u2014 U</td><td>2 4.456</td><td>- -</td><td>- 13</td><td>- -</td><td>- -</td><td>- -</td><td>- -</td><td>- -</td></tr><tr><td>Likvidaciji Geox Macau Ltd</td><td>26 10</td><td>- -</td><td>- -</td><td>- -</td><td>1.781 -</td><td>- -</td><td>2.674 -</td><td>- -</td></tr><tr><td>Technic Development Vietnam Company Ltd</td><td>394</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 controllate</td><td>67.717</td><td>245</td><td>27.823</td><td>-</td><td>24.989</td><td>5</td><td>41.442</td><td>-</td></tr><tr><td>Domicapital S.r.l.</td><td>55</td><td>-</td><td>-</td><td>2.058</td><td>I</td><td>-</td><td>-</td><td>1.399</td></tr><tr><td>Diadora S.p.A.</td><td>461</td><td>-</td><td>-</td><td>-</td><td>22</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Ca\u2019 D\u2019Oro 3 S.r.l.</td><td>-</td><td>-</td><td>-</td><td>-</td><td>39</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 consociate</td><td>516</td><td>-</td><td>-</td><td>2.058</td><td>62</td><td>-</td><td>-</td><td>1.399</td></tr><tr><td>Altre societ\u00e0 correlate</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr><tr><td>Totale altre societ\u00e0 correlate</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 83, "image_base64": 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iigAorn/Enjfw54QMA13U0tGnBMamN3LAdThQT3q9omv6V4j04ahpF9Dd2pJXzIz90jsQeQfY0AaVFcjB8UfBNzrI0mHxDateM/lqMNsZumBJjYfzrrqAOQ0n/kqvib/sH2P8566+uQ0n/kqvib/sH2P8566+gAooooAKKKKACiiigAooooAKKKKACiiigDlPGf8AyEvCH/YdT/0nnrq65Txn/wAhLwh/2HU/9J566ugAooooAKKKKACiiigAooooAKKKKACiiigArn/An/JPPDX/AGCrX/0UtdBXP+BP+SeeGv8AsFWv/opaAOgooooAKKKKACiiigAooooAKK5PWfiZ4P8AD+rvpWqa3Hb3qYDxGKRtuQCMlVIHBB5NbN94i0fTdBOuXWoQppYRX+1Kd6FWICkbc5ySOnrQBp0Vznhzx74X8WTyQaJq8N1PGu5otjRvj1CuASPcVc8ReJ9G8J6ct/rd6tpbNII1YozlmOTgBQSeh7UAa9FQWd3Df2UF5bljDPGskZZChKkZGVYAj6EVPQAUUUUAY/iD/mF/9hCL+tbFY/iD/mF/9hCL+tbFZQ/iS+RcvhQUUUVqQFFFFAFa+0+y1O2Ntf2lvd25IJinjEikjocEYrwPx3oekWvx/wDCmn2+lWMNlNDbmW2jt0WNyZZAdygYOQAOfSvoWvNfFPw91bXPizoPiu2uLJLDT44lljldxKxWR2O0BSOjDqRQBs+KNT0L4Y+Fb3WrLRrOFmKRrDawpD5zknaGKjoMk+wzXG33xF8ceGNE0jxP4h07R5tF1F0DQWfmLPArqWXliQTtB/HjivQPHPhK38beFbnRZ5jAzlZIpgM+XIpyDjuOoPsTXn998OfG/ifRdI8M+IdS0aHRNOZC09kJGnnCKVXIYBQdpP4880AU/H3iPxXc/FTwxpmiyWAtpEW8sEmd/LmLKw3TYAPGGwBn178dfq2r/ECw0iz8xPC9nciN3v8AULueRLSM7yEVATuztAJJ4zmqnjj4e6xf+ItA8Q+Fbuyt77SIhAkF7u8tkGccgE9yCP1FZviP4f8AjXX9V8Oaze3ehX13YIwubK4EgtCxdiGVcEn5SoOccoOtAFHSviFqHjb4c+PbTVIbIXWmWMq+fZE+VMrJIARkn+4ec8gjpVfw347TwD+z5oWoLbi5u55Z4beJjhS3nSksx9AB+PA461b0f4XeL9Nl8YxNfaIbbxBBKGKLIp8xlk24GMIoaQ5+8cAYq/J8ILjUPhDpnhS+vreLVNPlkniuIdzxbmkdsHIBwVfnjgjvjkAj0P4qajD4o0jSdbvvDmoxaq3lJLoszM1tKcALICTkEkAEe/pXovirWpPDnhXUtYitWuns4GlEKnG7HqewHU+wNcjofh/xul5YLqsHhK3gtpEaa5s7VmnmCkHABAVSccntngV3GsRahNpF1HpU0EN+yEQPOu6MN/tD0oA86+HnxA1zxVMl1eX/AIclsfKeS6t7XzUurTAyMq5+Zc8EjPWqGn/EXxt4s03WPEHhnT9Hh0XTXdUivvMae42ruYAqQAdpBx6nGT1qTw58LtaT4gQ+Jdai8P2EUMMkb2uipIq3JZWUlg3A+9zjrgcd6ZYfDnxt4U0zWPD/AIZ1HR5dF1J3ZZb7zFnt967WxtBBO0AZ9RnAoAuXXxqs4vhfB4qisCb2ec2i2bP8qzAZOW/ugc+vIHHWtvwje/Ee6vbebxNYaJDp08Zdlti4nhOMqCCxHsetYd38FLOb4YW/hWG/K3sE5u1vGT5WmIwQV7KRx68A89K3PCln8SLa+tYfEl/ocum26FXa1WQzznaQpJIAHOCcYoA4fwv8S4NE8H+LNal0PTbZrXURFFBYRGIXEj5wXJJ9M8dgcCptP+MOqWdxo9xrd54avLLUpEjlg0uZjcWRboXBYggd/fv62tJ+DN4fCPiTQ9YvbVX1K8W7tZrUs/lMucbgyr64IHYnmr+i+EfHVlZ2ml3MfhBbe32xnUFtXkuGjX/ZKhS2B1P69aAOe1LXfHd78dbnTNMOlCaxtXFrb3byGARMFYsduCZCCvsOnbJ6nxpfeLjpK2d1B4St7FrKP7fc6vMwgmnI+eOJeuARwW9R3FReJPAfimP4kf8ACZeE77TFuJrcQTw6gH2j5QuRtByMAHtyO9VdZ+Hvi2/8c6X4k+1aHqEkNlHDLDqCSGKKYLh3jQDkbssORyfxoA2vhF41n8aeFJJLmzgtZrGUWu23J2MoUFSMkkcHHU9KPiR8QrvwncaXo+i2Ed9rmqPst45SQichQTgjOScDkdCSeOafwq8C+JPAsup22o3emTabcSNKn2cOZWk4AJyAFXaDxycnrxVz4j/D278WXWlazouoR2Ot6W++CSUExvyGAOAcYIz0PUgigCSz8QeLvD2iarqvji20oWtnbedE2ms25m/uEMevQAjjmuU/4WN4+XwYPHTaZon9heZ/x5bpPtHlb9m7fnGc+3TnFdXaaB4v8RaPqmleN7nSPsV3bGGNNMV9ytn75LjqMAgDiuUPw48et4MHgVtU0P8AsESf8foWT7R5W/ft2425z79OM0AXfEfxX1WHUPCKeG9PtLuHX4Q4iutyuGLBQu4NhcE4JIPSrfh7x34oX4hXng3xJZaU96LU3FtLYM6xk7dwUlsnGMjOMjHQ0mo/C66HiLwTcaTcWy6b4eVUlE7sJZAGBJACkEnBPJHJrRbwPqZ+M6+MfPtP7OFp5Hlb283dsxnG3GPxoA4X4fa58Q9c8YeJ7m1fRZmS7igvVvDLiJFaQBYNvYDd16nB7mr9v8UvG2s+IPEmgaFoVheX9hdvHbNgoiQo7qzSFnALHCAAEckntWjpXgHxp4U8Yaxd+HdS0g6Tq10J5vtauZYxuZsKAMZG9gDnB9BW14A8Dal4V8UeLdTvp7SSHWLsT24gdiyLvlbD5UAHDjoT0NAGZqvxC8SHxDovg/SdP09fEl3aJPfSXJYwWrFNzKADk4APf0654s+GfHurXHi/VPBXie1s49WtoTLFcWRbypl2hujcg4YH8+mOZPFfgLVpvHNl418L3dnHqsEflTW98G8qZcFc5XJBwcfgOmOW+Fvh/q0PjLUvGXia8s5dXu4jDFb2QbyYV2herck4UD8+ueADxrSv+Ta9c/7Dqf8AoMNeyS6t4o0/wb4dGhjRLW0GlQPcajrE7JFGdi4UBec989K5uy+D/iC2+EWpeE3vNMN/c6kt2kglk8oIFjGCdmc/Ie3pzWl4k+GviLUL/wAJXdnPpN2mjWUVvNY6gXNu0ijBcAD5s8dQPuj6UAReFPivq+teEvF93dW2nNqOgQmSOW33GCfh8HGc4ynUEZBHSsxvin4+XwFZ+NG0nQl0vzfKmTMnmTfvCu5Ruwi5G3kk5BOMcVZ0n4W+MNOk8YRNfaGbbxBDKHKLIp8xg+3AxhFDSHP3jgDFak/wz1mX4H2/glbmw/tKN9xlMj+Tjz2k67N3Q/3etAGJ8UfFfiK5v/A8Wjm2gsdXlguoEldsyyho2VZcAYQF04B55PYVueKviJ4k8D+H7GHXLbRn8Q6jctHb/Z3dbWOIbfncsc8FvUDvnin+LvhrrGseH/CH9l31pDrPhyOMIZtxhkZVjyc4zw0Yxkc55xTPEvw78S+M9B0+51jUdMh8S6dctNbPbRsbbYdvyMGGeqg5wfTBzQA7wp8TLy68aW/hnWLzQtRa8hMlte6LKzRhwCTG4YnBwpwfp68epVwfh3RfF66vaXGsW3hWytrfcZBptszSzHaQPmYDYMkHjnjHeu8oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+dPFMMvhT4k+IvEmveBzrWhXMiIs0yApFwo3jKsPbnH1r2fTbPwv4t8IaZJFpdnc6M0ay2tvNbqUi4IwFPAIyRx71xXizwh8TfEiahoza7o39hXc7MGZGEyw79yocJg44HXnHJrsrTwpJo/w6/4RfSL3ypks3t4rqRejsDl8DpyxPt70AeY/CnStP134reI/E+n2NvbaVYMbaxSCMImT8u4AcZ2KSf+ule61yPw28HHwP4Og0mZ4pLsyPNcSRZ2u5PGMgHhQo/CuuoA5b4cf8iFpn/bX/0a9dTXLfDj/kQtM/7a/wDo166mgAooooAKKKKACiiigAooooAKKKKAMLW9E8OSzPruuWNnMbS2ZTNdoHWKIZZjg5A784zXnPwF0lo4fEfiCCBrbTNTvMWMB4xGjPz9Bv2/8BNdF8U/C3ivxlpMWj6Fd6da2DnfdtcyyK8pB+VQFQjb368nHpy34eeHPH3h+7Fv4k1rS7rRobTyba1s4wpjcFdp4iTgKGHU9elAGx8Tf+SZ+Iv+vGT+VdPB/wAe8X+4P5VzHxN/5Jn4i/68ZP5V08H/AB7xf7g/lQBJRRRQAUUUUAFFFFABRRRQAUUUUAVr+/tdLsJr6+nSC1hXfJK54UeprP0PxXoPiVp10bVLe9aAAyiI52g5xn8jWjf2FrqdjNZX0CT2sy7ZInGVYehrP0TwroXhtpm0bS7ayacASmFcb8Zxn8zQBnfEf/kQtT/7Zf8Ao1K6muW+I/8AyIWp/wDbL/0aldTQAUUUUAFFFFABRRRQB4z+0j/yJOl/9hEf+i3r2OH/AFMf+6P5VwXxa8Dan498O2Wn6XPaQzQXYnZrp2VSuxl42q3OWFdB4u0/Xr/wpcWfhvUI7HVGCCOeToACNwzg4yM84/xoAs6voGhalcwalrFja3DWMcnlvdKGSJWwWODx/COT0xXlXwbsrb/hIfGHi2zjFl4elmeO0XG1CisWLAdgBj6ZI7V1HjTwx428Q+BLHw/ZanpouZIVTVLuZ3jMxAGQgVDwxznp0xjk1S8BeDvHugSw6br+saRdeG47Z4PsNtGAeRxz5Sk9TnLc55zQB5N8UPE6+OrGXXF1W3jsbW7Frp2liZfOdMMXuHTORkhQMjofxPr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Totale societ\u00e0 controllante Geox Deutschland Gmbh Geox Respira SL Geox Suisse SA Geox UK Ltd. Geox Distribution UK Ltd. Geox France Sarl Geox Holland B.V. Geox Retail S.r.l. Xlog S.r.l. Geox Rus LLC Geox AT Gmbh Geox Hungary Kft Geox Japan K.K. Geox Canada Inc. S&A Distribution Inc. S&A Retail Inc. Geox Asia Pacific Ltd. Geox Hellas S.A. Geox Poland Sp. Z.o.o. Geox Trading Shanghai Ltd Technic Development D.O.O. Vranje-U Likvidaciji Geox Portugal S.U. LDA Geox Macau Ltd Technic Development Vietnam Company Ltd Totale societ\u00e0 controllate Domicapital S.r.l. Diadora S.p.A. Ca\u2019 D\u2019Oro 3 S.r.l. Totale societ\u00e0 consociate Altre societ\u00e0 correlate Crediti commerciali 2021 52 52 3.796 3.554 820 1.987 813 7.818 1.847 29.400 368 3.420 2.033 457 32 673 312 121 661 672 274 3.634 7 - 12 170 62.881 55 715 - 770 - Altre Attivit\u00e0 attivit\u00e0 finanziarie correnti correnti non 2021 finanziarie 2021 67 - 67 - - 5 - - - - - 4 - 4 - 1.228 - 2.604 - 51 97 5 - 1 - 4 - 1 - 7.593 - 25.664 - 19.305 - 13 - 2.904 - - - 767 - 3 - - - - - - - - 97 60.156 - - - - - - - - - - Passivit\u00e0 finanziarie per leasing non correnti 2021 1.545 1.545 - - - - - - - - - - - - - - - - - - - - - - - - - 3.311 - - 3.311 - Debiti commerciali 2021 39 39 2.413 2.605 - 413 1 745 580 2.096 9.850 - 733 1.224 501 - 909 - 1.151 45 - - 1.694 - - - 24.960 9 8 7 24 1 Altre Passivit\u00e0 Passivit\u00e0 passivit\u00e0 finanziarie finanziarie correnti correnti per leasing non 2021 correnti finanziarie 2021 2021 - - 352 - - 352 - 2.924 - - 2.056 - - - - - 787 - - 2.360 - - - - - 362 - 5 16.190 - - 6.898 - - - - - 107 - - 1.012 - - 5 - - - - - 8 - - - - - 490 - - - - - - - - - - - 2.674 - - - - - - - - - - 5 35.873 - - - 1.502 - - - - - - - - 1.502 - - -", "metadata": {"detection_class_prob": 0.8675631284713745, "coordinates": {"points": [[112.1712875366211, 263.6675720214844], [112.1712875366211, 1898.0355224609375], [1598.2369384765625, 1898.0355224609375], [1598.2369384765625, 263.6675720214844]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th></th><th>Crediti commerciali 2021</th><th>Altre attivit\u00e0 | correnti non finanziarie 2021</th><th>Attivit\u00e0 finanziarie | | correnti | 2021</th><th>Passivit\u00e0 finanziarie per leasing non correnti 2021</th><th>Debiti | commerciali 2021</th><th>Altre passivit\u00e0 | correnti | non finanziarie 2021</th><th>Passivit\u00e0 finanziarie \u2014 correnti | 2021</th><th>per leasing correnti 2021</th></tr></thead><tbody><tr><td colspan=\"9\">Lir S.r.l. 52 67 - 1.545 39 - - 352</td></tr><tr><td>Totale societ\u00e0 controllante</td><td>52</td><td>67</td><td>-</td><td>1.545</td><td>39</td><td>-</td><td>-</td><td>352</td></tr><tr><td>Geox Deutschland Gmbh</td><td>3.796</td><td>-</td><td>5</td><td>-</td><td>2413</td><td>-</td><td>2.924</td><td>-</td></tr><tr><td>Geox Respira SL</td><td>3.554</td><td>-</td><td>-</td><td>-</td><td>2.605</td><td>-</td><td>2.056</td><td>-</td></tr><tr><td>Geox Suisse SA</td><td>820</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox UK Ltd.</td><td>1.987</td><td>-</td><td>4</td><td>-</td><td>413</td><td>-</td><td>787</td><td>-</td></tr><tr><td>Geox Distribution UK Ltd.</td><td>813</td><td>-</td><td>4</td><td>-</td><td>I</td><td>-</td><td>2.360</td><td>-</td></tr><tr><td>Geox France Sarl</td><td>7.818</td><td>-</td><td>1.228</td><td>-</td><td>745</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox Holland B.V.</td><td>1.847</td><td>-</td><td>2.604</td><td>-</td><td>580</td><td>-</td><td>362</td><td>-</td></tr><tr><td>Geox Retail S.r.l.</td><td>29.400</td><td>-</td><td>5I</td><td>-</td><td>2.096</td><td>5</td><td>16.190</td><td>-</td></tr><tr><td>Xlog S.r.l.</td><td>368</td><td>97</td><td>5</td><td>-</td><td>9.850</td><td>-</td><td>6.898</td><td>-</td></tr><tr><td>Geox Rus LLC</td><td>3.420</td><td>-</td><td>I</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox AT Gmbh</td><td>2.033</td><td>-</td><td>4</td><td>-</td><td>733</td><td>-</td><td>107</td><td>-</td></tr><tr><td>Geox Hungary Kft</td><td>457</td><td>-</td><td>I</td><td>-</td><td>1.224</td><td>-</td><td>1.012</td><td>-</td></tr><tr><td>Geox K.K.</td><td>32</td><td>-</td><td>7.593</td><td>-</td><td>501</td><td>-</td><td>5</td><td>-</td></tr><tr><td>Japan</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr><tr><td>Geox Canada Inc.</td><td>673</td><td>-</td><td>25.664</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>S&amp;A Distribution Inc.</td><td>312</td><td>-</td><td>19.305</td><td>-</td><td>909</td><td>-</td><td>8</td><td>-</td></tr><tr><td>S&amp;A Retail Inc.</td><td>121</td><td>-</td><td>13</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox Asia Pacific Ltd.</td><td>661</td><td>-</td><td>2.904</td><td>-</td><td>1151</td><td>-</td><td>490</td><td>-</td></tr><tr><td>Geox Hellas S.A.</td><td>672</td><td>-</td><td>-</td><td>-</td><td>45</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox Poland Sp. Z.o.o.</td><td>274</td><td>-</td><td>767</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox Trading Shanghai Ltd Technic Development D.O.O. Vranje-U Likvidaciji</td><td>3.634 7</td><td>- -</td><td>3 -</td><td>- -</td><td>- 1.694</td><td>- -</td><td>- 2.674</td><td>- -</td></tr><tr><td>Geox Portugal S.U. LDA</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Geox Macau Ltd</td><td>12</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Technic Development Vietnam Company Ltd</td><td>170</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 controllate</td><td>62.881</td><td>97</td><td>60.156</td><td>-</td><td>24.960</td><td>5</td><td>35.873</td><td>-</td></tr><tr><td>Domicapital S.r.l.</td><td>55</td><td>-</td><td>-</td><td>3311</td><td>9</td><td>-</td><td>-</td><td>1.502</td></tr><tr><td>Diadora S.p.A.</td><td>715</td><td>-</td><td>-</td><td>-</td><td>8</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Ca\u2019 D\u2019Oro 3 S.r.l.</td><td>-</td><td>-</td><td>-</td><td>-</td><td>7</td><td>-</td><td>-</td><td>-</td></tr><tr><td>Totale societ\u00e0 consociate</td><td>770</td><td>-</td><td>-</td><td>3.311</td><td>24</td><td>-</td><td>-</td><td>1.502</td></tr><tr><td>Altre societ\u00e0 correlate</td><td>-</td><td>-</td><td>-</td><td>-</td><td>I</td><td>-</td><td>-</td><td>-</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 84, "image_base64": 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"/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "8daa6135c125908fdaad675915617394", "text": "41. Informativa ai sensi della Legge n. 124/2017", "metadata": {"detection_class_prob": 0.8358560800552368, "coordinates": {"points": [[153.00000416666668, 325.3760681152344], [153.00000416666668, 355.22076416015625], [755.4050148670567, 355.22076416015625], [755.4050148670567, 325.3760681152344]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "362db78380596b94d626c238e885d6b2", "text": "In relazione a quanto richiesto dalla Legge n. 124/2017, si segnala che la Societ\u00e0 ha beneficiato, nel corso del 2022, di complessivi euro 483 mila come di seguito:", "metadata": {"detection_class_prob": 0.9162854552268982, "coordinates": {"points": [[142.04978942871094, 402.8958435058594], [142.04978942871094, 463.1938909722221], [1508.9209808692171, 463.1938909722221], [1508.9209808692171, 402.8958435058594]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "bd09e78053fee0ca436b916fb64dd8c1", "text": "euro 243 mila relativo al credito di imposta per investimenti in ricerca, sviluppo e innovazione tecnologica di cui all'articolo 1, commi 198-209, della legge n. 160/2019;", "metadata": {"detection_class_prob": 0.9007011651992798, "coordinates": {"points": [[197.63340759277344, 500.0855626388888], [197.63340759277344, 559.1938930555553], [1508.7529936476099, 559.1938930555553], [1508.7529936476099, 500.0855626388888]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1bfb89ce8b155cc31c2b18253ea39350", "text": "euro 84 mila relativo al credito di imposta per investimenti sulla stampa specializzata e sulla radio e televisione di cui all'articolo 57 bis, comma 1, decreto legge 24 aprile 2017, n. 50 e successive modifiche;", "metadata": {"detection_class_prob": 0.9003328084945679, "coordinates": {"points": [[209.69589233398438, 565.5110473632812], [209.69589233398438, 623.860578472222], [1514.83837890625, 623.860578472222], [1514.83837890625, 565.5110473632812]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "1f1b788a5477610926bf3d0a0329bbd1", "text": "euro 4 mila relativo al credito d\u2019imposta per investimenti in beni strumentali nuovi ai sensi dell\u2019articolo 1, comma 188, della legge n.160/2019;", "metadata": {"detection_class_prob": 0.8999844193458557, "coordinates": {"points": [[201.66667291666667, 630.0855834722221], [201.66667291666667, 688.5271993055555], [1510.73388671875, 688.5271993055555], [1510.73388671875, 630.0855834722221]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "d83d1cfaab60b97498a1eb71d33c10cf", "text": "euro 109 mila da Fondimpresa relativi al Piano formativo GIDA - Geox Innovation Digital Academy;", "metadata": {"detection_class_prob": 0.8465101718902588, "coordinates": {"points": [[214.45339965820312, 692.3589477539062], [214.45339965820312, 722.2203369140625], [1350.2452227962992, 722.2203369140625], [1350.2452227962992, 692.3589477539062]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "8a9347a1e004540303c5d31549cc5918", "text": "euro 43 mila da Fondimpresa relativi al Piano formativo Training Plan.", "metadata": {"detection_class_prob": 0.8439244627952576, "coordinates": {"points": [[201.66667291666667, 727.318603515625], [201.66667291666667, 756.6963500976562], [1017.9989775915898, 756.6963500976562], [1017.9989775915898, 727.318603515625]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "5184a388ad4df42effae54c2dbb83c11", "text": "Si precisa che i benefici ricevuti sono stati riepilogati attraverso il principio della cassa e, pertanto, quanto sopra esposto riepiloga sovvenzioni, contributi, incarichi retribuiti e comunque vantaggi economici che sono stati incassati nel corso dell\u2019esercizio 2022, senza tener conto della relativa competenza economica.", "metadata": {"detection_class_prob": 0.9362172484397888, "coordinates": {"points": [[149.6878662109375, 791.263909722222], [149.6878662109375, 880.8605472222221], [1519.9481201171875, 880.8605472222221], [1519.9481201171875, 791.263909722222]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4644594889acb9dbf091689b19a395b7", "text": "Ai fini degli adempimenti sopra citati, in relazione ad eventuali altri contributi ricevuti che rientrino nelle fattispecie previste, si rinvia, inoltre, all\u2019apposito Registro nazionale pubblicamente consultabile.", "metadata": {"detection_class_prob": 0.9236757755279541, "coordinates": {"points": [[153.00000416666668, 916.4832153320312], [153.00000416666668, 975.1938784722223], [1513.0548095703125, 975.1938784722223], [1513.0548095703125, 916.4832153320312]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "8daa6135c125908fdaad675915617394", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "caf2abbb86fda32185035d1a6c896a85", "text": "42. Fatti di rilievo intervenuti dopo il 31 dicembre 2022", "metadata": {"detection_class_prob": 0.8347988724708557, "coordinates": {"points": [[153.00000416666668, 1073.5096435546875], [153.00000416666668, 1101.5272430555556], [859.2064895168263, 1101.5272430555556], [859.2064895168263, 1073.5096435546875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "c197d4cc50f2fedb514d2f599cd31f8b", "text": "In data 14 febbraio 2023 Il Consiglio Ecofin ha aggiornato la Lista delle giurisdizioni non cooperative a fini fiscali (c.d. paesi Black List) aggiungendo alcuni paesi, tra cui la Russia. La Societ\u00e0 opera in tale paese con una propria filiale interamente controllata, ma avente una attivit\u00e0 economica effettiva mediante l\u2019impiego di personale, attrezzature, attivi e locali. Il management, pertanto, ritiene che, sulla base delle informazioni disponibili alla data della presente relazione, tale inserimento non abbia alcuna ricaduta sull\u2019operativit\u00e0 della Societ\u00e0, sia dal punto di vista economico che finanziario, n\u00e9 sulla recuperabilit\u00e0 dei propri asset in Russia.", "metadata": {"detection_class_prob": 0.9449573755264282, "coordinates": {"points": [[153.00000416666668, 1144.3353271484375], [153.00000416666668, 1329.0029296875], [1514.3753662109375, 1329.0029296875], [1514.3753662109375, 1144.3353271484375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "caf2abbb86fda32185035d1a6c896a85", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "3c8d3c883ff9e2913b0811592bbb67f8", "text": "Non si segnalano ulteriori fatti di rilievo avvenuti dopo il 31 dicembre 2022.", "metadata": {"detection_class_prob": 0.8281547427177429, "coordinates": {"points": [[153.00000416666668, 1363.751953125], [153.00000416666668, 1391.5272680555554], [990.8298588595655, 1391.5272680555554], [990.8298588595655, 1363.751953125]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "caf2abbb86fda32185035d1a6c896a85", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "Title", "element_id": "a1cabd5ec558fe11a196fa1790d48a2e", "text": "43. Bilancio d\u2019esercizio al 31 dicembre 2022 di GEOX S.p.A. \u2013 Proposte di deliberazione", "metadata": {"detection_class_prob": 0.7583465576171875, "coordinates": {"points": [[151.83026123046875, 1490.09326171875], [151.83026123046875, 1519.2996826171875], [1279.5895753734665, 1519.2996826171875], [1279.5895753734665, 1490.09326171875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "f37b10848cab15d0539a0977df2aaced", "text": "Signori Azionisti,", "metadata": {"detection_class_prob": 0.606825590133667, "coordinates": {"points": [[153.00000416666668, 1567.5203857421875], [153.00000416666668, 1596.8580322265625], [351.5000874155866, 1596.8580322265625], [351.5000874155866, 1567.5203857421875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "0438f2a75e7bbf6df1188978c6c6fbc9", "text": "a conclusione delle presenti Note esplicative, confidando nel Vostro consenso all\u2019impostazione e ai criteri adottati nella redazione del bilancio al 31 dicembre 2022, Vi proponiamo:", "metadata": {"detection_class_prob": 0.9213454723358154, "coordinates": {"points": [[153.00000416666668, 1630.6517333984375], [153.00000416666668, 1689.5950927734375], [1511.4140625, 1689.5950927734375], [1511.4140625, 1630.6517333984375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "ed9134e31d3a458b9b9d20930e5febe6", "text": "1. di approvare il bilancio al 31 dicembre 2022;", "metadata": {"detection_class_prob": 0.8385690450668335, "coordinates": {"points": [[201.66667291666667, 1723.3367919921875], [201.66667291666667, 1752.8773193359375], [742.1884396605701, 1752.8773193359375], [742.1884396605701, 1723.3367919921875]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "ListItem", "element_id": "e9d3f2758ba62aa7f59ca7075259d011", "text": "2. di riportare a nuovo la perdita dell\u2019esercizio 2022, pari ad euro 12.233.248,21.", "metadata": {"detection_class_prob": 0.8268129825592041, "coordinates": {"points": [[201.66667291666667, 1785.4779052734375], [201.66667291666667, 1815.4434814453125], [1113.5494579525487, 1815.4434814453125], [1113.5494579525487, 1785.4779052734375]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "UncategorizedText", "element_id": "b3d9657619509c52218e64fd38452b52", "text": "***", "metadata": {"coordinates": {"points": [[810.3613041666666, 1850.597201388889], 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"languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": "NarrativeText", "element_id": "4110ce78f7d6f34d3d787bad2f0cfa4d", "text": "Per il Consiglio di Amministrazione Il Presidente Dr. Mario Moretti Polegato", "metadata": {"detection_class_prob": 0.5668590664863586, "coordinates": {"points": [[1009.1927490234375, 1975.9306055555555], [1009.1927490234375, 2065.5271805555553], [1410.0705235685966, 2065.5271805555553], [1410.0705235685966, 1975.9306055555555]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "filetype": "application/pdf", "languages": ["ita"], "page_number": 86, "parent_id": "a1cabd5ec558fe11a196fa1790d48a2e", "file_directory": "/aiaas-nlp/DATA/documenti-societari-italiani-unstructured/PDFs", "filename": "Geox_S.P.A__143059.pdf"}}, {"type": 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3GAR0z64oA9iBBGQciiuC8afEiPwxqmn6Bpelvqmu3wUw2iSCNUUnALNjjoePQEkiqmj/ABOvI/GUPhTxboX9j6lcqGtpI7gSxS5zgZHTJBA688cUAekUUUUAFFFFABWH41mltvAniGeCV4potMuXjkjYqyMImIII5BB71uVz/jv/AJJ54l/7BV1/6KagDW0xmfSrN3YszQISScknaKydd8b+GvDN5Haazq8FncSRiVUkDZKkkZ4HqD+Vaulf8gey/wCveP8A9BFeBfGq3iu/jP4VtriNZIZobaORG6MpuHBB/CgD1+w+JHgzU7lbe18R2DTOcKrybCx9Buxk11NeVePvhD4Tn8IaldabpkWn31pbvPFLASoJRS21hnBBxj1FZ3wd8eGL4X6lda9cu0GhvtEp+ZjEVBVPc5yB9QKAPZqK8ji+LfiFtD/4SmTwWw8L78GdbxTME3bd+zHIz2/XHNafi34tW2jS6Ha6NZxahc6zCs9vJPcC3hWNuFLMe5OeOMY/CgD0mivOtU8b+KtN8B6vq154U+y6lZ8RqtyksJQrnztwxlR/dGTnHTPGB8IvFXjDU9K0+G70B7zTLmed59Zku1ySXcn931+98uKAPT9D8S6N4kinl0bUYb1IJPKlMR+63+HoehrVrxX4b+MNJtfAfivW9G8LwaYLAmd4I7lnE7bSfvMMqOwA4GelOT40+IbvwmfEdl4Jd9Ot2K3lw92AindgBONzdRk4wCfbNAHtFFcY/j17vwNpniLQtDu9Um1JxFDZRsFZX+bdubBAVSjAn6Vz2n/FTW7TxxYeGPFfhYaXPqG3yJIrpZcbiQucZBBIx149KAPVKK8H1vx/4vl+NEemWGhyTrpyyCDS2uFjM26P/Ws2SM7TkDsPcmu8v/GHiy3sNMhtPBE1zrV3E8k9v9qVYrUBsDdJ0JI5A4/SgDvKK858D/E278ReK7/wvreh/wBl6tZxmRlSYSKcEAj2PzAggkEfrhH443DaprelW3hqW71KzuWt7O2tpGke4KswZiAuQAFycZ6ge9AHp1/4l0bTNYstJvdRggv73/j3gc/NJzj8MngZ6ngVq14he+MbPVfGngS41vwXHHq97t8qSa5dXtf3zIPlwA3I3AN0z+Ndb4p+Jcum+LIfCXh3R21jXZFDPGZhFHCNu75mPfbz2GCOe1AHoVFefeFviXLqfiyfwl4h0dtH12NdyRiYSxzDbu+Vh3289+Aee1eg0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc/46nmtfAPiC4t5Xhmj06d0kjYqysEOCCOQa1tMZn0qzd2LM0CEknJJ2isX4g/8k58Sf8AYMuP/RZrZ0r/AJA9l/17x/8AoIoAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAVl614k0Xw5brPrGp21kjfd86QAt/ujqfwrQnlWC3kmYErGpY464AzXzV8PfD6/GLxrrOu+KJ5Zre1KH7MkhUHeW2ICOQihT0wTxz1oA9t034m+C9Xu1tbPxFZtO52qkhMe4+g3gZNdZXn958FvA9wI2t9KaymiYMk1vO4IIOeQxIP4ipfG/xITwxrFjoGmaY+ra9fYMVqsgjVQTgFm564PHoCSRQB3dFeb6P8TryPxlD4U8W6F/Y+pXKhraSO4EsUuc4GR0yQQOvPHFUD8W9YufGuseGNJ8JPqN3ZO6RGO6CBtrAbnLABF/E84HegD1eivJNH+Mmo319e6DP4Quv+Engk8uOwhmBRyPvFnIwgHHPIORitXwV8TbrXvFl74V17RDpOsWylwiy+YrAYJGfXBBBGQR+oB6NRXjGj/GXxR4kt75tC8Cm8ezb96yXfyqvPYqCWOOgrqfDHxX0bX/AAXqHiG5jex/swf6bbk7yh/h2njdu6DpzxQB31FeRxfFvxC2h/8ACUyeC2HhffgzreKZgm7bv2Y5Ge3645rS8cfFqHwpbeHLyxsBqVnrKNIrrIVZUGzGFwckh+nHIoA9KoryuP4satYeMtM0bxJ4Uk0m21VlW0la5WRxuO1S4AwOSMjIK571a8SfFC8svHTeENB0eC91GJFaR7u8W3QkqGCpn7xww7/hxQB2uueJNG8NQQzazqENlHPIIo2lP3m/z36CtUEEZByK8Y+J3ieBPBeiX3izwSkt0946mxnvCvksmfmDoPmVgM46EEda9lTHlrgADAwB2oAxNf8AGfhzwuyJrWsW1pI4ysbNucj12jJx74q5o2u6V4isBe6RfwXltnaXibOD6EdQfY1jav4E8Kajq15r2t6fDdTNAEd7o5SKNQeQOg7nPWvK/ghHLptj4116yV10hNwtEfPzmMOw/EKVH/AqAPWdT+IPhLR9W/svUNes4L3IDRsx+QnsxAwv4kVsajq+m6Tp51DUL63tbQAHzpZAqnPTB757Y6182+DfC2m+Ivg/4z8R6nALjVUkmeO6kJLqyRrJkH3LHPrXoPw00mx8f/CPRLTxBG91Bpt4xRC5AfZuCBsckBZMY/2RQB3mhePPC/ia7a00fWra6uVBPlDKsQOpAYAkfSpdf8Z+HPC7ImtaxbWkjjKxs25yPXaMnHvivGNU8O6bD+0XoVh4TtY7T7IsVxfpbjCR7SWbjtlNo+rDua9a1fwJ4U1HVrzXtb0+G6maAI73RykUag8gdB3OetAGzo2u6V4isBe6RfwXltnaXibOD6EdQfY1o14Z+z1p7rdeJ9StBImjSzrDah8/NtLH8wrL+de50AFFFFABRRRQAV4X8JNA1nTfix4ovb/Sb+1tZkn8qee2dEkzOpG1iMHI547V7pRQB5n8dNL1DV/h8ltplhdXtx9tjbyraFpG2hWycKCccivPPiSbnTNQ+F7GzmkurW1tybXG2RnUxfJg9GyMfWvo+vPvHXw+vfFni3w3rFvewQRaTMskkcgJZwJFbjH+7QBw3iCPXvix468PLF4Z1PSNM0qQyT3GoQmI8spYDPU4QAAZOTk4FXNS0jWfAXxlu/F8ei32r6NqMbCQ2EfmywlguQV9mUe2D1zXt1FAHivhPQda8U/Gafx7eaTd6RpkKFbaK8TZLKfK8oZXqOCWJ6dAM1S+HXg7VrqL4j6bqFheacuqDyrea5t3jV8mb5hkDcBlScdj717vRQB4D4Y1TxF4H8Dap4OvfButXOpM0y2s1rbebA/mDGWcdgcnjPHpU1l4FTwt8BdZg8Uwx/abiQ3i25uViMTgKEAc5G/gnHOc4r3iuR+IvgWHx/4dTTHvXs5YZhPDKq7xuAIwy5GRhj3/AMKAPBvDGt+G9c/sFPHPivVJY9PYCCyltAsCYIADSKSWGAMkgHHGQK9E1HR9Um/aV0nV4tNvH0xbbDXqwMYQfIkHL429SB17irGr/DLxh4ssrTSvEviqwbS7eRX22lgFkbAwOeAvBPTj2NerW1vHaWsNtCCIoUWNATnAAwKAPAdcg8Ta1481+y8TaD4h1SyxImkWtmCtoDnEbu2VXGMEknrnI7Vv/ACPVtJ0bUNE1HQdSs/9Je6+03MJjQkrGgQbsEn5WPpxXslFAHmHxw8Hal4s8KW0mkxNcXdhMZfs6/ekQjDbR3I4OO/PeuB+JOteJfiF4V0y1t/Auv281tOHuGNo5XfsIwgAyRyeSBjgd6+jaKAPFfFOh6vcfG/wXqEGl3stlb2dus1wlu7RxEPISGYDAIyOvqK9qoooA+X/ABRoUupatHd+GPAvifQ/Ef2nc3lofsoOTllfA2845GF610vxJ8C6w3izR/FN1o0viC0+zRRanaWjMJN6rhioTDYOcjHcc8Gve6KAPHvBOleG5PF+n3uhfDvXNMaASGTUdTkliEOUYYVWkYOTnHtnNQ/Arw7qGkah4oudU0i7spZZo1hkurdoy6ZkJ2lgMj7uce1ez0UAebfGjwpceIPCUeo6ZHI2raRKLm38pSXZcjcq478Bv+A1F8I/CVx4f8A3N5fwyDV9X3XE4kUiQDB2KR1zyW+rmvTqKAPD/hCms+C/hx4gurzw9qpvFud9vZGzkEsx2KBhducZ6nHAzXMeBrvXtD8Waj4p8ReB/E+p6xdE+VJHp7hYt33iMjrjCj0GR3r6XooA8T1Ow1fVvjv4T8QJoepQ2T2ETzO9s+23YrISjtjCsNwBB717ZRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFchef8le0n/sC3X/o6GuvrkLz/AJK9pP8A2Bbr/wBHQ0AdRe/aPsFx9kx9p8pvKzjG/Bx198V4Xr3jLxXqWiTaJ4o+Fk1/fGNo0uIonaMORgOuEbkdflb8q97ooA+ePDfwj8RTfCPW7G6j+zajfTxXNraSsAf3eeG/ulgxGD0wM4qa81fxHqPwph8AR+CtcXWBHHaPK9ri3CIwO7eeOQo64HOc19A0UAeD+OvC1p4U+BGkadqZSTVdPk3wOlyImSV3Lvsz98DdjAGTjPGKzfA+teF9e8ZaNqfijxVqV/rkKpHaQ3loIIUkPQZUkE5PBOMnGfSvUfiH8PX8aS6VfWmp/YNR0uQyW7vEJY2JKn5lPuo9fcGsO6+GXiTxRrel3vjHxHaXNtpsnmRQWVp5Zc5BILdQDtHr7Y60AcR8SdUtvDHxjF3pGpXGkzXVtjULuy2XLEkdDCSNp+VM5PowGRz0PgjQ/CXiHwF4n0bwzrVxearqUe68nvUKSF+ShK/3dxOSM9Tz0ral+GniDRvGGq+IfCXiG1tn1R2kuIb618zaSxY7W64yTxx+OK1PAnw7n8Ma5qniDVdVGoaxqXErxQiKNATuOAOpJA546dKAPI/DfhvStEsZNJ8YfDTxFfapHIwS4sBM8cyk8fdkVeOmRnius8d+DdQ1P4KaZZaJ4cm0+SzvDdf2SJTPIkZMo4JJLMd4YjtkjtXttFAHlVhq+teO/h/q2gHwvqGlTrpXkxy3qlEmm242rkDjjr2rM+EOua7o+nWHg6+8H6vCYppRJfSRMkUaks+SSvXJx154Oa9oooA8E8FRa18HdX1zTr/w1q+q2N26taXem2/nB9u7G70yGHuCOh61v/BrwhrWl6hrviXXLRrGbVZMxWj/AH1UsXJYduSAAeeDXrlFAHnnxk8Hah4y8Frb6WokvbS4FykJOPNAVlKjPGfmyPpjvWZ4Q+IWvtBo+g3ngLWoruMw2s9wYWSCNBhTISV4AHOPwzXq1FAHjnh/RdVh/aO17VJdMvY9OltmWO7aBhE52xcB8YPQ9+xpnhHQNTj+PPi+8u9NvYNOurSaOO6eBljk3SRfdcjBOATx6GvZqKAPmPRvBNv4N1W/07xj4H1jW7cvm0v9K81gR7hHUc8Hk5Fez/DXTbPT9GvDYeFrrw7azXO6O3u5meWUbVG9lZiUPUbc9s967WigDxz436Lqura34Mk03TL28S3uZWma2gaQRAtDgsVBx0PX0NHxd0XVdS8eeCbmw0y8uoLe5DTywQM6xDzYzliBheATz6V7HRQB4h47bxHd/FH7FrGleINQ8I+WvkWukK2ydtg/1hUj+POckYGO3Wt8ErPWfDfizXtOvfDGp2kN7KuJniIit1j804Lnhs7lA25z16V7xRQByfxJ8M3Pi/wJqOkWbqt24WSHccBmRg20n3xj8a8X8P6FoVppEemeIvhZ4lutbiBRntvP8mc54bcJAq++AR3r6UooA8E8T+E7+68dfDxYvDN3FpttBbJcwIj3EVqBLkxvJyDgdST0r1vxv4fk8U+C9V0WGRY5rqHEbN03ghlz7EgA10FFAHz9per+I9D+Fl34Bn8Fa5JqzRT2kUsVtvgZJWYli4443t0yOBzTdd8Fw+Ev2fxa6/HG2qrdfa4kW6WNopWwuFJzvwoyVGc846A19B1xHxF+H3/Ccw6bLBqJsb/TZWlt3aISRknaSGU9eVX9eDmgDyXwZrnhnX/FGg6j4v8AFep3urWojFpBd2ghhjlyMfMpO75sfMduSAT6Vt+Jx4i1H4pX1n4k0PxBqvhwIRYWWmhlt5W+XaZGBAx97JJyD7cVv6h8MfE3i3UNOfxh4ks7iysJPMWGysxGznjILds49/pXq9AHz78ItH1600DxT4WvdA1G0kv4ZVW7uIjHCjeWUC5PU5I6Z4q98I9V8Q+FLZPCF/4N1fzJL8l7zy2WGJG2gsWxggYJyDg17pRQB4J4Ki1r4O6vrmnX/hrV9Vsbt1a0u9Nt/OD7d2N3pkMPcEdD1rf+DXhDWtL1DXfEuuWjWM2qyZitH++qli5LDtyQADzwa9cooA4j4vWF5qfwt1mzsLSe7upBDshgjMjtiaMnCjk8An8K8q8a+Gteu/gx4LsLbRNSmvLdn8+3jtHaSLg/eUDI/GvoyigBqcRqD6CvAvivpNlq+taljwN4hGsrhbXU9OiMkNyQo2l+O3TjnjrXv9FAHz14q+H/AIw1n4deFL+9tZdQ1bS1kW6sncmV4mcFBkHJYKoBAOefUVe0TSfCt9qemjTfhX4igv0uI2eW9lnihtsMCX3tJ823qBgZxXu9FAHjHhXw7qCftD+IdWvNIu0svJla2u5bdhEXJjHyuRgnaXHB6Zrt/ib4UHjDwLf6fGm68jH2i09fNXJAH1GV/wCBV2FFAHj3wL8KahZWuo+JtdhuE1S+byI/tKFZFiXGSQeRkgfggqD4W6Zqeh+NfHmo6jpOowW0kzyws1pJ+/Akkb92MfOcYwBnORXtFFAHzNDd+ItS+KLeL/EngbxLdwQHNlZxWEmItp/dg5X+HluOrc10fxeGteOPA2hXlj4Y1mKf7XKZLN7R2miABALKBkA44r3aigDxjx74c1vR/ifo3j3TdLuNVtIERLq2tl3SpgFSQvUja3GO45xVSbTdZ+Jfxb0XxBHoWo6RoukeUxl1GHypJCjmTAXvkkDjOACc9q9yooAKKKKACiiigArn/Hf/ACTzxL/2Crr/ANFNXQVz/jv/AJJ54l/7BV1/6KagDV0r/kD2X/XvH/6CK8N+M+la7J8T9B1jS9A1HU4bK2hkb7LbO6lkmdtpZVIBxj869y0r/kD2X/XvH/6CKt0AeE+IfGPxJ8baRPoWmeAr7SVvFMU01zuB2HggM6oFyOD14zW5Y/COfT/gzqfhZLiJ9WvyLiWQHCearKyoD/d+QDPuTXrVFAHzT4d0DRNP0ldL8UfC/wAS3etRFkMtoJmin5ODkSBR6ZGRxmus8YaTpX/CM6FpuqfDvWXt47QmJ9KkM81gxJ/dlud3Y5YkZ7V7VRQB4Z8P/C3iqf4WeLNGvILyC3u42TSba/8AkkX5WyCD90E7PQZyaufCDXdd0bT7DwdfeD9WhaKaXzL6SJkijUlnySV65OOvPBzXs9FAHzx8P/Deu2Xwm8c2V1ouowXVzGRBBLaurynYR8qkZb8K3dE0PV4v2a73SpNLvU1Fo5gto1u4mOZSRhMZ6c9K9qooA8GeHxvon7Puh2mhWOo2uoLPKt5HHCy3McRllIwuNwzlTkc4I7VzF1o97Y+NPC2v6T4M8T/ZYGjkuWuomkuLmVWy7Hk7eCMZ2g4r6gooA8H8SQ+IPDXxntvGyeGdQ1CxurVA0VohkeJjCEKHaDhgR34ParPxA1nxlq58Nzpo2v2WgXQ3ajZ6crG6B8wgoxABGUCkA4HzEdq9vooA+dfBenal4b+Mst5aeC9atdLu4hDBG8ZPko+z55HJIHQkjcSCcda6P4T+HdQsPiV4z1HUNIu7ZZZ5Ba3FxbsgdWmYnYxGCDhTx7V7PRQB458RNF1W9+NPgy/tNMvbizt2h864igZ44sTEncwGBxzzVfXtF1nwX8Z28bW+j3ur6ReIVmWxj8yWElAp+X6qDnpg4zXtdFAHifh/RNa8ZfGceN7jR7zSNItE2wrfR+XNKRGUHy/Vic9MDGTXtlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHN/EH/knPiT/sGXH/os1s6V/wAgey/694//AEEVjfEH/knPiT/sGXH/AKLNbOlf8gey/wCveP8A9BFAFuiiigAooooAKKKKACiiigAooooAKKKKAEIDAggEHgg188T+EfG3wl8X3eq+EbB9V0a5JBgRDIdmchHRfmyvZh/UivoiigDxJfiN8UPETpZ6P4Hk052YB7m5ifCDuQZAqj8c/SrHxA8Oa1pHxT0jx7pmmXGq2cKql1b2y75UwGUkL1IKtxjuOcV7LRQB4bNpus/Ev4t6L4gj0LUdI0XSPKYy6jD5UkhRzJgL3ySBxnABOe1X/AGi6rZ/HHxhqF1pl7BZXCzeTcywMscmZUI2sRg8AnivY6KAPHfDOi6rb/tE+ItTm0y8j0+W2dY7p4GETn91wHIweh79jRZ6LqqftM6hqzaZeDTXtgq3hgbySfs8YwHxt6gjr1FexUUAfMfwi8Y3fhSy8QfZ/DWq6uJpkKtYxF1RwGwr4GVBz15+ldB4S+F2vX3w28Wx6jF9h1LXmilgt5flK+U5kXcP4dzEjB5Aru/hb8Pr3wFBq0d5ewXRvZkkUwgjaAD1z9a9BoA+afDugaJp+krpfij4X+JbvWoiyGW0EzRT8nByJAo9MjI4zW38QfDOpzW3w6i0zwze28Vm8hmtLcPci0BeIhXcZ9DyT2PpXvdFAHjvxb0XVdS8f+CLmw0y8uoLa5DTywQM6xDzYzliBheATz6Vn/FzTNO1bWryK58Ea/PfpEq2mraXGZEmO0EBxjGATjucDgivcqKAPmjxT4Z8aXfwg8NWd/pmpXuoQ3krCJIXmlihK/IHwCR3xnoMDtivpVOI1B9BTqKAPIPjdq/iW504eGfDuh6tcx3Chr26trOR02do1YDBz1b2wO5o+GGr61cwR+Eb7wNeaLo0dk6/aJopV3ngHJZQNzbmNev0UAfMsVh438EaD4i8B2/hi81CHU5SIL+CNmQKwCs3AIOVA4JG3vXp2l2up/C/4P21ra6Xc6nre1iLe0gabE8hLfNtB+VRwT32+4r0yigD5m8C6z418JXt9dyfD/V7/UtSn33N/cWs4bBOcD5OBkkn1/AV3Xxu1fxLc6cPDPh3Q9WuY7hQ17dW1nI6bO0asBg56t7YHc16/RQB5L8KNf15XtfDVx4Hu9E0u1tmK3M0Uq7nBHUsoBZiSTXrVFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFchef8le0n/sC3X/o6GuvrkLz/kr2k/8AYFuv/R0NAHX0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz/jv/knniX/sFXX/AKKaugrn/Hf/ACTzxL/2Crr/ANFNQBq6V/yB7L/r3j/9BFW6qaV/yB7L/r3j/wDQRVugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDm/iD/yTnxJ/2DLj/wBFmtnSv+QPZf8AXvH/AOgisb4g/wDJOfEn/YMuP/RZrZ0r/kD2X/XvH/6CKALdFFFABRRRQAUUUUAFFFFABRRRQBm6/rln4b0G81jUHK21rGXbHVj0Cj3JIA9zXNfDjWde8RaJP4k1yaOC1vZC1jZKihYIQcBi2MsT78Y578cn+0bdzw+B9Pt4yRFPfjzCO+1GIB/Hn8K6HxfbxWnwHu7eEARRaPGiY9AqgUAd495axqjPcwqrnCEuAGPoPWnTXENsgeeaOJScAuwUE+nNfOmgfDzQtV+Alx4ivVuZdThtLqa3kadtsHlu5Cqmdu0lSTkHljVjwp4OsPGPwdvNc1+4vb6/tLaeOxeS4bbarEpKhVBweRznPHHagD2fxrPr8HhS7l8MCA6qNvk+cyg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Deutschland Gmbh Monaco, Germania 500.000 EUR 100,00% Geox Respira SL Barcellona, Spagna 1.500.000 EUR 100,00% Geox Suisse SA Lugano, Svizzera 200.000 CHF 100,00% Geox UK Ltd. 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Hong Kong, Cina 127.400 USD Geox Macau Ltd Macao, Cina 5.000.000 MOP Geox Trading Shanghai Ltd Shanghai, Cina 101.577.316 CNY Dongguan Technic Footwear Dongguan, Cina 3.795.840 CNY Apparel Design Ltd Technic Development Vietnam Ho Chi Minh City, Vietnam 3.403.499.500 VND Valore di carico in Euro 8.009.954 3.506.031 136.846 2.541.886 17.376.176 400.000 10.138.909 160.600 5.600.000 918.302 1.535.000 230.000 6.763.805 3.005.692 - - - - - - - - - - Quota Societ\u00e0 posseduta partecipanti indiretta- mente 1,00% Geox Suisse SA 100,00% Geox Hungary Kft 100,00% Geox Hungary Kft 100,00% Geox Holland B.V. 100,00% Geox Holland B.V. 100,00% S&A Distribution Inc. 100,00% Geox Holland B.V. 100,00% Geox Asia Pacific Ltd. 100,00% Geox Asia Pacific Ltd. 100,00% Geox Asia Pacific Ltd. 100,00% Geox Asia Pacific Ltd. parteci-", "metadata": {"detection_class_prob": 0.9055270552635193, "coordinates": {"points": [[128.76365661621094, 426.8907775878906], [128.76365661621094, 1433.050048828125], [1543.091064453125, 1433.050048828125], [1543.091064453125, 426.8907775878906]], "system": "PixelSpace", "layout_width": 1654, "layout_height": 2339}, "last_modified": "2024-10-28T17:02:47", "text_as_html": "<table><thead><tr><th>Denominazione</th><th>Sede</th><th>Capitale sociale in | valuta</th><th>Valuta |</th><th>Quota | posseduta | diretta- mente</th><th>Valore di carico in | Euro |</th><th>Quota posseduta indiretta- mente</th><th>Societ\u00e0 partecipanti |</th><th>| Valore di carico nelle Societ\u00e0 parteci- panti in Euro</th></tr></thead><tbody><tr><td colspan=\"9\">Imprese controllate |</td></tr><tr><td>Geox Deutschland Gmbh</td><td>Monaco, Germania</td><td>500.000</td><td>\u2014 EUR</td><td>100,00% |</td><td>8.009.954</td><td></td><td></td><td></td></tr><tr><td>Geox Respira SL</td><td>Barcellona, Spagna</td><td>1.500.000</td><td>EUR</td><td>100,00% |</td><td>3.506.031</td><td></td><td></td><td></td></tr><tr><td>Geox Suisse SA</td><td>Lugano, Svizzera</td><td>200.000</td><td>\u2014 CHF</td><td>100,00%</td><td>136.846</td><td></td><td></td><td></td></tr><tr><td>Geox UK Ltd.</td><td>Londra, Regno Unito</td><td>1.050.000</td><td>\u2014 GBP</td><td>100,00% |</td><td>2.541.886</td><td></td><td></td><td></td></tr><tr><td>Geox France Sarl</td><td>Sallanches, Francia</td><td>15.000.000</td><td>EUR</td><td>100,00% |</td><td>17.376.176</td><td></td><td></td><td></td></tr><tr><td>Geox Holland B.V.</td><td>Breda, Paesi Bassi</td><td>20.100</td><td>EUR</td><td>100,00%</td><td>400.000</td><td></td><td></td><td></td></tr><tr><td>Geox Retail S.r.l.</td><td>Biadene di Montebelluna (TV), Italia</td><td>100.000 |</td><td>EUR</td><td>100,00% |</td><td>10.138.909</td><td></td><td></td><td></td></tr><tr><td>Geox Hellas S.A.</td><td>Atene, Grecia</td><td>220.000</td><td>EUR</td><td>100,00%</td><td>160.600</td><td></td><td></td><td></td></tr><tr><td>Xlog S.r.l.</td><td>Signoressa di Trevignano (TV), Italia</td><td>110.000 |</td><td>EUR</td><td>100,00% |</td><td>5.600.000</td><td></td><td></td><td></td></tr><tr><td>Geox Rus LLC</td><td>Mosca, Russia</td><td>60.000.000 |</td><td>RUB</td><td>100,00%</td><td>918.302</td><td></td><td></td><td></td></tr><tr><td>Geox AT Gmbh</td><td>Vienna, Austria</td><td>35.000 |</td><td>EUR</td><td>100,00% |</td><td>1.535.000</td><td></td><td></td><td></td></tr><tr><td>Geox Portugal S.U. LDA</td><td>Lisbona, Portogallo</td><td>300.000</td><td>EUR</td><td>100,00%</td><td>230.000</td><td></td><td></td><td></td></tr><tr><td>Technic Development D.0.0. Vranje \u2014 U Likvidaciji (*)</td><td>Vranje, Repubblica Serba</td><td>802.468.425 |</td><td>RSD</td><td>100,00% |</td><td>6.763.805</td><td></td><td></td><td></td></tr><tr><td>Geox Hungary Kft</td><td>Budapest, Ungheria</td><td>10.000.000 |</td><td>\u2014 HUF</td><td>99,00% |</td><td>3.005.692</td><td>1,00% |</td><td>Geox Suisse SA</td><td>574</td></tr><tr><td>Geox Poland Sp. Z.o.o.</td><td>Varsavia, Polonia</td><td>5.000</td><td>PLN</td><td></td><td>-</td><td>100,00% |</td><td>Geox Hungary Kft</td><td>561.357</td></tr><tr><td>Xbalk D.O.O. Vranje</td><td>Vranje, Repubblica Serba</td><td>1.200.000</td><td>RsD</td><td></td><td>-</td><td>100,00% |</td><td>Geox Hungary Kft</td><td>9.985</td></tr><tr><td>Geox Canada Inc.</td><td>Mississauga, Canada</td><td>23.500.100</td><td>CAD</td><td></td><td>-</td><td>100,00% |</td><td>Geox Holland B.V.</td><td></td></tr><tr><td>S&amp;A Distribution Inc.</td><td>New York, Usa</td><td>I|</td><td>usD</td><td></td><td>-</td><td>100,00% |</td><td>Geox Holland B.V.</td><td></td></tr><tr><td>S&amp;A Retail Inc.</td><td>New York, Usa</td><td>200</td><td>UsD</td><td></td><td>-</td><td>100,00% |</td><td>S&amp;A Distribution Inc.</td><td></td></tr><tr><td>Geox Asia Pacific Ltd.</td><td>Hong Kong, Cina</td><td>127400</td><td>USD</td><td></td><td>-</td><td>100,00% |</td><td>Geox Holland B.V.</td><td>220.078</td></tr><tr><td>Geox Macau Ltd</td><td>Macao, Cina</td><td>5.000.000</td><td>- MOP</td><td></td><td>-</td><td>100,00% |</td><td>Geox Asia Pacific Ltd. |</td><td>167861</td></tr><tr><td>Geox Trading Shanghai Ltd</td><td>Shanghai, Cina</td><td>101.577.316</td><td>cNY</td><td></td><td>-</td><td>100,00% |</td><td>Geox Asia Pacific Ltd.</td><td></td></tr><tr><td rowspan=\"2\">Dongguan Technic Footwear Apparel Design Ltd Technic Development Vietnam</td><td>Dongguan, Cina</td><td>3.795.840 |</td><td>CNY</td><td></td><td>-</td><td>100,00% |</td><td>Geox Asia Pacific Ltd. |</td><td>562535</td></tr><tr><td>Ho Chi Minh City, Vietnam</td><td>| 3.403.499.500</td><td>VND</td><td></td><td>-</td><td>100,00% |</td><td>Geox Asia Pacific Ltd.</td><td>| 140.634</td></tr></tbody></table>", "filetype": "application/pdf", "languages": ["ita"], "page_number": 89, "image_base64": 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Ioz9ou2VppGOSdowo9gB0A4ySepNW+lecXvjzxDHF4kvrPRtPl0/QLuSKcyXLLJMiKrHYApAIBzknHSn678Smt9a/szSn0aJo7SO6ll1e9+zq3mDKxoACS2OSegyKAPRKKyfDOvQ+JvDdhrMEbRJdR7zGxyUYEhlz3wQRnvWB8UdQu7PwpDbWly9o2pX9vYSXKHDQxyNhmB7cDGfegDoH8TaBHfGxfXNNW7B2mBruMSA+m3Oa1a4LW9G8BeDfDsUV/wCG7d7DBQtHp/2hgAMlnYAkcD7xP40+48WXUWoaHovhfTLe5iv9J+12j3ErRpGi7Au/gnbtb0JzgepAB3VFebar8RtSsdTTRzFoNlqdvaR3F9/aOo+VEHfOIojtyxwMk9Bkdasx/EK912LRLfwxpkE2o6nZteyC9mKRWsaNsbcVBLfPlRge9AHoFFcLq+pXkOp+EP7V0S2l1eWe5CJDcsVidYXIKHgHcAB8w43eop+geMdVuPGLeG9btdLjuntGuk/s+8M3lbWAMcoIGG+bORxxQB29FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBys7D/ha9gu0ZOh3J3c5H7+Dj0//VXVVylx/wAla0//ALAV1/6Pgrq6ACiiigAooooAKKKKAILy+tNOtXub66gtbdPvSzyBEX6k8U231Gxu7EX1teW81oVLCeKVWjwOp3A4xVfVtC0vXEt01WyhvIraXzo4513IH2lclTweGPWuD8C6Fperr4v+z2if8IrqGoKtpbKNsUnlqBK6gfwM47cYXFAHoOnavpmrxvJpmo2l6kZ2u1tOsgU+hKk4NC6vpr6m2mLqNo1+q7mtRMplA9Smc4/CvPbGxsLH4q6rdeGrGC2tNN0cxX62sYSKS4LbkTauAWCjJI6ZArlm0y0sfgtpHjCGKM+IEvIdQa+2jzpZZJwrKzdSCGIx04oA91d0jjaSRlRFBLMxwAB3Jqtp+qafq0Bn06+tryENtMltMsig+mVJ5rkPiozS6FpGllmW21XWrSxutpxmJ3ywz77QPxrjPHjL4J8QayPDsEdjHe+G3eWG1QRqsiShFlAHAYK5GaAPYbPV9N1GeeCy1G0uZoDiaOCZXaM+jAHj8aP7X03+0/7M/tG0/tDbu+y+cvm4xnOzOcfhXml/omneD9Z8AXWh2kUE0khsZ/JUKbmJoskvj7xyobJ71zTWFqnwJTxqIoj4jF0NS/tDaPNMxuduN3Xbg7dvSgD3yuV8HEHUvF2FC41xwcZ5/wBHg5rqQcqCRjI6Vyvgz/kJeL/+w6//AKTwUAdXRRRQAVUv9U07Sokl1G/tbONztVriZYwx9AWI5q3Xm3xYKreeEC+mnUlGq82aqrGb923y4bg/jQB20PiTQrmF5oNa06WKNlR3jukYKzHCgkHgkg49avzzw20Ek9xKkUMalnkkYKqgdSSeAK8j8XNC3giZovCL+HcanY7g8UKed+9HP7snOPf1ru/iFx8OPEn/AGDZ/wD0A0Aal14g0WyaFbvV7C3aZBJEJblELqejLk8g+oq+jpIiujKyMMqynII9RXh+oXMFn4s8PzXPhuXX418Hx7rSOFJSvzr8+1vTpxk/NXc/CKAw/D20lE0Lw3M0txBDDIXW2jZyRECf7vIPoc0AW/iQwXwiCVDD+0LLg5/5+Y/SuurkPiX/AMieP+whY/8ApTHXX0AFFFFABRRRQBDJd20NzBbS3ESTz7vJiZwGk2jLbR1OBycdKh1DVtN0lI31HULSzWRtqG4mWMMfQbiMmuQ8U/8AJWPh/wDTUf8A0QtU4NJsPFXxW8Vxa3Zw3sOm2VpbWsU6BlRZVZ3YA9GJGMjmgDvrzULLTrRru+vLe1tlxmaeUIgz0+YnFSwXEN1bpcW80c0Mg3JJGwZWHqCOCK8M8Ef8VHqvhLRNYAvdP020vpIo5xvSZo5vKQsDw21OnpXc/DhF0/VfF2h2w26fYapm1jH3YhIgdkX0AOePegDsrjV9NtL6GxudRtIbuf8A1MEkyrJJ/uqTk/hTr/UrDSrb7TqN7bWcGQvm3Eqxrk9ssQM15Gui6f4i8K/EbWtTt45dSjvr1Ibl1Bktlt1/dBG6rjGeOuauaKU8ZeNvDy6/BHeRQ+FIb9YLhA6NPKwV5Cp4PAxQB6ddatptjZJe3eoWlvavjZPNMqI2emGJwc1LJe2kQtzJcwoLhgkG6QDzWIJAX1OATgeleQ+GvDl5qFtexadJYPH4b1zULK0t9TiMsHkOEODg5BQk4PoSO9XfA95olle6VFqOt2zNbQfY9EhlYIZVJw84X+HzCNqA/wACjGdxoA9Yrl/BRB/4SHCgY1u5HGefu811Fct4J/5mP/sOXP8A7LQB1NFFFABRRRQAVDHd201zPbRXETzwbfOiVwWj3DK7h1GRyM9amrhPCv8AyVf4gfXTv/RBoA7eS4hheJJZo0eVtkaswBdsE4HqcAn8Kr3+r6bpflf2jqFpZ+c22L7RMse8+gyRk/SvHYfFcU3jPVfF+u6Fql5pWmXbWVjdRxq1vZIrbWl2k5LFuSwHAwPYdFYaTpfjL4i+MjrFtDfQ2sFrZ2iyqHEUUkRdmTPQknO4c0AemVGbiEXK25mjE7IXEW4bioIBOOuMkc+9cT8MtXkb4R6bqF/I0v2WCZWkPJZIndQf++UFch4C8Sxx6nB4i8S6JqUeoeIZ/Jt9WmRTBErH91BHzlEIA5wNx68c0Aeu3Gr6baX0Njc6jaQ3c/8AqYJJlWST/dUnJ/CjUNW03SUjfUdQtLNZG2obiZYwx9BuIya8lXRdP8ReFfiNrWp28cupR316kNy6gyWy26/ugjdVxjPHXNT+DLe38e+JdQufEtpFfNbaHpscUdwgZV8+EySMAejFu45oA9fBBAIOQe9YGpkDxpoAwDmG759OI6x/hLcz3Hw8so55Gl+yyzWscjHJZI5GVfyAA/CtfU/+R18P/wDXG7/lHQB0FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZfiUgeFdXJAYCym4PQ/Ia1KyvE3/Iqax/14z/8AoBoAXwzz4U0fjH+gw8f8AFalZXhn/kVNH/68YP8A0AVq0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWB45IHw+8SEgMBpV1weh/dNW/XP+O/8AknniX/sFXX/opqANXSznSbI4x+4Tj/gIq3VTSv8AkD2X/XvH/wCgirdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXH6n4Kuxr9xrnhrXH0a+uwovI2t1nguCowGZCRhsfxA/wBc9hRQBwcXw5lv7jV7nxNrbapcanYiwfybVbdYow24bQCckNyCTWlo/h3xFbSpFrHioanp8cbR/Z/sCRNKCu0eY+4k4B7AZPWuqooA87/4Vvqh0keHG8VzHwwDt+x/ZF8/yc58rzs/d7Z25xxWjq3w7s/EWp3Fxrd09zarbi3061iQxCxHGXU5OZMgYbjAGMV2dFAFDRbO+sNIt7TUtQGoXUS7WuvJ8syAdCRk846nPJ5wKo6H4b/sXWte1H7X539rXKz+X5e3ytqBcZyd3TOeK3aKAOVv/BFtqniDWNQvbkyW2p6YunSWypgqAWO4Pnr83pxik0Hw74l0u5tUvvFv2/TrVSqQfYEjeUbSq+ZJuOccHgDJHNdXRQBxOm/D3+z10Bf7VL/2TeXd1kQbTL5+/wCX7x27d/XnOOgqlo3w41DSL/Qbga9bSJpEk5Uf2ftedJfvmRvM5kIH3sfhXodFAHFaT4I1G28XW/iHVtdjv7i2t3t4zFYrbvKrY/1rKx34xwMAZ5rd8Q6XqWp20H9k6zJpV3BL5iyiESo4wQVdCRkc+owQDWxRQBxlh4N1ewg1a8TxLnxBqksLT6h9iTYqRcBFiJxjaWGSc85rS0rwtHY6/rWs3lwt7dalKm3dDtEEKLhIxknPck8ZJ6V0NFAHKXfhC6j8QalrOh6sulz39iLaVBaiRfNU/u5sEgZAJXBBBFdPAkkdvGk0vmyqgDybdu445OO2fSpKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwfE/hr/AISZdNt5rvyrG2vEuriDy932kJyqE5GF3YJ4OcUninwra+JdBm05XWzn3JLb3ccYLQSowZXA4zgj1HBNb9FAHJL4U1W28Wy65Y66kC3q241G3ayD+cYhj5GLfu9wJH8WM1V07wTreiP9i0fxW1roYnaVLNrFJJIlZtzRpKTwuScZUkZrt6KAORPgjOi+LNO/tH/kYJ5pvM8j/j38yNUxjd82Nue2c1DceCNRtdRh1Lw/4gGm3hs4rS78yzE8VysYwjbSwKsMnnPTiu0ooA5mHTfEdvrmiFtZe7soYJxqLPDGgnc42EAcggnoOAF65POrruh2HiPRbnSdSi821uF2sAcEEHIYHsQQCD7Vo0UAef3PgjxbcaTPor+OjJpk0TQOZtMR7gxMNpUybgCcHG7Ga2bDwdHp2t6LfxXrNHpelHTEiePmQfJhy2eD8nTHeunooA5PV/CWoyeIpNd8P66NKvLiFYLtJLUXEU6pnY20spDDJGc9Kgv/AAXqk8+m6raeJHh8QWcL28l9JaI6XMbtuKPECAADjGDxjvXZ0UAcje+D7/VV0OXUtdMl7pr3DSXENsIjL5sboNoDfJtDDB5zt96z/D/w+1DQ9V0W8/tq0kTTbR7Mxxad5fmxsVO4nzD85Kgluc+gPNd9RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHKXH/JWtP8A+wFdf+j4K6uuUuP+Staf/wBgK6/9HwV1dABRRRQAUUUUAFFFFAGF4v0PUPEfh240nT9X/sprkbJbgQea3lnqoG5cZ6Z9M/WsrQ/C3ijRtNmsT4ttpoVtfIs1TR0iW2bjD4V/mwM8E+9dlRQBwXhHwN4i8LSQwt4vju9OErzXFudKRHuGbJLNLvLZyQcnPTFRWvwxeCa1sH16WXwzZ3n2230k26gq+4sqGXOWQMSduP5V6FRQBy+s+E7jxDp2q2Op6u7wzzpPp7RQKj2LJgrgj753DOT2JFU9P8AtLLql34n1U61fajZ/2e8ot1gWO35JVVBOCSdxOeuOldpRQBxGheAryx1fTb3WPEMurR6RE0OmwtbLF5IYbSzkE722gDPHr1qovwwcTLp512U+Flvftq6P9nX7+7fs83OfL387cfj3r0KigArlPBn/ACEvF/8A2HX/APSeCurrlPBn/IS8X/8AYdf/ANJ4KAOrooooAK5jxh4Vu/EraTNYasum3Wm3X2mKVrYTgnaVxtLL6109FAHIP4P1PWND1LSPFWvrqtvdqgiaCyW1eBlOdwIZsnO0j6d81n3PgXxJq9mNK1zxpJd6OcCaGGwSGa4QfwvIGPBxyQBmu/ooA59fC6R+N4PEUdwEjh0s6ctoIuAPMDht2e2MYx+NN0Lwt/wj2uatdWV5jTdRkFx9gMXEM5++6Nno3dcdeh7V0VFAHIfEv/kTx/2ELH/0pjrr65D4l/8AInj/ALCFj/6Ux119ABRRRQAUUUUAYWq+G/7T8WeH9c+1+X/ZH2n9z5efN81An3s/LjGehz7Vm6/4Nvr3Xn1rQdefRr64tha3bC2WZZkBypAJG1xk4auvooA4ef4cw2umaFF4e1J9Lv8ARVdLa7aITb1f/WCRCQG3Hntg9KF8I6toXhr7NoerSvrNzqaXl7fSRoPtBZx5m5Twq7RwBnoB3NdxRQBwOrfDi4vr3VUsfEM1ho+syCXUrBLdXMjYAcpITlN4Azwa0dc8GS3V9p2p+H9U/sXUbG3NmkotxMj25x+7ZCR0IBBzx711tFAHI23gdbLwePD1tqMoW5nMuo3TL+9ug7bpeQRtL/dzzge/NV9U+Hv27UbtrbUxaaXftbNeWa2qszeRtCCN8jyxhVGMHpxjNdtRQAVy3gn/AJmP/sOXP/stdTXLeCf+Zj/7Dlz/AOy0AdTRRRQAUUUUAFYWleG/7M8V+INc+1+Z/a/2f9z5ePK8qMp97PzZznoMe9btFAHnl98NLyc6lp9n4lmtPDup3DXF3p4tVZ8ucuqSk5VWPbBx+NXdY8B3U2qzah4d119Ee7tUtLxFtlmEqICEK5I2uASAeeK7aigDnbDwsdKt9O0uyvQmg2tm9rLYPCrG4J6OZOoP3sgdc1z1j8NL2B9MsL3xNNeeHtLuFuLOwa1VXBQ5jV5Qcsq+mBn8K9DooA4HVvhxcX17qqWPiGaw0fWZBLqVglurmRsAOUkJym8AZ4NW9X8C3L6qupeGtbbQrhrNbGcLbLMkkS/cwCRtZegb0rs6KAMzw9oVn4a0Cz0exDfZ7WPYpY5ZjnJY+5JJP1qlqf8AyOvh/wD643f8o66Cuf1P/kdfD/8A1xu/5R0AdBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWV4m/5FTWP+vGf/wBANatZXib/AJFTWP8Arxn/APQDQAeGf+RU0f8A68YP/QBWrWV4Z/5FTR/+vGD/ANAFatABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz/AI7/AOSeeJf+wVdf+imroK5/x3/yTzxL/wBgq6/9FNQBq6V/yB7L/r3j/wDQRVuqmlf8gey/694//QRVugAooooAKKKKACiiigAooooAKKKKACiiigArndN8Vpc+Jr/w9qFobDULcebArSbluoP+eiHA6Hgr2966KvKfH1jJ8SNaHhvQjHFLpId7vVznEDshUW6lSCS2fnHQAdzxQBuy/EZDoWv69Z6W9xo+lArDdGbaLxwcN5Y2n5QeN3c9K7eN/MjR8Y3AHFeS6xrdtqHwT8Q6X9hTTNR0m1FreacvAgYEYK+qMOQe/qatXIsdd8eatpnibV7iys7G0tn061S9a1SVWTLzZUguQ3y9cDHTmgD1KivEP7Yv7nwxpn2u91LVNDTXriwjNrcGO61KAKRCQ4KlwGDZ+YZC57V6B8OdDutE8OyrfQTwT3FzLKsVxcGaRIix8tXbJG4LgHH880AM1HxpqY13UNM0HwzNq/8AZuwXkv2uOAKzLuCoG++dp9vSuuglM9vFKY3jLoGKOMMuRnB9xXmfjM6VY3+r+JdA8SwaV4j06MfbbaSUeXdhUDKksZ6kqQFYc84+nTX2vRX/AIFuJWljtdSuNEa9+yeaBLGGiznb1wGOM+ooA6qsU+IFHjUeG/sx3HTjf+fv4wJAm3bj3znNc74H0iw0zwxpHii/1O6+0y6RCbme7vW8naURgSpO0bQMA8dSTknNLJcwR/GUXTzxrbL4YaRpmcBAn2gHcT0xjnNAHd0VHBPDc28c9vKksMqh45I2DK6kZBBHBB9akoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDE8U+I08NabBOLSW8urq5S0tLaNgplmfO1dx4UcEkn0qrZeJNXGmahc6x4WvrOezVWW3tZVujcA5/1ZXGSMcg47U7xpbeHr7RYrHxJcpbW1zcKkE5l8oxzgFkZX/hYbTgn6c5xXnOo69qsfgrx3ocutDVV0i3ia21WFgHZZOdjsvBdcdRyc80Ae0KdyhsEZGcHqKWvE9fsNT8QeJ9Y0mOPVL3U0mtZLSeC+MdpZ27KhKyqHGGIDk4BJyMEVtt4ftNb8f+K9OvJ777JZafZi3hjvJUVGKPhuGGWG0YJz3oA9RorxbS9Wm8QweC9P8S6xc2ul3ekPO8q3LQG9uVcKEeQEHhfmxkZPrUGr6jNaeEfiDpuk6tdXmkactt9iumuDK0MjkGSJZc5YLx34zigD3CivMPHOkyeE/Cl3e6Zf34k1C7totSupr6TCxl8PID83lZyASq8DoOMVQtdMntrPXrKy8S6TpFheacPKSDWpLw2828KJdzqpRWDBTg9cEUAevUV4xYJHe+Ddf8PWt4ND1a2uLeOfzNUkmtJmb5lEcpbcokCkEA5FWbLUtBufA32Ge11WDbrQsH06HU2cSXJXiJZy2fJP3vvDkH6EA9eorgvhXPP/AGZrthPMWWw1me3gjNy1x5UQWNggdgCwBZuTVLVobHW/idfaZ4mvpIdPtbGGXTrX7W1ukxYt5kmVZSzKQB14zQB0mgeMF1zRdL1FdLvAL+5lt9sI81YPLd13yNxhT5fXHVgK0devtWsLSOTR9GGqztJteE3SwbVwfm3MDnnAx715V4Vle38J/DmKCaRY31y7Rgrn5133HB9eg617VQB57ovj3xPrlzdxW3gcbbK8azunOrR/u5Fxu42/NgMOnWvQq4T4a/8AH341/wCxkuf/AEGOs7wpoMWv614kvdQvtQZrDxHN9ljju3jSLaI2PCkAg5wQcjHTGTkA9MorwfQH1LU7ePXZtW02z1+PUT9qnu9cmR02ykNbtbbNgUr8oXPcHPatnXTrFl4nvfAlrLdCDxFdx3lrdq5zbW5ybpQ3bGz5R6SUAep2uofab+9tfsd3F9lZF86WPbHNuXdmM5+YDofQ1cryLW7u+tP+Fk/Y76W2SzksCpWcoyRCGMyLGx+6zLuAPqfxrF1TR7qw8LeItZt7bWNJtLqawisFvL53uEUzJ5p++wUE7cZJPB7HFAHu9FeW3cFn4U8Z6tYx3+pW2kT+G5r26K3UksiyJIFMqFySH2seR3ArK0Wb+ztb1uzsBcWWnXfhlr+K1l1Frlw+WAkJJOxyvUKSOAc+gB7PRXjuj2X9kWHw41q2vL5r7U3ht715ruSQTI8DNtKsSMAqMYHGKfF/Zeut4mv/ABP4lvNO1Swvp4oo01Brf7DEn+rZIwQGyMHJB3UAev0Vz3gXUNR1bwNo1/qylb6e2V5SVwW9Gx2yMH8a6GgAooooAKKKKAOVnY/8LY09cnadDuSRnjPnwV1Vcpcf8la0/wD7AV1/6Pgrq6ACiiigAooooAKKKKAGSyeVC8mM7FLY9cVk+E/EC+KfC1hra2xthdoXERfdtwxHXAz09K07v/jyn/65t/KuQ+Ef/JKvD/8A1wb/ANDagDW8PeKItdh1qV4Pssel6jPYuzSbg3lYy/QYBz07Y61gaX8S2v7/AE17nQLmy0TVpzb6dqUkynzn52hoxym7B25zms7wtaTX/hX4kWdsCZ7jWtUijx/eZAB+prEk1aw1v4ffD7RNOnjk1M3tijW6MDJAYB+9Zl6qF2nr60Aeo+KPEdv4X0VtQnhkuJGkSC3t4vvzyucKi+5P6A1i6f8AECNYtYj8R6ZJol9pNuLue3aZZw8JBw6OuA3Ixj1wKz/iRfWjW+hajHcwzWuj+IbZ9QMbhvs4wykvj7pBdTg+tcf8RU/4SvXPFFxoci3kNj4bjhnlt23qX+0rNsyOp2Ix4oA7/QPHdzqWtWmmax4fuNGk1GBrjTmlnWUXCKAWBC/ccKQdpzxVMfE8G7W6/sO4/wCEZa9+wjWvPXb5m7Zu8vr5e7jfn8Kpatq9h4s8ceBl0O7iuDEtxfSvAwbyIjFtG7H3cswGPUVyJvbV/gDH4RWSP+32uhpv2DcPNE4us/d64wN2aAPe65XwazNqPi4Ekga44GT0H2eCupAwoBOSB1rlfBn/ACEvF/8A2HX/APSeCgDq6KKKACuZ8X+Krjw0dKhs9JOpXWpXX2aKEXAh+baWzuII7V01ebfFdd994PX+0TpudW/4+1Kgw/u2+b5uPzoA073xrrOjaNLqOt+FjYgXNvbxRjUEl8zzH2k5VeNvHXrmul8QasNB8O6jq7QmYWVtJcGINt37VJxnnHSvNPF9q6fD/UJY/FEviT7Ld2t1L80TtBGkgLECMDjGTz/dre8feLdAuPhxqwtdWs7mS/s3gtY4Jld5nkXaqqo5JyfTigCW78faidW03TdJ8NtqNze6UuqFftqQ+WhIBX5hgkEjuOtdB4X8SWvinRl1G2hmgIkeGaCYAPDIhwynHHBrzW80HVrv4gaNpdjrE2jX8HhJVaeGNXOVlVSpB7Z54weOtdR8LJre20C50B7c22r6VcNHqMTSFzJIx3eduPJV+oP4dqALvxJZl8IAqSD/AGhZDIP/AE8x111ch8S/+RPH/YQsf/SmOuvoAKKKKACiiigDD1TxGumeKtA0M2pkbV/tGJt+BF5SB+mOc5x1GKzfEPjS703Wzo2iaDNrd/Fb/arqOOdYVhiJwOWByxwcKOapeKf+SsfD/wCmo/8AohaqWmp2Phv4seLZNZu4bOO/srO5tpJ3Cq0cSsjgE9SDzgc0AaNz8RbafSdDuNB06XVr7WlZrSzEixEKg/eF3OQoU8HrzwK2fCviWLxPpktx9lks7u2ne1u7SUgtBMvVcjgjkEEdQa8k8Cf8SHWfCOr6qRaWGpWd+lu052rEzz+agJPA3JyPXNdf4I1bT4dS8Wa/NeQQaXqOsrBZzSOFSZ1UISp6EFs4I64NAFzWPiQ+n3+pfY/D9zqGk6RII9T1CKZVEDYBYIh5k2gjdjGK0de8ZvY3en6doWlvrep38BuooI51hQQDH7xnbgAkgDjk1wsWsafoPhD4kaTqdxFFqBv750t5GAknE6Dyiq9W3ZA4q3oKjwn458PDXZo7RZvCUNkk1w4RRNEwLx5PGcHNAHRQ/EX+0rDSzo+jS3Wp3zzo1jNOsHkNBgSq7kHkFlwMc5zxWhpfjSDW20VNNs3kk1CA3Uyu+37JCMqWbAOSXG0AdcE5wK4rw/aaBe+DvEuva7Yrd6Xca9d31iNp3yKxWNfLxg5dgQAOuabpev3vg+71BZNL05XhktBqMYuNkqiUKIobZAuCkSsF5I3EPjkmgD1+uW8FEn/hIsknGt3IGf8AgNdTXLeCf+Zj/wCw5c/+y0AdTRRRQAVxmo+MtZTxTqGh6L4XOqNYxQyTSm/SADzASoww/wBk967OvJviC+i6W2seKNJ8YS6f4hhVEa1hu0ZZpI+FieHq2cnr0znpQB6wMkDIwfSuf0PxZD4h1rUbTTrOeSwsT5TalkCKSYH5o07tj+8OP0zBresXDeCL1Ynjh8QS6PJcx2auPNV/L6qvU4Y4+teceDb+fw7F4JttH8VJq9rqZWG40oRx/uFKF2ddvzLsbOd3XPNAHXz/ABPEN3NdDQ7h/DVvefYp9Z89QqSbgpYR9TGGIG7NW9f8eXOm6xe6fpHh+41htMgW41J4p1iFurAkABvvuVBbaMcd688GoWtt8CL/AMKSyxtryXcun/Ydw82SdrklcL1PDA56cV0ui6rYeEPEvjiDXbuGGQrBeRtM4U3EXk7fkz97DKVwO5oA9F0/V7LU9Et9XtpgbKeATrI3GEIzz6Y71x+l/Etr+/017nQLmy0TVpzb6dqUkynzn52hoxym7B25zmqfhOylh+Ctn4dlnjj1i80e4MFs7gSsHDEYU88b1z6Vz8mrWGt/D74faJp08cmpm9sUa3RgZIDAP3rMvVQu09fWgDrtY+JD6ff6l9j8P3OoaTpEgj1PUIplUQNgFgiHmTaCN2MYq1rXjqa31NNO8PaJLr10LQXswhuFiWKFvuncwO5m7KOTXGRaxp+g+EPiRpOp3EUWoG/vnS3kYCScToPKKr1bdkDip/A80HgrxNqVr4juorKSfQ9Mkje4cKCIYTHIoJ6kN260AemaBrdn4k0Gz1iwZjbXUe9NwwV7FT7ggg+4qjqZP/CaaAM8eTd/yjrH+ElvND8O7KSWNohcyz3McbDBWN5WZfzBB/GtjU/+R18P/wDXG7/lHQB0FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZfiYkeFNYI4P2Gb/wBANalZXib/AJFTWP8Arxn/APQDQAvhkk+FNHJOT9hh/wDQBWpWV4Z/5FTR/wDrxg/9AFatABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVgeOWK/D7xIykhhpV0QR1H7pq365/x3/yTzxL/wBgq6/9FNQBq6V/yCLL/rhH/wCgirdVNK/5A9l/17x/+girdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVay06y02FobCzt7WJ3MjJBEqAserEAdT61ZooAoXOh6TezTTXWl2U8s8XkyvLbozSR5zsYkcrnnB4pup6Bo2tLEuqaVY3qxf6sXNusmz6ZHFaNFAHD+MfB9xq91pb2tjYX+mWUTxto91M1vCzHG1wUUjKgEAEYwTjFX/Avh7UPDum3kN9JEiT3LTW9nDM80dohAHlq74J5BPQDngV1NFAGZe+G9D1G+S+vtG0+5u48bJ5rZHcY6fMRnirEul6fcXb3U1jbSXDwG2aV4lLNETkxkkZKk9ulW6KAKsmm2Mumf2a9lbtYeWIfsxiHl7AMBduMYx2pj6RpkrM0mnWjM1ubQkwqSYT1j6fc/2elXaKAI7e3htLaK3t4khgiUJHHGoVUUDAAA6ACpKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAr31hZ6nava39pBdW7/einjDofqDxVaDw/o1tpcmlwaTYx6fJ9+1W3QRP9Vxg/jUXibXYfDPhu+1idDIttHlY16yOSFVR9WIH41yniS18aab4Wu9Zj8XiCay057ia2XToXV5VRnYBjyFz8o68AZyc0AY2q/DjWLq71QrZ6bdXl3PJJa65LfzRXFmhPyKEVT9wcAKwBwMivTbLTILUGVo4pL2SJI7m68pVefaMAsRyep4PTJrhbK18dz+C/7ah8W/a7y401bm3tTpsKgSFVcLuHXIyvT+LNXtX8dGT4a2mu6MFOoasIrewiPOLmQ7dvvtO4n/AHDQB1E/h/RrnS49Ln0mxk0+P/V2rW6GJPouMD8Kcmh6QmlHSl0uyGnEYNoLdfKPOeUxjrz0rFsdWvtN8XxeHtVuvtQvLIXNpclFQl48LMmFAHcOP95h0ArqaAGTQxXELwzRpJE6lXR1BVgeoIPUVmWvhbw/Y21xb2mhabBBcDbNHFaIqyj0YAcj61zU/jZdG8ZeJ49Zvkh0bTbO2mjBUZDPuyAQMsTgYFaifETwk+iLq51y0SyaTyd7P/y02himO5AIzigDSi8MaBDpkmmRaJpyWErbpLZbVBG59SuME07/AIRzQ/7JGk/2Np/9nA7vsn2ZPKznOdmMZz3rD8S+J2j0/wANX2h30MttqOsWts0se11khcsGAPbp16jFWf8AhLbHTYtWutc1bS4LW1vjbRtGzAp8qkI+esnJOF4xj3oA2LDRdK0qSaTTtNs7N5sea1vAsZfAwM4HOKNS0XStZjSPVNMs75EOUW6gWUKfYMDin6ZqlhrWnxX+m3cN1aS52SxNuU44P4+1W6AKEGiaTbQWsEGl2UUNo5kto47dFWFjnLIAMKTuPI9T61foooAgtrG0sjObW1ggM8pmmMUYXzJD1ZsdWOByeeKLeztbMzG2toYDPIZpfKjC+Y5wCzY6scDk88VPRQBly+GtCn1QanNounSX4IIuntkMmR0O7Gc1fa2ge5juXhjaeJWSOQqCyq2NwB7A7Rn6CpaKAOU8ZeFJNb0t49MjtIp5rqKe9jcmJdQjQFfKldBuwRjnn7oGMVk+FvA0tlql7Pf6XptjpE8CRjRoJ2uoTKr7hMd6hVYYAAUe/WvQaKAK0unWM9y1zNZ28k7Qm3MrxKWMROSmSM7SeSOlULbwn4cs3R7bQNLhZEaNTHaRqQrcMOB0IJz65NbFFAFT+ytOENpD9gtfKsyGtU8ldsBAwCgx8uASBjHFVr7w3oWp3sd7f6Np91dR42TT2yO4x05IzWpRQAUUUUAFFFFABRRRQBylx/yVrT/+wFdf+j4K6uuUuP8AkrWn/wDYCuv/AEfBXV0AFFFFABRRRQAUUUUAIQGUqwBBGCD3qG0s7XT7SO0sraG2toxhIYUCIo9gOBU9FAEFrY2ll532S1gt/PlaaXyownmSN952x1Y45J5NV7fQ9JtNSm1G20uyhvpv9bcxwKsj+uWAyav0UAU00nTo0u0SwtVS8YvcqIVxOxGCXGPmJHrRp2k6do9r9l0ywtbK3JLGK3iWNcnqcAAZq5RQBQ0/Q9J0iSZ9N0yzs3nO6VreBYy598AZoGh6SNWOrDS7IaiRj7X5C+bjGPv4z0461fooAK5TwZ/yEvF//Ydf/wBJ4K6uuU8Gf8hLxf8A9h1//SeCgDq6KKKACqWpaPpesxJFqmm2d9GjbkS6gWUKemQGBwau0UAZ2m6Bo2jeb/ZekWFj5wAl+y2yRbwM43bQM4yevrUFp4U8O2N/9utNB0y3u85E8VoiuD6ggZFbFFAEBsbQ34vzawfbBF5IuPLHmCPOdu7rtzzjpmmrp9kmoPqC2lut68Yje4EYEjIOQpbGSParNFAHIfEv/kTx/wBhCx/9KY66+uQ+Jf8AyJ4/7CFj/wClMddfQAUUUUAFFFFAEEtjaT3dvdzWsElzbbvImeMF4tww21jyuRwcdag1LRdK1lYhqmmWd6Im3Ri5gWTYfUbgcVeooAqX+l6fqlmbPULG2u7U4/czxK6cdOCMVU1Hw3pepaRBpUtrHHYQyxyJBEiqo2MGUAY4GR2xxkd61qKAKFzoek3uoQ6hdaXZT3sH+quJYFaSP02sRkU/UtJ03WbYW+p2FrewBtwjuYVkUH1wwPNXKKAKr6dYyQ20LWkBitXV4E8sbYmXhSo6AjtjpTLjR9Lu9Qg1C4060mvYP9TcSQK0kf8AusRkfhV2igArlvBP/Mx/9hy5/wDZa6muW8E/8zH/ANhy5/8AZaAOpooooAKy5fDehTamupy6Lpz36ncLprVDKD2O7Gc1qUUAV2sLNtQS/a1hN4kZiW4MY8xUJyVDdcZ5xVWy8PaLp19LfWOk2NtdzZ8yeG3RHfPXLAZNaVFAFBtD0l9WGqtpdkdRUYF2YF80DGPv4z096NQ0PSd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k6Hcndzkfv4OPT/8AVXVVylx/yVrT/wDsBXX/AKPgrq6ACiiigAooooApaZq9hrMU8un3AnSCd7aUhSNsiHDLyB0NZen+OfDOq67JoljrEE2oIWBiUNhiv3grEbWI7gE1yHhOae3+Hvjia1JFxHqOqPEV6hxkjH44rMvLe2tPhZ8OJ7BUW5jvtOaAp1Mkg/eD8ctkUAetajqNnpOnz3+oXMdtaQLuklkOFUVn6H4s0LxJYz3mk6lFcQW5xMxBjMfGfmDAEDHciuc+J4EsfhS1mANnceIbWO4U/ddfmIVvYsBXE/FaWay8SeJ/7PJQ3PheNrsJ3P2pUBPv5ZcfSgD1PQfG3hzxPdz2ujarDdTwDc6KrKducbhuA3LnuMim2njnwzfeIX0G21iCTUkZkMIDYLL95Q2NrEdwCSK47x2i6V4g8GS6Iqpcx297DbiL+KEWxIHHUAhSKxriC3tvgf4MubIKLuO9sprdl+8Z2k+f8Tl80Aex319a6bYzXt7PHb20CF5JZGwqgdyazdA8W6D4otp59H1KO5jtzib5WRkyMglWAIB7HGDiud+KoEmj6Day82Vzr1lDdqfutEXJIPtkLXI/FSSax8Uaw+m5WafwrKLoJxlBMqhj74LDPpQB6Vofjjw14kv5rHSNWhurmEFmRQwyoOCykgBhnuuRSDxz4ZPiT/hH/wC2IP7U3+X5OGxv/ubsbd3+znPtXJ+IYLew1T4bNpSIJY5jBAE7wGA7h9MBTXLMkQ/Zmjv1/wCQh9oF2s2P3n2r7Xjd/vdR9KAPdq5XwcQdS8XYULjXHBxnn/R4Oa6kZ2jIwcc1yvgz/kJeL/8AsOv/AOk8FAHV0UUUAFUhq9g2ttowuB/aC24umh2nIiLbQ2cY6jHXNXa8u1m51y2+NszaDp1rfTnw/GHS5uDCFXz25BAOTnHFAHolzq9haarY6ZPcBLy+EhtotpJkEYBfnGBgEdaTSdXsNcsRe6bcCe3LtHvCkfMpKsMEA8EGvOJrvxFdfFrwZ/b+l2djtiv/ACfs10Zt/wC6XdnKjGOPzrZ+EPHgTZ/El/dqw9D5zcUAdBeeMdAsLXU7m61FY4dLlWG8by3PlO2No4HOdw6Z60zQfGvh7xNdyWukX5uZo08x18iRMLkDOWUDqRXlHigs3hr4mvFtP/E7tFUnpuDw5H516voT+Lmu5B4hg0SO22fuzp80rvvyOodQMYzQBQ+JDBfCIJUMP7QsuDn/AJ+Y/SuurkPiX/yJ4/7CFj/6Ux119ABRRRQAUUUUAFc/r/jfw34XuYrfWdUjtp5V3rHsd229NxCg7V9zgV0FebeJ7TWvCniLW/F9hBpl7p95Yol2t9MYjb+UCPlODuVgeV6k4oA67VfF/h/RdJt9Uv8AVII7O5x9nkTMnnZGRsCgluPQVb0bW9M8Q6amoaTeR3Vq5IEiZ4I6gg8g+x5ryjwv4U8R2vhHwVr1hBazX+mx3LmwvHMa+TcMWG1sHawXHXscdud34RSXuo/8JPrtxDBBBqOpsYUtmLRMUXazoSBuBI645INAHU3/AI58M6Zr0eiXusQQ6i5VREQxClvuhmA2qT2BIqfxD4s0LwrDDLreox2gmJEalWdnx1wqgnA7nGBXmdtBbXXwi+IM98qNcyX2oPOW6iVD+7H4EJgdq1/Ckk198SrebU8tdx+FrRow/Ub2zIw993BP4UAdnfeMNA07S7TUrjUovsl4M2zxK0plGM5VUBJAHXjjvVoa/pbLprR3iSjUzizMQL+d8pbIwDwAMkngd+teZ+D9D+16Fe3tnq76QuiazqUdjdLGkkaWrMC4KtxtyM57Yp3g3V9C0K6ie8N9hIYrW0eS3dksraRso0zgbUeZiHOegKDjFAHrlcv4KIP/AAkOFAxrdyOM8/d5rqK5bwT/AMzH/wBhy5/9loA6miiigArm9Q8feF9K1w6Nf6vHb3wZVZJI3CqWAKgvjaCQQeT3rpK85+Mp1M+C5ore0hl0d8HVJcgzxRh0O6NTgE8Hr0wKAPRiQBk8Cue0bxz4Z8QapNpulavBc3cQJMahhuAOCVJADgeqk1V8cXDx/C7W59Pdj/xLJDG467SnX/vnmuW1m3trGx+F0mmqiyx31vDCU6mB4T5n4EAE0AdnL458Mw+I18PyaxAuqM4jEOGxvPRS2NoY/wB3Ofak1zx34a8N6iun6tqQt7pohMI/Jkc7CSAflUjqD+VeXLHDJ+zbqd9cYF+9zNdTS9HFyLogHPUNwo+ldb4itPFOj61N420qLTblI9IjhvLO5Z0kYIzSPsI4B57+lAHoUE8dzbxTwtuilQOjYxkEZB5qp/bWm/22NF+2wnUjCZ/swbLiMEDcR26j/Iqva+IIL3whH4igjfyJLL7Ysbfexs3bT79q8r8Ca5q/h2y0/XNc0OB4fE14nn6rHdB5t8pPlbkxxGBgBQeP0oA9G1H4geFNJ1n+yL7WoIb0FVZCGKxk9A7gbUJ/2iKXXPH/AIW8Oaimn6trENtdOA3llWbaD0LFQQoPvivN/Gtjr3g7w/4ttks9Mv8AStfu5JYppZWFwss+B5Yjwd7A8rg8Yz7Dr9d8jw18MxZ3dpHdate2MWnCFVBe8uTEI1U+vc+wBoA7uORJo0kjdXjcBlZTkMD0INYWpkDxpoAwDmG759OI6s+FtKl0LwppOlTSeZLZ2kcLsDwWVQDj2z0qrqf/ACOvh/8A643f8o6AOgooooAKKKKACiiigAqlqWr2GkfZPt1wIftlylpBlSd8r52rwOM4PJ4q7XCfE3r4N/7Gey/9noA7uue0/wAc+GdV12TRLHWIJtQQsDEobDFfvBWI2sR3AJq54nmnt/CeszWpIuI7Gd4ivUOI2Ix+OK8xvLe2tPhZ8OJ7BUW5jvtOaAp1Mkg/eD8ctkUAehXXjnwzZeIU0G41iCPU3ZUEJDYDN91S2NoY9gSCamvvF+g6brMekXepRxXshQCMqxCluFDMBtUnsGIz2ry2KG3uPgN4rurwL9rlvLue4c/eFws3y8+owmK3vEWhMmj/ANrz6hdbtVFmbnSUjQm+u1VRGgcjcmSq7sdlJ45oA9Ei1Ozm1S402Kbfd28aSTIFJCBs7ctjGTgnGc45xiq3ibjwprHGf9Bm4/4Aa5nwJrmkH/iXJcTz6neNJdTXsls8cV9KCBI0LkYZV4UAdFA+tdL4m/5FTWP+vGf/ANANAC+GiD4V0ggBQbKHgdB8gp2t+IdI8OWQvNYv4bOAnarSHlj6KByx9gKZ4Z/5FTR/+vGD/wBAFcjaRQ6j8cdU/tNVeXTtNgbS45OQquT5sij13YXPXtQB0OieO/DPiK++xaZqqS3e0sIJI3icgdSFcAn8K6KuRuvFsVv45sdDvtAuopJ/ONnfuI2RxHHucrg7hxx0HWuT0Px54n1U6brMcM9xZX10qNpsWjXGIYGbaJBc42syjDHt1AoA9aorzmHXvGPiCx1HXtEn0q20+0mmjtrO5gZ3uViYqxdww2ElTgAHHGaTVviFd6X4f0XxqYVk8O3kCi7s+BPDI4+VkJI3jPykenPrgA9Hrntd8c+GvDd4tnq2qx29wyb/ACwjyFV/vNtB2j3OKf4QutY1DQYtS1l7cTXn7+KC3wUgiblE3fxnHVunpXOeILPW/CfiLVPF2j20WqWF5FH/AGpp7HbMoiXAeJuh+Xqp69uvAB3sE8V1bxXEEiyQyoHR1OQykZBHtimzXdtbSQxz3EUTzv5cKyOFMjYJ2qD1OATgelcppnij+0PGOk2GnGMaLeaEdQiUR7WB8xFUewCt0rBt/FV/qF3ohuobOVm8TXViGeAExxxiQKVJ+62BjI9TQB6fRXnnhTxLr1/4tvNO1q+tbW6jaU/2PJZtG3lAny5IptxEgIxnjuelU/DPjXWtmsz+Ir23W806zmubnRDZGCaHZypjcsRJGQD82OpFAHp9U9U1Ww0XTptQ1K6jtbSEZeWQ4A7D6knjHevPPDPi7xRe6hotxdpNeWeqY+0QRaLcQJYhlLKyzMNsi5wCffI4rrvGfh2XxNoaWtrdra3tvcRXdrK6b0EsZ3LuXuvrQBY8P+LNE8ULcHRr5bk25UTKY3jZN2cZVgDzg4OO1WYNc0y51y60WG8R9StY1lmtxncit0Pp6fmPUVzGieNGQa1F4n06LTNY0i2We8aI7454AGKyRt1K/e+U8gnHUmvK9M18aTqGmeNbiw1eLVLi/lk1d5LGVYPsk2AqiQjBEYWMj3zQB9F0UisGUMpBUjIIPBFLQAUUUUAFFFFABWB45IHw+8SEgMBpV1weh/dNW/XP+O/+SeeJf+wVdf8AopqANXSznSbI4x+4Tj/gIq3VTSv+QPZf9e8f/oIq3QAUUUUAFFFFABWBr3jXw94Yu4bXWNRFtPMhkRPJkclQcZ+VT3rfrh/FekeJYPE8Xirw8NNne106S1ktbwupkUuHO0rwD8oAJ4oA1NV8e+GdEstPvNR1QQQahH5tqxhkPmLgHOApI+8OuOtWfDvi/QvFi3DaJfi7W3KiUiJ0Ck5wPmAz0PSs+Px1Yv8ADYeM3iaK3+yGfyWPO/psz3y/yg+9czbjXvBnw2SSz0y7vvEusztc3ckFuZfIll5Z2X/YXAC9yPTNAHotrq1je397Y21yktzZFBcouf3ZYZUE9M4HSivLPhNPFY+K/Fmnw6drKKzW8rSX0OJN/ljcZDk4d2YuB3GaKAPX6KKKACuY1vwNp+r6t/bFveahpOqlBG93p03ltKo6BwQVYD3GenpXT0UAcjYfDvSraTUZdQvNR1ifULb7JcS6hOHJiznaoUAKM88dKm0TwUmi3UUh1/XL6CBCkNreXQeJFIxyAoLYBwNxOK6iigDhh8LNJ2CzOp6wdEEnmDRzdD7L13bcY3bM87d2K1bnwPo2oapqF/qccmoPeW4tfLuSpSCHukQAG3J5J5OR1rpKKAKGi6UNE0i305by6u0gXYkt2ytJt7AkAZwOOmeOc1BpXh600fU9Wv7eSdpdUnWecSMCqsFCgLgDAwO+a1qKAMG58I6ZeazqWp3JmkfUbAafcQlh5Zi56YGQTuPOazdM+Htnp2p6PfyazrF7JpAdbNLqdCiI0Zj2kBBnAPXrwOccV2FFAHLP4D0t/Cd54cNxefY7u5a5dw6+YGMolwDtxjcMdOn515/qU2v2fibXdZiOo2/iBpjFZ2CaK9zBcRJxFibBChh94qy4JORXtNFAHDTfDq31KG4ln1PVLFr66i1Ke1t5YjHFdLtJZSyEnlRwSR7dK6PTvD9rpuuanq8c1xJc6ikCTCRgVHlKVUjABydxzkn8K1qKAOG06wk1/wCKF/r1zaNHa6LF/Z9g0ke0ySNzLIM8kDOwHocmuyvLVL6xuLSUsI54miYr1AYYOPfmp6KAOck8EaNceDLfwtcxyXFhbwrFE8jDzUKjCuGAGGHqB+lSW/hS3i1DR7+fUL+7utKglgiluHQmVZNoJkwoyQFGCMe+a36KAOc0Lwdb+HtRnnstT1I2krySLp8kqm3iZ23MVG3PXOMk4ya6OiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvFHhq08WaK2l3lxc28RlSUSWrKrqyMGGCQR1HpWZpfgCxsNat9XvNV1jWLy1DC2fUrkSCDcMEqqqoBI4ziusooA4cfC/S1SO2XVdYXT4Lxb23sROvkwyB9+ANmSuc8EnGTjB5q5q/gCx1O+vrq31TVtLbUF23iWE6qlx8u3LK6sM7eMjGa6yigDjJvhtprxQxQ6lqlvGmkpo8oikj/f26ggB8ocHk8rt61gS+DrpfiDpOnWur6zbW1n4eeFdQh2B2xOuI2bZt+6emAflB7V6lRQByrfD7Qz4XXQR9qWNZ/ta3YmP2kXGc+d5n9/JPP4YxSReCGSznik8U+IpZ5ShW6e7UPFtJICgKFwc85Bz3rq6KAORT4d6SPDV/o0t1fzG/uftlxevKBOZwVIcEKACCq44xxUkPhO9t9Z0O7Gvalcx2BuGuDdT5Nx5ihVUqqhcA8j0x3zkdVRQBna5oen+ItIn0vU4POtZgNwyQQQchgRyCCMg1zcXw1s3uLZtV17XdYtrZ1kis7+7Dxbl5UsAoL4/2ifxrtaKAMm38PWltr2q6wkk5uNSiiimUsNiiMMF2jGQfmOck15nregPomraPpf2jVLPR9Gs8adeQ6ab8zSuTvEgVSoIAXHyA8nBFexUUAcb4T06/1hdL8TeIIp7fWbeCe1WPYIlkiZxh3jOSrEKpxnjJ49LUvgLR59I1PTZXumjv9QfUjIJAskM7MG3RsANuCOOvvmuoooA5E+AYJ9H1LTdR1/XNQjv4Ps7vdXKsY0zn5AECg9OSCa19a8O2mu6RDpt1JOkMUsMytEwDZjYMucgjGVGeK16KAOLu/htY3U9w6axq1vHLqQ1VYYpItkdyCDvXdGT1HQkj2rs1G1QMk4GMnqaWigAooooAKKKKACiiigAooooAKKKKAOUuP+Staf8A9gK6/wDR8FdXXKXH/JWtP/7AV1/6Pgrq6ACiiigAooooAyNB8O2fh61vbe1eaWO7u5buTzyG+eQ5YDAHy+g/WsTSvhro2k6rbXkd1qM1vZSNLY6fPcb7a0ds5KLjPGTjJOM12VFAHO3ng6y1LSNS03UbzULyG+ujdK00+XtWyCohIHyBSMgc4565qHSfAmladbanHdTXmqzapH5V5c6jL5kksYBATIAAUAnoK6iigDlPD3gDTvD+pJfi+1LUJ4IDb2pv5xKLWI9VjGBjoBk5OBjNV7D4Z6Lp+rW93Hc6jJaWk7XNppstxutbaU5O5ExkEEkjJIGTiuzooA5/UPCFlq8GsW+pXd9dWupmNjBJN8lsUAwYePkOQG78ioNG8C6ZpQ1B7m5vdWuNQi+z3NxqUolkeHBHl8AALyeg5zzXT0UAcloHw90zQNTgv1vtTvpLSJoLFL648xLOM9VjGBjgAZOTgYqFfhnoq6wLz7TqJsxd/bRpZn/0QT5zv2Yz15xnGe1dnRQAVyngz/kJeL/+w6//AKTwV1dcp4M/5CXi/wD7Dr/+k8FAHV0UUUAFZK+HrRPFsniQST/bHslsSm4eXsDl84xndk+uMdq1qKAMm+8PWmoeItJ1uWSZbnS1nWFEYBG81QrbhjJ4UYwR+NYl58O7R9Su73S9b1rRTeyGW5i065CRyOer7WU7WPcjFdjRQByknw90RvB0vhiP7TFZzzLPNMsgaaWQOrl2dgcklRk46cDHFdXRRQByHxL/AORPH/YQsf8A0pjrr65D4l/8ieP+whY/+lMddfQAUUUUAFFFFABWL4g8Lad4maxXVPOlt7SbzvsokxFM3bzF/iAPIFbVFAGZr2iW/iHRptKuZ7mG3nwJDbS+WzKCCVz6EcEehNZ+teF/tXh2y0fRp30uO0uIHiNvIU2IjAkcfeyM8HqSCa6OigDjdS+GmjanqtzdyXWoxWt5Ms97p0NxttrqRcYZ0xnnAzgjOBV/xF4MsvEN3bXwvdQ0y/to2iS706YRSGNuqEkEFc89OD0ro6KAOeHgzSo/DFr4cgEsOlwOrPErZM4DbirkjJDNy3TPI6GoNT8C6bqmrTXst1fRR3LRPd2cMoWG6MeNhcYJ4AA+UjIAzmuoooAK5bwT/wAzH/2HLn/2WuprlvBP/Mx/9hy5/wDZaAOpooooAK43WfhzY69qU899rOttY3EiyT6Yt5i1kIxwVxkA4BIB612VFAGXcaHFc6ot1JdXRtxaPaNYBx9mdWP3mTHLY4z6GsTQvhzpWhapbXyXup3gskaOwgvLjzI7NW4IjGARxxkk8cV19FAHGS/DPRZtYe8a51EWcl0L2TSxP/ojz5zvKYz15xnGe1Sa/wDD618Q31zNc67r0NpdbftFhb3m23kAAXG3aSAQBkAjNdfRQBkr4ft4ryxkguLqC0s7VrVNPjkxbuhAA3JjkgDA5rn9P+F+j6ff2kov9VnsbKf7RZ6ZPc7ra3kySCq4zwScZJxXbUUAYt74W07UfEtnrt5509xZJttoXkzDE2f9YE6b+2fYdxmsvxJ4At/Euu22rza9rllcWqFLdbGeONYs/eK5QnJ7nPt0rrqKAM/RdKOjaZHZHUb7UChY/aL6USStk5wWAHToOKz9T/5HXw//ANcbv+UddBXP6n/yOvh//rjd/wAo6AOgooooAKKKKACiiigArJ13w9aeIP7M+1yTp/Z1/FfxeUwG6SPOA2Qcryc4wfetaigDDu9EubnxhY6ut7KlpBaSwTWvmEpMWI25TpxhuevQdqydK+GujaTqtteR3WozW9lI0tjp89xvtrR2zkouM8ZOMk4zXZUUAcZefDPRb3Vp7uS51FLS5uRd3OmJPi0nmBB3umMkkgEjOCQK6GfRoLrXrTVp5JHe0idLeEkeWjNw0mMZ3bflzngE46mtKigDmNG8C6bompQXcN1fzR2qyJZWs8oaK0VzlhGAAfb5icDgVpeJv+RU1j/rxn/9ANatZXib/kVNY/68Z/8A0A0AHhn/AJFTR/8Arxg/9AFVfEfg/TfEsttczvdWmoWufs99ZSmKeIHqA3cH0IIq14Z/5FTR/wDrxg/9AFatAHJaZ4Ct7LXrTWr3W9Z1a9s1dbY31wrJFvXa2FVVGSP6VHZ/Duz067DWGt63a6eJ/PGmQ3QW3DbtxUDbuCk9VDY5NdjRQBxd78NdPubm9Nvq+s2FlfyNJd2FnchIJmb7xwVJXd32kZrTk8F6RNqOmXMqSPbaXB5NnYMVNtEcY37cZLbeASSAOgzzXQ0UAY/h3w5a+GLOaysJ7k2bStJFbyuGS3B5KR8ZC55wScVl614Ct9Z1G7uhrmt2KXoC3dtZ3QWKYBQnIKnBKgAlcZArrKKAOYvvA2n3Emly2F3e6TNplubWCSxkUHyDj9225WBHyj3zzmorD4e6Tp0enxxXN+4sdRk1GIyyhmaRwwIYlckfMff1JrrKKAOTsvAVpba5barcavq+oSWiyrZx3lwrrbiQYbaQoY8cDcTgUaZ4BsbHVf7QvNT1PVpVtntIhqMyyCOJvvLwoLZ6ZbPFdZRQByWj+AbfRLm3Nrr2utY2zboNOkuwYEHZfu7io7AsRWzr+hQeINPW1mury1aOQSxXFnN5csbjIBB+hIwQRzWpRQBxJ+GWlz2F/b32patezag0X2u6uJ1aWWONtyxZ24CZ6gAE+tdZf6dbanpdzp11EGtbiFoZE6ZVhgj8qtUUAUdH0xNG0az0yO4nuI7WJYUluGBkZVGBuIABOOOlXqKKACiiigAooooAK5/x3/yTzxL/ANgq6/8ARTV0Fc/47/5J54l/7BV1/wCimoA1dK/5A9l/17x/+girdVNK/wCQPZf9e8f/AKCKt0AFFFFABRRRQAVyniHwLD4ivJZpNf16zhnQRz2tnebIZVAxypU4yODjGa6uigDn7zwbpF5ommaN5ckOnadNFNFbxNhX8vlVfOdy55Pqe9dBRRQBladoFppmtavqsMkzT6q8bzq7AqpRAg2gAEcDnJPNFatFABRRRQAVzWu+ONM0TU00tbe+1LVGTzDZadAZpUT+83ICj6kV0tee/DySGHxV43tLwqutNq7zMH++9qVXySPVQMj2z70AdJoHiu21+4nthp+qafdwqHeDULRoW2k4BB5UjPoa3q8v1v4heI9IXxJZ3ekWcF7p+l/brd4JzKCGk2KWBUdOWI9qm0CTxZpmowXcy6zfaXLZySXTalPaMPNC70aEQuSA2CNvIwQe1AHpVFeQtqfiRPh2vxB/4SxjceSLs6f5Uf2MoW/1OMbt38O7dnNTeN/GWseENTinsryOaLWbUMLS7yTpbfKPPO0E+V83IPccdxQB6xXE3vxN02y1PUrP+xtduV02Ty7q5trPzIozgMSSGzjBz0rp9EtZLLRbSCXUJNRkWMF7uQgmYnndxxjngDtivMdJ03xLqfirx1baLq1jp9rLqPlzPNamaQExKMp8wHT1oA9U0/ULTVdOt9QsZlntbiMSRSL0ZT0NVdb1200C3tZrtZWW5uorRPLUE75G2rnJHGetcJYaZex67F4D0zXLrStN0bTIpTJAqfaLt3ZgW3MCAoI5AHVqydR1fUb7RxpmpXa302keLbK0W+VAvnrvVhuA43jODj0oA9korym91rULHxhp9zYa/quoQXGuDTrtHijWyjVt37pOAxdMD5hkZByQeKgvbvX7nTPHWsReJdQt20K/n+x28Yj8vEcaPtcFSWBzjGeOaAPXazPD+u2niTRodVsVlW3leRFEqgNlHZDwCe6muMju9V8ZeLptNOs3mj2VlpttdeXYFUkuJJgSW3MrfIuMYHc81e+EKlPhnpqli5E10CzdT/pMvJoAs6l8RNM0/Uru0j03WL9LFtl5c2NmZYbdsZIZs5yAQTgHFdfXmviCHUPBU2reL/Dl7BdaY8xn1bSpmGC4wrvE4+6/HKnrj6Coo21jxL4w8VNZ+KtQ0q30+O0ktEVYzCokgDkurKcjPJ5HU0Aen1m63q50SwF2NN1DUMuE8mwh82TnPOMjjj9apeCNcuPEngrSdYu4ljuLqANIqjALAkEgehxkfWtbUL+10vT7i/vZlhtbeMySyN0VR1oA4uf4qWdpd2drdeGPE8E15KIbdZrFU8xz2GX/AP1V3o6Vwfg6wuvEesP451mFonmQx6PaSdbW2P8AGR/fk6n0GB7DT8fa3faJoNudOljt7m9voLFbqVQy2wkbBkIPBwPXjJFAHU0V5/HJrHhTxvoWlTa/dazZ6yJkeK8SPzYXjTf5iFFHy9iD0zV/xnqepDXPDvh3Tr86b/a8k/m3qorOixIG2JuBAZs9SOMGgDsaK4fw9e6ppfjy88KXmrS6vbDT1v4bi4VRNDl9hjcqAGz94HAPWu4oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK1jxBZ6HPpsd6soTULpbSOVVBRJGBKhjnjOMDrzRrmv2egJZG6WWSS9uo7SCKFQzPI/TgkcAAknsBUHi/QF8TeFb/St2yaWPdBJnBjlU7kbPbDAVw3grVbn4heK7TWL23eGLw9Z+Q8brjOoSDEpHsqjHtuoA9Voryk61qFn4z0mey1/VdTtL3VZLC786KNbIfK52RDAbchXG4ZBwcnsdHw7DrviLWddnl8SXttbaZr8kMFvCqYdFCEo+5TlcHAAxgknnjAB6LRXmHhS/1mz8S3GneJtZ1GLVpYp5YkmEbWFzGDkSQEKCu1cZUnOD+VXQtS1KXxXZadbeItav9N1nT7lhe3sUaAyJtxLbgAMq/N0IweMZ7AHrNU9L1Sz1rTotQ0+bzrWUsEfYy52sVPDAHqDXnHhjxPrniLXNH8PSzyw3mi+a2vyKMea0ZMcS5x0c/OcdhVfS9Vv9c8FeHDdeI9Yi1G7N3tg0xIzcXTJKwBLMMKiKMHOAcjJ6UAet1keJvEdn4U0OXVr6K4lgidEKW6BnJZgowCR3I71m/D3W7rXPAmjahqUyvfXETB2wFMjKzKTgd8Lk4rL+MYc/Di6EZAk+1Wu0sMgHz0xmgDV0Xx1p+sauNJlsdU0vUHjMsVvqVqYWlQdShyQcfWuorzy70PXbC6l8Z+IdSttRutDsLl7GzsrYwpuKZYkliSSFAxWRd3/iPRPBNj44bxVLfzSiCabTmijFtMkrKPKjAG5WG7g5JO3mgD0ew1201HWdV0uFZRcaY8aTllAUl0DrtOeeD7Vp15Jqmu3fhzVfiRqNj5a3Iu9OhSWUZSIyRRpvb2Xdn8K17htb8HeIfDyy+JLrWbfV7v7HcW13HGGBKFvNj2KNqqRyORg0AeiVTtdUs7y/vbG3m33NiyLcJsYbCy7l5Iwcg54zXklnqviGHwNZ+L38R38s8eq+Q1o4TyHhN0YirDbknB+9njjFbl/rV0+t+MLO68QXmnWlve2MNubWMSTfvIVJiiGD8zseuD3oA9LorifhxqWpXcOuWGpT3k507UTBC96E8/yyiMBIU+UkbjzXbUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcrO7D4r2CBjsOh3JK54JE8GD+p/OuqrlLj/krWn/9gK6/9HwV1dABRRRQAUUUUAFFFFABRRRQAVyWneP7XVNal0600TXJFiu3s5LwWgNuroxVsuG6ZHpXW15bdR6t8OtZsrm11mG/0fXdbKyafJbqro1w5O+Nwctjjg8fnQB6HretWPh7R7jVNSm8q1t1y7YyTk4AA7kkgAe9ZGh+OdL1pb9ZIb3S7iwjE1xb6nD5MiREEiTGT8vB5zx3xWT8VCE0nQJpeLOHX7J7sn7oi3kEt7ZK1yPxWSe58UawunZM0PhSX7UU7RmZSAfwDHHpmgDvvD/xD0jxDqcVhDbajaSXETTWb3tsYkvIx1aIk/MMEHnBwc4qIfEvQjrg07yr/wAg3X2Ial9nP2Q3HTy/Mz97PHTHvWH4ikgutV+Gq6UyGZ5zLblO0Ag+Y/TBWuWZoz+zHHar/wAf5mECx/8ALT7V9rzj13ZyfpQB7tXK+DnZtS8XbmJ2644GT0H2eDiupGdoz1xzXK+DP+Ql4v8A+w6//pPBQB1dFFFABWH4p8U2nhOxtbq7try5+1XSWkMNnGHkaRgSoAJH90/pW5XnvxaW6ey8KrZSRR3Z8R2gheVSyK+JMFgCCRntQBp23xG0ee21Rp7XU7G60y0a9nsry2MU5hUcuoJww4x16101hexajptrfwhhDcwpMgYYO1gCM++DXm/iHwpqkGheKvEviDVYL7UW0G4soY7W38mKGLaXPBJLEnua7jwp/wAiXon/AGDoP/Ra0AReEvGGkeNdI/tLSJmaNXKSRSALJG3owycZHIq1Y69aahruq6RCsoudM8nzyygKfMXcu0554HPSvJfBmhahpnw+8P8AjLwxDv1OK2Zb+xXhdQgEjcf9dFH3T17c9K6X4da3Y+I/G/jPVtOkL21wunsu4YZSIWBUjsQQQfcUAbfxIdk8IhkYqf7QshkHH/LzHXXVyHxL/wCRPH/YQsf/AEpjrr6ACiiigAooooAKKKKACiiigAooooAKKKKACuX8FMzf8JDuYnbrdyBk9B8tdRXLeCf+Zj/7Dlz/AOy0AdTRRRQAUUUUAFFFFABRRRQAUUUUAFFFU9Wv20vS571bK6vWiAIt7RA8r8gYUEjPXPXtQBcrA1NiPGmgAEgGG7yPXiOregay+u6e12+lajphEhTyNQiEchwAd2ATxz+hqnqf/I6+H/8Arjd/yjoA6CiiigAooooAKyrDxBZ6jr+r6NCsoudK8n7QWUBT5qb12nPPA54FatcJ4V/5Kv8AED66d/6INAFqb4l6FBrjac0V+YI7oWcmpLbk2kc548tpM8HOB0wD3qx4j8e6X4bvxYy2uo31ysP2ieOwtvONvDnHmScjavB9+Oleaq8K/s16nbXGDfLcTQTJ/Gbn7USBjru5U113hR1tPiF45GquizeRYys0nQwiAhj/ALobdn3oA7yz1C0v9Nh1G2uEks5ohMkwOFKEZz7cVzOjfEjRNb1eCwgh1CFbvf8AYru5tjHBebPveUxPPryBXLeFY7n/AIZ0lt4ywupNLvnt48/OULSbMDr0K4+opmqS21x4N+FsenlTK2o6e0ITqESM+Z+AGQaAOr1j4k6Jourz2E8OoTJaFFvby3ti9vZl/uiV88dR0BqzqPjvStN1Z7GSG9ljhaJLm8hh3QWzS42B2zxncp4BADDOK4nT5ba38AfE9L8qJl1HUTOH6neg8s/iCuKkm8O2sHhDw/cyJdya9f2llALD7Qyw3Vwka7XmQfeEYXcx9Ewc8UAekWms299rF9p1ukrtYhBPMAPLV2GfLznJYLgkYwAw55xTPExI8KawQcH7DN/6Aa5PwJ4is0i0/So9PvY4b9Zp7XUrgof7QdTmWRgpLKWJLAMOnpjFdX4m/wCRU1j/AK8Z/wD0A0AL4aYt4V0hmJLGyhJJ6n5BVbxF4t0vwz9njvDPNeXRK21laRGWeYjrtQdh6nAqx4Z/5FTR/wDrxg/9AFclZSQ23xz1YakVW4utMgGltJ3jUnzVQ+u7nA5xzQBuaP41t9V1OPTptG1vS7mVS0Q1CyMayYGSAwJXOOcE101cbeeKtZ07x9puhXWlWv2DUvtBtriK4LSERR7zlNuASSB1rj/DGq+NNbtdL8S251ac3V0GuYXmtFsRb7yrKi7/ADFZR0J5JHI5oA9iory60uPEHifR9Z8SR+K5tKazuLmO3so4ojDCsJIxNuUlicZPIwDxUWteNdX07wv4b8bW773voEjn0Mk4uWcZ3RYBIZTz6FffqAerVlQ+ILOfxPdaAiy/bLa2S5dio2bGJAwc5zx6Vn+BJLq78LW2p3urrqdxf/6S0sX+qj3f8s4x2VenPOQc+g5K+g8QT/GfVh4fvrG0lGk2/mtdwNKGXe2AAGGDQB3tzr9naeJLDQpFlN3fQyTRFVGwLHjdk5znkdq1a8sit/EUHxh8ODxBf2F25sbvyTZ27RBRhc5yxz2qO18S6w/wl8Oao2oSm/udUhgmm43OpuihU/8AARigD1eivJ7+fXr4+Pr6LxJqFoNDld7KCER7AVgEmHypLKTxjPc9ex4m8T6nKdF8/VdR0q01DRhdQNpdr50k94QD5ZG1iFAII6ZycsMUAesUV47qtxrlj4Xt2m8Sa+mv22jfb3sLdIm8uQbmaSdmUDZn5QuQcKcbjmtifUdb1/xJ4asIdXn06DUdBa7ujbBd27MfKbgQp+bGcHAJ74IAPSqK8w8Sa/rPw4vIZ7u9u9Ysb2wNtCZEBYX6D5OFAwJBx9VzXdeGrPULDw5YW+rXj3eorEDczORlpDywGOwJwPYCgCnD410aTR9W1WaZ7az0q6mtLmScAfPGcHbgnOSQB3PpSXXjKxsfC1vr15Z38EdyyJBaNCDcSO5wiBAT8zdhn64rx+ygubTWNQ1/VYH1DwpYeJb9ri0iGTbzbxtuHX/loqjt/D155ruPiVDHrtt4Nu7HV7iO3n1q3SOSzkTawcMRICQfmXHB6fMcg9gD0Gwuzf2EF0ba4tjKgfybhNskeezDJwfxqzXm/g3Tb2Tx74oubjxDq062N8sQt5JE8uVTCCNwCdt3G0joM55z6RQAUUUUAFYHjlivw+8SMpIYaVdEEdR+6at+uf8AHf8AyTzxL/2Crr/0U1AGrpZJ0myJOSYE5/4CKt1U0r/kD2X/AF7x/wDoIq3QAVymsePLXSdel0ZNG1rUbuKFJpP7PtRKqqxIGfmGOhrq6868a6Xq2iXWreOdE16C2lgslE9ncW6vFOsW5thfOVJ3EDHcgUAdjrPiDTvD+iPq2qTG2tkUHDL85Y9EC9Sx6Yq3bXqXOmxXwimiSSIS+XKhSRQRnDKeh9q8p1241jxl448IJp8lnZBdH/tmJL6NpEEr4XG0EbnQEEZ6cmux8H+Ir7xF4b1Q6nFAl/p93cWFw9sT5UrxgfOmecHI/EGgDb8Pa5aeJdBtNYsVlW2ukLxiVQGAyRyAT6etZviXxpb+GJ9lzo+tXUCw+fNdWVp5kUKZIy7ZHTaSQM4HNZ/wj/5JV4f/AOuDf+htVn4iQavd+DdRj0TUreymjhdrhplDbotjblB/gJ/vYoAn1jxxpmk6bpV9HBe6jFqrAWa2EPmPJlN4O0kdhTpvFwh8PRaufD2vt5kvlfY0st1yvX5igPC8dc9xXN2WgDxX4E8H3Oi6g+hzWEEdza5iW4KfuymCGxuHJ571peC/F8+oeE9U1DXZbfzNHuri1ubuAYimWEAmVR6EH8wfpQBPoPxAtPEGtXGkQ6LrdreW8InlS9tVh2qSAOrdTnj6Giq/w1sriXSrzxPqEZTUPEE/2xlbrHBjEMf0CYP/AAKigDtqKKKACsLXvBugeJpop9V09ZbiEYjuI5GilQegdCGx7ZxW7RQBz2j+BvDehC6+w6Ym67jMVw88jzNKh6qxckke3So9G8A+GvD9+l7puntFPGGWIvcyyLEDwQisxC/gK6WigDlB8NfCI1P7eNHTzPN88RebJ5Ik/veVu2Z/CtePw5pEeo6hf/YkkutQjEV1JKzSeYgGNmGJAX/ZGAfStSigCjpGkWWhaZDp2nRPFaQgiONpXk2jOcAsScegzgdqSw0bT9Mu7+6s7fypr+Xzrlt7N5j4AzgkgcAdMVfooAw9e8H6H4llgm1SzMlxACsU8UrxSKD1G5CDj2ziiLwd4fg0i10qHTY47K1uEuookdhiVW3K5IOWOeeSc981uUUAcvcfDvwxczyTSWMwaS6+2ER3kyKs2cl1VXAUnuQBmtH/AIRjRzZatZ/Y/wDR9XkeS+TzX/es6hWOc5XIAHy4rXooAwNT8FeHtYFqbywJe1iEMMsU8kUixj+HejBiPYmtDRdF0/w9pMOl6XAYLOEsY4zIz43MWPLEk5LE8nvV+igDlr74c+FNR1WTUrrSVknlkEsq+dII5XH8TxhtjH6jmsJfh/aa1498VX2uWE7WVybQWpW6eNJlWEK4Kow3AEAYYV6NRQBmHw9pR1DTb4WipPpsTw2nlsVWJGAUgKDtxgAcjjtSeIPDul+KNMOm6xbvcWbOHaJZnjDEdMlCCR3weOnpWpRQBxQ+E3gwDA026A/7Cd1/8crZk8IaDM2pmbT0mGqRxR3iyuzrIsa7U4JwCB3GDnnrW5RQBz2heCPD3hy8e802xK3TJ5fnTTyTOqf3VLsSo9hSSeBfDcugrokmmq9gkzXCI0rlkkZixZXzuU5J6HvXRUUAc7Y+BvDunaVqGnW2n7YNRQpds0zvJMCMYaQkt0Jxzxnity0tYbGzgtLdNkEEaxRrknCqMAZPJ4HepqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqWOm2em/afsdukP2mdribb/HI33mPucCrdFAHLv8O/DDzib7DMrLdG8RUvJlWOU5yyqHwucnIAAPetvTtIsdJa8ayg8o3ty13cfOzb5WABbknHCjgYHFXaKAOb0rwF4a0W9N3Y6dtl8toU82eSVY0b7yorsQoPsBTLH4f+G9Nu7G6tLO4SWwLfZib2dhEDjKgFyNvA+Xp7V09FAFK10mxstRvtQt7ZI7u+KG5lHWQou1c/QVk/8ACB+HBa6dbpYyRR6cZDamK6lRkEhy43BgxDE8gkiujooA5OD4e6JY3eiSWET20WkXE1xDH5rucyJtKgsxwvQ4HcDpznd1jRtP17TmsNTt/PtWdHKb2X5lYMpypB4IBq/RQAhAYEEAg8EHvXLWnw38JWOpx39vpCrLDJ5sUZmkaKJ/7yxltin6DjtXVUUAZbeHNIeXVZJLGOQ6ttF8JCWWbamwZUnA+UAcAVn6J4C8NeH79b7TtOK3KIY45JZ5JjEp6hN7HaPpiukooAxB4R0IaANDFj/xLRN54h81/v8Amebndu3ff5xnHbpxTL/wboOpPfvdWJaS+minnkWaRWMkQCxupDAoQAOVxW9RQBj6P4X0nQLq7udOgljluyGnL3Mkm9gANxDsfmOBk9T3zWxRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBylx/yVrT/APsBXX/o+CurrlZ1J+K9g/GBodyOoz/r4O3XtXVUAFFFFABRRRQAUUUUAFFFFAARkYPSuV0r4beEdF1WPU7DR0juos+UzzSSCLPXYrMQv4CuqooAx28K6K8erRyWKSx6u4e9SRmZZSAFBwTxwB0xUeg+ENB8NW9zDpWnrEtzjzy7tK0gAwAzOSSAOAM4rcooA53QvAvhrw1fyX2k6WlvcyKU3+Y77FJyVQMSEGey4pB4C8ML4i/t4aTH/aPm+dv3ts8z+/szt3f7WM9+tdHRQAVyngz/AJCXi/8A7Dr/APpPBXV1yvg5SupeLs451xyMEH/l3goA6qiiigAqhqejafrP2P7fb+d9iukvLf52XZKmdrcEZxk8HI9qv0UAVtQsLbVNOudPvY/NtbmJoZo9xXcjDBGRgjg9q5vTPhn4T0e+t7yx06eKe3YNETfXDBSP9lnIP4iutooAo6PpFjoOk2+l6ZB5FnbqVij3s20Ek9WJJ5J6modN8O6To+oajf6fZJb3Oousl2yE4kYZwducA8nOAM5ya1KKAOQ+Jf8AyJ4/7CFj/wClMddfXI/EhS/hEAEZ/tCy6kD/AJeY/WuuoAKKKKACiiigAooooAKKKKACiiigAooooAK5bwT/AMzH/wBhy5/9lrqa5fwUpX/hIc451u5PBB/u0AdRRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXP6n/wAjr4f/AOuN3/KOugrA1ME+NNAPHEN339o6AN+iiigAooooAKoWmjafZatqGqW9vsvdR8v7VJvY+Z5a7U4JwMDjgD3q/RQBzkngLwxL4iGvPpMZ1HzBNv3tsMg6OUztLf7WM0/xB4I8O+KLmG51jTVuJol2LIJHjJTOdrFSNy57HIroKKAMJ/C1ifE+m61Gqwtp9m9pFFGu0FGxgHthQDgY/i9qh0nwH4Y0PV21XTdKjgvDu2sHZlj3fe2KSVTP+yBXR0UAc5qngLwxrOtLq+oaTHNejaWcuwWTb93egO18f7QNa76XaSavHqrxlruKFoI3ZiQisQWwOgJwMnrwBVyigDD0zwfoOjam+o2GniK5YMAfMdljDHLBFJKoCeTtAzU/ib/kVNY/68Z//QDWrWX4mGfCmsD/AKcZv/QDQAnhn/kVNH/68YP/AEAUa94a0bxNaJbaxYRXUcbboy2VaM+qsCGU/Q0vhoFfCukKcZFlCODkfcFalAHM6P4A8NaFqaalZWDm+QFUuJ7iSZ0BGCFLsccEjim/8K68KjVzqa6XtuDMLgqs8ixGUHO/yw2zOeeldRRQBy2pfDnwrq2py6heaUGmnYNOEmkSOYjoXRWCsfqOe9ax8PaUdZttWNopvLWA29u+5tsKHqETO1SemQM44zitOigDO0nQtN0MXS6bbfZ0uZjPJGrsU3nqVUnC59FAFOj0bT4dbn1lLfGoTwrBJNvb5kUkgYzgck84zV+igChPo1hc6zaavLb7r+0jeKCXew2K+NwxnBzgdRWJ/wAK48Kfajcf2Wd32kXSp9ol8uOUNu3Im7apz1wBnp0rqqKAMoeG9JEWrx/ZPk1fcb4eY/73KbD3+X5ePlxXB+IfDF/H4nimTTtan0yzso7bSm0S8jhktuMOshdlZgdqYOWGByM16jRQBw+j+CV1XRLO48YwPca2bV7W5kjunTzIS7FY5PLKrIQpGeCM5I9a39O8K6PpU9jPaWzrLY2zWlu7zyOUiZgxX5mOeQOvTGBxWzRQByGtaTfa/wCPNHS4t2XQ9JU3xdiMT3X3Y1x1+QZbPqRXX0UUAZ+m6Jp2kRXcVjbCNLy4kup1LM4eR+Xb5icZ9Bx7Vn23gjw7Z20Ftb6eY7e3vRqEMInk2RTjOGVd2FHJ+UfLz0roKKAMOTwfocviP+3zZsupEqzSJPIquyjClkDbWIHAJBrcoooAKKKKACuf8d/8k88S/wDYKuv/AEU1dBWB45Bb4feJFGMnSrocnA/1TUAamlf8gey/694//QRVuqmljGk2Q9IE/wDQRVugArldS+G/hLWNYfVL/SFnupHEkm6aQJIwGAWQNtPA7iuqooAxNf8ACOh+J4bePVbES/ZiTA6O0TxZ4O1kIIB9M4q5peiabomkx6XptpHbWUalViTPfrk9ST6nmr9FAGMnhXRo/Cx8NJaFdIMRh+ziV/uE5I3Z3d/Ws/V/hz4U126guNR0vzpYYkgUi4lUNGv3VYBgGA9811NFAHPa54G8OeIorWLUtNDraRmKARSvD5acDaNhHHA46cVY/wCET0MeGW8OJp0cekMmw20ZZQRnJ5BzknknOTWzRQA1EWONURQqKAFUDAAHainUUAFFFFABXCXniy78GeI7iDxVdB9DvN0un6j5YXyWAy1vJtHXAJU9T05PTu6841LQ7r4maxcwaxbXtj4WsGaOCCRWhlvZ8EecQQCEXPy+p59qAK+o+JfFcfw+8QeMHk/s9XjV9KsXhQtDFuAEkhIOXYHO3oAfXp2ekeMfDmuzXEOma1ZXUlsu+ZY5R8qjq3uvuOK4HXE8TXHw78S+EdSsL2/1K1t1FpfRQMyX8O5dpyBjzQBhl6nGRmrUjy+J/F+lappfhm/gtNIsbpZzfWhtvtO+PaluoblhnnpgfjQB22jeLvD/AIimnh0fV7W9mgGZEifJA6Zx3Ge44rjPDPjDW9Si+HpurpXOsRXjXuIlHmGNCUxgfLg+mKo+HLjVLvx7oWrX+n6mhl0qW2mT+yXt4bSQsjCIErnaMH5mJBxx6Vl2PhbXr3w18PtPgW/0q6itNQjmufs7BrRnjIXfkfLnpzg88c0Aex2Gq2OqG4+w3UdwLeUwymM5CyDquemR3ritSuvE2rfEm90LSvEQ0q0ttPiucfYY5yzMzA/e5HQd61/ATPbeH00abRJNJuNNxBJEI28mQ/8APSKQjDhup5yCTnnk8/qOo3Hh34s6jqcuha3e2dxpcEKS6fYPOu8OxIJHHSgDRsNb8Q+H/FdjoHia4tdQt9TDix1KCHyW8xBuMciZIGR0IPb8tbxp4mk8MaJHPa2ou9Ru7iOzsbcnAknc/KCew4JP0rAgj1Xxv4x0jVrjR7vSdE0ZnmiW+UJPdTsu0fICSqqMnnr/ACseKLS+8Y+HLe+0eyubXVNH1Rbu1t9Qj8rz3hYgjr91gTg/TpQAxtE+JEVsb1PF9hPegb/7PbTVW2Y/3BIDvx/tV0HhDxInirw5BqYt2tpizRXFuxyYZUJVlz35H5EVz7fEa9ktTDb+CfEh1YjaLaS02RB/eYnbsz/F+lWPCdlc+C9C03TtQt7m81HVLySW7ls4d8UMsmXYsf4UHC59aAKFrqfirxzqF/LoOrQ6FodncPaxXP2Vbia7dDhmAf5VTPA78flb0jW9f0Txda+GPE9xb366hFJJp2pQw+SZGjGXjkQHAYDkEcf0y9Hu9S+G819o97oep6ho0l1Jc2F7psBnKLI24xyIOQQSeehzVywi1Txl450zxBc6VdaVo+jRzfZI71Nk9zNIu0sU6qoXpnnP6AHoNcl4X1+8bU/EOja5cI13pVx5qTFQgktHG6NjjA4GVJHpW9o2qDWdKhvxZXtkJCw8i9h8qVcMRyuTjOMj2IrhviZ4U1bV7/TrzQXaKa8U6RqLoMn7JIclj/u4P/fVAGl4V8XG60Rtd16/htbTU7yX+zI5gI9luoOzJxySEZySelaMnxC8Iw6ZDqT+ILEWk8jRxyeZncy43ADrxkZ47j1FZfi/QFlm8FWNppzzWNjqke5EiLpFEkThS3ooO0ZPHSp/FtxdWGraVDZadKltdeetzqFpp/2mWHIUhAoBC7z1ZgR8vI7gA27zxToOn2lpd3er2kVteKWt5mlGyUBdxKnoeKo33iyyufCNzrWharpbpE6oLi6ZvJRt6gh9vzA4PA9SO1ef+FNK1BrH4bw3Gk36HTLu8W6FxaOohOxyrHIwBkrg9M9OlHjCxubTw/8AEuSS1lhtri+spIGaMqkn+pDMp6HkHJHegD0vWPF/h7w/dRWuraxaWc8o3LHLJg4zjJ9BnucCtlWV1DKwZWGQQcgivJdcsLzS/HHiOe+i8Rtp+sxwiKXR7KK5V1WPY0UgaNyvOSOgOT3r0bwxapY+F9LtI47yKOG2REjvSDMigYAfbxuAxnFAGrRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHLeOtX1Hw7pdprdnJ/odndRnUYdgYvbMdrEcZBXIbj0OaZ4m168XW/D2h6LcKt1qM/nzShQ4S0jG5zzkZbKqD710t7ZwajYXFldRiS3uI2ilQ/xKwwR+Rrz74ZeFdX0m91K9192lubVV0nT3cYP2SI5DD2YkH/gNAHWTeM/DdvepZza1Zx3L3LWixNIAxmGMp9fmX8xS6T4w8Oa7fzWOlazZ3d1ECXiikBOAcEj1HuM1h+CdGNvd+Lri80wrLca7NLE08W0yxhUKMpI5XduwRxnNcpo9xq154x8H6le6RqNqIPtdtNaxaU8UFjuUKiBtuWHHL528cbeaAPQbPx14Wv763srTXbKW5uMiKNZOWPp9eOnWpLXXkjk1yXUtQ01LTT59u+N2UwpsU4mLcBsk9OMEd687sNB1GL4PeGbX+ybpL+31iGd4fs7CWPF0xLlcZHynOT29qh1fSL/AFiLxsmnxSzyW3iG2upLeHaXmjSOMsqhgVJ7gEEEjoelAHqWieJNG8SQyy6PqMF4kTBZPKblCemR1Ge3rWrXmug3cMOpat4lFn4uurmHTCsv9pWUVuJAh3CNVVE3P97nkAZGeld9pOox6xo1jqcKSRxXluk6JIMModQwB9+aAPIZPG3imw0LVPEzeIbOdLPVZbRNHmtUBnRZdgVHUht2Dnoelesav4g0rw/ZJd6vfQ2ULsFUzNgs3oB1J+leU6V8OJLzRNT1i309rDxXa6xc3VhcTxlTIBISisG4ZGHAPvkGtDX5tW1S98K+Lm03XrSKG3mhu7eztFe6s5X2/MI5Ebcp2kbgM4we+KAO6ufGvhmz0m11W41uzSwuiVguPMyrkdQCO4wasR+KNCm0OXWotWtJNMi/1lzHIGROnUjoeRxXlFw1po134av0svELwy6/cXMkd/Zr9olZrf5nSGNQQpPONoOQxxVu90HUvEOjeP7/AEzRrmxttVt4Us7SeLyZLiSIEvJ5Z+7u4AzycUAen6rq9tZI1sLmNL6W2lmt4z1cIuSQPbI/Oua8C/EDSfEGkaRaXOt2c2vT2qPPArBWL7csABxn2HSse6vLvxN4w0a9tdD1eC3h0q+ikku7N4gJHVMJz3yMZ6HsTg4xtJgu9X8N+C/Dlt4c1S01DSru2uLq7urJoI7cRnMhDsBuZumB1zzQB1Oi/EXTLfV9d07xFrlnb3EOsS21nFKVQiEKm3OO2S3zH8+Kt6z4j1Gx8bXthDdWsVnD4dl1BftS/ulmWXaHdh820DqB2rkbhp7S28d6FL4W1W9vdZ1CdrRksWMMivGioxlPygKwJznj61PrHh7V4JLu2Nrc3ckfgOWwM8UTOstwDjYCByxxkDqaAO8vfGGiaHplhc65rFjbPdRK6kOdshwCSg67eevuM0X/AI58L6X9j+267YwfbI1lty0ow8bdH9lPqeK4m0W68K+J7LWtS0LUb61uNDtbSKW0tWmks5EB3xsg+ZQ2Qc468U/xjeahqNtdWFjoWoWdnfaExjeHSjJNNJhgtu5wREFznBGfmOCD1APUlYMoZSCpGQR0NebeH9X8TeKNZ1CaDxLaWUlhqDwy6E9krFYVfGWcnfll5DDjJrsPCDvJ4N0bzIZ4ZEs4o3juImjdWVQpyrAEcg/zrzzxTJNr+q2cmm+E9Z0/xfa3kax34tysIiDjcXmHyvGUzweecY65APQtT8Y+HNG1KPTtS1mztryTBEUkgBAPQn+7n3xTtV8WaBockseqata2jxIjusr4IViQpx3yQfyNeaanpdzp+v8Aiqy1aDxPLZ61OZY30iyiuI7iJkC+WzNGzIy4IGSBjkY6no9C0Jl+IjXVxp1ybZPDtrbRzXke47tzbkZsbS+MbsevoaAEsfiTpNp4p8QWet69ZQ2sdxANPDMozG8KuTkdVJbO48c9a6fWPGHh3QJLdNV1mztGuF3RCSQfMv8Ae+nv0rgrmc6L4k8b20/hbVNQGqmJbQW9gzxTKIFTaXxtUBuuTxUF3Za7pHhzTvDM1hckt4eMM17Z2JunlmGQttvwVRQCeWGDngigD11HSWNZI2V0YBlZTkEHoQadXPeBGk/4QLQY5oLiCaGwghkjuImjdXRArZVgD1B579a6GgAooooAKKKKAOUuP+Staf8A9gK6/wDR8FdXXKXH/JWtP/7AV1/6Pgrq6ACiiigAooooAK5TR9av7v4jeJtImmDWVjBaPbx7ACpkVi3OMnOB1rq64vQrG7h+Kni28ltZ0tZ7ayWGZoyEkKq+4K3Q4yM46UAbniK1129s4bfQdRg06Zpf311LAJikeD9xDwWJ29eMZrhB4617QND8VWmqSW+qato1zBbWt0kQiW5acDy9yjgFd3zAfT3rptd8Y3Vj4e1W807w9rFzfWty9nb232JyZ3A4kG3OYuc7uM4x1xXBW+n3Os/D/UNIsNG15NfEqatNd6pYm3S8uVkVmUEnuBtUdgB70AdLb+INe8IeIl03xVqsWq213p817Dcx2ywtG8I3SR4Xgrt5BPNZ9j4n8W2Nt4d8T6xf202ka7cxQvp0dsF+xpNnynWT7zY+Xdn14p89pe/EjxNDdSaRqOk6dY6XdW27UIDE7z3CbGCqeqqo+961QtYtb17R/Cng250DUbObSLq3bUbuaHFv5VvwPLk6OXwuMe9AHc+OtfvdD0i0j0sR/wBp6nexafaNKMpG8hPzsO4ABP5VzZ8Y6v4Mute0vxJex6vLZaX/AGrZ3SwLAZV3bDGyrwPn2gEdjVzxmb3XbKK80zSdQa68N61Fc+RLDsN4iD5/J5+YFXOD3K4rD1HQdQ+I1/4i1VdOvNNtn0X+y7BNQiMMksvmeaWKnlV3BVyaANPTda8V6Frfh4eJdTtr6z19WQxx2yw/YZ9m9VUg5dTyvPPGay/+Ez8Ujw8vxCa+t/8AhHTd7TpP2Ybha+b5XmeZ97fn5sdP5Vbt5NV8ba54WgudB1LTYdFJudRlvYTGrTCPYqRH+MZJORxjFYn9m64/gNPhedE1EXIuhA2peT/ov2UTeZ5ok6Z28beuaAPba5TwZ/yEvF//AGHX/wDSeCuqAAAA6CuV8Gf8hLxf/wBh1/8A0ngoA6uiiigAriviFq+radL4etNJ1NdObUdRFtLcNCku1CjHo3HUCu1rg/iPoZ1698KWsmnSXtkNWVrpBEXVY/LYEvjoM45NADfC3ijWJrrxTpd3Pb61Noio0F5aR+WLkujN5ZUEgOCuOPWo/AOoeIfEUFhr0niyyvrSYE3umR2Sp9mYqcIrA7gytgHd1GT6UzRtNvvh94gvNH0vS7i78P38Ul3YCJCwtrgDLQu+DtVuNrN0PFZtoDq3xF0jV9B8Nazo11uf+2pbq1NvDLFtPyt2kfdjBGfU+wBY8Nt428U2uoahB4wSzSLULi2it20uKRQqOQMtkE8V0nhHxHqN/fanoOvQwRa1pZQyPbZ8q4icZSRM8jOCCOx/Icl4P8R3HhWx1PT7zwr4nnnbVLqZDbaW7I6tISpDHA5/Kuk8HaTqsuvax4r1u1FjdakI4bey3hmggjBxvI43MTkjtQBL8S/+RPH/AGELH/0pjrr65D4l/wDInj/sIWP/AKUx119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLeCf8AmY/+w5c/+y11Nct4J/5mP/sOXP8A7LQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUVR1i0vb7SprbTtSbTbt9vl3awrKY8MCflbg5AI59aAL1c/qf8AyOvh/wD643f8o6vaFYajp2miDVNXfVbneW+0vAkJweg2rxxVHU/+R18P/wDXG7/lHQB0FFFFABRRRQAVymga3f33j/xfpVxMGs9O+x/ZkCAbPMiLPyBk5PrXV1xfhqxu4PiZ44u5rWeO2uTYeRM8ZCS7YSG2seGweDjpQBy83jHxU+g3Xj63vrf/AIR+3vGRNJ+zKWmtVl8tpPN+8Hzk46cd62tS1bxN4k8U6rpfhfVbfTYNHt4neV7ZZjdTSqXVPm+6m3GSOcmuWbT9ctvA938MotD1BrmS6eGDURDm1+yvN5nmtJ0BCkjb1zit+aS/8B+Mddu4NC1LVLLV7e3e1NjCZdk8Ufl7JMfdB+U7jx1oA6LQ/GcWpfDZPF1xD5apZyTzxL2aPcHAz7ocfhXMad4i8W6Y/hnWtd1C2udM8Qzx27WMdsE+xNMpaLa4OW7A7qXSNMl0vwVY/Di/t511DVdJu3a6UAwxysSWUkHqpkHt09ap2g1rxNB4P8OXOgajYPol1Bc6lc3MO2Em3UhRG+cPvODx0FAFrUfEni3UV8S6/omoW1tpfh64kgWwktg/20wgGYs55XuF2+lR6h451ufVobnT7iWGCZLObTtO+wmRb+KVVaRmmx8m3cw6gDZk5zVe7XW/Dtl4v8LW2gajey61d3E2m3VvDugC3Awwkfomwk9etdRc6RdDRtE8D24lFqtnGmo3iqQv2eNQpjVv70hGPULuPpQBq+G9RvddmvNXMpXSJSI9Oh2AeYi5zOTjPzn7ozjaAcZNXPE3/Iqax/14z/8AoBriPBc3iceILWC9GqhBFMNSgurZY7S3ZSBCLZgoyMccFhjk4Ndv4m/5FTWP+vGf/wBANAB4Z/5FTR/+vGD/ANAFc/ruu63qXiw+FfDMtvaTQQLcahqM8Xmi3VjhERMgM5xnnjFdB4Z/5FTR/wDrxg/9AFcrq8GqeFPHl14ns9LudU0vU7aOG+hs13zwyR5COqfxrg4IHPegDZ0fSvFmnanG2oeJoNW09lIkSWwWCVTjgqyHB56gjpVuHxj4cuNcbRYdZs31IMUNusg3bh1Udiw7jrXB2ZuNa+KOlapo+n+JrSzxctqUmoJLFBkxbY9iOccNngDuKx/Duj3Fnp+leHNZtPF32zT79JVS1s4TaGRZNwmE/l52nOSS2eSOaAPU7/xl4a0vU102/wBdsLa9bH7mWdVYZ6Z9M+9Xzq1gurJpTXcYv3i85ICcMyZwWHqPpXl1sZNA0fxB4e1Twjqep6jfXVzIs8Fn5sV8JGJRmk6LgEA5+7inaz4Y1zUfDXhXwnBDNHrlnbJJJrmHWOxCrtZVkGN7N93aD0GT2NAHqGn6tYar9oNhdR3At5TBK0ZyFkHVc9Miucg8RXI+J+p6Nc3cSafDpsM8UbhVxIzsCd3U8AcVL8Pt1t4Wg0uXRZdJuNO/0eWAxsI3YdZI3P31brnJOSc1hXfg+y8QfFrU7jW9EF3YDS4FglnhJj8wO2QrdM47UAbF94iuF+JOg6PaXcT2N1aXMs6IFbLJt289R1Nbi+ItHfS7fU11CA2NxIIoZ8/K7ltoA993FcUng2w0D4q6Bc6HoYtLL7FdC5mt4SIw3y7QzdAeuM1zVvHqkPgPRfCjaBrB1DTtYha4dbNjCsYuS+8P0ZcEdM45zgDNAHpt9458L6ZeSWl7rllBcRyeVJHJJgo2AefQcjk8c1a1nxPofh6KKTV9VtLJZf8AV+dIAX+g6muIOi3b2HxRD6bOXvjKLbMBzcD7MAuzj5vmyBjPPvXPa9etpOpeHVF1Ba30/h1bLUTeWT3Qto8KQTGnzoxJb73ynHPSgD0ib4h+ELeO1km8Q2MaXQJhLSY3AMVz7DIIycDg1oan4m0TRT/xMtTtrX9ybgeY+Mxggbh68sB+IrzPV/NPhtdC0OO5vdKl8O+TBqlnY/aXvpFDKsLOAyxqOuDz8xAIIrV0HTp73xV4Nvp9Mu1htPD7xM9xbOnlTAouDuHDEBsZ6jkUAd1pviLR9YkePTtRt7lkiSZhG+cI/wB1vocGrOm6lZaxYR32n3CXNrLnZLGcq2CQcH6g15t8TtJnTVtBHh6dLPVdUWTRnjRPvWjKWZsDp5eMj03V6TpmnW2kaXa6dZx7La1iWKNfRVGB+NAHm1n8RNTaDVdMt1TUfEcutXdlptrtCrHDGwAkkx0RRnJPJ6epF/xn4ovvBfhfR7G78QW41q/uEgfUJoFAjTP72URgAEKCAAfUZzWHo3gXUpG1zXtMWXSvEsGu3slpNPGypdwM4ISQH70bdmHTqK2NXvdS8UaZ4Wnk0HUbO9tPENsb22kt3IiCh9zhsYaPp8445FAG14e8c6Be6gvh0eIYdR1eH908mwJ9ocKWYqF44AOccDmuurgNCnn0T4geI7O50nUWXVL2Ke1uobVng2eSqktIOFwVIIPNd/QAUUUUAFc/47/5J54l/wCwVdf+imroK5/x3/yTzxL/ANgq6/8ARTUAaulf8gey/wCveP8A9BFW6qaV/wAgey/694//AEEVboAKKKKACuM8ea9qWnXeg6Rpl7Bpsmr3TQtqM8YdbcKm7AU8FmPAzxXZ1h+LrexuPDN3/aGiNrUMa71skiEjyN0G0Hoeeo6DNAGL4I8Qald63r/h3Vb+31O40l4Sl/BGsfnJIpIDKvAZSCDiszV9c8Q6r401zSNM8RWWgxaNbwyKLi3SQ3bOm4sS5+WMcKSvOak8FaAfh/4U1TWbvSX+33sn2mfT9Li8xokHCQooPzFQTk+pPJ60vxK0KPxDb2VtZ+F4r7V75TDFqFxCNlhH/E8jdcjcdq885+hAMk/EDV/EGk+Dls7+20Btcine41CWJZFR4jtKIHO3LEEjd2x1ofxxr0fwy8T339o2899pF8LSDVYYV8u4XfGC+05XOHIOOKTxP4Vh0STwtZ3WjX+t+E9NtXhktbSMyMLjjbM8YOWB+b6En15m8KiXw/4W1aW68LarL4fudSLWOkG286eCEjJYxE5C7xnb1Gc0Adp4SW+a0muLnxVB4hhlI8maC3ijVMZyMxkhs5H0xRXM/DvT5v8AhKfEWs2eh3OhaHeCFbezuIvJaSRQd0vlfwA5A9+tFAHo9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWT4i8P2vibTF069lnW186OWRImC+aEYMEbg/KSBnGDx1rWooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKydE8P2uhNqMkEs802oXb3c8kzAsWbAAGAMKAAAPataigBksUc8LwzRrJFIpV0cZDA8EEdxTlUKoVQAAMADtS0UAFFFFAGRq2gQavqmj38s0iSaXO08apjDlkKYPtg1r0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcpcf8la0//sBXX/o+CurrlZwv/C17Aknf/YdzgY4x58GefyrqqACiiigAooooAKKKKACiiigAooooAKKKKACiiigArlPBn/IS8X/9h1//AEngrq65XwcF/tLxdtJP/E8fORjB+zwUAdVRRRQAUUUUAFFFFABRRRQByHxL/wCRPH/YQsf/AEpjrr65H4kBT4RG8kD+0LLkDP8Ay8x111ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLeCf+Zj/wCw5c/+y11Ncv4K2/8AFQ7ST/xO7nORjB+WgDqKKKKACiiigAooooAKKKKACiiigAooooAK5/U/+R18P/8AXG7/AJR10FYGp4/4TTQMk58m7xx7R0Ab9FFFABRRRQAUUUUAFFFFAEfkQm4FwYk84IUEm0bgpOSM+mQPyqSiigAooooAKyvE3/Iqax/14z/+gGtWsvxNj/hFNYz0+wzf+gGgBPDP/IqaP/14wf8AoArVrL8NY/4RXSNpJX7FDgkYP3BWpQAUUUUAFFFFABRRRQAUUUUAFc1qPhD7RrVxq2m61qGk3d3Gkd0bURMswTIUkSI2CASMjFdLRQBm6BoVn4b0W30qw8wwQ7iGlbc7MzFmYn1JJP41pUUUAY7eHbeTxcniKaaWSeG0NrBC2NkILZZh33HgE+gxWxRRQAUUUUAFFFFABRRRQAVz/jv/AJJ54l/7BV1/6KaugrA8c4/4V94k3Ehf7KuskDJ/1TUAamlf8gey/wCveP8A9BFW6qaXj+ybLHTyE/8AQRVugAooooAKKKKACiiigAooooAKKKKACiiigArzqD+1fiB4h1lV1q+0nQdJu2sEj0+TyprmdAPMZpMEhQTgAda9Frz8aZ4j8G+IdVvNC0tNZ0fVrg3ktotwsM1vOwG9lL/KytgHGQf6gGto9nb+GEv7qfxbeX+nRQ+Y6ahOsxt9vLNvA3Yx2Oan0PxtpOvX4soI762nkiM8C3to8H2iIYy8ZYfMOR78157H8PNS1u48TSp4fg8M2+paWLWGDz0kLzCTfvby8gA4APU1taFoF/ealbf2n4TvtPmhgliN/ca890sRdCp8pDI3XjqBge4oA3B8TPDBuxF9quPsxm8gX/2WT7KZM42+djb14znHvWnJ4u0a21LUrC8ufsk+nwC5mFwuwGH/AJ6If4l7HHQ8da4E6N4xfwGPAB8OW4TyRZnV/tSfZ/KB/wBb5f392O2OvOateL/Aur+MtSggMcFlZ6JCv2G4uVSVr6fg4cAkiL5QCDySc4OKAPQ9I1SHWtKt9Sto5kguE3xiaMoxU9Dg8jPUe1cPu1fx94m1i1g1q80jQNIuPsZ/s9hHPczgAuTJglVXIGB1zXa6Jc393o9vNqmnHT74ria38xXCsODtZSQQeo7461yE+l+JPCPibU9T8PabHrGl6tILi5sftCwywT4AZ0ZvlYMACQec9KANC20//hBLa71G88R61qenbFVba8H2qUSFgq7GVdxJJAxz1qxbePNFudD1TVT9rgTS/wDj9t7i2aOeHjcMoeeRyKyb7VfiBqej6g1n4bj0mVY1+zrJeRSzyNvXcV/gU7N+NxPOK59vC/iGey8eW6aNfL/bNnCbR7y9ilkd1j2FHbecMSSeu0AYB6CgDt9M8d6LqmoiyT7ZbySQNcwNdWrwrcRLjc0ZYfMBkfhz0pdE8daPr2p/2fbpfW9w8RngF5aPALiMEAvGWA3DkfnVDUtD1WXxJ4Ovba2Rk020u47h3ddsbvCioCM5ILL2z0rmtN0PxXd+JdC1LWdL1Fpha3VrqFxJeQsiNIFAaNFfCoMHGBuPGQcA0AWfFnxDtr+0sotAfVNjatbQHUYbeRbaQeaA6CXoQeR6H3rqZ/Hui22urpUy3yFrgWguzaSC2889I/Nxjdnj0riW0HxbF4V0TwkfDgkj02+tmOpQXkIikijlDbtjMHBK9Rg81P4r0jxfq1/deZpd5dx2uq29zYi3u4Y7c2yMjEbC4LS5DZ38ehHcA9H1yWSDw/qUsTskiWsrKynBUhCQRXHeHvHFrpng7womrSX13qWp2AljEULzyzsqqW6ZJPzD9T2rsdVhnvfD99BHEfPntZEWMsPvMhAGenU1w+geFtZsr3wBJcWexdJ0u4t70+ah8qRkjCjg/NkqeRkcUAdGnjvQD4Zm1+S6khtIJTbypLCyypMDgxGPG7fkjirug+IrbxBFM8FpqFo8LAPFfWrwPyMggMOQfauEu/BuvtZarcW1pEbyDxX/AG3ZW8sqhbqNUVcbgTtJ+bGehAzXVw6/4kl0a9uz4OmivIdgt7KS/h3XGThvmBIUKOeetAHT0UDkDIwfSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4f4sXmo2XgrfpV9LY3cl7bxJPExBXdIB27c9Kwbjx74gvtObwrb2RtvGi74ryTYfJt4lAJulPQhgRtHqfYZ6r4iaNqGu+G4bTTbfz51vraYrvVfkSQMxyxA4Arorq0jeO5ljgj+0ywmIyBQGYDOFJ9Mk/maAPP/AAZ4juH8OeBm1HW5xNfQXLzJLEJftWxS2WkPKbRz79K6PSPHujazBcXMK30FpDbtdC5ubOSKKWFfvOjEYYD8/auU0Hwlr+n2Xw/E2nL5mkQXq3iNMmEZ4yEBIJyCcD5c4707wtoniHTb/Vlt/DslhoUlhJt0a8vo5onuifuxFc7IyMg5456egB01t40sNa0LUrqz/tGwEFm1ylxc2DrmMqSsqBhhxxnGefxqva+P9Khj0+zkl1DUblrO3nuLm3092VFkUFXkCAiPdycdq57QPD3iODS/E2nRaXdado1xpzxWOm3d7HO0dwysCI2DHbHyBhj1545qneeGvE8EOhHR9Ams9ds7GztxqsN/GIiqqokjuI8/OoO7GAc8YNAHeXvjbSrLxA+jGO/nuYjGLh7a0eWO3Mn3PMZRhc9ajbx7oqa8mkyLfRtJc/Y0untJFt3n5HliQjBbII+ornPFWj+IJ/GceoeH9EmtL9ZYV/taK9jEE8AxvW4iJy2PmAwCehB7VS8Q6T4w1PV1nn0q9u1sNegu7QQ3kKW5tEcEAIXBMvXJcfQgcUAegL4k05pdaiDybtGAN38h+XMfmcevy1m33xB0GwsLG6Zruf7bZi+ihtrV5ZBAQD5jKoO1eepx+lc/qOl+JLHWfF62GhG/g8QQIYJ1uo41hcQeWyyBjnqMggHOe3bm72DUbO88PabYR6vHqFh4fhsdcOkxRzyxKUXZGd/yZyJCGUlvQUAd1N8TtCgsre7e21YwSwC6d00+VhDCSQJJCB8qnaSD3AzXXwTRXMEc8Lq8Uih0dTwykZBFeT3drqGu+G4dP8LWt7c+F5NEe1tFhuEt2W5XdGRcbyrkDAGBkE5yCK6rwzqmrWlzoXhy80VrdF0YSTStOrNFJGVj2sFyMEYIOeeR2NAEvjvXtR0u30zTNFMaatrF2LS3mlXcsAwS8hHfaBwPf8Kpp8PdQhCzxeO/E328YYyS3CyQlv8AriV249v1rS8a+G7vXrGyuNKuI7fWNMuVu7KSUEoWAIKPjnawJBx7Vmf8JJ49liFvH4Djiuz8pnm1SI26n+98vzke2M0Aac/j3RbbXV0qZb5C1wLQXZtJBbeeekfm4xuzx6VFqfxE0TS7/UbKWPUZpdNKm8NvZvKsCsobezKMBcH9D6GuV8V6R4v1a/uvM0u8u47XVbe5sRb3cMdubZGRiNhcFpchs7+PQjvt22gaqbzx9NJZbF1eOMWYMiHzCLbYRwePm45x+VAGnrHj/RNF8ppRfXEL2y3bz2lpJNHDA2dsjsowqnB9+Ksax4y0nRhYqxuLy4v132ttYwNPLKmMlgq/w4I5NcPf6D4vk8L2Ggf2fdSWY8NpamO1u4ott6I9hEzbgWQcYCkg85BFXbPSPEekXnh/xDb6E11cQ6IulXenNcxJLFtYMHVidhyQcjcOCKAH+FPGyw6HrOpal/atz5viC5trS2FtJLcBfvLGI8ZXaobg4xg12ug6/YeJNMF/pzuYt7ROksZR43U4ZGU8gg9q4DT9M8ZWHh+9eDS7i1nv/EU15c20NxAbgWknJ2OW2Bs4HUHGcY61vfDrStT0a21y21HTp7RZtUmuoGmuVmMiSYIywZiWGOS3UnvQB2lFFFABRRRQAUUUUAFFFFABRRRQBylx/wAla0//ALAV1/6Pgrq65S4/5K1p/wD2Arr/ANHwV1dABRRRQAVna5p91qmky2VnqU2nSylQbmAAyIu4FgueASMjPbOa0aoa1dX9no9zPpenm/vlQ+RbCRU3t2yzEADueenSgDjfCY1DRfiFq3hk6zf6vpsVhFdiW/l82W3lZyPLL4GQVG7B9vfOXZyS6L8U9L0LSfFOr6vIyynWLTUJ/OWFNgZHBIAQkkcL69queAIvFWlvPFq3hKSK8v3e5vtVl1GCTzJdp2jYhJCjhQB0H40yLTfEvibxxoWq6l4Xh0FdJaSSe6+1xzPcbk2iNdnO3ud3b9QDe+J93eWPw61a50+e4t7pBFsltyRIuZUBwRz0JrnF8SaXoHw68Q+IfD3iXUddeFFVf7QuDK0EpO1flZQV5cEgjnFddd6x4kisbue28LefPBetDFbm/jU3FuBxMrEYUk4+Q89ea4weBtZ8VxeML3WLGDRZdbtore3s1mEpVovmWSVl4JLY6c4zQA95dV+Hev6K1/ruo6vaapbzrepeS7xHPHH5gaLj5VOGXb0xjrWbb33iDS/Dmg+PrrXr64fULuE3unu+bVbeZsARpj5WUFTnPPOa3IdF8SeMNd0mbxRpCaZZ6TbzK4W5SU3c8ieWWXb91QMkZ5yazrTwv4su9J0TwZqOmwxaTpd3HJNqq3KsLqCJt0aLGPmVj8oOemPegD1qvMPD/iy/074J3viK6nku722+1lHnYuSwmdUBJ7D5R9BXoFld38+pahBc6Yba1gZBbXPnK/2kFcsdo5TB4561xegeCr2b4RXfhbVYxaXVz9qHLK4QvK7IxKkg9VOKAKFqNZ8Ga54Xnv8AxBqGpwa2Tb6hFeSB0jmMe9WiGBsGQRjpisY6tr6+CF+KB1y/3m6Ex0rzB9l+yGby/L2Y+9t539a6LT9J8U+Idb8OnxFpEWnWmghpJJBcpL9tn2bFKBeVUctzzziskeEPFLeGE+HbabF/Ya3eTrH2lfmtBL5u3y/veZ/D6e/egD14EEAjoa5XwZ/yEvF//Ydf/wBJ4K6vpXKeDP8AkJeL/wDsOv8A+k8FAHV0UUUAYvi3X08LeFNS1t4/N+yQl1jzjcxOFH0JIrmLHwNrmq2ceoa94y16HU5lEjQ6bci3t4CediptO7HTJznFdb4j0O38S+Hb/RrpisN5CYy69UPZh9Dg/hXJ2OseP9Gso9OvfCKaxPAojS/tdRiijnA4DMr/ADKcdeDz0oA0fEuqXvg/4fyFr2TUdXKi0tJXQK888h2x8DjIyCfXaar/AA41LUhZ6h4b166a51nRZ/KlndiWnicbo5Mnk5BI/wCA1R1LwzrXjbWtGj8UWItNLsbd7qVbS74e6ZtqKCpD/InO7jknHFPh8Ct4V8ZaVrHhqC5mt599pqsc12ZG8ojKSAyN/Cw5AycHgdaAMnwT4fv/ABT4ek1W58X+JYLpru4jUQX37tQkrKuFZT2Arp/Bes6o+p614a1y4S71DR3iK3iIE+0wyKWRio4DDBBxxXPeFH8beFdEfSU8DvdkXU8qTnVLeNCHkZhkZJHB9K6fwd4c1DTLnVda1yaGXWtXkR7hbfPlQog2xxrnk4BOT3J/EgEfxL/5E8f9hCx/9KY66+uQ+Jf/ACJ4/wCwhY/+lMddfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy3gn/mY/+w5c/wDstdTXLeCf+Zj/AOw5c/8AstAHU0UUUAFFFFABRRRQAUUUUAFFFFABRRVPVtOXVtLnsWurq1WYAGa0lMUqcg/Kw6dKALlc/qf/ACOvh/8A643f8o6uaBoaaBp7WaahqN8DIZPN1C5M0gyAMbj246e5qnqf/I6+H/8Arjd/yjoA6CiiigAooooAK43w3qF5cfErxvZzXUsltamx+zws5KxboSW2jtk8muyrk/D+jahZfEHxhqlxb7LLUTZfZZN6nzPLiKvwDkYPHIHtQBwUmqeILnwZd/EyHXb9Xiu3lg0sSAWptEm8soyY5YgMd3Xp0reuRqfjvxfrdlZ69qOk2Wj28At/sMnlmWeVPM3ycfMoG0belZknhLxVH4cuvh9BpsX9iz3jFNY+0piK1aXzWXy/vF+SvpzW3f6Z4l8L+K9X1Pw1o0eqW2sW8KlDcpCbWeJSisd33kK4zjnIoAu+H/Gc938Ix4rvI1a6t7GaSZAMB5Idynp0yU/WuatJde8Nx+EfEl74gv7867dQW2o2c7gwIbhSUMS4+TYcDjrWppmiXOj6Jpvw4mtlntL3SLr7VfxyZMcrH5/lx93MnBPX8DVTT9B8WasfC+ia3pUNnp/h6eK4lvluVkF40KlYtijlQeCd2KAKl7Nr3iG08W+KLPxBf2J0O6ng06zgcCBxbjLGVMfPvORz0pL/AFbxJqU8GvW51aCG4gs7yweCVVsIYSitcfaQT2+fqCcbcVav/D/i3TI/E/h/RtLhutP1+5lni1BrlUFn54AlDofmOOSNuev4V0t14cnmttE8LRxMNAs7eP7ZMxH+kCIBUhxnOCRubtgY/iNAFzws99qhufEF488cV9gWVm7ELDbjO1ivTe+SxPUAqvar3ib/AJFTWP8Arxn/APQDXF+D/D3iTTvEtvcX8N1CUjnXUryW/wDOj1B2YeWY49x2Y69FwOOa7TxN/wAiprH/AF4z/wDoBoAPDP8AyKmj/wDXjB/6AK5fWLvVvFHji48Labqc2lafp1vHPqN1bYE8jSZ2RoxB2DAyW69q6jwz/wAipo//AF4wf+gCuc1vRdd0jxg/irw3bQ6gbq3W31DTpJhE0oQ/JIjngMAcYPGKALmjeHP7F1tGg8XateJhllsdQuluN/HBBI3KR16062+IWg3eqRWcTXflTTm1hvjauLWWYEjYsuNpOQQOxI4Jrl7Tw9qms/ErSvEcnhBdBitluTeXD3UTy3LSRbF4Qn7vqT3qjoPg3VNJgsdCv/Ct1qEdlcqY9QGuyJalVfcsvkeZww4O0LyR70AdpqPxG8OaZfXNrNNdSLaP5d3cQWkksNs3pJIqkAjv6d605PFGlRaxY6bJcbJL+Az2kxH7qcDkhX6E45x6c1xVrY+LfDWl6r4csvDUWqQXU9xJbah9rjSPbMxP75W+bK7ucA5AwKbq3gHU9V8MaB4GdVXS7O3R7zVjsZt6DASFSdwJPViAAvGTkigDvNC8QWHiO0lu9NaSS1SZoVnKFUlKnBKE/eXPGehrj7nxhaaH8WNTtda1tLPT/wCzIGgiuJtsfmF2yVB4ziui8GRatZaBHpmsWENtNYf6PHLblfKuI1GFkVQcpkdVIHPSs+Lw3PL8UdT1e8sIpdOm02GCGWTY2ZFdiw29RwRzigDMHjGy1v4p6BaaHrkd3ZGzumuYrafchYbdpYDjPXFa0vxM8MRXbRNdXH2ZJvIe/FrIbVZM42mbG3rxnOPeotR8MTN8RdE1KysY4dPgsrqG4mh2IVZwoXjqeh5AOK5mLRvGFp4Dl8Ax+G7eVDC9mmrfa0EHlMT+8Mf3wwB6YPPOaANfWdVv4vFPjCGK9nWG28OLcQIshAjk/e/Oo7Hgc+wqWx+IOnaN4Y0T+1jqU8x0u2uLy6itJJkhDoPnlcDAycn1qGbwlqkOpeIBBC01vP4bj062maRQZZVWQYIJyOq8njnrWRq/h/xhc+GI9A/s+6ktB4eitoo7W8iiVbsR7XEx3BmHCgBSVPfPUAHbap450nS9U/swx315em1W7WGytXnLREkbhtHTg9fb1FLceOtAg8PWOtrcyT21+wSzjghZ5Z3OflVAMk8HI7YrI8M6Nq8XjKLVrzTntbf/AIR+3sjvljYrMkjEqQrHsQc9OetYul+EfEOkaF4Uv49OSfUtEur5pNOadFMkU7vyr5KhgCpGT3I4oA2/BOv3Gu+MfF5f7fFawvaCC1vY2jaDMXzfI33ckZ9+tZPxE1KK38daDZaj4lvtD0qazuHlltbswbnUrtycEHqe1bng2y1n/hKfFOs6rpEmmJqT2pgiknjlYiOLY3MbEdR+tU/GOm62PHWia5pvh7+2ba1tJ4ZYvtEUWGcrj/WEZ6HpQBY+F+qX2q6HqElxqEupWMWoSxafezgCWeAYwWwBnnPJAJ9Kms9QvNI+Jt7o97dSy2Or24vNO81yRHJH8s0S59tr46Dmsrw/pniPSLzxL4mHhyC2mvUhFtoVvdoN7JkF3kA2Bjnt6Vp/EXwxqHijwzCdKf7LrdrIstrIHAKbhskXd6bWb8hQA7wRqF54hv8AXPEL3MraZPc/ZdNh3ny/KiyrSgdMu+7n0ArsqwhazeFPCVrY6FpZ1BrOOKCK2Eywl1yAzFm4zjLH1rdoAKKKKACuf8d/8k88S/8AYKuv/RTV0Fc/47/5J54l/wCwVdf+imoA1dK/5A9l/wBe8f8A6CKt1U0r/kD2X/XvH/6CKt0AFFFFABRRRQAUUUUAFFFFABRXPaF4Si0HUJ7xNZ1u9MqFDFf3zTRrkg5VT0PGM+lFAHQ0UUUAFFFc1d/EDwrY60dIudZhS9EgiZAjsqOeis4G1T7EigDpaKydb8UaH4bEJ1nVLWy84kRiZ8FsdcD0GRzWnDNFcQRzwSJLFIodHRgVZTyCCOooAfRWfZ65pmoarf6Za3kct7p5QXUS5zHuGV9jx6VekkSKJ5HOERSzH0AoAdRXFxfFnwNKV26/EqscB5IZUX/vplArqn1Kwjs47x722W1lKiOdpVCPuOFw2cHJIx65oAtUUUUAFFRzzw2tvJcXEqRQxKXkkkYKqKOSSTwAPWqsGs6dc6mdNgukkuxbrdbFyQYmJCsG6EEg96AL1FFFABRUMt3bW88EE1xFHLcMVhjdwGkIGSFB6kAE8VNQAUUUUAFFUrLV7DULy+tLW4Ek9jIIrlApHlsRuA5HPB7VdoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqGsa1p3h/Tm1DVbpLW0VlRpXBIBY4GcD1NXRIjRCVWDRldwYHII9aAHUVT0vVLLWtMg1LTpxPaXC7opApG4Zx0IB7VcoAKKKZLIsMTyvu2opY7VLHA9AOT9BQA+is2w8QaTqeif2zZ38MmnbGc3GdqqFzuznGMYOc1NpWqWetaZBqOnymW0nXdFIUZNw9QGAOP50AXKwdV8HaRq+oNfzLd2946COSazvJbdpUHRX8thuAyetb1U9R1Wy0mOCS+nEKTzpbxkqTukc4VeB3NABpel2Wi6bDp2nW6W9pCCI41zgZOTyeSSSSSeSTVyikJCqWPAAyaAFoqlpOrWOu6XBqWm3AuLOcExShSNwBI6EA9QaNO1ew1b7X9huBN9juXtJ8KRslTG5eRzjI5HFAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5S4/5K1p//YCuv/R8FdXXKzsP+Fr2C7Rk6Hcndzkfv4OPT/8AVXVUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFUv7XsP7c/sX7QP7R+zfa/I2nPlbtm7OMfe4xnNAF2uU8Gf8AIS8X/wDYdf8A9J4K6uuV8HEHUvF2FC41xwcZ5/0eDmgDqqKKKACiiqMGr2Fzq91pUNwGvrREkni2nKK+dpzjBzg9KAL1FUZtY0+31eDSpblUvZ4nmjiIPzIuNxzjAxkdTWTpfj/wtrWrrpWnaxFcXj7hGio4WTaCW2MRtbABPBPSgDpKK46b4qeCre5mt5dcRJIZGjkzBLhWU4IJ246+9dRYahZ6rZR3thdQ3VtKMpLC4ZW/EUAcz8S/+RPH/YQsf/SmOuvrkfiQwXwiCVDD+0LLg5/5+Y/SuuoAKKKKACiiigAooooAKKKKACiiigAooooAK5bwT/zMf/Ycuf8A2Wuprl/BRB/4SHCgY1u5HGefu80AdRRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXP6n/yOvh//rjd/wAo66CsDUyB400AYBzDd8+nEdAG/RRRQAUUUUAFFFUrXV7C81S/023uA95YeX9piCkeXvXcnJGDkc8UAXaK56Xxz4Zh8Rr4fk1iBdUZxGIcNjeeilsbQx/u5z7U/wAQeNPDvhaeCHWtUitZZxuRCrMducbiFBwvucCgDeopkUsc8KTQyLJFIoZHQ5DA8gg9xWDpfjnwzresy6RpusQXF9HuzGoYBtvXaxGHx/sk0AdDRXPap458M6LrUWkajrEFvfSbcRMGO3d03MBhM/7RFTX3i/QdN1mPSLvUo4r2QoBGVYhS3ChmA2qT2DEZ7UAbdZXib/kVNY/68Z//AEA1ai1Ozm1S402Kbfd28aSTIFJCBs7ctjGTgnGc45xiq3ibjwprHGf9Bm4/4AaAE8M/8ipo/wD14wf+gCtWsvw0QfCukEAKDZQ8DoPkFO1vxDpHhyyF5rF/DZwE7VaQ8sfRQOWPsBQBpUVzuieO/DPiK++xaZqqS3e0sIJI3icgdSFcAn8K6KgAooooAKKKpR6vYS6zNpCXAN/BCs8kO05VGJAOcY6g96ALtFUptXsLfV7XSpbgLfXUbyQxbTl1TG45xjjI61doAKKzZ9f0u2u721mu1Weythd3CbW/dxc/N05+6eBzxVyzu4NQsbe9tZBJb3EayxOARuRhkHnnoaAJqKKKACiqdtqtjealfafbzh7uxKC5j2keXvXcvJGDkc8Vm6/4z8P+F54INZ1AWstwpaJfKd9wHU/Kp9aAN6iqGka1puv6el/pV7Dd2rkgSRNkZHUHuD7GnWWr2Go3d9aWtwJLixkEVzHtIMbEZGcjoQcgjg0AXaKpQavYXOr3WlQ3Ae9tER54gp/dh87cnGMnB4zmrtABRRRQAVz/AI7/AOSeeJf+wVdf+imroKwPHJA+H3iQkBgNKuuD0P7pqANTSv8AkD2X/XvH/wCgirdVNLOdJsjjH7hOP+AirdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmN0b/4bXWoXN1bQ6l4P1G+a5nkAHnWLysMlgeJI9xHPUfhz6dXF3Xw1068upRcavrUmmS3BuZNKa7zbM+7fjGN23dzt3YzQBxnxF1HUH8Y3eoeGLSS7m0vTHsdYleASRQRSEMNgJBaRQSxA4xwe9dJ4Z8W6JpPw9vLjThcTaJoNuIYb2b5ReMqc7AefvEL6ZOB0rR1X4baZqur3t9/aWr2ceobTfWlndeXDckDGWGM8jg4IzTI/hhokNq9hBc6hFpL3sV6dNWVTAHQ52gFS2xiASu7qBjFAHmHhvV08Na5oWv3Fpq0N5fySQ+IJrmxlihJnfcjbmGBscge46V71qf8AyCrz/rg//oJqLW9HtPEGiXmk36lrW7iMUm3ggHuPcHBHuKkgsFh0iPTnnmmVIBAZpSDI4C7dxIAG4/SgDlvhhDFcfCjQYZo0liez2ujqGVhk8EHrXE6fqH9jeGPENvp0NvcaRaeKIraxWeMSxorSx71QHjCsxIPY811lp8KbSz0+LTo/FXin+z412C1F+qIV/u/KgOPxrdufBejTeGrbw/BC9np9tLFNGlsQCGjcOMkg5yRyTycnmgDnU8S66vxJl0jUL+2022M4WxtJ7Ilb6HaMsk+7HmZz8uPTrSeE7vxRea/4muL3XYJrKw1CW3+yizxnESldrbztAyOMHODzzW1c+BLW912DUrvVtWuIbe8F9DYSzqYI5hnDAbdwAJJC7sVJH4LtoPEN3q1tqep26XkhlubKOZRBLJs2biCuc4xxnGQKAORstb8Xap8NZ/FN/daU9m+jXEr2DWZbeyxsVYsWwQSOVxjHHJ5qvax69qnj+J9F1Cy0yaTwxZySO9p5q8u5Cqu4BRn64HSu+t/CVhbeCD4TSa5NgbN7PzGZfN2MpUnOMZwT2/Csy9+HlrcX1veWeuazps8NjHYM9nMimSJM43ZQ88nkYoAydF8datqVz4UguI7eKa8vb2y1FY1yrPAj8oT0BKg/pVDxh4q8RLpvjGPT7+K0/szULO3icQ7n8uURhgDkYOXznngYGDyOrn+H+kHRNL02xlu9POlyma0uraQecjnO4ksCG3bjnI5zUY+HOknStbsJ7zUrldYkjluZppwZBIgXaysFGDlQe4z0AHFAFTU7zUtG1rwha6rcWWozz3Vz5t0LIRlVWF2GwZYqeMEg8ispPFPjO58IyeOLd9JXS1je6XSnhbzGt1JyTNu4k2gnAXFdVb+DYEuNKubzVtUv7nTbiS4ilupEJYvHsIbCgbQDwBjn1rLf4W6SyvZrqesR6LJIZG0dLoC2OTuK4xuCE87Q2KAKx13xH4h8WXWm6HqVpp9mumW19HJPaea+ZN2BjcABwM9cY4610fgnXpvE/gzS9YuYkinuYsyon3QwYqce2Qas2vh2ys/EV1rcLSi4ubaK1aLI8tUjJK7QBkH5j3p3hzQbXwxoFro9lJNJb2wYI0xBc5YsckADqT2oA8yutcvfDifE7VtOMYu4NQtfL8xdy/MsanI+hNdBN4n1zwv4gu7XXbq11G1/sefVENtbmFomhI3Rj5mypB4J5rWv/AGlaha+ILeW4vVTXJop7ko6go0e3Gz5eB8oznPetO98NWGoa9Fq1z5jyx2ctkYSR5bxyEFtwxkn5cdfWgDH8It4u1CGx1nVtU057O+gExsILQqYQy7kCybjuPIzkeuK7CuW0DwPF4cuoWs9d1qSxgDLBp89yHgjBGMfd3EDPAJOK2tG0w6PpUNib+9vjGWP2i9l8yV8sTy2BnGcD2AoAv0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwvxchjuPAwhlQPHJqFojqehBmUEVQ0+6n+HWpL4b1OZ5PDl4SmkX0hz9mcj/j2kPp/cJ+n07TxBoFr4k0xbC8kmjiE8U+YWAbdG4YdQeMjmpta0aw8Q6Pc6XqcCz2lwm10P6EHsQeQexoA8l8PeJ9Q0r4f+BtF0xmgn1G3mkkulsZLtoo4zztiTliSw5PAGa3U8Z+I9P0q21LVbdlsrLVBaX88tjJbefbSABLhUflNrMAw5HWt1vhzpI8PaRpMF5qNu+kZNlfwzBbiLdnd8wXBBBwRjBq/B4Stl8P6hpF9qGo6nFfqyzy30wd8Mu3C4ACgdRgdeaAOEHxbuopNfmntU+yyRs/h0hf+PwpJ5JHvmQq2P7pPpXqGlreppVoupSJJfCFftDRrhTJj5sD0zmsZ/A2iPB4dha3JTQHV7Pp1C7fm4552t9VFdJQB5H4i8Kwn4lWOgQXc1voXiDzL/UbCPhJZIcE4PVQ5K7gOu38uq1rVtXfxVa+EvDjWVi6WH22e6uITIsUW/wAtEjjBXJyD1OABW3d+HbS88Tadr0kk4urCKWKJFYbGEmM7hjOeOMEVV8QeELTXr221Bb2+03UrZGjjvLGUJJsPJRsghlzzgjrQBx+peOvEWl6LrtncR2Umu6Pe2cJlhUiG4jnZdpwSSrEEgjnB5p3jWPXLHRtPl1/ULS8T/hILCSL7JatGY18zLLjcxbHbufxwOhT4daOuiXGmvcX8r3V1Fd3N7LMHuJ5I2DLuYjGPlAwABjpitrXNBtfEEFpDdyTItreRXiGIgEvG25Qcg8Z6/wA6AMjwVr2oeKoLnXXMMWkTuU0+2UAybFJBeRgeGJH3ew65NdRKC0LgckqQK5LVvAkMlvrraNfXenz6tCRJDDN5cPn9psBSyt0ztI3DqM811VrC1vZwQPK0zxxqjSv1cgYyfc9aAOM+DrBvhPoODnEcgP1Er5rkLPWNa0bRfE15pAKQP4vuxeXaWpuWt4MLmQRgjcMgAnsM8V2c3w2s1ubl9K13XdHt7qQyTWmn3QSIs33ioKkoT/skVePgeyttDstL0i/1HR47RmZJLKYB3Lfe37gwfJ55HX0oAyL7W9Xl8N6PdWfizR4vtKyE3kVi8zXbA/IsUIbOcZ3AZII4Fb3gfXp/E/gvS9Yuo0juLmImRY8hdwYqcZ5AJGcVnW/w50yxg0dNPv8AUrOXShMIp4pELyCU5k37kIOTzkAY7YrY8L+HLfwpocekWl1dXFtE7NGbllLICc7QVUcZz155PNAGzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBylx/yVrT/+wFdf+j4K6uuUuP8AkrWn/wDYCuv/AEfBXV0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcJ/zXs/9ix/7dV3dZP/AAj1p/wl3/CS+ZP9t+wfYNm4eX5fmeZnGM7s++MdqANauU8Gf8hLxf8A9h1//SeCurrlPBn/ACEvF/8A2HX/APSeCgDq6KKKACuD0P5fjN4sU8FrCyZR6gBgTXeVzfiDwZY69qMGqJeX+m6pBGYkvdPm8uQx5zsbIIZc84IoAwfEVrHqHxb0iykZgkuiXiS7TgqrFVz7VH4dvNT8Hajo3hHxFaW9zZnMGkatAuASqHCSIfuPsyMjr78mt7SfAemaY1/NPc3+p3t/Aba4vL+ffKYj/ApAAVeegA/SodM+H1nYarZ391rGs6obHJs4tQuRIkBIxuACgk4JALE4oApfCoBvDmqggEHWb0EH/roag8HRQWHxL8YabpSqmlIttM8UfEcNyyneFA4BIAJA7ip4vhhb2z3Is/FPiezguJ5Lh4La9SNAztlsYjyOvrmun0Dw7pnhnTvsOl2/lRFzJIzMWeVz1Z2PLE+poAxPiX/yJ4/7CFj/AOlMddfXIfEv/kTx/wBhCx/9KY66+gAooooAKKKKACiiigAooooAKKKKACiiigArlvBP/Mx/9hy5/wDZa6muW8E/8zH/ANhy5/8AZaAOpooooAKKKKACiiigAooooAKKKKACqOsaxZaDpU2p6jK0VpDt8x1jaQjLBR8qgk8kdBV6igDN0LX9O8SaaNQ0uZ5bYuU3PE8ZyOvDAH9Ko6n/AMjr4f8A+uN3/KOugrn9T/5HXw//ANcbv+UdAHQUUUUAFFFFABXCeFf+Sr/ED66d/wCiDXd1k6f4etNN8QaxrUMk7XOreT56uwKL5SbF2gDI4POSfwoA8iWOGT9m3U764wL97ma6ml6OLkXRAOeobhR9K63wtEmofELxw2qxo8wt7GBkkHCwtAWZf90sWz9K05fhnos2sPeNc6iLOS6F7JpYn/0R5853lMZ684zjParPiLwFp/iHUjqBv9S065kg+zXD6fOIvtMWfuPkHPU8jB560Acp4Vur1P2cZZ4nczxaZeiB/wCLaplCEfRQMfQVBqdvbWXg74Wy6cqLMmo2CQsnUpJGfN/Bhkmu2TwmltrulS2UzW+kWOnyWTWAkJjlB27cp04AbJPJ4qpo3w30jRdVtb2O71K5ist/2CzurjfDZ7uvlrjPTgZJxQByVhb2t54B+J81+qNM+o6iJmfqPLT90P8AgOARRNojjwTp2s3Oo3ZfVrXTzdaWqITf3SxoI1DkbkyVXdjspPHNdbq/w20fWNVuryS71K3hvWR76xtrjZb3ZXoZFxnsM4Izit6XQ7abW7PU5GcmyiaO2g4EcTNwXAx97b8o9ATjqaAOY8Ca5pB/4lyXE8+p3jSXU17JbPHFfSggSNC5GGVeFAHRQPrXS+Jv+RU1j/rxn/8AQDWbo3gXTdE1KC7hur+aO1WRLK1nlDRWiucsIwAD7fMTgcCtLxN/yKmsf9eM/wD6AaADwz/yKmj/APXjB/6AK5G0ih1H446p/aaq8unabA2lxychVcnzZFHruwuevauu8M/8ipo//XjB/wCgCqviPwfpviWW2uZ3urTULXP2e+spTFPED1AbuD6EEUAULrxbFb+ObHQ77QLqKSfzjZ37iNkcRx7nK4O4ccdB1rk9D8eeJ9VOm6zHDPcWV9dKjabFo1xiGBm2iQXONrMowx7dQK63TPAVvZa9aa1e63rOrXtmrrbG+uFZIt67WwqqoyR/So7P4d2enXYaw1vW7XTxP540yG6C24bduKgbdwUnqobHJoAyode8Y+ILHUde0SfSrbT7SaaO2s7mBne5WJirF3DDYSVOAAccZpNW+IV3pfh/RfGphWTw7eQKLuz4E8Mjj5WQkjeM/KR6c+uNO9+Gun3Nzem31fWbCyv5Gku7CzuQkEzN944Kkru77SM1pyeC9Im1HTLmVJHttLg8mzsGKm2iOMb9uMltvAJJAHQZ5oAf4QutY1DQYtS1l7cTXn7+KC3wUgiblE3fxnHVunpXF311r1r8Z9WbQdNtL6U6TbiRbm5MIVd7YIIU5ruvDvhy18MWc1lYT3Js2laSK3lcMluDyUj4yFzzgk4p0Hh60g8U3XiFZJzd3Nslq6Fh5YVCSCBjOefWgDz8X2vS/Fzw/L4h0y0sDHp94YxbXJm3DC5z8ox2qdPFPjO58IyeOLd9JXS1je6XSnhbzGt1JyTNu4k2gnAXFdzdeHrS88S6fr0kkwurGGWGNFYbCsmM7hjOeBjBFc4/wt0llezXU9Yj0WSQyNo6XQFscncVxjcEJ52hsUAYWoXceoeIPGF7EGEdx4SilQMMHDLKRn86r3niLW/D/gXRruw1rTYEtdCt7iPTms3uJrnbECxYqcxpxjdjHXJFd/ceENOuL/U7svOjajp406VIyoVIhuwUG3g/OeuR04rJuPhppk8LQR6nqlvDLpkel3CRSR4nhRSqlsocMAT93APp1oAqTa54k1rxiuj6Rf2mnWz6LDqBkltfPdXd2GB8yjHA6+nTnila+Ode1vQfCltYiztdZ1yS5iluXjLxQC3LCRlTIyTtGAT3rrdI8I2mkarHqa3l5c3Saemn7p2TDRoxYEhVHzc49MAcVTX4e6Qnh+x0mO4v4jYTyXFpexzBbiF3dmbDBcYO8jBBBGM560AZPgOC+tvHnjeHUr1L27WSy33CQeSH/ccfLk44wOvaq3jOXVofit4afRbW2ur3+z7sCO5mMaYyuTkA11fhzwlB4cvNSvF1LUdQutRaNp5r50ZjsUquNqL2P6VD4j8FW3iPVrLVDq2q6deWcTxRyafMkZKvjOdyN6UAYPwzaSx1LxJpWqQfZtee9/tC7ijwYNso+UxEHkYXnPOaXxTew+B/HNp4qnYx6TqdubHUWA4WRAXhf3JAZPyrXsvAFhp+napBb6nq4v8AUwouNVa6zdnb93D4wuOnA71ra74d0/xJoMmjamjzWsmzdk/MSpBBz65H86AMP4b2Nwvh+bXdQTbqWuztqEwPVEb/AFSfRUC/ma7Ks/V9KGq6W1il7eaeCyETWMnlyKFYHAODgHGD7E1oUAFFFFABXP8Ajv8A5J54l/7BV1/6Kaugrn/Hf/JPPEv/AGCrr/0U1AGrpX/IHsv+veP/ANBFW6qaV/yB7L/r3j/9BFW6ACiiigAooooAKKKKACiiigDmrTx94cvtWudMt7yZru23CVDaTKBtbafmK4PJ7GiulooAKKKKACiiuJj8capfajdDSPCtxf6VaXbWk16t3Gj70ba5SI8sAfcZ7UAdtRXLeI/Gn9iatFpNnpF3qt+1q97JDbuieXAp2lyXIyc8ADk1t6Lq9rr2i2erWRY213Esse8YYA9iPUdKAL1FcloHj6w8QeMNa8PQQskmnf6uYtkXAB2yFRjja/y9TmupuJfItpZsbvLQtj1wM0ASUV53o3xPuLyDRr3VPDU+n6XrEy29pepdJMvmMSFDqAGXJBGcV6JQAUUx5Y43jR5FVpG2oGOCxwTgepwCfwNPoAKK5zxH4tHh/TdavG0u8lXTLdJy7Lsin3Ejaj85IxzxxkV0CyboRJjqu7H4UAPorE8IeIl8WeFbDXFtjbLdqzCEvv24Yr1wM9PStugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5/wAaeKU8HeG5dZezkvFjljjMMbbWO9gvHB556d6v6TrdhrmiQ6vps6z2k0e9GH6g+hB4I7GgDRorG8Ka+vijwvYa2tubYXce8RF923kjGcDPT0rZoAKKKZKZFicxIryBSVVm2gnsCcHH1waAH0Vxlt8SNLHhnUdU1OGSwu9MkMF5p7sGlSXPyovTdv42kcH8DXS6Nd3l/pFtd39gbC5mQO9qZN5iz0BOBzjGeODxQBeoorF8SeIF8O21jM1sZ/td/BZAB9u0ytt3dDnHpQBtUUU122IzYzgE0AOorE8I+IV8V+FbDXFtjbLdozCEvv24Yr1wM9PSk8N+I18RHWNtsYP7N1ObTzl93mGPb8/QYzu6frQBuUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHKXH/ACVrT/8AsBXX/o+CurrlZ2b/AIWxp65O06HckjPGfPgrqqACiiigAooooAKKKKACiiigAooooAKKyfEOrXukWEcunaPPqt3LKIo7eF1QZIJ3M7cKoCnn1I9aw9J+IEE+na5LrenTaPe6EA1/avIJdqspZWRhwwYA496AOyori9A8d3Opa1aaZrHh+40aTUYGuNOaWdZRcIoBYEL9xwpB2nPFUx8Twbtbr+w7j/hGWvfsI1rz12+Zu2bvL6+Xu435/CgD0CuU8Gf8hLxf/wBh1/8A0ngrq65XwazNqPi4Ekga44GT0H2eCgDqqKKKACiisOx8Rre+MNW8Pi1KNp8EMxm35D+YDxjHGMetAG5RXO6r4sg0jxNa6RcW58uaxnvXuA/+rWLGRtxzwfXtVHw74v1nXbixmfwncWuj36GS3vjdxuQu0srSRjlAwHHJ5IFAHYUV5/YePvEWri7n0vwS93Z211LbeaupxIzGNipwrAeldJ4Z8U2Xii0neCKe2urWTybuzuU2SwP6MPQ9iODQBmfEv/kTx/2ELH/0pjrr65H4ksy+EAVJB/tCyGQf+nmOuuoAKKKKACiiigAooooAKKKKACiiigAooooAK5bwT/zMf/Ycuf8A2WuprlvBRJ/4SLJJxrdyBn/gNAHU0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz+p/wDI6+H/APrjd/yjroK5/Uyf+E00AZ48m7/lHQB0FFFFABRRRQAUUVh6X4jXU/FOv6GLUxtpH2fMxfPm+ahfpjjGMdTmgDcorz+f4niG7muhodw/hq3vPsU+s+eoVJNwUsI+pjDEDdmr/iDxxdabrU+laLoE+tXNnbi5vvLnWIQRnO0Ddnc5AJCjtQB2NFZmm6/p+qeHIdegmxp8tv8AaPMfjamMnd6EYOfpXLaN8R5NR1HTFvfD9zp2l6wxXTL+WZW884yoZBzHuAyMk5oA7yiuD1j4kPp9/qX2Pw/c6hpOkSCPU9QimVRA2AWCIeZNoI3Yxip9R+IS2moXH2bS2u9Ks2tlvL5bhV8szhShSMjLjDqScjrxnFAHa1leJv8AkVNY/wCvGf8A9ANJpmt/2rq2pW1tb5s7FxAbsvxJN1dFXHReAWz1JGODTvExI8KawQcH7DN/6AaAE8M/8ipo/wD14wf+gCtWsvwySfCmjknJ+ww/+gCsPVPGWpJ4gvdH0Dw3LrE2npG16/2tLcRlxuVV3Z3Erz2HvQB2FFc1rni4aNZaSV0q7udS1VhHbaepVJN23cwZmIVdo681c8M+I4PE2lveQ281tJDPJbXFvNjfDKhwynBIP1BoA2aK5KXx9YQ/EaLweYW814N5ud3yrKQWERGOpQFuvoMV1tABRXA2vjzxDqdzqY0nwW97a2F9NZNMNTijLtG2CQrAex69+tbeh+MrTXNO1CaOyvYb7Tsi702SP/SI2AJChc4bcB8pBwaAOjoqGzuPtllb3PkzQedGsnlTLtkTIztYdiOhHrT/ADY/O8nzF83bu2Z+bb0zj0oAfRRXNHxev9qaDZHS7yA6tPcwj7UPKeLyVZtxXnIbbxyOCDQB0tFFHSgAoqhearHa2ltcw29xexXEscaGzQSYDnAc8/cGck+lX6ACiiigAorDXxGreOZPDP2Y7k05b/7Rv4IMhTbtx7ZzmtygAooooAK5/wAd/wDJPPEv/YKuv/RTV0FYHjlivw+8SMpIYaVdEEdR+6agDU0r/kD2X/XvH/6CKt1U0r/kEWX/AFwj/wDQRVugAooooAKKKKACiiigAooooAKKKKACiiigAryHxFf6d4YnvPFfhDXofOa9CajohlDJdymQI+1PvJLnnI64z06+vVlnw3oZ1UaqdG086iDuF19mTzc+u7Gc+9AHjvxHuB4h8Q63KdWsNFbw5B5CpNM0c2oiRQzxkhgRGR8owCST2zW1ovxBuP8AhXOr6vbW1tZiGRNO0nSIhmWCTARFfPUljnGPuivS7rw/o19qEWoXek2NxexYEdxLbo0i46YYjIofQNGlvjfSaRYPdmRJjO1shkLoMK27GdwBOD1GaAPHZND8WeCNM0DWbjTdMFv4dZmu5rW6eSa4hlP74spQA9S/XjFez3c0dxos88Lq8Uluzo6nIYFcgirM0MVxBJBPGksMilHjdQyspGCCD1BFNhtbe3tEtIYIo7ZEEaQogVFUDAUKOAMcYoA8B0PTL3SPBvgzxVql/c6n4csnWabTyAosm3EJOu374QnJB5Ga6XxPK+ufEW70+9ntGsItPhm06O41iWxR9+7fKhjRvMYEAcngdjnj1SPTbCHTf7OisrZLHYY/syxKIth6rtxjByeMVUu/DOg39nb2l3omnT21sNsEMtqjJEPRQRhR9KAPLdQ0uDUNR+Ha+I9Wjv8Acl5b3F7bahIsMpSM7CHBX5iRgsMFiMHIqLxxc6fE+p6noNxfPfaTJZf6c2qOIoVfy9scUYJEgZDkkjB3E7j0r1y60HR77To9Ou9Ksp7KIgx28lurRpjphSMCq8/hPw5dOXuNA0uVjEINz2kZPlgYCdPugAYHtQB5p46uJJT8So/OZ4F0iyaNd2VGS+SB054r12L/AI8U/wCuY/lVVtC0dopom0qxMc8SQyobdMSRpwqMMcqOwPAq+FAXaAMYxigDwvwzAb7wt8LdOe4uYra5lvVmW3naIyKFkO0lSDjj9as6neXeg6b4m0S01G8tdHttds7d7jzmaSytZkRpdrkkgAn8Nxr16HRdKtktEg0yziWyLG1WOBVEBbIbZgfLnJzjGc1J/Zlhm7P2G2zef8fP7pf3/G35+Pm4457UAYHh+18K+GrS+m0zVoxZ7Y5LgzakZo4hyA+XY7d3POQDj2rqFYMoZSCCMgjvWTb+FPD1pZXNlbaFpsNrdY+0Qx2qKkuOm4AYOO2elayqqKFUBVAwABgAUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHEfFb/AJE2P/sJWf8A6PSs7XLS4+HeqXXiHS4Xl8OXzFtWsYxn7M54+0xj0/vgfX6eg3dla38IhvLaG4iDK+yaMOu4HIOD3BGQaldFkRkdQyMCGVhkEehoA8Fs7m5bwR8OdMkkij0m8iuPtCz3z2cU0i8xo8qKSByxA/iI9q3Gt9V0XwzLq9tqdvef8I9qf2pLay1B7vZZsoEtu7sAWwpLDIyABXqEmhaRLpS6VJpVk+nKMLaNboYl78JjA/Kn2ej6Zp1g1jZafaW1owIaCGFUQ54OVAwc0AeKNr/iy1Wa/UzufHKFNMjJP+gvv2Rn2HkNvyO6/WvbdLsE0rSrSwjd5EtoViDyHLNgYyT3J61J9itStsptosWp3QDYP3R2lcr6fKSOOxNT0Aea+I9G06f43eFLiW0jaWS1uJXJH3niA8tiOhK7jg/4CpvFcsOofEXT9C1vUp7DRH05riJI7lrZbu4Em0ozqQTtXDbQe+a7ySxtJb2G9ktYHuoVZYp2jBeMN1Ct1APfFR6lpGm6zbC21Swtb2AHcI7mJZFB9cEdaAPGtR1C7Tw34o0zS9ZurnSrHVrCLT79pjKyF3QyRiQ/fCHA5z1wc10XjXw9beHdG09tOa7nkuPEFhIy3d48gaQSdcsTtyepH5cAV6Cui6UmnJpy6ZZixjIZLYQL5akHIIXGAQefrU9zZ2t6sa3dtDOsciyoJYwwV1OVYZ6EHoe1AHA+CNZt47bXNZ8S6ibfXIpdupQXLbEsEB/doik42EYIcfeJ616DlZ7fdG6skiZVlOQQRwRWbq/hvStbguku7KAy3VsbWS5ESeb5R6qGIJA7+x5rSggjtreOCFAkUSBEUdAoGAKAPOvhZr+k6Z8O7PTdR1K0sr7TDLBeQXMyxvCwkY8gnpgg5rlreyn1nwrqF7Z3sMcGoeJ7vUba0ubprVdTt8AbQ4IIzgsO3HNeuX/hbw/qt2LvUdD027uRj97Pao7cdOSM1Pf6JpWq2aWeoaZZ3dtHjZDPArquOBgEYFAHmIvPD3iTw74YtIYdWmNyl19lsptVeFEMbfO0swOWCEYUjdwenp13wv1C51T4b6Nc3ly1zcGJkeV23Mdrsoye5wBya3Z/DuiXVta21xo+nywWhzbxPbIyw/7gIwv4VPp+mWGk27W+nWNtZws5kaO3iWNSx6nAHX3oAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcpcf8la0//sBXX/o+CurrlLj/AJK1p/8A2Arr/wBHwV1dABRRRQAUUUUAFFFFABRRRQAUUUUAUdZ1ix0DR7rVNRmENpbIXkc/oB6kngDuTXjuoQjxB8N/GeqreWc2va1HHePY21wsj29tCy7IyFOchM7vdsV7LqOl6dq9sLbU7C1vYAwcRXMKyLuHQ4YEZ5NVtO8NaDo9w1xpeiabYzshRpLa0SJipIJBKgHGQOPYUAcNq2r2Hizxx4GXQ7uK4MS3F9K8DBvIiMW0bsfdyzAY9RXIm9tX+AMfhFZI/wC32uhpv2DcPNE4us/d64wN2a9s0/Q9J0iSZ9N0yzs3nO6VreBYy598AZoGh6SNWOrDS7IaiRj7X5C+bjGPv4z0460AXgMKATkgda5XwZ/yEvF//Ydf/wBJ4K6uuU8Gf8hLxf8A9h1//SeCgDq6KKKACvO4L+00L4za1/alxFaJqmn2zWkkzBElMZZWUMeNwyOOuK9EqnqWkabrNuLfVNPtb2EHIjuYVkUH1AI60AcDe6ppmrfFeG5t7iG7sNI0W5bUJYj5kcYcjCkjIJIUnHXAqnpF1beFPFeh6d4Z16LVPD2sSOi6b5wmazwpffEwORHxyD0+vT0rT9I03SLU2um6fa2duTkxW8KxqT6kAVBp/hzQ9Ku5LrTtHsLS4k4eW3tkjZh7kDNAHD/DfXtH0zQNWjv9WsbV11i8ZlnuEQgeYecE1Z8EzrrvjvxP4nsFYaPcpBaQTFSounjB3SDPUDO0HvXTP4M8LSXDXD+GtGaZmLtI1hEWLE5JJ25znvW0iJFGscaKiKMKqjAA9AKAOS+Jf/Inj/sIWP8A6Ux119ch8S/+RPH/AGELH/0pjrr6ACiiigAooooAKKKKACiiigAooooAKKKKACuW8E/8zH/2HLn/ANlrqa5bwT/zMf8A2HLn/wBloA6miiigAooooAKKKKACiiigAooooAKo6xc6haaVNPpWnrqF6u3y7ZpxCHywB+cggYGT07Yq9RQBm6Fd6re6aJtZ0pNMu95H2dLkTjb2O4AdfSqOp/8AI6+H/wDrjd/yjroK5/U/+R18P/8AXG7/AJR0AdBRRRQAUUUUAFcJ4V/5Kv8AED66d/6INd3UEVjaQXdxdw2sEdzc7fPmSMB5dowu5hy2BwM9KAPDhqFrbfAi/wDCkssba8l3Lp/2HcPNkna5JXC9TwwOenFdVoup2PhHx/4xTXb2K2M1tZ3cMszhfOjjhKNtz1wykY9679tD0l9WGqtpdkdRUYF2YF80DGPv4z096NR0TSdYaFtT0yzvTCd0RuYFk2H1G4HFAHmnhiE/8KNHhsypHrN/pF5PbWRbEjRyNIVwvXGHX86rXGsaf4h8N/DTS9KuIpr5b+yneCNgXgSBD5pYDlcYxzXqU2iWU+vWmsyR5u7SGSGE4ACq5G7tk/dx1wMn1p1roek2N/PfWml2VveT/wCunigVZJO/zMBk0AeUxaxp+g+EPiRpOp3EUWoG/vnS3kYCScToPKKr1bdkDitW48OWdt4f8K2R0y3fxfJZW9rDPImTb+XGu+Zx0by+2c/MVA616Dc6HpN7qEOoXWl2U97B/qriWBWkj9NrEZFWfsdt9t+2+RH9q8vyvO2jfsznbnrjPOKAPPPAXioltH0eLT7SHTbyCZrLyroyXEflN8xuFIGGYkkkE/MSDya7TxN/yKmsf9eM/wD6AasWuj6XY3s97aadaW93cf66eKBVeTv8zAZP41X8Tf8AIqax/wBeM/8A6AaADwz/AMipo/8A14wf+gCuJ8aJpMOqaprui+JYNH8T6ZCPtKPKAlyoQOiSxt94EEAMORnuRgdt4Z/5FTR/+vGD/wBAFOv/AA5oeq3cd3qGjafd3MeNks9sjuuOmCRmgDyrxXrMnjY+HtMnvbTw3L/Zkeu/2jcyFHikIICRHI75JJPTtkU74YeNY49Iv0kSzsNK0OwMs8aMzy3ku5i1wrNyUbHuSWHPSvVtS0LSNZ8r+1NLsr3yTmP7TAsmw+24HFNu/Duiag4e90fT7lhF5IM1sjkR5zs5H3c846UAeMp4a8d6j4Um1WPTNLF9d3q69FcNcv8AaEkADIgXZjhPkC5717J4c1u38SeHbDWLX/VXcIk25zsb+JT7ggj8K1AAAABgDtVezsbTT4PIsrWC2h3F/LhjCLuJyTgdyeaAPPvh7rmkaZB4pjv9UsrRx4ivmKz3CRnG8c4J6VnJeDXdX8deKdJZxpK6K1lDdKCouZkV2Z0PcL93d+Vd/L4N8L3FzJczeG9HknkcyPK9jEWZicliSuSSec1qm1t2tDaG3iNsUMZhKDYUIwV29MY4xQB4nrhWLR/Duu6hevf2NroNr9rsItTe2urcsoP2mMBhvY9MHrt49t1dO0K4+Ml5e39zLH/xLbS8tmmvpIst5jdtwBHC/KePbk139z4X8P3j2z3Oh6bM1qipbmS1RjEq/dVcjgDsB0qe+0PSdUuYLm/0uzup7c5hlngV2jPX5SRkc0AcH4D0GLV2vNYv77UJbmz1y8FsBduqRqJSNu0HDA9854wOnFcnaRW+r23gWHWLyZbeTVdWWWX7S0TbQZcLvBBAOAvB6HFe4Wtna2Ubx2ltDbo7tIyxRhAzscsxx1JPJPeqNz4Z0G8sUsbnRNOltEdpEge1QorMcswGMAkkkn3oA8hubw6Zp/iK00vU7ibw9putab9muDcNIItzqZ4xISSVU7eM8bq3vFVzFq3jHxJZQXrzQR+EnZo7e4ICyCRiM7T1xt47g4PBr0iPR9Mh0s6ZFp1omnlSptVhUREHqNmMYqOw0DRtKYNp+k2Nowj8oNBboh2Z3bcgdM849aAPK4IdM0z4c+FW0a8f7Rc32kvdhL15CCxAIILHYCQw2jA4IxxVuNdL1/VfFM/inxHd6feadfSw20Kag1sLS3UDy5VQEBiw+bcQc9K9EtvC/h+zR0ttD02FXlWdhHaooMinKvwPvAkkHt2p+oeG9D1a6jutR0bT7y4j4SW4tkkZfoSM0AeXWdxqHij/AIVmmt3F2pvob43IileA3CKg2FtpB+ZQpP8AvH1rrfh4HtJ/E2kLNNJaadqrRWqzSNIYozGjbAzEnAJOM+tdhJY2ktzb3MlrA89tu8iVowWi3DDbT1XI4OOtEFna2sk8lvbQwvcP5kzRxhTI2ANzEdTgAZPpQB5zrrMnxS150Yqy+D2IYHBB856ytHsv7IsPhxrVteXzX2pvDb3rzXckgmR4GbaVYkYBUYwOMV6xJpthLdSXUllbPcSQ/Z3laJS7RZzsJxkrkk46c0n9lacIbSH7Ba+VZkNap5K7YCBgFBj5cAkDGOKAPM/BEGka3Idc13WZx4mj1ORJIH1Bovs7LKVSARbgpUgLwQc7jXqFve2l286W1zDM8EnlTLHIGMb9drY6HkcGqU3hvQ7jVU1SbRtPk1BCGW6e2Qygjod2M5HY9quW1hZ2UlxJa2sMD3EhlmaOMKZH6bmx1PHU0AWK5/x3/wAk88S/9gq6/wDRTV0Fc/47/wCSeeJf+wVdf+imoA1dK/5A9l/17x/+girdVNK/5A9l/wBe8f8A6CKt0AFFFFABRRRQAUUUUAFFFFAHPaFqniW91CeLWfDUWmWqoTHOmoLOXbIAG0KMcZOfaiuhooAKKKKACiiuJvfFWu6t4hvdF8I2NjJ/Z5CXuoagzCFJCM+Wqp8zsB15AFAHbUVg6BN4pNxPB4itNLCKoaK50+V9rnPKlHGQe+ckVr297aXbSLbXUMxjO1xHIG2n0OOlAE9FRfarf7T9m8+Lz8Z8reN2PXHWljnhleRI5UdoztcKwJU+h9KAJKKjhnhuYhLBKksZ4DIwYH8RXHfEXxvceDrKy/s+yF9fXEjOYCDxbxLvmfgjouPz79KAO1oqrBqNnc6ZFqUdxH9jliWZJmYBdjDIOT7Gq1/qrw2dtc6fDDfJNcRxZFykahGbBcMeGx12jk9BQBp0VAt7aNdtaLcwm5UbmhEg3gepXrWV4x1qfw74P1TWLWOOSe0gMqJKCVJHrgg0AblFefWni3xRpmq6DD4ks9Iks9acQwS6c8geKQruG5X6g9Mg8fz7qG9tLmaWKC5hlkiOJESQMUPuB0oAnoqub6zF4LM3UAuiMiEyDfj/AHetcp4i8a3ejaDLcfYrSLUJdS/s+yimu1eNyXCrI5XlRg5K9R0NAHZ0VieH9R1S5t7ldahsYprZgpntJw0UwKhi4U8oOcYY54z0NalreWt7EZbS5huIwcbonDjPpkUAT0Vzdx4huYfiJZeHViiNrPp0l20hB3hlcKAOcYwfStfUNX0/Svs/2+8htvtEgii81wN7dcD8BQBdoqvNf2dvbLcz3cEVu2NsryBVOemCTisXwd4hm8SabfXUyQr5GoXFrGYc4ZI3KqeSeSKAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorm/G/iG58MaAmoWkUUsjXcEG2UHGHcKTwRzg1b8WavNoHhLVdXt445JrO2eZEkztJAzg4wcUAbNFUbLUUl0Sz1C7kigE0Ecjlm2qCyg4yfrVpriBI0kaaNUcgIxYAMT0APfNAElFQ293bXiM9tcRTorFS0ThgCOo470xNQspLn7Ml5btPkjyllUtx14zmgCzRXN+J/EVxoep+HraGOFo9Sv8A7LM0mcouxmyMHrx3qvoPim88Ua/ctpUEP/CN2uYjfSAlruYcEQ842L3Y5yeB60AdZRUT3VvHOkDzxLM4ysZcBm+g6mmz3tra5+0XMMO1d58yQLhc4zz2z3oAnoqI3EAt/tBmjEBG7zNw249c9MUlvd214pa2uIZ1U4JicMAfwoAmoqpqmp2mjaVdalfSeXa2sTSyv1woGePU+1cVZ6z8RddtU1TTNJ0HT7CYb4LfU5JWuHQ8gsU+VMjnHOKAPQKKxLHVdWabToNS0uC2kmt5JLplvFYQupAAVcZcEEnI6d604r+znmEMN3BJKU3hEkBYr64B6e9AFiioEvbSS6e1S6ha4QZeJZAXUe46ip6ACiiigAooooAKKKKACiiigAooooAKKKKAOVnUn4r2D8YGh3I6jP8Ar4O3XtXVVylx/wAla0//ALAV1/6Pgrq6ACiiigAooooAKKKKACio53MVvJIACVUsM+wrlNB8S61r3w2s9es9PtptWuogUt95ji3GTbkk5IAHzHvxQB19FcPoniXxMfEl74Y1+00tNVFgb6zuLJpPIkXdswwb5gQxH1GazLzxH8QtL8RaHpN7D4Ylk1S4KBbX7QzpGo3SSHcQMAfqRQB6XRTJpo7eGSaaRY4o1Lu7nAVRyST2FefaZ8U7e9sfFmryWjR6Xoyxtb7lKyXAZCwbnoG+Xbx0IJ68AHolFcBpXjHxBY63p9j4vsdOtIdVt5J7OSzdz5LRrvaKXd/FtOcjjIIqlY/ELX2XS9ev9LsYfC2q3Ytbco7/AGqEOSsckmfl2sR0HTI60AemVyvg5SupeLs451xyMEH/AJd4K6quU8Gf8hLxf/2HX/8ASeCgDq6KKKACiiub03xFc3nj3XNBeKJbbT7e3ljkUHexkDZzzjHHHFAHSUVymt+LJ9H8X2elm3SS0k065vZWAJkzFggLzjnJ7VT8Ja74u19dN1a5ttD/ALD1BDJttZpDPbqVJXcT8rHICkDGCfagDt6K840bxF4+8RRX15plv4bFrb3s9qkdwZ1kby2K8kZHNdH4U8Uvr5vrG/sG07WdNkWO8s2cOF3DKurD7ysOh9qAKvxIUv4RABGf7QsupA/5eY/WuurkPiX/AMieP+whY/8ApTHXX0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcv4KUr/wkOcc63cngg/3a6iuW8E/8zH/ANhy5/8AZaAOpooooAKKKKACiiigAooooAKKKKACiiigArA1ME+NNAPHEN339o6365/U/wDkdfD/AP1xu/5R0AdBRRRQAUUUUAFFFc3o3iG51Lxp4n0WWKJYNJ+y+S6g7n82Mu27nHBHGMUAdJRXmM/xG1xLa58Tw6bYt4Ptrw2ruXf7U6B/Ladf4dob+HrgHpWrrXirxFc+I7/R/CVjp1y2l28c97Jeu4Ds4LJFHt/iKjOTxyKAO5orB0jxZYar4Ji8U/NFZtatcyqeTGEB3j3wVYfhXLaV468RC60K913S7C20TxBKIrIwSOZ7d3BaIS5+U7wP4cYoA9HorzjVfHfiIT67qGiaXYXGhaBM0N6Z3cTzsgBl8rHyjYD/ABZzimal8SrmLVmNgNNbT4jZ7bed2F3ercBSGhAOMAP6HJVulAHpVZfiUFvCurqMZNlMOTgfcNV9D1m41y/1CeFIho8L/Z7aXB33EikiRwc42A/KOOSrHOMVP4m/5FTWP+vGf/0A0AL4ZGPCmjj/AKcYf/QBWpWV4Z/5FTR/+vGD/wBAFY3iHxVqMWvw+GvDdhDe6w8P2iaS5kKQWkWcBnI5JJ6KOe9AHXUVzOjzeNo9Tjh1210SaydTm40+SRGiIGRlHzkHpwa31vbRrtrRbqE3Kjc0IkG8D1K9aAJ6Kie6t4pkhkniSWT7iM4DN9B3pRPCZzAJUMwXcY9w3AeuOuKAJKKjjnhmaRYpUdoztcKwJU+h9DXP2viG5n+IWo+HmiiFtbWEV0sgB3lnYgg84xx6UAdJRXOah4hubTx7ougJFEba+triaSRgd6mPbgDnGOfSt43VuLgW5niE5GRFvG4j1x1oAlorkNS8WXllrviKwSCBo9M0cahEzA5Zz5nDc9PkHTnrWvo2uw32gaNe3s9tb3OoWkUwi3hcs6BiFBOTyaANiiq9xf2dpu+03cEO1QzeZIFwCcAnPbNSSXEMNuZ5Zo0hA3GRmAUD1z0oAkormtA8TNrfijxFp0ZtpLPTWthBNC27zBJHvbJyQcHjiqHijxD4htfF2k6B4fi0sy3ttNO0l+JNo2EcDYff0oA7SiuZ8F+JbvxFa6jFqNpFbahpl69lciBy8TuoB3ISM456HkU/TPENzN401jw7qEUUclvHHdWTxgjz7duCTknlXBB+ooA6Oiuc8P8AiG517xBr0MUUQ0rTZ1tIpgDvlnAzL3xhSQOnXNdHQAUUUUAFYPjhS/w/8SKMZbS7oDJAH+qbuelb1c/47/5J54l/7BV1/wCimoA1dLGNJsh6QJ/6CKt1U0r/AJA9l/17x/8AoIq3QAUUVwXirxH410EahrFvpOkvoNgdzxyzP9qnjGNzrj5V78HJ4+lAHe0Vyes6l4vujbyeE7HSntHtVuDPqUjgyFs4jVU6HAByTj5hWYfiNLdeAtH1qw05W1TV7hbG1s5X+RbjcytuYc7F2Mc+gHTNAHf0VyXhbxHqt1reo+HfEVvZw6vZRxzq9kW8meF8gMob5gQQQc1W13xN4hm8T3GgeE7LTp7ixtlubyW/dwg352RLt/iIBOTwBQB21FcPa+IvE/inw7pes+FIdGiiuI2+0xao0u6ORW2lV2DoCGHPtWHYfEfxC3g6XV7ux0ya4udVXS9L+zl0gmYsV81mYk+XkHHAPy+/AB6pRXG+GvEmuyeKrzwx4lttPGoQ2iXsU+nM5ieNmK4IflWBH4iigDsqKKKACvMdJ1m2+HXiLxDp/iPzLSw1PUpNSstRMbNC/mgbo2YA7WUjv1/LPp1IQGBBAIPY0AeHyavrWuL4vsvDfiLUNdshpBeCYxBQsxf540YKuTszjGetWvB66LPr1hP4b1vSk1COxmh+w2GjyWzPlMgXDGRgCrKDluScjJzXswAUAAAAdhQAASQACetAHz6W8LHwGtnHazf8LFBHAif7f9u3ZLF8Z255znbtrb8bwajqHiG4Twsl0+pxWKr4lawkCLLHxiJcggz43bSOQvHtXs+0bt2BuxjOOaWgDG8J3Oi3XhfT5PDwjXSxEFgRBjYBwVI6hgc5zznNcDb2Gu+NfGer+JdI1SztLG136Pa/arP7QJUUgyso3AYL5GecgYr1eigDw37Nbaf4O1HwF4o1hLSTR7yGWzvXgLwyRMS8e9DnMYYMhBOB8ozVlNQh1H4faRLBplnYqnim2iJsEKW1wVmUGaIEDCN/MGvaSARgjIoAAGAMCgDwjVtT0KLxZY39rbaXpU1l4n8q6Yg/bXUl/MllfjbGxPCnIIIwRjFek/FH/kmHiL/rzb+ldbgegpaAOK8M+A9D06PT9ZKXt5fRWwMUl3dSTmLcg3bAxwuenArz/wAManoQ8d+EL7S7fStJguUu7V7W2B85TgBEuH/ikLAEKRkHu2c17rSYHoPWgDx7wBN4Qtvs1p4hgt08cC/c3DXUBNy1wZDtZXxnaRjGDtxWbd6fZX2jH7XaQXH/ABcB4v3sYb5HuAHXnswABHfFe57Ru3YG7pnFLQB4br1uEbxTH9nlbRofElkdTht1P/HmsC7htXnaDsyB2FeleDbrwbdJeN4PWwEYKfaPsUPlpnB25AAGcZ9/WuopFUKMKAB6AUAeZ+KfEGleGvjFpN9rF4lpanRpoxI4JG4yrgcA+hql401jwl4mHhnXw1lqGj2mr/Zr26kg3JGpiY7X3L93JQ+mcV61SEAgggEHsaAPJ9VuPC48Z6TqesxWz+Ef7HEelPLb5s45hIQw242qSgXbkYwOKufDLW9E07w+YEuIooNQ128h09YozscbyyhcDAG0cZwK9NowDjI6dKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOB+MMSz+BBCxYLJqFqpKnBAMqjg9jWP46+Hmlad4E1y9i1DW3kgs5HVZtTldCQO6k4I9q9WooA8f1BtGg8RaFP41jR9A/sOFbFrmMvbLc/wAe4YI3lduCeMDjmsWa1trrQpIrKCUeE7nxVYrpsUoZVaMkCXYDyIy2cdute8soYYYAg9jS0AeW3OkW1j4y8X6VpITSre68OJKfskW1UkzKocKuOQPTmqXwq07TtT1e38RWlhoFikOmLbC2sJ1mmaQkZmfgGNsZXByx3HJr0jxRoMfifw3e6NLO8C3KgeYgDbSGDDIPUZAyO4yKwNJ8EXkHiiy1zUrvTPMsYpIoY9M0/wCzCQOACZCXYsABwvAB5oAz/irplvrN54R0y78z7PdaoYpPLcq20xODgin+GtVuvBN7aeDfERQWp/daPqioEjuFHSJwOFlH/j316+h0UAeClvCUfh3WrXxXbM/jh57gtvhdrqSUs3kGBgM7cbMbTjj0rpLPSTqnxA8MW/ii0hvLyPwuXuI7lBIPOEkYYkHgnJP416rtBYMQMjocUtAHgc5ttO8Kae1xBaXWm6f4nvbVNMvZPLtnQs4TcxBVQnJG4Ec/Su78FNpPg7RdNsZ5rBJ9bvpmtxpy+ZCCxLLEJAPmCjCgn6DgVr+JvCc+s6xp+sWV1aR3llFJEsV/afaIGVyCTt3KVb5fvA9OKb4Y8DW2hpLLdyQ3V1JfNfgQweRBDKU2fu4wSB8ueSSeSaALXjvQZ/E3gfV9HtmC3FzBiLJwC6kMoJ7AkAfjWDp3xZ8MwadHDrty+j6pCgS5sbmBw6OBg7QFO4Z6Edq9ApCqkglQSOhI6UAeZapqkGteNNC1G2jnSCfQ9RZBPGY3xlACVPIzjI9iK5/StI07TfBnwz1WysoINQm1S1SW6jQCSRZEkDhm6kHA4PoK9uooA8Im1PQo/GGi6hZW2l6S9v4glt7kAH7YwIkDPO/GA56Kc5yMHgivd6TA9B60tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHKXH/JWtP/AOwFdf8Ao+CurrlLj/krWn/9gK6/9HwV1dABRRRQAUUUUAFFFFAEN3/x5T/9c2/lXCfDjVLPRPgtpGpahOsFpbWjPJI3Yb2/MnoB3Jr0GigDyb4eeMdA8R+LrrVrnVI217VFNvZ2AR821rHucJuxjccF25xnAFbvhJG8ReNtc8WTKfs8DHSdMDD/AJZxt+9cf7z8A+i4rvKKAOM8SWMPxC0270bS9fNotleeTfqtqX3soDeW27AK8gnGQenrXnFz4W17UV+JumDVTfzrHagxJaJH9okWOORCAv3cKhQKODmvesAZwOtFAHkWparafFDxD4ftdDaRks7e5n1CRo2UWrPCY1jYkfe3E5HoM1lR6pHrngfw34BhimXxBb3dvBfWpiYG1jgfLyMcYxhQQc87q9yAAzgdaMDOcc0AFcp4M/5CXi//ALDr/wDpPBXV1yngz/kJeL/+w6//AKTwUAdXRRRQAV5vfapa+C/inqeqa2XttL1exgSG9MbNEssZYFGIB2kg5GeK9IpCAwIIBB7GgDzO21u18T/EVPEOjxz3mkaNpU6SXMcTbZpWIPlx5A3nCnpx0rK0TUdCj8f6UfAF7M1vqEkh1fS0jcQQptJ80qwxEwbAwMZ6fX2EAAAAYA7CgAAkgAE9fegDyHwL4/8AC/hzTNVsNW1aO3uxq94/k+W7sQZDjAVTmuj8FQ3mr+K9d8Xz2c9jZ30cNtYw3CbJJI4wcyMvbJPGecV3lFAHIfEv/kTx/wBhCx/9KY66+uQ+Jf8AyJ4/7CFj/wClMddfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy3gn/AJmP/sOXP/stdTXLeCf+Zj/7Dlz/AOy0AdTRRRQAUUUUAFFFFABRRRQAUUUUAFU9WGpHS5xo7Wq6hgeSbtWMQORncF56Z6VcooAy9AXXl09h4ik0573zDtOnq6x7MDHDknOc/pVPU/8AkdfD/wD1xu/5R10Fc/qf/I6+H/8Arjd/yjoA6CiiigAooooAK4Twr/yVf4gfXTv/AEQa7uigDwY3y2fwxvPhn5UreJzdSWUNr5TfvEecuJs4xs2MTn2rpU1mx+HHjjxK2ttLHbanb2s9hKI2bz2ii8towQD8+QMD3r1TAznHPrQQD1FAHlGgWn2X4XW/gK8LweINU0m7nigZCADIXbaTjAI3jI9jVCHW7fxfYeBfDVhHN/amm3trc6nC0TKbNbZSHDkjAJbgeteuvYW0mow37xBrmGNo4nJPyKxBbA6DO1efarOACTjk0AeLz61B4V0jxx4VvY5jq+o3t1LplusTMbtblcIVIGDgkg+mK6afTGt9E8N+EbdIv7c+wRwTXqoC9nbogWWRW6gk/Ivu2f4TXoWBkHHIpNo3bsDOMZoA8w8BeKNQuNXsNHDWZtvs8yzaZBatG+keUQsaOxJ3ZHHIBJ5HFd34m/5FTWP+vGf/ANANatZXib/kVNY/68Z//QDQAeGf+RU0f/rxg/8AQBXG6lef8IP8SdQ1/U4Zjoes2sMb3scZcWssWQA4AJCsD19a7Lwz/wAipo//AF4wf+gCtWgDym18VHVvilpUXhzxTcarptyty95arEDBa4i/dfMFB5bPU9QPWuS8MwacP7KttT1mx07xRbakJJ4/7HkbUHm8w7g0ok+dHB5ONu09sV9BKqoMKoA9AMUYGc4GemaAPDHfwhFZeIrfxrbb/Fkl1OR5sLNcSAk+R9nYDhcbQNp4xzV/W49ZuNI8I2diZR8Rks1YzKwBhg24k+0EggqemD/H0759kKgkEgZHQ46UtAHG/DOTSh4TS1sIpYLy3kZdShuTmdbr/loZD3JPIPcYx6Dn77w5aeI/jPq0N3cX0KxaTbsptLp4CSXYclSMivUqKAPKR4Zt/Dnxc8Px6fc3szz6feHN7dPPggLjG4nA55xXJhvCw8CXFnf20p+IhL5Bic35vdx2MrgZ252ng7dtfQVJtG7dgbsYzjmgDyi9F0Nd8XC+IN2PCMXnkdN+2Xd+ua5fxFNo03g+Gxm0/TY9TTwrbTpe3yF5pMRHalsOMEEElgeM8ggGvoCjAPagDyfRrPSPFPxHgnvre11SE+F7Z1aZRKhYyuGbnIJ6jP1rC09IT4J8CTa2jz+GLS9vUvldTJGu2SRbcyAZyikY546Zr3UDAwOlFAHmvw2n0W58ZeNZvD32T+zGks/K+yIFjz5J3YAAH3s5981m/E19CT4jeHD4ivpbLT/sNyGmimeI7srgbk5r1yigDyfwFremaBF4jmtLm4/4Qey8uW2vbiBs+Y2fNCnbukGcckE1rfEyPULGy07xl4fi87UdMLJ5YGfOgmG0gjvhijD6GvQiARgjIooA5PRodP8Ah14Cs49VuhEkAX7VcFWffPI3zHgEnLt+WK6yggEYIzRQAUUUUAFc/wCO/wDknniX/sFXX/opq6Cuf8d/8k88S/8AYKuv/RTUAaulf8gey/694/8A0EVbqppX/IHsv+veP/0EVboAK8n+JfjXQbjWIfBd7q0dlZMVl1efDMRGCCIF2gnc/GT2X64r1iigDzXxx8S9H0rwxYRaRqlvFPrCBLS5Kttt4T8pmKgZwOcDHJ+hrIu59Bj8IeFNV8Lztf6L4Z1RFu5I4m3KhTEkhUjJI3hjgdz6V7DRQB5jpWvabqHjrXfHSTsvh2w0qOx+2+W22Vg5kcqMZIXIHApr+ItN8GfEPXtX1eV4tM16ytbiyuREzLI0SMpjGB94gggH1r0/aNu3Ax0xSkA9RmgDyC1/tfw/8G7LTY4Hg13xBdPDBEQcwG4kZsn02xkn2NaXxF0eHRvhppWhwQyDQobq2g1GWKISSRWq8tIBg4O4KSwBIya9NooA8k+GqaXF4+1f/hE7i4v9AlsI2uLy4DMRdB8LGsjAMw2EnHIBor1pVCjCgAegooAWiiigAoorzLTtJh+JHiDxBd6/JNPpOl6hJptppiyskW6MDfI4UjcSTxnoKAPTaK890O+8AeF4tYvdC1Zfs9pbmW7tIbt5kjCn7wRicMSccdeK1dI8bNe6rBp+q6LdaPJdwPcWjXMsbiVEwWB2k7GAIJU9s+lAHW0Vwn/CzrcWo1U6Dqw8Ol9g1conl4zt8zZu3+Xn+LH4Ve1T4g6VoOp3lnrayWKxW/2m1nYhkvU7iMjq4JA29eQRxzQB1tFUdHvp9S0m2vbmxlsZZk3m2mILxg9A2Ohx27V5FDf6z4e8eeMfEtmZrzS7W/SLUtPTlvJ8tT50Y/vIc5HcE9MZoA9rorxezu9db4n6L4j1xLhPtun3s1vpMQ3NbwIoKLjvI2ST7kDjGB32ieMpL/WptI1XRbrRrxLT7ai3Esbq8AbaW3ISAQSMg+tAHVUVx+ieObjXpori08Nal/Yk2/ydSZowHCgnd5e7eFO3AOOcipNH8aTX2vw6Rqfh+/0ie6ge4szcvG3nIpG4EKx2MNwO00AdZRXIjx9aHwVH4m+xT+Q919lEO4bs+f5Oc9MZ5+ldHqnGk3pH/PB//QTQBborj/hhI3/CrdBkIaRvsgOAeW5PHNV/C/jy81m01PUNU0KXTNMsmuC1488bqoibBUqrFt2AxJAxxwTxkA7iivKNW8T6h4h1fwVcHQL3T9Nn1dJba5uJo8zKYnxmNSWXIORn0+ler0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVwHxjiafwIIFlkiMt/ax+ZGcMuZAMj3rDudU8aahaTeBZopYNRgRjfa6owj2ePlkT/pq+CuOxDH6AHrdFeX+CvEOo6V8MPDYsfD99rEjWbyytDIiLGqserORlj2UZJwa6K6+IFiuh6Lf6fY3eoXOtj/QLGIKsj4Xc24k4UKOpzgUAddRXKy+KdaTT7d08G6nJqErur2nnQgRhcZYy7tuDuGMcnB9KiHxD02TwxpesW9pezzapIYbSwjQGd5VLBlxnAClWyxOABQB19Fc5oPi1NX1W40e90y70nVoIhObW62tviJxvRkJVhng+hro6ACivK/DXh60+JlrceJvFLT3tvPcyx2Onee6Q20SOUGVUjLnaSSfatfWdG0jwH4N1CSym1eCye4tz5VtetuiJlRcRs+SoJYbh3GRQB3tFcNqHxFe0uNcW38OX95b6JJi+uI5I1VECByyhmBYgEnA9OvSrOueOpNJt/t9t4e1DUNJjtku7i+iaNEjjYZyoZgXIHJA6cUAdhRUcE8dzbxTxNujlQOh9QRkVJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHKz7f8AhbGn8nd/YdzgY4x58FdVXKXH/JWtP/7AV1/6Pgrq6ACiiigAooooAKKK8Z+Htt4f0jXbO11zRNR0/wAUST3LW13eLIkVxl3wEO7aSI2AwQPzxQB7NRXD/Eiaa4j0DQI55IIdY1NLe6eJirGAKWdARyN2AM+ma4rXr+X4aTeLtH0F5IbE6PFf2cRkZxaSPL5DFCxJGSQ31FAHttFeTy6PbfDTxX4bk0p7gxalHPb6kjzM/wBpdIt6yncThtwOSOxxWCLNtO+Hem/Ez7TcP4je6iurqfzmxNFJMEMG3OAm1gAMcYoA92orivibeXUPh/T9NtbiS2bWNUttNeeJsPGkjfMQexwCPxrivEE4+Fuq6zZeHTJBYXWhPdxW7SNIILlZAnmLuJxkMCfUigD2qivJE0S3+H+u+D73Tprgvqjmz1XfO0n2tmj3CRgxPzBgTkdjisE2zJ8Ml+KX2ic+JvtIvDN57bTEZ9nkbc7dmzjGKAPea5XwcF/tLxdtJP8AxPHzkYwfs8FdSDuUEdCM1yvgz/kJeL/+w6//AKTwUAdXRRRQAUVznxAJX4deJCpII024wR/1zNee6JrPjHQNB07wtb20moXWpWsUmj6m4ykEbKDIJveLPHXIKj2oA9lorw7RdS1Twt8OfEVpZXzzam/iibS4b2f5iGZkTzGz3wCfqa7NPhB4X+zAzi/m1QjLaq17L9pL/wB8NuwDntjFAHfUV4N4g1eW/wDBmn6f4klkvl0jxgmmXc6Kxe6hRXOSF5LFWwQOcj1rqPANtHH44vZfDVlqln4UNgA8d6sqI91v4aJZPm+5kEjj9KAOj+JAU+ERvJA/tCy5Az/y8x111ch8S/8AkTx/2ELH/wBKY66+gAooooAKKKKACiiigAooooAKKKKACiiigArl/BW3/iodpJ/4ndznIxg/LXUVy3gn/mY/+w5c/wDstAHU0UUUAFFFFABRRRQAUUUUAFFFFABRRQSAMk4FABWBqeP+E00DJOfJu8ce0dbwIIyCD9KwNT/5HXw//wBcbv8AlHQB0FFFFABRRRQAUUVwvhZmPxV8fqWJVTp2AT0/cGgDuqK8Ia0a9+G958T/ALROviRbqS7t5/ObbFEk5QQbc7dm1SMY710Z0i0+JHjbxFFq7XBtNKgtobCJJmTyZJY/MaXCkZcEgAnsKAPVKK898NeK79/ggfEVy/nahaWFwS7c+Y8JdQx9c7AT9TXNwaOnhG08EeJ7O4uX1TVb22ttVlknZ/tYuFJYsCcfK2CuKAPZqK8XudITxXpfjbxXd3NymraXeXUWlSxzsv2RbZcrtAOPmIO7I70uoWWq6raW/jG5ihWO5tLG+i1RrtkbTEVEaVFiA+fcd2APvF8HpQB7PWX4lx/wiur7iQv2KbJAyfuGsvwlA1xNe6zqDINYvdpktt4ZrKAZ8uEjsQCWb1Zm9BWn4m/5FTWP+vGf/wBANAC+Gcf8Ipo+On2GH/0AVqVleGf+RU0f/rxg/wDQBXH6pbyeN/iLfeHby5ni0LR7WGW4tYJTGbuWXJG9lIOwKOg70Aei0VwWiaV4B0Lxgtnod9HZ6vGHSTT4b1yJPlJO+Mkg4HzZ9qls/iTBdz2lx/Y15Hod5ci0ttVZ49juW2qTHneqMwwGI7jpmgDuKK4q7+IqRy30th4f1XUtM0+Roru/tlTYrL9/YrMGcL3IHY1cu/HelWFxpct0THpGqQ+ZbaqWAg3Y3BHzyhK8jPXp1oA6misbw1r48TaWdThsp7azkkYWzz8NPGOkgXqFPbPOOa5z4n3/AJ2n6f4Wiu1tZ9euPIkmLBfKtl+aZsnj7uF567qAO8orzzwb4vSy+HuoPqspubrw15ltdmDDmVYx8jrzzuTHJPXNW7nxXLqPgHWdUvtK1LS4I7Izxy213EzyRspIaKRCQGGO/TIoA7iiuJv/AB3JoiRSz+H9TfRovIjm1RnjwpkC4O0nc4BcAsB1z6V2F3/x5z/9c2/lQBNRXzZ4bt7C48GaG3hbT9XHjQyxk3kKTrCB5nzGRj+7KbMg/wD669lk8bzWuv21jfeHtQtLC7vDY22oStHtkl+bHyBtwVtpwxHPFAHXUVx9344nOt3un6N4d1DV009xHe3EDxokTkAlV3sC7AEZA6Vg+LfEdzYaX8QP7L/tKS8s0hjdmuV8u2DwA74gcbQAckDJLcigD06ivK/COoaL4Pj1DzrXUtLS10mG+u7aa6E0QJZxvUAn94+0ZOecqOMV2Xh3xHqWtzEXnhm/0q3eLzoJriSNg4yOGVWJRuc4PoaAOiorhfiOzLe+C9rEZ8R24OD1GyStXx14mufCXhiXVLXTmvpFkjjC71VULsFDNkgkZIGB3I6DJAB0tFcnf+M59M07Tzd6BeLrGozNDa6UksbyOVGSxcNsCgck54zWV4EvL298deNpb+xksJy9lutZJVkMf7n+8pIOevHrQB6DWD44Cn4f+JA5IX+y7rJAyQPKbtW9XP8Ajv8A5J54l/7BV1/6KagDV0vH9k2WOnkJ/wCgirdVNK/5A9l/17x/+girdABRRXC+OmZfFvgUBiAdUcEA9f3TUAd1RXmXxR8UfZtR0vwsl1eWsV+rT389lE0k4t142RhQSC5yN3YA1v22m+EfHng+whjU3+j25AgBnlRkZFKYY5DZAJGG+tAHXUV5d8KPD2mJqWu+JdLtjBp1zObTTUMjvmGM4aQFiT87jP8AwGsLx9d6GnxC1WLxfb6hqVnHp0Uumw2EjH7KcHeWVWG1icEM3GKAPbqK8Yv/ABdqukfC7whps2qSf2rraeW9/bA3EkcC8sy7clpNrIufUk54zXofgbUNCvPDMNv4fuZprWyJt2W5L+dG45IcP8wPOfT04oA6SiuF+DjM/wAKdEZmLMRPkk5P+vkooA7qiiigArh7nwx4g0PxDf6v4RurAw6k4lvNO1DesZlxgyRugJUnuCCD+WO4ooA8y/4V3q+v3OvXXiGTS7NtT00WEcOmB2WPD7w7FgMnd2xzVvw94O1S2u411TQ/CFtAsLxSXWmWxW4m3IVyPlUJnPPJ9K9CooA8xPg3xm3hceC2v9H/ALCCC2+3gSfajbg/d8vGzfjjOcY96v6/8P7zxTqI+36gLPT9NiUaMlo5LxzDH76TIGSNoAUZGM85rv6KAKGijVV0i3XW/sp1FV2zNaMxjcj+IZAIz1x296yfDfh670fXvEt/cSQNFql4s8IjYllUIFw2QMHI7ZrpaKAOR8SeGNU1TxVp2r6deQW32Swu7cSPkuksqgIwGMEAjJyRWD4f8Ca3ZeI7bUL+DSxHJpMmm37xXcsk0zMysZizICzHbjBPAPU4xXplFAHC+GdG8aeH7S10Fp9Gm0m0QxQ3v7wXHlgHZmPG3cOO+MCszQfBHiTTvEmhateJpUk9pFNBfXQu5ZJrrft/eEsnXg4TOBng9q9NooA8tl8CeKh4ck8MQT6P/Zceoi7huJHkEzp9o87YVC4Ug55yc8DAzkel3sLXNjcQIQGkiZAT0yRip6KAPO/Cej/EPw3pGmaMyeF5LG0CxtIJ7jzCmeSBsAzjOO1TaZ4P1qCz1zw7ePp7+H9Rku3E8bv9pAnJO3aRtBUsecnOBxXfUUAecp4W8Y3Fz4ZttRl0SSx0S6jm+0QySrNMqIyDKFCoJByfmxmvRqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5rxx4eu/E2gxWFlJBHKl5BOTMxC7UcMRwDzgcV0FzG01rNEpAZ0ZRnpkipaKAPMrTwH4gs9A8NaU8mm3trYW0sN5ZzTyJC8jHKycIfM2jPysAOfxBY+BfEmneHvC72txpia54e82OJXd3t7iKQAMGO0MpOARgHGO9em0UAcLqmjeMNai0uS/TR2WG4ka701LqZIJ4yoCbn2EsVbcSpXacj0rK0zwB4h0zw5oiW9xpcWsaDeXMtmcu0E0UzOWRxtBTh8DGcY9+PT6KAPPZNG8WJdap4sv304azBpj2unWdmsksSc7yWJAZ2JAAAGB713OnPdyaZaPfxpHeNChnRD8qybRuA9s5qzRQBwKeGPFPhfUb1/CNzpc+lXkzXDafqW9Ps8jct5boD8pPO0jjtS6t4d8YeJPCOpafrF3o63dxPbPbxWokWGFY5VdsuQWYkL6YyB613tFAHFjwhqAs/HMPnW27XjIbU7mwm6ARjf8vHI7Z4rC1rwB4h1LTV00y6bd2o0SOwiS5nkVLW4VCrSqgQhyeMMcFcceh9RooAoaHb3dpoVjbXywrcwwrHIIXLpkDHBIBPT0FX6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5S4/wCStaf/ANgK6/8AR8FdXXKXH/JWtP8A+wFdf+j4K6ugAooooAKKKKAI7gTNbSi3ZUmKERs4yA2OCR6Zrgx4a8Ya/wCIdHuvFFxosVjpM/2qOPTRIXnlAIUsXHygZzgZ/qPQKKAOM1/w7r/iHTy0s+nW2p6dqgvdIliDlCifdWbPOWBYNt46YqgngC/16HxDdeK7i0/tDWLVbNFsdzRWsScrtLYLHf8AMc9xXoVFAHBaV4U8SX3iDS9R8W3WmzR6PBJFaR2W8+e7rsaWTcBg7R0GeSazbb4eeIBZWXha5v8AT38J2V4LhGAf7VLGrl0hcEbcBurA5wBXp9FAHIeIfDus+J9Hv7S7nsbW4t75LrR54A7eX5ZDIZQf4s7gccYNZkfgXVPEV1q1/wCMJ7EXV5px0yCHTt5jgiJ3M+XAJctg9OMY5r0KigDz/SPCXia51rRbjxRe6bLa6FGwtFsw+65kK7BJLuGAQvYZ5JrOX4da/wD2evhJr7Tz4PW8+0Zw/wBqMXmeYICMbcbv4s9O3avUaKACuU8Gf8hLxf8A9h1//SeCurrlPBn/ACEvF/8A2HX/APSeCgDq6KKKAMnxTpc+t+E9X0q2eNJ7yzlgjaQkKGZSASQCcc+lWNEspNN0HTrGZkaW2tYoXKElSyqAcZ7cVeooA4O1+Hv2nw54m0fV5k2arrFxqFvLbMd0IdlaM5IGHBXkDI96RLb4oxWwsBe+G5cDYNSdZRKR03GIDbv79cV3tFAHn8vw5ktdE8PWGn3aTS2Wuxavf3N0SHuWG4yNwD8xyMA8YHWvQKKKAOQ+Jf8AyJ4/7CFj/wClMddfXIfEv/kTx/2ELH/0pjrr6ACiiigAooooAKKKKACiiigAooooAKKKKACuW8E/8zH/ANhy5/8AZa6muW8E/wDMx/8AYcuf/ZaAOpooooAKKKKACiiigAooooAKKKKACqeq6VZa3pk+m6lbrcWc4AkiYkBgCD256gVcooAy9B8O6T4Y09rHRrJLS1aQymNWYgsQATyT6Cqep/8AI6+H/wDrjd/yjroK5/U/+R18P/8AXG7/AJR0AdBRRRQAUUUUAFc1ovh6703xt4o1qaSBrbVvsnkKjEuvlRFG3AjA5PGCfwrpaKAPL5vh54gaxufCkV/p6+Ebi8Nwxw/2pIjJ5jQKPu43fxZzgnjtWrq/hjxJZeJNR1fwldabF/a1vHDdx328eW8YKpLHtByQpxtOOgru6KAODsfDV7pFvpfguBI7jw2+lTw30xQiTzGPLBunzF2+Xk9faqel+CfEslxoFhr9/p02i+H5VmtTbB/OuXRSsRkB4XaD2Jya9IooA821PwP4lWXX9M0TUNOh0LX52numnDme2aQATeWB8rbgO5GMn610lz4aa4uNF04eWnh/S40fyNxLTSx4ESsMY2Ljd15YLxxz0tFAHnfhPwDqGha/Z3dwdMSOyjuIzdWob7RqHmMCDPkAcYz1bnpiuv8AE3/Iqax/14z/APoBrVrK8Tf8iprH/XjP/wCgGgA8M/8AIqaP/wBeMH/oArE1/wALar/wkkfibwxe21tqvkC2uYLxWMF1GDld23lWB6MM+lbfhn/kVNH/AOvGD/0AVq0Aef23hjxNq3jXSde1+PQ7SHTVuAIrBpHecyx7DuZgowOCPxrN0P4dapoMtvYRaT4Ru7G3nDR6lc2hN55W7OCAuC4HAbd2Br1KigDzuPwx4y0S11DRdAutGbSbuaWSGe78wT2olJZhtUFXwWOCSPepL/4dzajpGjeFJbtF8LWNuouQjkXF3Iv3QeMKmfmOCSTgYGM16BRQBheFNP1nSdJ/s7V7q3vBbN5drdRkh5YR93zFIADgcHBOetZU/gaHXPGeoaz4ktbG/tBBHbabbOvmCJBlnZgwxuLHtngda7KigDg38D3Wh+IZtQ8HwaTZ2l5Ytb3VlOjLE0qnMb7UHPVlbkcHPJrMsPh9rcfhrxbp5OmWCaxDstdPtJpGtrd9pDPllyu4kZCrgYr0+igDyrxJ8PvEmsxahb+Zpd1HJFaixkubiQG0MYXeqIEKjcVPz8HBwR6em7J5tP2TrGlw8WHCMSgYjnBIBIz3x+FWKKAOe8DaDdeGfBWl6NeyQyXNpEUdoSShO4ngkA9/SuP1HwN4nu9ZTUGOk3dxba0NQt7q4uZRIYATtg27CIwAR90kHGTzzXqNFAHCLoHi3w/rery+G30e40/VLk3jR6g0iPBMygOQUB3KdoOOP603VvBOpX8XjtYp7QHxAkK2u52+QpCEO/5eOR2zxXe0UAcBqvw9n1q61tbq6hjtdR0e3sEaMkuksbM24jABXJXvk89K3PDv/CYrP5XiNdFNvHDtE1k8hklkyMMVZQFGN2Rk847V0dFAHJePPD+r67BosuiPYi703U474C9d1jYKrDGVUnqwrO1fQvGvijwzqek6wdAtnlEUlrJZyTOPMSRXAfcowp24yMnmu+ooA4jUNB8UaqdI1qRtJttf0qeVoYVaR7aSKRArIzYDAnGcgcYHBqHS9D8ZWF74k1kroQ1TVJbUxRCaZ4UWNdj7jsVsleRjvXe0UAFc/wCO/wDknniX/sFXX/opq6Cuf8d/8k88S/8AYKuv/RTUAaulf8gey/694/8A0EVbqppX/IHsv+veP/0EVboAK5rxL4eu9Z13w1fW8kCxaXetcTCRiGZShXC4BycnviulooA47xJ4e1z/AISm08T+GpbA38do1jPb3+4Rywlg4wygkMGHpzVO08G65YeAtc0231C0XXdZuJrqedQywxPMQHCcbsBRweuea72igDFGl3Wh+EY9M8NJaC5tLdYrQXm7yiRgZfbzzyeO9c1e+G/FumeKNV1rw3No0v8AbEcIuotR8weTJGmwFCoO5cdjXf0UAebRfDvVNC0Xwu2g31pLq+g+eB9sVlhuFnJMinbkryfl+lb/AIO8OajpNxrGq6zNavqmr3CzTx2YYQxBF2qq7uScdScZrqqKAOa8AeHrvwr4I07Rb6SCS5tvM3tAxKHdIzDBIB6MO1FdLRQAUUUUAFVb/U9P0qDz9RvrazhzjzLiVY1z9WIFWq818K6VY+LvFXifW9et4r64sNUl0yzt7hQ8dtFGByqHgFick/lQB6BYanp+qwmbTr62vIgcF7eVZF/NSatV5tb+LfA+hSa9qOmaQ9nfWVn511Gti1sZUDbV4IAOWOAal8PfEl7zW4NP1V9EK3VtJcRvpd99o8jYNzJKMDB25ORwdpoA9Eorzo/EDX10MeKm8NwjwyQJMi7/ANLEGf8AW7Nu3GOdu7OKua78Qm8Mai8ep6dJNZ3cSvpE9oGc3chx+5Ix8rkkY7EfTFAHc1jSeL/DMUjRyeItIR0JVla9jBBHUEbqt6PLqM2k20urQQ2986bpYYWLLGT/AA5PUjufWuA+I/h/RYbrwk8WkWCPceJLZJmW2QGVWEhIbjkHuDQB6Fp+q6dq0TS6bf2t5GjbWe2mWQKfQlSeat1yPiPUofA1npa6Jodqx1HU4rMwQKsIJdW+bgYz8oGT2qhqniPxtpOmS3V5pPh63FvveSebUmWKRRyqplAd55+9gcD14AO9qGG6t7iSZILiKV4X2SqjhjG2M4bHQ4I4NcZN47vNQtfDkOgabFLqeuWpvFS7mKxW0QUFi5UEnlgoAHPtXHx3ktn4c8d3OuafaXU669bCa3imcRFiYFBDcNxkH8MUAe00Vwmo+LvEZ1/xHpuj6Vp80eiRwzPLc3DoZA8ZfaAFPzcHBJAGPeorn4hX99BYDQNLtZJ7jSBq8hv7rykjiPGwEKdzZBz0A4yeaAPQKoHXNIXUxpjapYi/PS1Nwnm/98Zz+lVfCerXOveFtO1a7igilvIROEhLFQrcqPmAOcYz79M155pNjYeD9Zh0jxZ4ftpRcamZ9P8AEKxB/NmaQuglb7ySA4A7HGOgJIB6tDdW9xJNHDPFI8LbJVRwTG2M4YDocEHBqavJbbWNe0TVvH+o6Xp1lc2tlffabn7RcMjuqwISqAKedoJyeOgwa3PE3jjV9I0mPXrLT9MOjC0jui17e+VNPuG4pEoBG4DHU8k8CgDvqK4i78W65eeKBougadYyF9Li1ET3s7IFDsw2kKpJPA/Xnsa8HxCvdU0bw6+l6VB/amtGdViurkpDCYCRJlgpLcjgAc9e1AHczXVvbyQxzTxRyTNsiV3AMjYzhQepwCeKmrxy88R634hXwbqjWFh9u/tu4hhgjuG8vKRyISzlemQxyucjGOeK62x8VeIbqLXNO/smwbXtKnijYC6K2zJIodZCxXcAFzkYJ496AO2pGZUUszBVAySTgAV5ZqHjYav4H17+1tNsLubS7+2t5ktLtnt5t0sZV0cYbgt09Vwe4r0nVP8AkEXv/XB//QTQBNbXMF5bpcWs8c8EgykkThlYeoI4NS1x3wsyPhb4f2gE/ZBgE47mszw54x8RS2viLVtet9Nj0jS7i7jf7NK7SqYeNqgqAw4PzEgknoOgAO+mure2eFJ7iKJpn8uIO4Uu2M7Vz1OAeB6VNXkmp6n4k1jU/A2oatp2n2VhdatHNbxRTvJOmYnKiTKhehzweK9boAKKKKACiiigAooooAKKKKACiiigAooooAjuLiG1gee4mjhhjG55JGCqo9STwKpw69o9zp8l/Bq1jLZRf6y4juUaNPqwOBWH8QvD994h8PQRafFb3E1peRXn2O5OIrtUJzE3bBz34yBmuH1/UdC1D4W+Mv7O0QaJqsUMcepWDQiN0YMNhO3hgQThh1FAHsnWiuKg8U+ILTX49I1TRrPzbyxlurBLW6LFmjxmJyygAncPmHFQ6P421STxDqGhaxa6WL2309r9Tp12ZlUKwUxyZAKuCR+FAHd0V51pPj7Xbi28NanqWkWMOla7MltGYLlnmjkdWKswKgbTtPGcjj6UzVviDrkdxcSaXpWmnT4NWXSDJd3bCVpiwXd5aqcLk+pJHOMUAehQXVvctKtvPFKYXMcojcNscYJVsdDyOD61NXkOna5r3h9fHWqWOm2NzY2WszXF151wySOBHHuWMBSMgDOSec4xW94r8ear4ctxrAsNNOhKsTj7Re7Lq5VwpJiTGPl3dCcnBoA9AorlbK7t2+J+rWi2SLcpplu73QkYs6l3wu3OABycjnmunmkMUEkioXZFLBR3wOlAFPUdc0jR9n9p6pY2O/7v2m4SLd9NxGas2t3bXtutxaXEVxC33ZInDqfoRxXnPw28OaT4h8Mw+KtbtLbVdX1ZnmnnuoxKEG8qI0DZCqoGMCtLxVpmheFPCzCy0O1FtcapayPbRlok8xpEUOApGMYU4HBxzQB3VFeeah448RJN4nk07R9Pls/D8h85prl0eZBGJGCAKQGxnknHTrUvibxxq+kaTHr1lp+mHRhaR3Ra9vfKmn3DcUiUAjcBjqeSeBQB31FQ2lyl5ZwXUYISaNZFB64IyP51NQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcrOR/wALY08bRn+w7nnv/r4K6quUuP8AkrWn/wDYCuv/AEfBXV0AFFFFADJporeGSaaRI4o1Lu7sFVVAySSegApq3MD2oukmja3ZPMEoYFCuM7s9MY5zWN44/wCRA8R/9gu5/wDRTVw2vM0vwl8DaWWZbbVZ9LsbracZidVLDPvtA/GgD0zT9U0/VoDPp19bXkIbaZLaZZFB9MqTzUsd3bTXM9tFcRPPBt86JXBaPcMruHUZHIz1rgbOxtPD3xmjstItorSz1DRWkuLaBAke+OQBX2jjOGK1Z8K/8lX+IH107/0QaAOyvdQstMt/tF/eW9rBkL5k8gjXJ6DJOKgj17R5tPl1CLVrB7KFtslwtyhjQ8cFs4B5H5isD4jaLf65oFnDp1hFfy2+o2909rLIqLKiNllJbjnp0PWmeEbzRPEWk6lpT+GrbTJbW48rUdKkgjKB8AhjgbXBABBx2+lAG7beJ/D97cJb2uuaZPO/CRxXcbM3fgA5NRf8Jj4Y/wChj0j/AMDov/iq4zwnoek6l8StY1zTtLsrTTtHU6Za/ZrdI1ln6zOdoGSMhB7E1DrvhjQNU+Ieh+HdN0PTLaOy/wCJpqUtvaRo21TiKMkD+JuSPQUAem3V5bWNq91d3ENvbxjLyyuERR7k8Co7DUrHVbYXOnXtteQE4EtvKsi59MqSKdfWVrqFm9te2sN1btgtDMgdWIIIyDx1AP4V5t8Mij+NPF8h0v8AsKVjbA6PtxsAVv3vACncSfu+nPWgD0uK7tp55oIbiKSaAgTRo4LRkjIDAdMjnmnPcQxzRQyTRrLLny0ZgGfAycDvgVxHgz/koXj7/r7tf/RAritA8X28viC58ceIdE1OSzmumtLDUzGrW1hBu2LgZyMnO58dTgd6APcK5XwcQdS8XYULjXHBxnn/AEeDmuqrlPBn/IS8X/8AYdf/ANJ4KAOrooooAKzb/wARaJpdwtvqGs6fZzt92O4ukjY/QEg1B4u1O40bwdrOp2i5ubWzlliyMgMFJBI9B1/Cue8G+BfDg8LWN3eabaape39ulzdXt5Es7zu6hidzA8c8CgDsW1CyRbdmvLcC5YLATKv704zhefmP0qWeeG2gknuJUihjUs8kjBVVR1JJ4Ary/wCIXhPTDbeD/DtjG2n2UmrsE+zMVMLMkj7l9CGOabqXiS+/4QfxV4V8SlU1+z0q4ZJQMJfw7GAmT3/vDsfyAB6bBqNjc3DW8F7byzqiyNFHKrMEboxAOcHsad9utDfGx+1QfbBH5pt/MHmbM43beuM8ZrzjxFpslj4J0fxppUiwaxoumxybmHy3MGwF4Xx1B6j0Pp1rf8AaC1jpR1y/mF3resql1eXOMcEZWNfRFBwB/kAC/EhgvhEEqGH9oWXBz/z8x+lddXIfEv8A5E8f9hCx/wDSmOuvoAKKKKACiiigAooooAKKKKACiiigAooooAK5fwUQf+EhwoGNbuRxnn7vNdRXLeCf+Zj/AOw5c/8AstAHU0UUUAFFFFABRRRQAUUUUAFFFFABRRUF7e2mnWcl3fXMNtbRDLzTOERRnHJPA5NAE9YGpkDxpoAwDmG759OI609N1bTtZtjc6Xf217AGKGW2lWRQwxkZBIzyPzrL1P8A5HXw/wD9cbv+UdAHQUUUUAFFFFABUMd3bTXM9tFcRPPBt86JXBaPcMruHUZHIz1qauE8K/8AJV/iB9dO/wDRBoA69tX01NTXTG1G0W/Zdy2pmUSkdchM5x+FF/q+m6X5X9o6haWfnNti+0TLHvPoMkZP0rxL+zrS7+CF/wCMpIo18Qvdy6iL/aPOjlS5KqA3UABQNvTmuq0rSrDxp4+8XNr1lFdC2trS0t4pkDeQkkO9yuehLNnI54oA9Pqnb6vpt3fT2VtqNpNdwf66CKZWkj/3lByPxrz3wrrmoR/s+tqnnM95aabdrFL3/dGRUb8Ao/KsmXRNP8NeH/hvq+lW8UOoSahZwTXEagPcpcIfNDnq2c556UAesXGr6baX0Njc6jaQ3c/+pgkmVZJP91Scn8KWbVdOtr6Gxnv7WK8nGYrd5lWSQf7Kk5P4V5Iui6f4i8K/EbWtTt45dSjvr1Ibl1Bktlt1/dBG6rjGeOuaLzRbu88MweKr66szBqdpp13dM9uXvEmRI9qW7A4y7AAZ6Fz1zQB7ALq3N21oLiI3KoJGhDjeEJIDFeuCQRn2qj4lIHhXVyQGAspuD0PyGsDwPqGlzXF/G+q2d14kuX8/UYoZQxiI+URL6pGMLx3yTy1b3ib/AJFTWP8Arxn/APQDQAvhnnwpo/GP9Bh4/wCACr11d21lbvcXdxFbwIMtJK4RV+pPAqh4Z/5FTR/+vGD/ANAFcbPYW3i74t6hYa0i3Gn6HZwSWtjLzFJJLktKy9GIA288CgDuNO1zSNX3f2Zqlle7fvfZrhJMfXaTV+uGhvfBFl48ttOh0dLLXFEqwzpp5hVwqFnxIAAwC/WsTTvi79tu7G6ZNIGlXt2ttHAl/uvowzbVleLGME4JAOQD3oA9Uorgm8a+IdQiv9T0Hw9bXmjWMskRea8Mc115ZIcxKFIwCCBuPOKm1D4hxabZaT4gmti3hbUIAzXqAmS1kYZUSIM/Kfu5HRuPSgDt6juLiG0t5Li5mjhgiUvJJIwVUUdSSeAKyPC2qalrekDUtQ08WC3DF7a3ZiZBD/CZOwYjnA6VyHxa1zTkTR/C+oX8dna6rcB76Vn27bWP5mGeoLEBR+NAHpCOksayRurowDKynIIPQg06vLPAHjFIfh9rFtaP/bNx4a8yKEQtk3UCgmFh9VG3p/DVtvFNzrfwv13VtUtNIvbIWTOq2F5IySgqd0b5CsjDgH69qAPSKQkKCSQAOSTXneueN9X8MQWt7Jpulx6IPs8apJfEXUwcIC0SYwQpbGCcnaTXf3f/AB5T/wDXNv5UAUrLxJoWo3At7HWtOupz0jgukdj+AOa06+ePDmi3XiT4daDp2k+DmttQEscg8QuIoxEFl3F1YHexwNuMfyr0y98aazpHiywsNTsNMisdQvvsdvHHe7rsA5CSsmMbDgdDxuGeaAO7oJAGScAVxLeKfEera3qdv4a0iwnsdLuPs1xPe3LRtNKAC6RhVOMZHLcc1zfjHUZl0v4lxaXY28FxAkCXVw0z7pke3GSByAwBwAMA96APULHUrHVIGn0+9t7uJXKNJbyrIoYdQSCefarVeTaPrNh4LbVJ7vQrGznsNCtp5m092xKC7hEAIAz0+bGcsc5Art/Dt54supi2v6Vp1nbyReZGLa5aSSNsj5HBUDOCeVOOKANye7trUwi4uIoTNIIohI4Xe56Kuep4PAqauE+JH/H74K/7GO3/APQJK0PiLrureHPCE+o6PHbNcLLFGWnYgIHdUyAAcnLDrgd+cYIB1dQx3VvNcTW8VxE80G3zY1cFo8jI3DqMjkZrk9T8Ta/pUGkaZJpunz+JNVmkSGGK4f7MiINzOzlQ2AuOAOp4rP8AAZ1JvHnjc6slql95ll5gtHZo/wDUcYLAHpjt1oA9CrB8cEL8P/EjFQwGl3RKnOD+6bjit6uf8d/8k88S/wDYKuv/AEU1AGrpZzpNkcY/cJx/wEVbqppX/IHsv+veP/0EVboAKKKKACiiigAooooAKKKKACismDxT4fub2Wyg1zTpbqHPmQpdIXTBwcgHIweKKANaiiigArj9T8FXY1+41zw1rj6NfXYUXkbW6zwXBUYDMhIw2P4gf657CigDg4vhzLf3Gr3PibW21S41OxFg/k2q26xRhtw2gE5IbkEmtLR/DviK2lSLWPFQ1PT442j+z/YEiaUFdo8x9xJwD2AyetdVRQB53/wrfVDpI8ON4rmPhgHb9j+yL5/k5z5XnZ+72ztzjitHVvh3Z+ItTuLjW7p7m1W3Fvp1rEhiFiOMupycyZAw3GAMYrs6KAKGi2d9YaRb2mpagNQuol2tdeT5ZkA6EjJ5x1OeTzgVQ8TeG/8AhIn0Vvtf2f8AszU4tQ/1e/zNgYbOoxnd156dK3qKAMTxF4f/ALffR2+1eR/ZupRX/wDq93mbFYbOoxnd156dKoeIvCNzrWv2mqW+pxW5htZbUxT2vnqA5BLx/MuyTjG7njtXVUUAcJa/D69s9J0FLbXxBq+iwtbwXqWYKPCwAKPEWOfug53DnkYqP/hXN3P4e1zT7/XknutXv4b2S5Sy8tUKNGdoTec58vGc967+igDnYPC3ka34m1L7Zu/tuOGPy/Kx5PlxlM5z82c56CvLPEGlW1lq2j+HtRvNBig8O6cixSa+pSG/LjlkUEY27MH5m5P3TXutMkijlAEkaOAcjcM4NAGJ4M1h9e8I6fqUlgLEyoQIFztAVioK5A+UgAjjoRWDN4D1nUJLez1bxZLe6Jb3KXC2rWaLM+xtyI82eQCBzgE+td5RQByw8G4tPFsH2/8A5GAyHd5P/HvuhEf975sYz29PesbUPhpc3UbRQ65EiSaKmkSGay81kVVK74jvGzdnkc5x16EehUUActofhKfS9fj1e51JLmZdKi05kS38sHY7MHHzHHBxj2zmvPPFOhRaNYeHfB15f6YlnBLcaidQ1dDHazMZXIhwDncPMz98cL3zivbKbJGkqFJEV1PUMMigDznwrbjxfYaNeJFZ6fD4e1OVYRYRk212gjK7oicbV+c888qa0dZ+H76rP4imTVvJbWJrSUI1vvRPIAG1xuHmK2ORx+NdsAFAAAAHAApaAPPJ/hte3dtr0FxrsGzV5bWdhFp+wRPC0Zwo8w/KRHgDtnqcV311B9ps5oN23zY2TdjOMjGalooA4Hw94J8WeHbKw06DxtA+nWm1RAdHQFkByV3eYSM881bs/A1zbXes2z6wsvh/Vprie409rUb90wIcCXd93JyPlz712dFAHBQeAdZF1oS3fikXenaLcLNbwPp4ErBVKKrSB+eD1213tFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGT4g0zUNUsok0vWJdKu4ZhKk6RCVW4IKuh4ZTu6ZHIB7Vy0/w3udQ0bxFFqmvG51XXIo4ZbxbQIkSR/dVYw3ucktzXf0UAc1rvhI63rFnfjUZLU21jdWYESfN++VV3q2flK7cjg/hWJo/wAO7/S9Qs7ltas2S30t9LaKHTfKDxkghv8AWHD7lBJ788DOa9AooA4+PwJ5fhvwto/9pZ/sK7gufN8j/X+WGG3G75c7uuTjHevMTrcNp4k1LxfJbaBc6o17sTRrrcdSi2ERgR4HDEDcPlPX71e/UzyozKJfLTzAMB8c4+tAHKf8ITu0LxXp39oY/wCEgnnn3mH/AI9/MjVMY3fNjbnqM5rG1j4X3Opx6nDHrsUcOoWNvaOZbHzJIvKUAeW28bVYjJXB5zzXo9FAHFap4W1pX1nWNP1f/idXelxWkRht1QCVGZtw3MQAxbGD0HcmuvtVnSzgS5kWS4WNRK6jAZsckD61NRQBwx8CarpF7dS+EvEzaTaXUhmksJ7NbmFZD1aPJBTPXA4qa48FalqPh19O1XxLNfXT30N21y9sqqojdW2JGpAUHb6nrnmuzooA5UeDMW3i2H7f/wAjCXOfJ/4990Ij/vfN0z29PesfUPhpc3UbRQ65EiSaKmkSGay81kVVK74jvGzdnkc5x16EehUUAUtHs59O0ezsrm4S4mgiWNpUj8sNgYGFycce5q7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcpcf8la0/wD7AV1/6Pgrq65S4/5K1p//AGArr/0fBXV0AFFFFAFDXNN/tnQNS0vzfJ+22stv5u3ds3qVzjIzjOcZFY974Mt9Q8CWfhme6kDWlvBHDeRrtdJYgu2QDJxyucZ6EjNdPRQByvhzwld6ZrV1rmtawdX1eaBbVZxbrAkUKndtVAT1bknNXdK8N/2Z4r8Qa59r8z+1/s/7ny8eV5UZT72fmznPQY963aKAOXvND8VTWrC28Xi3uhdSypIdOjdPJb7sRXPO3+9nJo8N+EJfD9hqjPq8t5rOpuZbnUZIguX27VwgOAq9hn/63UUUAY/hXw9B4W8NWWjwSGUQJ+8mYYMshOXc9erEnqai0Hw0ujaprepy3RurzVbrznkZNuyNV2xxDk5CjPPfNbtFAHPXej+ILiy1KKHxMbe4muRLZTLZIfssYx+7Kk4kHB5ODzVfwt4SudF1LUNY1bV21XV78Iklx5AhRI0ztRUBOOvJzzXU0UAYWjeG/wCyPEOv6r9r83+15opfK8vb5WxNmM5O7PXoK5aT4XXL28miDxHKvhOS5+0NpX2Vd+C/mGMS5yE3c9M9s969GooAK5TwZ/yEvF//AGHX/wDSeCurrlPBn/IS8X/9h1//AEngoA6uiiigBksUc8LwzIskUilXRhkMDwQR6Vwtt4F8Q6FG1l4a8YvZaUCTDaXdit0bcHnCOWBx6A5xXe0UAck3g26nj8Pm912e8udKvmvJJ5oRunJVhtABAQDdxjOAKk8deBrHxzo32O4la1u4932a8jXLxFhhhjIyrDgrnmupooAwdS8N/wBoeBpvDX2vy/Msfsf2jy84+Tbu25/HGfxrU0yz/s7SrOx8zzPs0CQ78Y3bVAzjt0q1RQByHxL/AORPH/YQsf8A0pjrr65D4l/8ieP+whY/+lMddfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy3gn/mY/wDsOXP/ALLXU1y3gn/mY/8AsOXP/stAHU0UUUAFFFFABRRRQAUUUUAFFFFABUVzbW95bvb3UEU8DjDRyoGVvqDwalooAr2VhZ6dAYLG0gtYi24xwRhFz64A68CsfU/+R18P/wDXG7/lHXQVz+p/8jr4f/643f8AKOgDoKKKKACiiigArC0rw3/ZnivxBrn2vzP7X+z/ALny8eV5UZT72fmznPQY963aKAPPZvhg8s0+njXZV8L3F59tm0j7Op3PuDlBLnIjLAHbj8a0Ne8E317rlzq2ha/Jo09/brbX4W2WYTKuQrDJG1wCQDzx2rsqKAOPtvCtzpt3pWj2Mp/4RaDTJbS6tJApErHAU5+9uOWJ6D86paP8Obmxv9KGo+IZtR0rRWLaZZPbqhibGFLuD85UHA4Fd7RQBwOrfDi4vr3VUsfEM1ho+syCXUrBLdXMjYAcpITlN4Azwa6Kfw7HcarpUrSKum6XHm2slTjzsbVcnPO1chRjgknsMblFAHGeH/Acmialp8surG5stLjmj0+3FsI2jEp+bzHBO84GOi+pya3vE3/Iqax/14z/APoBrVrK8Tf8iprH/XjP/wCgGgA8M/8AIqaP/wBeMH/oArM8ReDjq2q2+t6Xqk2ka3bxmFbuKMSLJETnZIh4dc8jpg1p+Gf+RU0f/rxg/wDQBWrQBxVl4M1mbxRpuueIfEaai+mrMttbwWCwIPMTYxY7mJ4x+VN0jwVrmgmKw0zxW0Wgwzb4rN7FHlSPduMQlJ+7yRkrkCu3ooA4OXwFq9t9vstE8VPp2jX0skslqbNZZITIcuIpCRtBJPUHGeKt3fw9sb5dI025nMnhzS4AkelFOJpAMB5Hz8wAzhcDk5yeldjRQBieF9CufDmmtpsmpvfWkTkWfmx4khi7Rs2Tvx0BwOOKitPC6ReLtU8Q3lwt3NdxRW9vG0WBbRJklQcnO5juJ4roKKAOV1PwfNN4k/tzRtV/sq6eyazm2WyyCT5t0b4JAypz1ByDjisq3+G8503xRFe6xE954ghEUslvZCGKPCkbvLDHcx3Ek55rv6KAPOdX+GN3qI1aOLXYY4tRitkYy2PmSRmELgK+8YQlMlcdSea79YZWsBDPKrzGLZJIqbQzYwSFycDPbJ+tT0UAYvhHw/8A8Ir4V0/RPtX2r7JGU87y9m/LE525OOvrXK3Hw21B7x5oNft0A1kavG0mn75d/OEd/MG9QCQOBgV6JRQBxc/g3WbPWtRvfDfiUaZBqUvn3NtNZLcKJcAGRCWGCQBkHI/lT9R8Cf2hH4vX+0vL/wCEiSJc+Rn7PsiEf97584z2rsaKAOOvfh/aand6q19dtJbajpcOnPEke1k8ssRIGyeckHGOMd6veHdH8R6ZPjV/EyapaJD5ccf2FYnJyMO7hjkgAjoM5zXR0UAcz4z8LXXii20wWWqDTbrT75L2KZrYTjcqsANpZf72fwrOvPBfiDWtB1HStd8WJeR3KIYXh01ITBIjq6tw53DKjjj6129FAHH3fhDVtStrC5vPEIGvafO81rfwWSqiK67WjMRY7lI685z3FQ2Hg3X7GTXL1fFMX9rarJbObpNNVVjEQ2kbC7A7l4zkY6121FABXP8Ajv8A5J54l/7BV1/6Kaugrn/Hf/JPPEv/AGCrr/0U1AGrpX/IHsv+veP/ANBFW6qaV/yB7L/r3j/9BFW6ACiiigAooooAKKKKACiiigChFoekQXMlzFpVjHPJnfKlugZsnJycZOTzRV+igAooooAK4QeOdevdY1ay0fwe2oQ6bdG1km/tKOIswAPCsPQjvXd15v4M1jS9N8QeN0v9Ss7VjrTsBPOqEjy055PSgDp/DPi228RS3dm9nc6dqtkQLqwugBIgPRgRwynsRXQ149q2t3OqeJ/EnizwmPtFvpWgPZLeRruSe437/k7OEGTnnn2PLJ20zRbTw5q3hvxNeahrN7eW8bxvqDT/AG5HI8zfGSQuAScgDbigD2SivFr7TRfaN8RdYlvdQF7peo3D2Lx3kiLbskSOCqhgOTwcg8U/xY2oa3q8djLFquoXF9oUU+nW+m3nkLbzHIaWUblGCSuCcjAIxQB7NRXiniPSr+LUIvDbw6rqFy2hobC303UGjW3uAWEksu5wSpcjDNu4BGK6LQ2Hh34hJpl/erBHH4agYiS4YxmQSv5jAueeT9cYoA9JorxrRbiw1b4d+FrXUnv9QuNQvL1ba3ivmgScrNKd0kgIO1VHHJ6jANVNMnutW8P+CbC71G6ZW1u6tZWhvH3tEvmhVMgwxGABng49KAPcK5bxT4j17QfOnsfDA1LT4Lczy3P9oJCV2glhsIJOAM/jWf4Hi/szxX4v0G3lmbTrGe2e1illaTyvNhDMAWJOM84z3roPF3/Il67/ANg64/8ARbUAZXhTxTr/AIjWzu7nwqLDTLuATx3f9opKcMoK/IFB5z+FddXD6Rc3tl8DrK601S19D4fSS3AGTvEAK4HfntXHeFEu4H0XWNK1TTGmuIH+0xtrs11LqLmIkAxOgCyBxngjHIoA9prF8K+IF8T+H4tVW2NuJJZY/LL7sbJGTOcDrtz+NcR8N7XQr+w0nxDca5Pc+I59xufN1BgzSkMGiMO7bhecDb/CDXM6dpsem/DCw8T2txeR6pBrBEbi5fYEN6UZNmdu0gkkY5JoA93qm2obdYj0/wCx3Z3wNN9pEf7lcEDYWzwxzkDHQGvL7/SItZ1z4jzXd1f7tPWJ7MRXckawOLUMHVVYDOQOuf1NUtS8Q64tvpmqWk8r37+CHu+DnMpMRMm3oSMk0Ae01zfjHxRP4XtdNa10w6jc6hfJZRQCcRfMysQdxBH8OPxrK8C6V4YtUtNQ0nWpr6+urT988mpPMZ87SztGWIDA+gGMkVW+K9qb2Pwlarcz2xl8Q26Ce3YLJHlJOVJBAI+lAHU6BqOtagk51nQf7JZCvlj7Ylx5gOc/dAxjj862a858V2eo+DvBN7LbeI9auRcXFvHPeXkqyPZwlwsjptQY4PXnHXjFU4V0/wAP+OPDdt4W1u5vl1FpFvrRr9rtHiCFvOO5jsIYDkYznFAHqVMMsYmEJkXzSpcJn5iowCcenI/OvEIrixvvAWo+KdV8UXtp4shM7FFv2Q2s6MwSAQZ27eFGCpzk+tacFjp+ofE+zvvEjSWt1L4ctb10kvZIVSfzCGAG4DAwPk6d8ZJoA9forw/UIvFM17c/DnS7q5hnsZ5dTgvy5Ja1A3wRlicn962w+ye2Kkk8Ra7r/hDxP47tBc2bx2UdhZQgkeUAVNzKB6gswDYyAlAHtlFeRaJBFpNzLeQa3YWmkTaXO11HZ67Nezy4TcLhA6Da6gNkj1HFN8ITJZ+Nng09bm00vUPDzX0dvcai1y7v5ihZWBJCOVY8BjQB6/RXnXwu0CKXwvoHiO5vdQuNSe0Ks0l25QocgKUztwPpnPJya9FoAKKKKACiiigAooooAKKKKACiiigDA8Y+JT4T8Ptqi2RvX86OFYBKI9xdgo+Yg461iXPjzWNFjF14k8G3mn6aCBLeW93HdLCP7zquGC+pwab8XWVPA6u7BVXULQkk4AHnLVnxh418O2vhm/gXUbS+urqB7eCytpVlknd1KhQqknknrQB2EMsdxDHNC6yRSKHR1OQwIyCD6U+vHraxktr7wr4Q8U6nPY6bDoSyeXHdG3W5ug21omkUgnYuMKD71m6hfXH9i69pOnazeXWjWet6fBZXwuC8i72XzYll6sEOAOuM4oA9zory6ezuPD3i7xDo2gX01rFP4ba+j+1XLyrFch3QSbnJI4xn6ZrL8JaTe6hJL4h0y31Wwh/sRxDdatftL5l6y8TKN7ZTBOSQAcjCjFAHstFeI+GNKudVi/4SC1s9ait00ScSXF/qDS/absrgSRAOcjG/kgDkYAIzWnBrkdx4f+FkUOpiS5luLfzkWfLuFt2D7hnJw2M570Aet0V4wLu1g8ZaJq+jTXyxXOtS2N1d3eosxugFfevkklVjUjg/KRgccg1SvbRk8C+LvE63t+NW03W7o2cou5AsIWcDaEztwQSDkHg+woA90rB8UeK7Pwva27TQz3d5dyeTZ2Vsu6W4f0Ueg7k8CtOLU7GfUZ9Oiu4XvbdFeWBXBdFboSO2a4fxncR6B8Q/DXibUgRpEcM9lLcEZW1kkxtdvQNgrnt3oA0rHxT4pa/totU8CXVnazyLH9ogv4rgxZOMuowQB3IziulsdQ+2y3kf2O7t/s05h3Tx7RLwDvQ5+ZecZ9Qaov4u8OI9tH/bunvJdSJFAkdwrtIzEBQoBJPJFeYatcXU8WswfbbqIP42trcPFMyskbLGCFI6dTQB7TRXkepf2b4U1zxRpkt3qkGg/wBl2148UN27SCRpihCOzZXfhVPI69R1Gp8ODJY+K/FWjYe3tLcWctvZPfNdeQZEcuA7c5O1SRkgHoTQB6RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBys7N/wALY09cnadDuSRnjPnwV1Vcpcf8la0//sBXX/o+CuroAKKKKACiiigBrkqjMFLEDIUd647TPG2pHxNY6H4g8NS6PNqKSNZSC7S4WQxruZW2gbSBz3rsJpo7eCSaVwkcal3Y9AAMk15U91aS/GrQL7T9di12K+huVFusqyrpyCMHfGVOFDEbTnk8j6AHoXiDUNW06yjl0fRDq9w0gVoBdJBtXBO7c/B5AGPeuPg+KVzA2vnXPDcmnJokMb3BjvEuC0khAjiG0Y3Nn144zXW6t4n0zSvDup619qhnt9PVxL5UgbEi8eWSOjZwMHua5rw34Jivvhzc2HiJWa711mvtRZTtZZXIcYPYphQOwK0AXtF8aX1z4gg0TX/D02i3l3C09nuuUnSZVxuXKgbWAIJH6+sfhbxlrXiaaGdPCxg0iSWWP7cdQRiNjMufLwG5ZcfjmuQ8KWM2p/EU6y/iO91jRPDdtLEl/dbQjTOuHCFQNwVPvNzk49qfayWHhbxh4ds/CHiibU7XU7p1udLN0txEkTBnaVNv+rwcn3/OgD0XxV4lh8LaQt49tLdzzTpa2ttDgNNM5wqAngfX2qh4b8X3Wq63daHrOiSaPq8EC3QgNws6SQk7dyuuBweCMVg/FjULK88MW1lFeWyq+sW9rcXyyZ/sxslvMO0jawwByR97mud0i11aPxr4h03w/wCIrbW9TudIidNaum3mzxJt8olMryCXAAHI5zQB6LaeNdP1Dx7c+FLMedPaWjXFzOrfLGwdF8v3PzZPPHTrnGIPieDdrdf2Hcf8Iy179hGteeu3zN2zd5fXy93G/P4VzHhbQ9f0H4q2WlyDR0MegN5r25lJeIz5Z8tyZS5ySeMZrLN7av8AAGPwiskf9vtdDTfsG4eaJxdZ+71xgbs0Ae91yvg52bUvF25iduuOBk9B9ng4rqQMKATkgda5XwZ/yEvF/wD2HX/9J4KAOrooooAbJIkMTyyuqRopZmY4CgdSTXCQ+P8AWtaDXXhfwbdappYYql7PeR2omwcExq4JYe5xXR+L9OudX8G61p1mcXNzZSxRc4yxUgDPv0/GsPwT4x8PTeEdPgbULSwuLG3S3ubO5lWKS3dFCspViCBkHmgBmufEiPw5oWkarquiX1qt7dNbzwSY8y2C7svgZ3DC54PIOfaui1XX7fT/AAneeILfbeW0Fm92nlvgSqF3DDc9fWuR8Vanp2val4IutPuYbyzfWmj8yM7kfEUisAehGcj0rnfGlvdfDrw5r2nwxyT+E9VtZ47cKCx024dThP8Ark5PHoT+YB3kfjZI9a0iy1Cwa0ttYtklsrwy7keUqCYW4G1sHj+9254qzonipfEOuala6fZmTTbBvJbUfM+SWf8AiRFx8wXu2evr1rn/ABbaW938DJvPiVzBpEc8RPVJEjBVgexBrpvB1lbaf4M0a2tIUhhWziYIg4yVBJ+pJJJ96AM34kOyeEQyMVP9oWQyDj/l5jrrq5D4l/8AInj/ALCFj/6Ux119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXL+CmZv+Eh3MTt1u5Ayeg+WuorlvBP/Mx/9hy5/wDZaAOpooooAKKKKACiiigAooooAKKKKACiiqerXF9a6XPPptit9eIAYrZphEJDkcbyCBxk/hQBcrA1NiPGmgAEgGG7yPXiOregXur32ntLrWkJpd0JCogS6E4K4GG3ADvnj2qnqf8AyOvh/wD643f8o6AOgooooAKKKKACsPS/Ea6n4p1/QxamNtI+z5mL583zUL9McYxjqc1uVwnhX/kq/wAQPrp3/og0ART/ABPEN3NdDQ7h/DVvefYp9Z89QqSbgpYR9TGGIG7NX/EHji603Wp9K0XQJ9aubO3FzfeXOsQgjOdoG7O5yASFHavOBqFrbfAi/wDCkssba8l3Lp/2HcPNkna5JXC9TwwOenFdVoup2PhHx/4xTXb2K2M1tZ3cMszhfOjjhKNtz1wykY96AO703X9P1Tw5Dr0E2NPlt/tHmPxtTGTu9CMHP0rltG+I8mo6jpi3vh+507S9YYrpl/LMreecZUMg5j3AZGSc1g+GIT/wo0eGzKkes3+kXk9tZFsSNHI0hXC9cYdfzqtcaxp/iHw38NNL0q4imvlv7Kd4I2BeBIEPmlgOVxjHNAHT6x8SH0+/1L7H4fudQ0nSJBHqeoRTKogbALBEPMm0EbsYxU+o/EJbTULj7NpbXelWbWy3l8twq+WZwpQpGRlxh1JOR14ziuPi1jT9B8IfEjSdTuIotQN/fOlvIwEk4nQeUVXq27IHFatx4cs7bw/4Vsjplu/i+Syt7WGeRMm38uNd8zjo3l9s5+YqB1oA7rTNb/tXVtStra3zZ2LiA3ZfiSbq6KuOi8AtnqSMcGneJWK+FdXZSQwspiCOo+Q1xXgLxUS2j6PFp9pDpt5BM1l5V0ZLiPym+Y3CkDDMSSSCfmJB5Ndp4m/5FTWP+vGf/wBANAC+GST4U0ck5P2GH/0AVm+I/GCaLqNtpFhp1xq2t3SGSKyt2C7YwcF5HbhFzxk960fDP/IqaP8A9eMH/oArjXv7bwt8YdRutbkS2tNasoEsbyY7Y1ePIeIseFJyG56/WgDodH8QeILnU47PWfCU+nJIpKXMV5HcxAgZwxGCvtx1rpq88n8WarD8TdJ0e31fSb/TdSFywt7dQZYBHFuXcwY/ebvgdDXGeFW1DULfTNefV9Otta+3j7dNda3MJX/eFXt2timxcj5VUHj5SDQB7tRXjMT6brGleIdZ8ReJ73T9dsrq5RY01BoPsIRiI1SIEBgQAeQd2am1rWdbh8P+EtfsHmPjO8tVT+zFQsl7GV3OXjyAu3727jBOPoAewVi+LPEcPhTw3davNC05iAWK3Q4aaRiFVBweSSOxrM+HH2SXwhBeW+oz6hc3TtLe3FwSJPPP31Kn7m08BRwAPfJ5/wAYy6x4i8f6bpOhW1pdJoG3UbtLuVo4jMwIhUlQTuAy4GO9AHd+H9btvEfh+x1i0/1F3CJAuclT3U+4OQfpVnUbz+z9OuLz7NcXPkxl/Itk3yyY7Kvc+1eT6J/amhReKPCGsXlroUt9BLqWnXME5MNusjFXVXIXAVyDjggMT71VsruOx+HvjfS445rTVtPsFa4aHUXuYHJRtssTMxKlsHI4PAoA9oifzYUk2Mm5Q21xgjPYj1olk8qF5MZ2KWx64rxDxdd26215qumy6gdY0r7B515JqLxx25cR4ijiBw4ZSS2QB8x5PSva7lg1jMykFTExBHfigDzux+Kt8+iWXiDU/Cc9noFy6r9vjvY5vL3NsDMmAwG7jNel1458PPAx8Q/D3QJNW17UZ9LwJhpShEhJWQkBiF3MuRnBNR313aweMNN1fR5b5S/iQ6feXl1qLHz8798SwZKiNeACdpGBgHOaAPZ6xb/xLb6Zaa1d3dpexW+kx+Y8rxYWcbN37o5+b+6enPFcFbwaR4h8W+J38VazPa3unXvlWdudQa2W3twilJVAYAliSSTnpVHxhENQsvirFcyTPHai1lgTzWARhbKeAD0yeR0PegD0Pwx4i1DWw6al4eu9Kl8pZ0LuJYnRvugOMfPxyuOOOea6KvFtRuL7wyviaLQZLlTZ+GrWSBTK8pjLSOXcbiTkAk/gOwrt/BmkeF7B47rQ9Ylvri4tcyM+otOZxlSZGRmOGzgZAGN2O9AGt4j8Rr4fm0aNrUz/ANp6jHYAh9vllwx3dDnG3px1rZlljgiaWaRY40GWdzgAepNcJ8TporefwbNPKkUSeIrdnd2Cqo2ScknpVT4rXuj6z8O742+pQXBtp7aRhbXf3VM6KSwRuRgnrwOvUA0Aek1i6Z4gXUvEuu6MLYxnSWgBl3583zY9/THGOneuJ8SQ6VaSeFtAtdTlt/DFzeTpfzR37nc4j3xxNMWLAMSeM9hT/BH9ieHvF3jdbe7hg0uKWxCSzXW9AWi6b3Y/xHAGfagD02sHxw7R/D/xI6MVZdLuiGBwQfKbmt6uf8d/8k88S/8AYKuv/RTUAaulknSbIk5JgTn/AICKt1U0r/kD2X/XvH/6CKt0AFcdqvjHWIPFdzoOjeGTqkltbR3Eshv0gADlgBhhz90967GvK/iF/YdlJq/iWw8YS6X4hs7cR+RBdpiV0BZI3hPLZLd/XPSgDt/Enii18MaNHe3sMslzMyxW9lB88s8zdI19T703Vtd1Sw0WyuLTw7c3upXRVfsKTIvksVLNvkPyhRgjPOTj1rznX2vNb8ceEJtX1lvDu7Q2uoptqDbdttEsamThWCke+BjvXReFPHBt/Aeq6z4i1BLq20u9nto9QRAv22NCAjqBwSxO0Y4JH40Ab/hLxWfEi39tdabLpmqadMIbyylcSeWSNykMOGUjoaq674u1Sw8VR6Bo/h06rctZfbXb7akAVN5THzA55A796zPAd/p0Nnq/iHVNY0tdT1SUXl4iXkbLaRABIo2Of4VwCT3OKrePofDz3V5ri+MJNG12wsfKT7PeopK8yIrR9XDFhx34xQB1er6t4gs9PspdN8M/2hdzJuuLc30cQtzgEjeQQxySBgdu1ZL/ABFgPw6ufFsWmzFrZ/KlsZHCOkokEbKWwRwTnP8AKmRa6urfDzS11vXU8P6rqlisonEqwuCNpZk3cdxkdg1c54Oh0XU/g8dI128htdNlvpbVL5ZfJ+1lZS6yhmJ+Zip/I0AehaBqWt6gs51nQP7JKFfKH2xLjzM5z90DGOPzork/h9qlw3irxDodvrk+u6PYrC8F7PIJXjdwd0RkH38Yz7dKKAPRaKKKACsW58IeGb26kurvw7pE9xI255pbKNnY+pJXJNbVee/EnxfrOhT2Fj4ciWe+RH1G9QqDizi++ORxuJwCOeDQB30FvDawJBbwxwwoMLHGoVVHoAOlZ9l4b0LTr976x0bT7a7fO6eG2RHOevzAZ5qKfxXolp4ftddu9Qht9NulRop5TgHeMqPrinWPijQtT0u51Ox1a0ubK2UvPLFKGEQAyS2ORwCeaALn9lad5F3B9gtfKvGZrqPyV2zlhglxj5iQADmvPvEHgG+vfEF9eDSdL1i3nSNLIXd7LbtpwVAu1Aikbcjd8u0812OjeMfDniGdoNJ1qyu5lG4xRyjfj1x1x70aT4w8Oa7fzWOlazZ3d1ECXiikBOAcEj1HuM0AeeH4aa5Gf+JnBp3iiZraKKG6v7+aB7QqgVgu1WyCfmyCrHvXd6V4Tth4f0iz8QxWutX2nxKou7qESNv9QWBPpz1OAanh8ZeG7jULawi1qza7uWdYYRJ8zlSVIA+qke+Dilh8Y+HLjXG0WHWbN9SDFDbrIN24dVHYsO460AWJvDmh3FhFYTaNp8lnE5kjt3tkMaMSSWC4wCSSc+59aW38O6JaOr22j6fC6zG4Vo7ZFIkIwXGBw2CRnrWV4S1i91XUPE0V5KHSx1Z7a3AUDbGI0YDjryx5NY2tXfiXUfia3h7SfEA0q1j0hL0n7FHOWcysh+9yOMd+1AHcxWdrBdT3MNtDHcXG3zpUjAeXaMLuI5OBwM9KkmhiuIJIZo0likUo6OoZWUjBBB6giuItdZ8ReGvE+naP4lurXUrHVGaK01GGDyHSYDd5ciAkcgHBHcflvt4x8OJro0RtZsxqRYJ9n8wbt56L6bvbrQBr29vDaW0VtbQxwwRKEjijUKqKBgAAcAAdqz7Xw1oVjqDahaaLp1vesSWuIrVFkOevzAZ5qFvF3h5NfGhNq9oNUJC/ZvM+bcRkL6Zx261BB4ltrWPWLnV9U0qG0srwwLIkhXyhtUhZC3HmZJ4HGCKALqeG9Dj1Y6qmjaeuokkm6W2QS5PU7sZz71P/AGNpf9niw/s2z+xB/MFv5C+WG3b923GM7vmz681lW/j3wrdWkl3Drtm1tHIkTy78KrvnaCT64P5Ve0bxHo3iJJn0jUYLwQMFl8pslCemR157HvQBbGm2Ie7cWVuGvMC5PlLmfjb8/Hzccc9uKbDpen28sEsFhaxSQQ/Z4WSFVMcXHyKQOF4HA44Fc/4g1q/sPHvg/S7eYLZ6k14LpCgO/wAuHcvJGRg+lafiTxRpHhPTlvtYu1giZxGgPLOx7AfqfQUAS2HhvQ9LvZL3T9H0+0upAQ80FsiOwPXJAzVy5sbS9MBurWGcwSiaEyxhvLkGcMuejDJ5HPNZE3jXw1BokGsy61aLp9wxSGcvxIwJBCjqSCD0Has7wD4ll8UQ6/dG7S6tYNXlt7ORFAHkhIyo4HPLHk80AdbJGksbRyIro4KsrDIIPUEVn6Z4e0XRXkfStJsbF5f9Y1tbpGW+pUDNaVFAGXN4a0K41RdUm0bT5NQUgi6e2QyAjod2M5qXUND0nVpYJdS0uzvJIDmJriBZDGf9kkcVfooAiFtALproQxi4ZBGZdo3FQSQueuMknHvSQ2tvbwGCGCOOElmMaKAuWJLHHuSSfrU1FAGVY+GdB0yWWWw0TTrWSYFZGgtUQuD1BIHI9qba+FfDtjNFNaaDplvLFu8t4rSNSm7hsEDjPeteigCG1tLaxtY7Wzt4re3iG2OKFAiIPQAcCpqKKACiiigAooooAKKKKACiiigAooooArX+nWOqWjWuo2dveWzEFobiJZEJHIyCCKqaf4Z0DSZ/P03RNNs5sY8y2tI42x9VANalFAFPUtI03WbYW2qWFrewA7hHcxLIoPrgjrTV0XSk0+LT10yzFlEweO3EC+WjA5BC4wCDzn1q9RQBz/ivw8+t6Lfx6dJFZatcW4gS+C4cIHDGMuvzBDyDg8bietcIvw31x3lOkxaf4TX7JLA406+mmFy7AbSwKqFAwfmGW5r1uigDzbw14G1DS/E+n6hDpem6DaWqSLcxaffSz/bty4UMrKoAB+bJyciu0t/DGgWlx9ottD02GbzfO8yO1RW8zkbsgdeTz7n1rVooAx5PCfhya4kuJNA0t5pJRM8jWkZZpB0YnGSeTz71bbRtLeyuLJtNszaXLtJPAYF2SsxyWZcYYk8kmrtFAGdDollDr9zrSp/ptxAluz4AwikkDgerdTnoPSr00MVxC8M0aSxONrI6hlYehB60+igDHsfCXhzTLr7VYaBpdrcDkSwWkaMPoQMirTaNpbly2m2Z33AumzAp3TDGJDxy4wPm68VeooAp3GkabeSTyXOn2kzzxCCZpIVYyRg5CMSOVyScHjmobDw9oml3AuNP0iwtJhH5Qkt7ZI22ZztyB0z2rSooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOUuP8AkrWn/wDYCuv/AEfBXV1ylx/yVrT/APsBXX/o+CuroAKKKKACiiigBGVXUqyhlYYIIyCKztN8PaLo00sul6RYWUkvEj21ukZb6lQM1pUUAURoulC0ntBptn9muJTNND5C7JJCclmGMFsgHJ54q9RRQBBb2VraWi2ltbQw2yggQxoFQA9eBx3qnp3h3RNIuJLjTdH0+znkGHkt7ZI2YehIArTooApf2NpflXcR060MV65e6QwrtnY9S4x8x4HWk0vRdL0SBoNK060sYmO5ktoVjDH1OBzV6igCD7Fafb/t/wBlh+2eV5P2jyx5nl5zs3dduecdM1XGh6SNWOrDS7IaiRj7X5C+bjGPv4z0461fooAK5TwZ/wAhLxf/ANh1/wD0ngrq65TwZ/yEvF//AGHX/wDSeCgDq6KKKACsjUPCvh7Vrr7TqOhabd3H/PWe1R2P4kZrXooAqDStOCWqCwtdlo2+2XyVxC2CMpx8pwTyPWpbq1t761ktbu3iuLeVdskUqB0cehB4IqaigCCWxtJrFrGW1gks2j8o27RgxlMY27emMdqliijhiSKJFjjRQqIgwFA4AA7CnUUAch8S/wDkTx/2ELH/ANKY66+uQ+Jf/Inj/sIWP/pTHXX0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFct4J/5mP8A7Dlz/wCy11Nct4J/5mP/ALDlz/7LQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc/qf/I6+H/8Arjd/yjroK5/U/wDkdfD/AP1xu/5R0AdBRRRQAUUUUAFQRWNpBd3F3DawR3Nzt8+ZIwHl2jC7mHLYHAz0qeigCg2h6S+rDVW0uyOoqMC7MC+aBjH38Z6e9Go6JpOsNC2p6ZZ3phO6I3MCybD6jcDir9FAGdNollPr1prMkebu0hkhhOAAquRu7ZP3cdcDJ9ada6HpNjfz31ppdlb3k/8Arp4oFWSTv8zAZNX6KAKFzoek3uoQ6hdaXZT3sH+quJYFaSP02sRkVZ+x23237b5Ef2ry/K87aN+zOdueuM84qaigCla6Ppdjez3tpp1pb3dx/rp4oFV5O/zMBk/jVfxN/wAiprH/AF4z/wDoBrVrK8Tf8iprH/XjP/6AaADwz/yKmj/9eMH/AKAKu3thZ6lata31pBdW7feinjDqfqDxVLwz/wAipo//AF4wf+gCtWgDL0zw1oWiyGTS9G0+ykPBe3tkjY/iBmhvDWhPqv8AajaLpzahu3fajap5ufXdjOfetSigDLvPDWhahqCaheaNp9xeJjbcTWyO4x0+YjPFXP7Psv7Q/tD7JB9t8vyvtPljzNmc7d2M4zzjpViigCvbafZWctxLa2lvBJcv5k7xRhTK395iB8x9zRBY2lrcXE9vawRTXLBp5I4wrSkDALEcsQOOasUUAU7zSdN1GSOS+0+1unjV0Rp4VcqrDDAEjgEcEd6gtfDmh2Onz2Fpo+nwWdxnzreO2RY5M9dygYP41p0UAZN14W8P30zTXehabPK8YiZ5bRGYoOi5I6DA4rSjghht0t4okSBECLGqgKqgYAA6AY7VJRQBBaWdrp9pHaWVtDbW0YwkMKBEUewHArOn8J+HLq4muLjQNLlmmcSSySWkbM7DoSSMk1sUUAZeo+G9D1i4juNT0bT72eMYSS4tkkZR6AkdKsSaRpswvBLp9o4vQBdBoVPngDA38fNgcc54q5RQBXTT7KK5e5jtIEneMRNKsYDMg6KTjJAycDpzVTTvDmh6RdS3Wm6PYWdxKNsktvbJGzDOcEgZxkA1p0UAU9S0jTdZt1g1TTrS+hVt6x3UKyqGwRkBgRnBPPvVS18K+HbGOeOz0HS7dLhPLmWGzjQSr/dYAcj2Na9FAGbF4e0WDSm0uLSLBNPY5a1W3QRMfUrjBqKHwp4dt7Oa0g0HS4radlaWGO0jVJCpypYAYJB6Z6Vr0UAFc/47/wCSeeJf+wVdf+imroK5/wAd/wDJPPEv/YKuv/RTUAaulf8AIHsv+veP/wBBFW6qaV/yB7L/AK94/wD0EVboAKy7jw3oV1qS6lcaLp018pBFzJao0gI6HcRnitSigClqekabrVsLfVNPtb2ENuEdzEsig+oBHWo7nQNGvNPh0+60iwnsoSDFbS2yNHGQMDapGB1PT1rRooAxYfB/hm3inig8O6TFHcJ5cyx2UaiRcg7WwORkA4PpUt34Z0G/u47u80TTri5jACSzWqO6gdMEjPFatFAFDVND0nW4449V0yzvkjOUW5gWQKe+NwOKdcaPpl3py6dc6daTWKgBbaSBWjAHTCkY4q7RQBU0/TLDSLUWum2VtZ24ORFbxLGufXAGM0VbooAKKKKACvLtM8I6r4q1vWPFF5qmsaHJdTNaW1vHGsbfZI+F3LIhI3Hc2PfNeo0UAeFajbXvhDRLPw3eW19c2OkeJrGawuBAWNxbuxfYuBhnVtwIHqMCtjU45dWuPGXiO00m703Sz4Zns2N1bm3e7mwzb9hwcKvy7iO/tXo2v6BB4gj09J5pIxZX8N8nl4+Zo2yAc9jVvV9Oj1jRb/TJXZIry3kt3dOqh1Kkj35oA8r0x38TJ4Fi0vQr+CfShDPdahcWhgQRLCVaNXbG/eSOmRjmm6PcateeMfB+pXukajaiD7XbTWsWlPFBY7lCogbblhxy+dvHG3mvWNMsU0vSbPT4nZ47WBIFZupCqFBPvxVqgDiPhvojWPhWYXVg1reSahdzZmh2uCZHCvyM/dxg+h964fw7o9xZ6fpXhzWbTxd9s0+/SVUtbOE2hkWTcJhP5edpzkktnkjmvb6KAOQ8E2d1aap4ue5tpoVn1p5YTJGVEieVGNy56jIIyPSsbWr+40D4vPq76JrN9ZS6GlsJNPsXnAk89mwSOBx/MV6RRQB53t1Xx54p0a8l0a90nQtHmN2DqCCOe5n2kIBHklVXJOT1rkrXRbmzsbvw1rVt4uklOovcL/Z1nC9vcEy+YkomMZKn7udz5GPTivcaKAPLH+3ad8Rx/YOmauIr7UgdUtbuyJtCoGDdRTdFbAHGeTxgYrE8RLNoyatfSxtBejxat3pyXEBdZx5SIz+X96RACxymSCOK9urE1/w1FrlxY3iXt1YahYFzbXVsV3IHADAq6spBAHUdqAPNhYwap4Vtf7OvE1uefxTb3uoJa2jokGXXeDEcsiADJLdcknrXa2djcxfFzVL0Wsq2k2kQL5/lkRvIsj8buhYLjjrjFafh/wAMw6DPf3bXt1fahqDo91d3JXc+xdqgBFVQAOwFblAHn3j2W50/xt4M1mPStSv7Wxe9NwLC1adk3whFyF6ZJ7+hqDxXqtx4u8F3T6f4f1yKWxvLW4aC7sWiklVZVZvLU/eICngV6RRQB5rqF7LN4u0bxgNA1e50uG1ntBD9ibz7eVmUiUQn5sMAVyBmtP4bLcNF4mu57C9s0vNcmuIUvLdoXaNo48NtYA4yD+Rrt6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDlLj/krWn/9gK6/9HwV1dcrOrf8LY09sHaNDuQTjjPnwV1VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyngz/kJeL/8AsOv/AOk8FdXXK+DkZdS8XblI3a45GR1H2eDmgDqqKKKACiiigAooooAKKKKAOQ+Jf/Inj/sIWP8A6Ux119cj8SEZ/CIVFLH+0LI4Az/y8x111ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLeCf+Zj/AOw5c/8AstdTXL+ClZf+Eh3KRu1u5IyOo+WgDqKKKKACiiigAooooAKKKKACiiigAooooAK5/U/+R18P/wDXG7/lHXQVgampPjTQCASBDd5PpxHQBv0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAVleJv+RU1j/rxn/wDQDWrWX4lUt4V1dVBLGymAA6n5DQAnhn/kVNH/AOvGD/0AVq1l+GQR4U0cEYP2GH/0AVqUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXP+O/+SeeJf8AsFXX/opq6CsHxwjSfD/xIiKWZtLugFAySfKbigDT0r/kD2X/AF7x/wDoIq3VTSwRpNkCMEQJx/wEVboAKKKKACiiigAooooAKKKKACiiigAooooAK8117xD8QtD1HS7Z08LuNTvfskBC3HyEgkFufQdq9KrhPiF/yHvA/wD2HE/9FvQB0mjy6zb6bNL4nl0qOZHJD2RdYljwPvGTnOc+2MVpRXME9uLiGaOSEjIkRwVI9cjivPfizHJ5Xh+e5aNdEgvi2oNNatcQp8h8tpI1ZSyBuvOASM56VyVzb2T+EdYfR9Uj1TRJNUtJ9TttJsJLeGK3ziYRjc2chVLBTxg+tAHpvivxWukeFptW0qW0vGjuIIT8+9BvlRDnaeoDGugivbScSmG6hkEJIkKSA7COoOOn415H4nn8D3/w91dPCKWARrjT1uxZQmIEG4ULnAHON3v69q0NV0yw0Tx5qlrpdnBZW8/hG4eSK3jCI7JIArEDjIDEZoA9Liv7OebyYbuCSXYH2JIC209Dgdvequn6nJPbXk99BDZJb3EkQP2lZFZFOA5I4XP908jvXlemaRp2laJ8LNSsLKC3vZ54EmuIkCvKslu5cM3VgSB1rOmFusfn6zE8vhmHxhqLamoQug5PlNIB1QP1zx0oA9yt7mC7hE1tPHNE3R43DKfxFcTfeIfFt5451PQdAi0RYbC3hmZ78S7m8wHgbD7elbfhCfwxcaZcP4TFmLD7QRJ9jj2R+btXOBgDpt6cfjmuMk8VaH4W+MHiSTW9Qjs1nsbMRF1Y7iA2egPqKAOj0XxXqieI08OeKNOgstRmiaazuLSUyW92q/eC5AZWHUg9ufr1P220+2fY/tUP2rG7yfMG/Hrt6159BfDx98QND1TSYLj+w9DWeRr+WJo1uZZE2BIwwBIA5Jxj9M8Ho0FgFhtNa1qw03xVBqhmlzo8j37zCUkbZRJ86MMDhdu0/jQB78Lu2Nu1wLiLyFzuk3jaMcHnpTZr60tmiWe6giMpxGJJAu8+2eteUapoGof8JxL4LigJ8O6zdrrUz9kRDmeH6NIIj7b/AHqh4rhsE+IHiKPxRe6XZwXcEK6fNqemPcqYRHhhC4kUIwfcSBzkg0AenHXrgfENfDvlRfZjpJvvMwd+/wA0JjrjGD6VtpdW8k7wJPE0yctGHBZfqO1eRGPUf7aEWj3015qI8DOtrdPGYpJX80BW2tyrHjr361k7/CM2i6Db+D7Yp40juLcjy4XW5jcMPPNwxGduN+dxxzxxQB7gL+zNybYXcBnBx5XmDdn6ZzSz3tra7vtFzDDtTe3mSBcLnGee2TjNeH6hJ4L/ALU8fRa/FbSau1832FRHm6LeUuwREDdnf6d+tdBpmkHVPHnhu28UWcV5dx+FN88d0gkHnCWMEsDwW5P40Aen/brTzYYvtUHmTLuiTzBmQeqjuPpSy3tpbzxQTXUMc0vEcbyAM/0B614YNF02y+FF9q0FlCmo2GuhbW62/vYlS9VFVW6hQpIwOOadr9vpx8VeLLXxVqWmafc3c2bOe/0uS4lNvsAjNvIJFClTngDO7rnoAD3CfULK13faLu3h24LeZIFxnpnJ71DfaxpumPapfX0Fu105SASOB5hALHH4Dr/jXnWkaJpuufEe+XV7aLVQmg2WJLu35YtvBfY2drH8xkiuXs4dJbwh8NdW8Q29tNp8Es9tdXF1CJEWPbIsauSD8uQMZ4yKAPb9Qlu/7HuZtKEMt35LPbCTmN3xlQcEcE45z3rn7bxzZyfDb/hL5lCJHamWWHoVmX5TH9d42j8K6HS57K50q0m03y/sLxKbfy12r5ePlwOMDGMV5beeGdRb4lf8Iykf/FMXt2PEEvoGTh4vQhpfLbHvQB32i6rrNx/ZcGq6fbxT3Fj9puXimC+VLkfuxGSWPB5bOMj3rYivbSe4kt4bqGSaL/WRpICyfUDkVwPidL2T4klNNYrft4XvBbEHGJfMTb+uK47wTBoM174aij1bTrbV7Y+XcWMGjSR3cpKFZY7hzIcjJJLMMZAIx0oA9ls9e0m/+0fZdRtZfs7Osu2UfIVOGz7A8Z6VahvbW4meGG5hklQAsiSAsoPQkDpXiOnDw3pngjxvpSW1lbeIkj1RGjW3CzCDLMoyB9zG3HOOmK3rbSdO0bxD8Np9OsYbWS6tbhLloECtOv2Xf85HLHcM855oA9QhvbS5mliguYZZIjiREkDFD7gdKamoWUk0cSXlu0sgJRFlUlgDg4GecYP5V4n4Y1PQh478IX2l2+laTBcpd2r2tsD5ynACJcP/ABSFgCFIyD3bOagi0HSm+EOl6n9ggF++uBWulXEpU3rxld45xtOMZxQB7tb3dtdqzW1xFMqMVYxuG2sOoOO9TVwGjadZaJ8YNQsdLtILK0n0KCeSC3QIhkE0iBto4zt4rv6ACiiigAooooAKKKKACiiigDm/G/iG58MaAmoWkUUsjXcEG2UHGHcKTwRzg1b8WavNoHhLVdXt445JrO2eZEkztJAzg4wcVzXxhiWfwIIWLBZNQtVJU4IBlUcHsax/HXw80rTvAmuXsWoa28kFnI6rNqcroSB3UnBHtQB6RZaikuiWeoXckUAmgjkcs21QWUHGT9auqyugdGDKwyCDkEV5BqDaNB4i0KfxrGj6B/YcK2LXMZe2W5/j3DBG8rtwTxgcc10PwwVNuvPpcc0fhl70NpKyKyjbsHmFA3IjL5x260AaXiXxXf2mt2/hzw7p8d/rc8JuG8+QpBaw5xvkI55PAA5P5ZXSrnx3BqCJrtnoU1k6sWuNOllRoSFJGUk+8CQBwe+axtbuj4K+I83ia/t5n0PU7KO2nuoozJ9kljJILgZIQg9R3rYsfiL4Z13UI9L0e/a/uJkckwQuUiAUtl2IAXpgd8kUAWfBficeJPDGl313JaxaheQec1tE+CBkjIUknHFathfXF1e6hDNaJDHbTCOKRZ1kMqlQdxUcpySMHnjPevGtG0jTrH4c/DzVrWygh1F9Zsw90iASuHkZWBbqQV4x0wB6V3/gv/kbvHP/AGE4/wD0QlAFbxf8Q5vCXjPTtOnshLpEtqbi8uEUmS3Xfs34HVQSueM85qLxl8TF0TVdO0zRYItQnmmg+1zZLRW8UrALkg/ebOQM9BnpUupQxXPxrsIJ41kik8Pzo6OMhlMqggjuKxvF/hLR/B/gqxstHtzFHLrtpK7O25mJlGAT6AYAHoPXJIB6LBqkhvtSiu4Yba2tGjWO4NyreaGUEkr1TBOMHr1FF/q0MGk6lc2k0E81lDI7IHDbWVSQGAOR0ryTxqA1l8VgehuNMH/jkNbGvaTp+heNpIdJsoLKK48MXomjt0CLJsK7SQOpGTyeaAO78Ma9HrugaXdyy26311Yw3UtvG/Kb0DH5c5A571f1TU7TRtKutSvpPLtbWJpZX64UDPHqfavJtO0jTtK0T4WajYWUFvezz26TXEaAPIslsxcM3VgSB1r0Lx3oM/ibwPq+j2zBbi5gxFk4BdSGUE9gSAPxoAwbPWfiLrtqmqaZpOg6fYTDfBb6nJK1w6HkFinypkc45xXR2usamj2Eeq6bb2ZktpJruQXqFYGQjgA4LKQSd3bHNc5p3xZ8MwadHDrty+j6pCgS5sbmBw6OBg7QFO4Z6EdqyvEE1r4r8UaNLFZyS295oWoeXDcwYZ+U25RvUgEZ9qAPRbHXNK1K0hurPULaaGbb5bLIPmLfdH1PYdau+dEJxB5qecV3CPcN23pnHpXknhbS/C/iX4UnRdKaytdXisYJLuWGIRyQXUYyryNgfMHVs55xn1qz4K1kpoOpfE7xWDA11FHBGI0L+VboQuVAGcPIWY+2D0oA9L1Nr1NKu301InvliY26TZ2M4Hyg4IOCeK5228c2cnw2/wCEvmUIkdqZZYehWZflMf13jaPwrqo5FljWRG3I4DKR3BryS88M6i3xK/4RlI/+KYvbseIJfQMnDxehDS+W2PegDvtC1XWbk2Fvq2n28M02nrdTyRTAeXKWA8oRElsAH72cZGK2Ib20uJpYYLqGWWI4kRJAzIfcDpXnfimO/m+Imqx6UWGoP4PnW2KnDeZ53y4PrnpXM+Cbfw7dap4djttV0yK/hieC40620WSK4lDRkSR3LGRgQDySw6jjrQB7BZa/pGoxSy2epWs0cRYSMsowu1trE+wIxnpVuG8tbiWSKG5hkkjxvRHDFc9MgdK8Jsj4csPhZ4p0qK3s7fxJFDfJcxrbhZxEJiVDHGduCmOcdMdK6mXSdM0Lxh4JbTtPjthd6bex3QtU2vcKsKMA2OWOcnJ5yaAPTIL20unkS3uoZniOJFjkDFD6HHSmpqFlJNHEl5btLICURZVJYA4OBnnGD+VeL+ENT0T/AIT/AMMXulw6RpcF9ZXMDWlkMOrZQpHM/G+TvjGR6ng1Ui0HSm+EOl6n9ggF++uBWulXEpU3rxld45xtOMZxQB7tb3dtdqzW1xFMqMVYxuG2sOoOO9TVwGjadZaJ8YNQsdLtILK0n0KCeSC3QIhkE0iBto4zt4rv6ACiiigDlLj/AJK1p/8A2Arr/wBHwV1dcpcf8la0/wD7AV1/6Pgrq6AIrkzi1mNqsbXARvKEhIUtjjJHOM1xuj+JPElt40h8N+JrbSmku7R7q3uNMaTauwgFXV+e/B/yOvv72HTdOub643eRbRNLJsUsdqjJwByTgdK8p8LXej6j8YJNU8IXU99Z3lnK2rTSIxSJywMYVnAKknPyjjHbjgA9T1PU7PR9MuNRv51gtbdC8kjdh/U9gO5rg7P4m3Fx4JvtdbSit3/ajabY2DEq7yFlVFfPRskk49MVd1vSx8RVsbzRfEv2az067fdH9i8xXuIzjLB8Z2npwRnnnivPLLS9Xi8K6lqsl5JqSaP4w+3SwR2yqzeTKfNkGOu4Nu29Bt4oA9L8P+JNdPiO68NeJLXT49UW0F7bS2LP5M0e7aR8/IZWxn1BzxVax8S+KdN8ZaVoXia10h01aOZraXTWkzE0S7mDh+ox0IxzWfpms2Xin4lyeJdKd7jRdJ0d4XukjYCSZ33lFBALYUZPuQKydM1HQ9a+Memax4Quri+e5hnGsF438uCPYNmN6goS4HA6/wAwD1u8u7fT7Oa8u5kht4EMkkjnAVQMkmvP7D4oi68IeKPEsumvHa6VcmK2gYFZJF2IVL56El89OAe+Ob/iHTY/iPYJDpHiH7Na2F8yXSfY/MWWaMjCMHxlVPOOQePSsP4e6JcXd343stav11Kzl1KS3uIXtljErlEzJx0yOMDpjNAGna+MfEWja1YWXi+z0xYdTt5prabTGdvLaJN7RuG6nb0I4yKo2XxA8SrZ6P4h1TTdLTw5q1ykEawSubm3EhwjuT8rDPUDBGazPBPhSw1Dx6Nc0yPUBoGjxSW1m9/NI5nlYFW8tX+7Gq5XpyfpxA3gfSNT+IdppWg21/DpWjXYvNQMk0n2aOUfMsMSMcZJIJI6Doe1AHpPjbXbjwz4N1PWbWKKWe0i3okoO0nIHOCD3qvZ6n4g0jR9T1TxadJFtaween9miTO1QS27f34GMe9ReIfEnhK40nVrPWZ/NsLaZLTUEMUhWNmAYBtozjpyOK870jTYNdtvG2leC2uZPDE+m7LYSF/K+2YOViL87SMZ98dsUAdbo/jXxGupaG/iPTNPttM1/IsmtpHMtu5XeiTbuCWX+7jBqmPiPrn2RfFJ02wHg1rz7N5m9/tXl+Z5fn/3dm7+Hr/Oswa3a+OpPBGiaasxu9NuYr3VEMTIbLyYypR8gYJY4H0rG+2CT4Vp8MPLl/4Sj7SLFrXym+VBPv8AOzjGzZznNAHvdcp4M/5CXi//ALDr/wDpPBXVAbVAHYYrlfBn/IS8X/8AYdf/ANJ4KAOrooooAwvGOr6hoPhi71bTraO5ks8TSwuD80II8zbgjDBckfSqnijxZ/Zfha21LSVivLvUpIYdNjfO2Z5SNucc425b6CumkjSWN45FDo4KsrDIIPUGvJvBfh3VE8cnSdRUto/hLzP7NZsnzTOcxk+uyPK+xoA2ofiO1r8R9Q8Maxbxw2kbwQW1+gIQzvEr+W+SQC2Tt+mOetdBrGv3OneMvDejRRRNBqn2rzXYHcnlRhl2845J5zmuZ0/RLDxF4y+I+lanAJrW4lslZe4P2ZcMD2IPINYVm+vWHxV8IeHtdD3J08XptNTPS7gaHC7v+mi7cN+B75IBu6N4i8feIor680y38Ni1t72e1SO4M6yN5bFeSMjmuj8KeKX1831jf2DadrOmyLHeWbOHC7hlXVh95WHQ+1cJ4F8f+F/DmmarYatq0dvdjV7x/J8t3YgyHGAqnNdH4KhvNX8V674vns57Gzvo4baxhuE2SSRxg5kZe2SeM84oAu/Ev/kTx/2ELH/0pjrr65D4l/8AInj/ALCFj/6Ux119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLeCf+Zj/7Dlz/AOy11Nct4J/5mP8A7Dlz/wCy0AdTRRRQAUUUUAFFFFABRRRQAUUUUAFFFU9WGpHS5xo7Wq6hgeSbtWMQORncF56Z6UAXK5/U/wDkdfD/AP1xu/5R1c0BdeXT2HiKTTnvfMO06errHswMcOSc5z+lU9T/AOR18P8A/XG7/lHQB0FFFFABRRRQAVzejeIbnUv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