Tra il 2010 e il 2022 il fatturato generato dall’export delle cantine aderenti ad Alleanza cooperative ha registrato una crescita del 130%, con un trend superiore all’andamento delle esportazioni nazionali di vino che nello stesso periodo sono cresciute del 101%. Anche il fatturato complessivo negli ultimi dieci anni è aumentato dell’88%, a conferma di una crescita economica e un posizionamento importante conquistato dalle oltre 379 cooperative italiane, che producono il 58% del vino italiano.
È quanto emerge dall’indagine sul grado di internazionalizzazione delle cooperative vitivinicole realizzato da Ismea per Alleanza delle cooperative e presentato oggi a Roma nella conferenza stampa A tutto export, i vini cooperativi alla prova dell’export, che ha anche ufficializzato l’avvio di un protocollo di intesa tra Alleanza cooperative e Ismea, finalizzato ad analizzare i dati strutturali del settore, il mercato e il commercio estero, con particolare riferimento al mondo della cooperazione.
Analizzando nel dettaglio le varie tipologie di impresa, dallo studio di Ismea sui bilanci delle cantine emerge che a crescere di più negli ultimi 12 anni come fatturato totale sono state le medie imprese, mentre quelle che sono riuscite a realizzare performance migliori sui mercati esteri sono le imprese che hanno fatturati superiori a 50 milioni di euro. Solo le microimprese hanno avuto un calo (-10%) delle vendite sui mercati esteri, a conferma, ha spiegato Carlo Piccinini, presidente Alleanza Cooperative Agroalimentari - che se le dimensioni aziendali calano, si registrano contrazioni sui mercati esteri”.
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)
![Immagine che contiene grafico
Descrizione generata automaticamente](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA78AAAIVCAMAAAAuzriUAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAGMUExURf///6ysrGlpaXNzc4ODg8DAwOrq6llZWaenp/X19bGxse/v79ra2uXl5dXV1fr6+ru7u52dnYiIiMbGxtDQ0Hh4eJKSkn5+fmNjY5iYmG5ubl5eXuDg4MvLy6Kiora2to2NjcnJyUxMTEhISLW1tUBAQHt7e+zs7JqammZmZl1dXaioqPz8/K2trWFhYdbW1kRERJGRkebm5mtra7m5ueHh4Xl5edLS0p+fn5WVldvb2/n5+VZWVmVlZff39729vcjIyOTk5JaWloyMjImJicPDw9nZ2a6urklJSUZGRszMzMrKyldXV5OTk0NDQ3p6etfX15eXl1paWri4uNTU1FJSUm9vb8XFxYGBgWJiYnV1dX19fZ6enqGhocHBwWhoaISEhOfn5+np6c3NzaWlpd7e3u19MYKCgnd3d7q6usfHx0RyxJycnG1tbaSkpIWFhWRkZPj4+IuLi1xcXOPj46Ojo3Z2dvHx8WBgYKurq2xsbL+/v6mpqYeHh8LCwrS0tIqKipubm7CwsAAAABW/nvkAAACEdFJOU///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////AJfSNr4AAAAJcEhZcwAAFxEAABcRAcom8z8AADwvSURBVHhe7d1NlqpM163hrFtxULMBFqzRAFtgPzzDMb4W2PsTK9YNgmnu7dxPGgrvvPIPkYkrJEJETf0yMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzOz9boeLpcT02a2KJtjceWE2f+E63W7YfJvhEXf4Rrj98wJs83pfB6+P7nj/heH0uc7pv9CWPQZm+21u9zdImyuu667Tu8DP1jqUTBcSn2XnHxu3cXper3OhvzDpWyJTnF7PqBjrE29z9lz4s+ERZ9wiluDqhtH2SZGYDWMnwdLPQpW55hX7z4/t+6wixk7ThSPl7JFqht3cGDmnW25/R77yOzEv/jPK9CVlh2Pz12msOhfdVyt4cA6z+OwOx5y+DxY6lEwlc11qOU9t+6CG+jb+H24lC3UM+M3zhrvU85O/Iv/vAJddPYn71sIi/5VWVWMlUP9nSvd1MFTftW/dfjk6dlSD2bhUObUGeWM8Jd1f23qOC8zxvH7aClbrF1sx0uXtsy8Ext63P6zE//iP6/gH5zPTz/kIyz6F/W+eLlq409RV1sffuq251O9Dxs3Yw+WehRMdWcaY64scvj7unNfWwfqeI0/WMqWq+5//3IrHIsse/y+x/FQj1Rjj1e+63QZNHn/t+5JjzHxYKkHs1LdWjX+3Lq35e+hDvLxGn+wlC1X7RF3+914vHI7Phh9PkUP6fLh6XKinOJEWfK2szqduRXIs8pRbq5g821t0xWEzfl6PT1/R268oGJzPk0vhRNhXsXpNNZ5v2SphK88PVk0S9tO93/Z3jJ3MrM4l5XO54ThoeEYRTnGbg8/5X4wrvj5UnWcfQ8iRmvuMp9cd5mzKWccxvH7aClbrnr/eTp48n5V2NUuMjlAvsxP1O403AOLG/l6GFbi/aYeZMU5f1xbNT4AfvdI60/q3oRF6x3N0gPvL2VaRVzMWNz3JWsnRozA26LD2Cgut7WWi2b2recP6xgWu1fHTB1Bdcm8tvN2rE6mXGoyWKfBNN59vvnzujfRyrrIsJI/VWDLc7//nQywcTzGrX6dUXt3TtZ7XvGHDhBduz78FWfnQ5zlnB/WluJ0Pr6SDk/tC6YF1854nlxKOSbMc2ZV1FP1jG/1zObE+B0XfVRanHmbzVCbLPdDC+pAqYPmEhM5s972TEdPLjVbwy2Y6tXPNJ5Yd1nkNn7LKg4/VWDLMx0OofSBkH+ih+6YUxzo7XVO9KP4y4CJflG7Vgzk+Knn5JL1FGvLyZg1Ln3z/S7od3VvQq+r6XopdYVxilE1q6KeGm9cqpioSw77zpCjgEVjalyc0m5rrXJ3WxPHLpd9uAfOy4izajhn1lq48qrbUqO7WeO9mokn1l2usdv95z9VYMtzf/+53Ipfy6HjZhvzoyOfLvUm+9B13fXrlI94xokY8zFNf4r5tS/kMxplfpwTayuHmmVtRV1brGBYW95DPRy35/O2hp7aGdT116m6Aykds1zKLmsucvBlDWVY1XXGqVrcrXVxbszZlAPcckA8nh4XzUWuUVrMq6XlWsvcei3kDUBdLq6M2oS89bhTY+MKhhET01lsqqfn18AtWNVr6+427ol1z/a/Py5lizS9/xg7me2wL65dOm/6Y2rY/nX4DCfiDLpX9OjaF3L/VJbYlPBtbdFXvq8t5uaubVNHyeSG5Ee3ewx16DyuuVRR1ldqiypi2GZxj1oXyprYRUX5ddESPwylxcLjXdR62bU9dRzERF4HdZ11aq6uPJsWE8OIqStjuqg3mPMrYBKsxuv45pl11+OI6Sb7oQJboNn4nfaeYXAUMTVs/9mJ6DyM3xgwQ7+/340Uj9dWD96YrkswvDbd5f7rtmO7hWJXPuvPt0uJKobS8tSw00mTeop6nzwXiLsPMTXdaZWFy52EMlHbllfSsMpYjn1iXcu4zlG9l5CrqpNDIbVEpmdLDe5n1dPzHfxT664lspqyFDdlxbwCW6IyfstmjC1Zfoa9U6gdeBhxt+Onu/E7dpk4/qv9ot6o3/ZsmK6tnM8KpqOo9j/m16XnJuM0iq3dLv7ObinqM111fM13LeNOdXRbMtS7w1nHsOi30uKCJuupkfK3Lpez6mLTm8AUoSE1mcz5TM+Xwv2sun+nJDy17tnjzzH9uAJbomH/WwdFdo7t9RLHvLcZMXUbv2XJaWe47X9zKMeKht1AKGvrakd5sLZ64cNYjxoIfh+/0/1sTZV1TYfY/aXMq5ie+lYPA4OShkXvSst2TtYz3EAM1186fD8Arnd6h4uK6aElJX9rVb2+58e2s2CYtiLNUjH5cN312pxsssOwktlStkjfnv+tR3bVeEacuI3fyYlYhPFbe1tMxNi4dYrb2opva6v9LydnwThiu/seLz/2J3m6DB2eCvl+KfMqYrDlqcmj6WOz635zWHgI3pWW+clah/O7KGZiehcm5PgeruBpWZEbRtJ8qerbrE1c0uzm4bl1j9dX9eNStki1D0x6SfaJQd60T7d/vQEfTsQit/Gbt+XDAWR17WPx4Zu1lUlWMLuXG0s+15viYstllWyu6FZzXE69lDjvtrLxVN3TFrHcuP+tVQxXwbDofWl15qRtt/F7UxL3L+HICxyv3xg9w1pjkivvbqnwfVZt5XT1dZHbU84/rPtu//vjUrZItVfcdhr5SE68urBu9ew/MTUdv+OJobMX0Y/r+J3ewNejzEu81O/x2uqFM4rqysZL+aOM1VJjlXXddzXf9rhhqOluybzkOjle8BCclTYsMWlb3e+Wv3W5nPVAjsLb1VtHe47ByVHp/VLFg1lx4VzZ1XPrLmanflzKFunu/nN0x+yh9fmM7MAxb9zO040eQ47+PO6aYt7QzaKLDWsrxrUNK6hdkAuvSzx8+vSberNwLaXmHv/RpUyruJ16tOTs3vN80aG0MsLzwHay1mE/VlbEvwM8UC8l/9Eg1Ws7h1wN1guIpfLx7dG3YN7MTF/fVReZph6uO9Sra9hk9fbm0VK2SJPtGeJh5Oyhkz1UdNuxh8dAHU7UnVBdpq6mzo7ncW/n39Y2LFnvjTMIcv+c03UNT/amkjpeYgTVXnl3KXUdkz1lMexUp0sWdckybzp4hmAds5RW91mx8KRtdV75W1f0w81OPW92Zp2Tax0r/L7Uo1l5/dxuKJ5bdzXbz5YTQ7vmS9ki3Q2b2i2jl+SLh3PExYaOZeqp6Ym69OX8ta0zs1vUsRUTxV/XVmfXThh1PHn4S9GhrvHRpUyruJ2aLZmP7dZePzkIHIN1XWNp39pWVpUPntXluAI329s1OezZ41+tyhf/31QvN8ZSXWmsPpY61H/IGpcaZjEn1xnJW53PrTuVJk6e/6v1PljKFmlyryvUe82X7YnHabPr1L5a1BvrOgZCma77uwG75en+96e1pWGBMm4vuUAO8L+rO5H4rqceXcr0XsJtT/NgybzlSdGrx2DePz12UVr5zluFmI4JWhET+crPy7Uo6xqHScEaRnEt17vlZfH8Eyt9sNSjYL2dySswPLfu3PXexLyyVFQ8XcqWq94K3/pFvV1PsZVz8+Z9tYITtcfWE0PvL4eH5fewjxqfVJysLYxr+76C4sFzpz/JVzQOo2V6KeWMeimxAHvKYjj1oHV1SOasuhu+BYdbrSpLi2VpWy38NjWYjl9GyqiuI5bOudxrf7DUo2DcXgxXa/Hcuhnm45J1O9d666y7g25boDp+J5sx3tawbtx4fGgY2Owyx349ntjUp1nK9zmGRu1f0/3vbW3b2M8/WhsdMZa73Yr8VdRWIiSml8L4rXvNemYYH40uS9YFb62bjr4Yv5NgKY2lh5dIzPa/ZTonrzEb0wFRB8/trBxjG/5Rqfx+OMRiqUfBODm5m8/+d1zo8brHW94yJ86qc4f/d7wtZct17rpu+Kf3arMrXfpSZp3KOcz72tbHtRgu0xObuNPYxZtc8B9F5ViYiYq1nX9e2/l6Kf3/8tN7bz22KWubXMzsUmpjrtOzy6kLpzblrvNhWk/8HURF02CUFkuPpU3ati3LDTvb864OnEM3vClGqkWWxIAzt3XoX4b34Mym3BYrNxUPgjFepy/PytTN43WPi7Ey5p7qCL4tZWYvFSPudn/CzBakHrjf7k+Y2YLUw93J3WczW454lC0f7zOzpYndrx8sNlumze99KoSZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZnZim37fvIxD9f9Pt9Gc9Md9vvhHa2v/X54c9yu52M5zOztuv10/G56xm9MHIYT1/32fNnXcXvqpx8AZ2ZvdO77y3T8dv01h+yp7m+3+zpq+zJrkwO392fEmH2KS7/9Ot7G72l/Kd+cCP1+G0M3ZtW3p7/0fpdcs08Re9fb+N2UyfNs/Mb4Ljvp+FzEGMTljnTON7PPcBu/2zI85/vf4z72t8fDpoztHTtiM/sYsdPNqXMc3M7Gb5cndvvtuSv3nH3wa/ZpxvF7iaeGxvvPu67r93yg+G7fH89fOx/8mn2Ycf972scjzMP+99zvi+lnsl3L+acyt82nHJ/O/vLXf/u67vdMni7H0pk7Tl3Lif0lT5SdVL/NycueiWV9Hfv825e/5/N2fyi/Y6r8jj1wTMfJU3+In1NXZ/3DFwPzSRThH//848/pst9Hly7f277fH+MVDeWc0qvLxKXMiOV2+93p0G9jqWvf1bOX9pPjtpTfHw/HaOXxUGbEkIvmcQ2czocyVe5hn8+H2vAMK78ZmGYtbCYvbTgf6qsZSk+PE/s+5l3qCxriWVFe2hCP0i4R95/P5dYqv/tjnR/KlcB+cxePRF/iAazdcLxs9rnuXtoQ+ng29OuQT4KW/damHCXG0WK+tKE+1bJAs9c/3z1/dMrbqpiI26hLLOrxawsQg/Ru/JYD3PI7nxONM09fmzp049dyX9owb2TeIn3tumjk5jiM5mPdJ9ehe7ntns0+2XzXVHp66dSbGLehjuZ4SvTcX5f60obucDjsy3HvYXx0if1vF0f7cSxcZ34dcjd82ndnvwbLlmK+a+LVDLkX5m+8tGFXBvRCX9pwKUO0HvSOY3K4/1wfvTvWA/s48uf8U78vN1Zmi3Abv13X9fVlwDFk61jd5DjelX2UX9pg9oHG8Rv/Dlt2R3UvFNNdF08Bjzutbb60wf8ba/Y5bi8NDptdXx+E/dp0Zewet904fuPgt/xs4hVKZvYh5se/ZTc7PX17wiieVunirMtCnwI2W6OeZz9x7ieHuZvxIav415x8aUMdxGb2Ee72v2X83k7vhjvL+ZZQfmmD2WcZj3+7Lv5u+vrcyrnO41Ho4lgn8qUNwzwze6vd5KUNu319NUN/jKF7LdPx3qrcla47Xr+0weyjxKuPqhiTp/papHzlwuYQ/400vIphHLOnvvdLG8zMzMzMzMzMzMzMzMzM7E3+n46kmb0bY1JB0szejTGpIGlm78aYVJA0s3djTCpImtm7MSYVJM3s3RiTCpJm9m6MSQVJM3s3xqSCpNlHo7tKiC4HdStImn00uquE6HJQt4Kk2Ueju0qILgd1K0iafTS6q4ToclC3gqTZR6O7SoguB3UrSL7Y6ewvf/2XL7qrZJpfxBd1KyZp6YuB+aQSOPvHP//+Q3eVPFrPR/9Qt+Lhep74YWCaNUF3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpA0+2h0VwnR5aBuBUmzj0Z3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpA0+2h0VwnR5aBuBUmzj0Z3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpA0+2h0VwnR5aBuBUmzj0Z3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpA0+2h0VwnR5aBuBUmzj0Z3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpA0+2h0VwnR5aBuBUmzj0Z3lRBdDupWkDT7aHRXCdHloG4FSbOPRneVEF0O6laQNPtodFcJ0eWgbgVJs49Gd5UQXQ7qVpB8sfPJX/76L190V8kkvowv6lZM48oXA/NJp/O5hPzjn3/9obtKHqzms3+oW/FoNc/8MDDNmqC7SoguB3UrSJp9NLqrhOhyULeCpNlHo7tKiC4HdStImn00uquE6HJQt4Kk2Ueju0qILgd1K0iafTS6q4ToclC3gqTZ652O+31/2dTpza6cOO7q9Ne13x95SnK3f/jcJN1VQnQ5qFtB0uzlujJ4u74/xAA+9/v9ofxc4ozrfnu+9HXcnvYM6Tt0VwnR5aBuBUmzVzv1fYzcSx2h52O8hGC7r6P2WEbxpq8D93iM39/RXSVEl4O6FSTNXu2y38af874O49T3Zd65j71wDOKvQ//DK4PorhKiy0HdCpJmr3bc59g85j3lqo7pzTh+tznEH6C7SoguB3UrSJq92KZn33qIfS6Odd7xEDvhKzvih+iuEqLLQd0Kkmavxv3nr8tt/Hb5+FW33553Za8c4/gHdFcJ0eWgbgVJs1fb7etjUxvGcdd1fd/FVJy1P56/up8Ofgu6q4ToclC3gqTZq5U70PuuO+73dfxu+jLRH293pb+2/e7r1O/zceh7dFcJ0eWgbgVJs5fbdGXMHrfl3vIwY9ffnu6NR7HKz+b68BlguquE6HJQt4KkWSsXHocO29uTSZcy1cWpS32Bxx26q4ToclC3gqRZI5t+8ijVeXhQOg9+L3FWHcT36K4SostB3QqSZo3spvePy/jNwXqqh72xD/7aefw+j6TZq53rsNzt6+5318WpTZ9PIOVTwAzduhO+R3eVEF0O6laQNHu1674/xP8c1TvM3b7+/0J/zH1t3fHGfy905+vD12DRXSVEl4O6FSTNXm1z6Pv+eOXUKf77aDg1jtlTWWRYYobuKiG6HNStIGn20eiuEqLLQd0KkmYfje4qIboc1K0gafbR6K4SostB3QqSZh+N7iohuhzUrSBp9tHorhKiy0HdCpJmH43uKiG6HNStIGn20eiuEqLLQd0KkmYfje4qIdrY6RAvTRlfg7IdXiG6mbxJbvdrb5JL0uyj0V0lRNvaxZvkliHMAO72w39YbSdvkvv4f5w9fm2t6K4Sok3xD1WnHLXnfn9h/1vfpI83yZ3+B9YUdStImn00uquEaFNb3oLvuI9RG2/1dWT81vfHrb8uP71PEHUrSJp9NLqrhGhTp/yHKv4vsr45fY7f25tcP/4HjUDdCpJmH43uKiHa1rGOzt3tCJfxW/9DMu4/57tdP0TdCpIvdjr7y1//5YvuKpnmm31tyyHv9rC/nIcZfZ8Tl/1uW+5Pn/vDeNb9F3UrJmnpi4H5pKjY3/6O73/7obtKHq3n9T/1+aMuT8avYxm/Vdf3x235fc2zhuUnP9SteLieJ34YmGZN0F0lRBvr9n0ZwfXtRcJmuP+c4t01T/3+4Xts+vjXPtT//QOiie4qIdrWZd/FE7z9+DmKs/E7vknuw2eAqVtB0uyVGJISoonuKiHaFJ8Iw8NYYXj9VXXpyyLl59fe5Iuk2SsxJCVEE91VQrSp4UMWt8Mb8832v12cW9/felefH75D3QqSZq/EkJQQTXRXCdGWytFujt/rOH772N2myZvk/tabXJM0eyWGpIRoortKiDZ12V9iYG5u958n+9/Zm+R6/NpiMCQlRBPdVUK0qXMf/79w2cejWGUvezgc9vvj4VCfrznkSD7tu82vvUkuSbNXYkhKiCa6q4RoW5tdvDEu/z9YxnGKk9fhc4/j+aPfepNckmavxJCUEE10VwnR5aBuBUmzV2JISogmuquE6HJQt4Kk2SsxJCVEE91VQnQ5qFtB0uyVGJISoonuKiG6HNStIGn2SgxJCdFEd5UQXQ7qVpA0eyWGpIRoortKiC4HdStImr0SQ1JCNNFdJUSXg7oVJM1eiSEpIZrorhKiy0HdCpJmr8SQlBBNdFcJ0eWgbgVJs1diSEqIJrqrhOhyULeCpNkrMSQlRBPdVUJ0OahbQdLslRiSEqKJ7iohuhzUrSBp9koMSQnRRHeVEF0O6laQNHslhqSEaKK7SoguB3UrSJq9EkNSQjTRXSVEl4O6FSTNXokhKSGa6K4Sos1Qt4IkqFtB0uyV6K4SoonuKiHaDHUrSIK6FSTNXonuKiGa6K4Sos1Qt4IkqFtBcu3OXb/f9/VNS87X435/zLfPfuIz0e030F0lRBPdVUK0GepWkAR1K0iu3GnfH7uuP27iHfD7Pt6hqL695/Xvn4luv4HuKiGa6K4Sos1Qt4IkqFtBct1Oe95VuzgdY3KbbykWH8ean4m+yff2tNegu0qIJrqrhGgz1K0gCepWkFy3y/d36zzGJ0jlR7Hymei+9/xCdFcJ0UR3lRBthroVJEHdCpKrdu6/71sPsdfNz0SPX+N7e9pL0F0lRBPdVUK0GepWkAR1K0iu2unBpzVe6r3m/Ez0Kztiexm6q4RoortKiDZD3QqSoG4FyVW79rtr/VBlThebvn5OzW4fH6h8/nqwg7bfRHeVEE10VwnRZqhbQRLUrSC5arv9vj903b4+/pyGj3nclZnnrx0fOmWvQneVEE10VwnRZqhbQRLUrSD5YqfzO78u/eFcnI77azkVrn1fJuK8sNt3ZU7ZP9c5/nrBF91VMomfT3RXySTe5Iu6FdP46Uzdimlc+WJgPqkOlrd9d30XJZdxGuO4TJ76flfPiRPnbRnep/6wjWE8Zvz9q990V8lsBXRXySTe5Ju6FfMVULdivoLnvxmYi9Dx0ozhM5XPZfjWiRSfx/rzZ6Lbb6C7SogmuquEaDPUrSAJ6laQXLUtjy4Pn6l8nA3fXf1M9GOdevCZrPYb6K4SoonuKiHaDHUrSIK6FSRX7bTPD17Nl3Fs6ks3Rvnk0s+fiW6/ge4qIZrorhKizVC3giSoW0Fy3S51x3vNYXyZPo9Udsax5x0+E73Osd9Hd5UQTXRXCdFmqFtBEtStILlu8YHJh/2+vsbqWj8PPdTH4A5x4FsOiX/8THT7DXRXCdFEd5UQbYa6FSRB3QqSK7epL9+oA3ZbxnGKx+C2f/1MdPsNdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpJmr0R3lRBNdFcJ0WaoW0ES1K0gafZKdFcJ0UR3lRBthroVJEHdCpKrRTMVJO0X0V0lRBPbRkK0GepWkAR1K0iuFs1UkLRfRHeVEE1sGwnRZqhbQRLUrSC5WjRTQdJ+Ed1VQjSxbSREm6FuBUlQt4LkatFMBckFuu73+Raam91xvz/yNrnXfn/k/fa7/ZveeJ/uKiGa2DYSos1Qt4IkqFtBcrVopoLk8pz7fb5DfUwchhPX/fbMp5M/+iDVNuiuEqKJbSMh2gx1K0iCuhUkV4tmKkguz67nEybOx3irze0+Ru3mWGZt8hMn4uOO34PuKiGa2DYSos1Qt4IkqFtBcrVopoLk4pz2l/LNidDHm+PmR5PHIP46vO9jUumuEqKJbSMh2gx1K0iCuhUkV4tmKkguzebYb8580lOqnxdzG7/vfH96uquEaGLbSIg2Q90KkqBuBcnVopkKkksTw3O+/z3G/nYTd5rP5f5zDuQ3obtKiCa2jYRoM9StIAnqVpBcLZqpILkw5/ggp9n47fLEbr8978pIft/Bb0F3lRBNbBsJ0WaoW0ES1K0guVo0U0FyYS6xsz0N+9iu6/qez2nb7ffH81f3voPfgu4qIZrYNhKizVC3giSoW0FytWimguSy5FNDZ/a/m36/3/fHyfHutpx/6vezTz5uiO4qIZrYNhKizVC3giSoW0FytWimguSixINX5c/0/vNm19+e7o0HtsoB8Ob6pmeA6a4SooltIyHaDHUrSIK6FSRf7Hx61xfNVEzjS/na7vvD8XAsO9jj4RRzwm7f1+ly6tCf4kUcp/PhmHMaf9FdJZP4P23H5huSuhXTeNPOysB8UulBb/qmmYpv61jA9zXuL5evuNccQze20Xnb99s6kE9dTBzinK4M5Fus2TfdVTJbAdtGMs23+KZuxXwV1K2Yr+D5bwbmx6OZCpJLNBz/pnNf71QPB8eXOLVjVmN0VwnRxLaREG2GuhUkQd0KkqtFMxUkl4jj366LQXo+DqM5nzqqQ/fwnmeR6K4SooltIyHaDHUrSIK6FSRXi2YqSC4R43dX7kcf4lg497V1xxtnduV+9nteg0V3lRBNbBsJ0WaoW0ES1K0guVo0U0GyrfyPv2ueiOPYUB9liH//43Bl97d//xue/z3Ffx8NaxvH7Knve+a1RneVEE1sGwnRZqhbQRLUrSC5WjRTQbKpTdlbjv/x93XcH6oYtmX0bS45bt/373//Gd1VQjSxbSREm6FuBUlQt4LkatFMBcmmTvzH3z7+1JcsD2KPes7dZv/OV0D+N3RXCdHEtpEQbYa6FSRB3QqSq0UzFSTfoc+7uvFSZtR/381//6uvkFwouquEaGLbSIg2Q90KkqBuBcnVopkKku9Q/+NvtqPN/wiMX+/897//jO4qIZrYNhKizVC3giSoW0FytWimguQ7HPN9bo6H25O0cV96c3zzv//9Z3RXCdHEtpEQbYa6FSRB3QqSq0UzFSTfgP/42xz7ruvY23b77Tn+d2jBB78F3VVCNLFtJESboW4FSVC3guRq0UwFycZ2Xdfv+Y+/Yz59VF+F8bWLl0R+xX/wLhjdVUI0sW0kRJuhbgVJULeC5GrRTAXJtuItI/fj+7yGUz+8fKqI/xsqM/Zvevr2P6O7Sogmto2EaDPUrSAJ6laQXC2aqSDZ3ma3nz7De96Pr1WOg993/vvff0Z3lRBNbBsJ0WaoW0ES1K0guVo0U0HyHba3IVsPg4f7zJe+HAjHWZfbM0uLQneVEE1sGwnRZqhbQRLUrSC5WjRTQfIdNn0+AJ14NDqGbpm4xANYb/r3of+M7iohmtg2EqLNULeCJKhbQXK1aKaC5Duc9mVHOygncrCe6rve1P9CqDvhBaK7Sogmto2EaDPUrSAJ6laQXC2aqSDZ1O4S43KT//G328WJUz+8WdXk3//qTniB6K4SooltIyHaDHUrSIK6FSRXi2YqSDbV9fmJRfXwtpw4HvbDPzN8HXKf+85///vP6K4SooltIyHaDHUrSIK6FSRXi2YqSLZ1usRb37DD3cboPXDwu41PQQnx9pF+/khAtBnqVpAEdStIrhbNVJC0X0R3lRBNbBsJ0WaoW0ES1K0guVo0U0FyOahbQbIZuquEaKJuCdFmqFtBEtStILlaNFNBcjmoW0GyGbqrhGiibgnRZqhbQRLUrSC5WjRTQXI5qFtBshm6q4Room4J0WaoW0ES1K0guVo0U0FyOahbQbIZuquEaKJuCdFmqFtBEtStILlaNFNBcjmoW0GyGbqrhGiibgnRZqhbQRLUrSC5WjRTQXI5qFtBshm6q4Room4J0WaoW0ES1K0guVo0U0FyOahbQbIZuquEaKJuCdFmqFtBEtStILlaNFNBcjmoW0GyGbqrhGiibgnRZqhbQRLUrSC5WjRTQXI5qFtBshm6q4Room4J0WaoW0ES1K0guVo0U0FyOahbQbIZuquEaKJuCdFmqFtBEtStILlaNFNBcjmoW0GyGbqrhGiibgnRZqhbQRLUrSC5WjRTQXI5qFtBshm6q4Room4J0WaoW0ES1K0guVo0U0FyOahbQbIZuquEaKJuCdFmqFtBEtStILlaNFNBcjmoW0GyGbqrhGiibgnRZqhbQRLUrSC5WjRTQXI5qFtBshm6q4Room4J0WaoW0ES1K0g+WKn87u+aKZiGm/xxaZUTONrbeO8kdQtmcSbfFG3YhpvuiEZmE8qgTd900zF/Spe/c2mVMxXQN2KWb7BN3VLZqugbskk3uSbuhXzFVC3Yr6C578ZmB+PZipINsOmVJAEdStINkPdEqKJuiVEm6FuBUlQt4LkatFMBclm2JQKkqBuBclmqFtCNFG3hGgz1K0gCepWkFwtmqkg2QybUkES1K0g2Qx1S4gm6pYQbYa6FSRB3QqSq0UzFSSbYVMqSIK6FSSboW4J0UTdEqLNULeCJKhbQXK1aKaCZDNsSgVJULeCZDPULSGaqFtCtBnqVpAEdStIrhbNVJBshk2pIAnqVpBshrolRBN1S4g2Q90KkqBuBcnVopkKks2wKRUkQd0Kks1Qt4Room4J0WaoW0ES1K0guVo0U0GyGTalgiSoW0GyGeqWEE3ULSHaDHUrSIK6FSRXi2YqSDbDplSQBHUrSDZD3RKiibolRJuhbgVJULeC5GrRTAXJZtiUCpKgbgXJZqhbQjRRt4RoM9StIAnqVpBcLZqpINkMm1JBEtStINkMdUuIJuqWEG2GuhUkQd0KkqtFMxUkm2FTKkiCuhUkm6FuCdFE3RKizVC3giSoW0FytWimgmQzbEoFSVC3gmQz1C0hmqhbQrQZ6laQBHUrSK4WzVSQbIZNqSAJ6laQbIa6JUQTdUuINkPdCpKgbgXJ1aKZCpLNsCkVJEHdCpLNULeEaKJuCdFmqFtBEtStILlaNFNBshk2pYIkqFtBshnqlhBN1C0h2gx1K0iCuhUkV4tmKkg2w6ZUkAR1K0g2Q90Soom6JUSboW4FSVC3guRq0UwFyWbYlAqSoG4FyWaoW0I0UbeEaDPUrSAJ6laQXC2aqSDZDJtSQRLUrSDZDHVLiCbqlhBthroVJEHdCpKrRTMVJJthUypIgroVJJuhbgnRRN0Sos1Qt4IkqFtBcrVopoJkM2xKBUlQt4JkM9QtIZqoW0K0GepWkAR1K0iuFs1UkGyGTakgCepWkGyGuiVEE3VLiDZD3QqSoG4FydWimQqSzbApFSRB3QqSzVC3hGiibgnRZqhbQRLUrSC5WjRTQbIZNqWCJKhbQbIZ6pYQTdQtIdoMdStIgroVJFeLZipINsOmVJAEdStINkPdEqKJuiVEm6FuBUlQt4LkatFMBclm2JQKkqBuBclmqFtCNFG3hGgz1K0gCepWkFwtmqkg2QybUkES1K0g2Qx1S4gm6pYQbYa6FSRB3QqSq0UzFSSbYVMqSIK6FSSboW4J0UTdEqLNULeCJKhbQXK1aKaCZDNsSgVJULeCZDPULSGaqFtCtBnqVpAEdStIrhbNVJBshk2pIAnqVpBshrolRBN1S4g2Q90KkqBuBcnVopkKks2wKRUkQd0Kks1Qt4Room4J0WaoW0ES1K0guVo0U0GyGTalgiSoW0GyGeqWEE3ULSHaDHUrSIK6FSRXi2YqSDbDplSQBHUrSDZD3RKiibolRJuhbgVJULeC5GrRTAXJZtiUCpKgbgXJZqhbQjRRt4RoM9StIAnqVpBcLZqpINkMm1JBEtStINkMdUuIJuqWEG2GuhUkQd0Kki92Pr3ri2YqpvEWX2xKxTS+1jb+3yT+T230hvzDFwPzSadzybzlm2Yqvq3jxd9sSsV8FdStmK/g9d/ULZmtgbol03yLb+pWzFdB3Yr5Cp7/ZmB+PJqpINkMm1JBEtStINkMdUuIJuqWEG2GuhUkQd0KkqtFMxUkm2FTKkiCuhUkm6FuCdFE3RKizVC3giSoW0FytWimgmQzbEoFSVC3gmQz1C0hmqhbQrQZ6laQBHUrSK4WzVSQbIZNqSAJ6laQbIa6JUQTdUuINkPdCpKgbgXJ1aKZCpLNsCkVJEHdCpLNULeEaKJuCdFmqFtBEtStILlaNFNBshk2pYIkqFtBshnqlhBN1C0h2gx1K0iCuhUkV4tmKkg2w6ZUkAR1K0g2Q90Soom6JUSboW4FSVC3guRq0UwFyWbYlAqSoG4FyWaoW0I0UbeEaDPUrSAJ6laQXC2aqSDZDJtSQRLUrSDZDHVLiCbqlhBthroVJEHdCpKrRTMVJJthUypIgroVJJuhbgnRRN0Sos1Qt4IkqFtBcrVopoJkM2xKBUlQt4JkM9QtIZqoW0K0GepWkAR1K0iuFs1UkGyGTakgCepWkGyGuiVEE3VLiDZD3QqSoG4FydWimQqSzbApFSRB3QqSzVC3hGiibgnRZqhbQRLUrSC5WjRTQbIZNqWCJKhbQbIZ6pYQTdQtIdoMdStIgroVJFeLZipINsOmVJAEdStINkPdEqKJuiVEm6FuBUlQt4LkatFMBclm2JQKkqBuBclmqFtCNFG3hGgz1K0gCepWkFwtmqkg2QybUkES1K0g2Qx1S4gm6pYQbYa6FSRB3QqSq0UzFSSbYVMqSIK6FSSboW4J0UTdEqLNULeCJKhbQXK1aKaCZDNsSgVJULeCZDPULSGaqFtCtBnqVpAEdStIrhbNVJBshk2pIAnqVpBshrolRBN1S4g2Q90KkqBuBcnVopkKks2wKRUkQd0Kks1Qt4Room4J0WaoW0ES1K0guVo0U0GyGTalgiSoW0GyGeqWEE3ULSHaDHUrSIK6FSRXi2YqSDbDplSQBHUrSDZD3RKiibolRJuhbgVJULeC5GrRTAXJZtiUCpKgbgXJZqhbQjRRt4RoM9StIAnqVpBcLZqpINkMm1JBEtStINkMdUuIJuqWEG2GuhUkQd0Kki82+eAGf/nLX2//YmA+qQT87W9/f8w3A/PVuJuhIGlm78aYVJA0s3djTCpImtm7MSYVJM3s3RiTCpJm9m6MSQVJM3s3xqSCpJn9kukzx9IXY1IxjfvLX/569MXAfFJJ8C3+MCYVj1fkH//4h5/yzcB8NcakgqSZvRtjUkHSzN6NMakgaWbvxphUkDSzd2NMKkia2bsxJhUkzezdGJMKkmb2boxJBUkzezfGpIKkmZmZmZmZmZmZmZmZmZmZmZmZmdnCbft+w+T5sN/vD/UdfDbXfn/kvbi6fasPZTIzSVeGLOP31JfRW07GaL3ut+dLX8ftqd/FHzP7MOd+fxn2v5tjvy1/uv2hnD5eyow6cDfHQz3bzD7MpQzZI+N3uy9jtjjut2XoxnQM4rKI7z2bfaTY4Q7j91B3v2UHXHa75zp+49eVuWb2iYbxe9zne0/X/XDcad70V3bEZvaZymFvHb/D36/Tvozd3X577vrzV++DX7NPNozf4XGsMn7LxG7fH89fuzKEzexz9X39c+bv13l/zIl4FmlXn1W6ctrM3q8Lw7O64/HvuP8dDnnj4Lf8bGIYm9lnOJdd6j6OcsN43NtzX3l4HimeOopHo8u5l3GPbGYfZRi/lz3PHw172y6e+b3EMN+xiJl9mOFxq93w+g32w/m6yUucW3fCZvZ5hv3vpq874G64+5yvm6y73ks8Im1mn6U7HA77/ng45P8s1P9fYDgf8u9p352v3LM2s09yiQey9v0+B+gpRm9Xz/jaDq+bPPX73s8fmb3C6fzfvm7G6TIxnnNb4Bbxl7/89eMXA/NJdbDJ34zI+mv4uk3XE8M0f3PK3/7295+/GZhmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZr9ic3rqLWufXOwzPFvs+Xh5+MEwi2rsY5v66XM/NWQFDfzuW5NX18quP/LxCsXmeDyW9p3r7796crH3KW079sdL/dSIZ4vdHIaPSp374MY+2oQPdcdyVfzUkE/fmuddaVl/uWrvpnzf5E9vpWrTlWtlvEriKirNK/sgZvzRk4u9TWnb5RLtiw9NfLbYn5b73MY+3IQPdXXj/ngD9clbszby0h3Kb+lz8+6b/Ol9VtYddsfxs4wOpbvzGUdr0NVuXW5yhTaV/e/SPljx6U244I17OF7yVuncieN3Rf35kXIDdRhu0rbHa729Woscv2WXdLt7+Veb5d1AP70Jl7txd/+6VVbVnx8pfXy8jRqmh33QKQ4g4/YuOnW5Y1auis3u0B8PuXyZuym/uq+YV2Zt808uvi33dOpN5S37tbmUw9Eu7+rV6UtMT+f+LsbvKTb+tzZNpqatGpa7r6o2Vmnt48a+orWPNuHdBZ0uZbqcWc7Jhnwv5McGztr3lgaWjXI7QAhjEZsokg1XCoxTwz2RB00ufmxlXedfOu2LW/lPygY/l9aEU21vqZnjhdqa8h0zuu54KGedYlY5CKmBaGScdTleyqxtWbT8iauvLn68lO/hRGQjvNuVM6LV5U5tmT6UyencX8b43dY6azGTNt2mZq2i7d+qqo0VWvu4sS9p7aNNOL+gaGspsG6FbIjQwFn73tLAUn82b7A5losoRWxKUXFhbIbaRAbwgyYHdTNO2/PqVv6T6OPcul1LvXXj5z6oXDm1I5TGldu/XORAU/OGObp6nFUWu5arq7a2JnNe+RM3fkP261Lv5OUicVlpOveXMX6vUfR9myatm7WK/W/eIZ1UVRtbG1NiT7T2cWO/r/cXfNuEsXGml59tjYeA/qWBs/bVU60bWJoUG+hmKOJcL6WMq/KHMvPEwyYHdTNOm/nqVv6T2Pi1g5eWl6bl+K23QZMbPTp7mRUP5cbfWKDuqkqvj4YOS9RT5URtfF3DcE45lRuhjqpdLnE395flOsstcflz36ZJ64bJ3E/XDfy9qpz/dGsfN/bBen9BrOx+E84uaGjgZGckNHBzrLsc1vKOBpZhGJdZLrqgyloEas1UziU/aHIlbsZZe17cyn8TJeTt0ymKyuOFejqvtCpvtTi3KDdPZYFytcStc56Vt1PZomFe7U7DidL8bhfqtVXugOTaZ3N/WTx/VO4Q1UvKMm5tmrRumKytKsuVhly/VVUbOzbmr62drWBs7IP1/oJHm3B2te64+NrQrFBo4Kx9b2lgNqkM4y42Z1R5G5Bhthmuddn7JtfWFOJmnF2Pr27lP6m1RytL760nS4l5I1XPScP11WV74xar/Kpzh7PqHEKZj/MO8QBXnihnDWK9u/L3VNY2n/u7ct27WvN9myatGyejDdlLv1eVzaBlm0NpWPFzax839sF6f0Gt4m4Tzi6ozhnOGa6IwVDIjw0cmlTbN7a2ZQPLWnN/F4WNPS+dhmE0zMuR+6DJ1Y+tHBf6Q6d9cSv/Sa097jPkQyCz/e9Y3HBzNM7K/W8slssyhyWGecMOLabjrLxKEccmZbG7ub9q0gJqus2ZnDdrVZb7vaqcP7Tsr6193NgH6/0FtYrpJiyXMbug4W5TbtwfCvmxgbP2jadaNjD2d0zNi6gjimE0zMv977zJw+J1Mn/XGX/djHfteW0r/0l23nILljXV33lTNCnydqObs871hqvOHc6a3pQNt17l+P62wHR9qVwbw6Olr5FtS/dtmlzuMDm55f1eVeZvra1/fm7ttxXUxj5Y7y94tAlnFzQ88FJnZtf8XsiPDRxm1fa9pYFxz5UtOb8TsKujqVY5mRcVzJvMFipyqWHZv27Gb+15ZSv/SW78cgOXFU9ur243euNt0zCLhzIiMjR7flOWV3ddfMgSmooVfJ/7e7Jt6b5Nk9bNWpXLPay1zB8a83Nrs0f90NjXtPbRJpxdECdKoePGFRo4a9+4QMsGRh3Zy6KYrLKeYgPnZmCRHLkPmlzl5DDjHzptvegXtfJf5FVQbuDyEGNye1XmlbaXA4xhRvzNWdnUeiNV2xN/Jjdl53woviw2rqwoV1C91drEKupT33E1zOb+MjZvlce1tzadp62btCrLHR5/vFWV+dsN923DD62tv7k65isYG/tgvb/g4SbMZ3vygujFZYFyDg9DfSvkxwaSy/aVU+0bWFZ34EHwU93/DkXkfpAnGKg8979ZB6WPe9M/tHLcjD932kkrp9fue9HH83G9OFlK4qqIp8fK/FovN0fRSeJ579pRSiPr/c161vymLB4nLN/xbNOYjev5sNtdOII48Pz3dO4vo23VtzbdpmatYrkya15VNmNozN9bO11B2XuUqVrMt/X+gkebMK7WS1xQvVktbT2Uy9zWrqk2cNa+Id60gUUceR7rkwlx8UOVpZFdXHDdDFxkHv/empz9eagmJ4cZWqeNVmafHa/dcb1vw8Yfntmtt2jDzdM5GhTXxu0G7BTXY76SLhpZfnFLdX/8G8Oj3nJNbvxyI9Sr9+taxks+Mjyd+7toWzXUObbp6zROfZUjx6FVY9vvqsr8oxvueWu5mHmzdmNjX9HaR5uQC+p43HZb9l+7skS53PGKeLaBMWts31saWGW9u9rUsU/VbXi6DpshDM8clRuScoXkTdZY88+trOf8pdM2aOVHqAP7f8baWzscGq3c/1an/aPbbfT/grW3drL3WrP/rU77R7ejh/8Fa2/t/8iO6X+r0/7R/8gtNtbe2smx4Jr9b3VaMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzM3u9zTE/LnqBsvRz/bzr03KbYYuy6frjMb7zE9nf7fc+yK95w7L0/Ig+f1Cf/br/m2HmV3c8dJfucrnr5rt+ezfxV39Y8vFZD+b+0yfM/r8p5jVq2ER+BvDwu6vz/tnzxdn/CgYumPnVHc5MzVyP9Ptx4q/+sOTjsx7M/af9LyM3Ma9Rwyay9GEvvKvz/tnzxdn/CgYumFl2Uz90c3YA48Rf/WHJx2c9mPur+98GDZso95lL6TTgv+5/ny/O/lcwcMHMaTffbMvh4iE6zrYcOBbX28S59s44qiw7hvOxK/fwIvggUs7eDTPT5KzJebe5t5WM+9/zpczaPRyA3zFyE/OaNGxWet5zLqur09nYsRXnY61mczhu6oVcyxoZ4pOVDhc/vcLMEgMXzJx089K5Lruudpvz9XLsdrvTbSJ7Zyxeelo5vOuOlzL1KFLGYOmb8VMDxe2s6XmTVY8riYuJ0VQW28Ws5+5EMnIT85o0bLpYrCj3v3lWMW3FtaZ2sWS9kHIpecMxXelw8ZMrzAwMXDBz0s1PF/YU0a12w9hhouwYY3ZZnI5cU48ipU9Hdy7L3HZUw9rm5zF3uhIOH2M3Fc/C3MbCnzByE/PaNGxW+v0jz/NWRGpYpA7pcnb+vq00zsmixyrNwMAFM0u/vVS1E4dD7UL3h4lDv2Q3Ne9es8iW/dM29y/VsLbJeeX3/CCvriR3YtvapxlTf8fITcxr1LA0lF4mswHVrRWxkmhyTpULiT+5vtk1crv4+VVj9vP4LQ6T1xtkJ7vfTQ33C+uQun96cxYZBl3pjPVvGNY2Oa9c3nwnU1eSa97Fvccid2B/xchNzIv1NWhYmpQ+HMAX5S4zrYiVlIXKneKYGC6k7o1n18gt7Mef7R4DF8yki+J0Hbrb/dMspdPVgcBuauyk3yPjCiejb1jb/LxbJx1XkmuuQ68aFvgjRm5iXqOGzUsvs/N3dWtFzZURmrclw4XUITtb6e3mw/tfu8fABTOn3Xw36W7fdlN0rbq/yOO48CBy65G3Xd+wtsl55dcwd7KSXPOwU3oSIzcxr1nDxsVy5znZ/9614pSL3RYpx7yzld5G9qRKMzBwwcxJN7/m/iFnfDtMpGsNu6nswY8is3uEGNY2P4+5rGQXK8k1//L4fV3Ddsf6AFZdLLPjGm7L43AsS8fEsEi5sYj972Slw32BSZVmYOCCmXTRyVT+ud9NlZ1F7Vr5oOmwm3oUKQev8Wd8ZCYMa5ufx9zpSnLN0+gTGLmJeeNqb1OzKseJ/9Sw6WKZHddw34ptGZFdfURrw364rm+20lt4rNIMDFwwc+iCdSr6TLmbFzNOQ+cbJmrfK3uJ2s2H+3mPImWZ2Hec8tgxDV15fh6BXMm2riTXXBar3Xfz3E6IkZuY16Zh08WG0ochOCyfrSgn4pUbcVvBZZX11EucrPQWHqs0AwMXzJx08zKCut2Fo7TSJ/NlCcNEOTdec1Dv2I37iW+ReN1RXbL00UijdNw8PTuPVU9XwprLrMOuzBvHwh8xchPz2jRsulgeO9+OoOu5l6EVlzrS6962XEiJlO/6GunpSm/737FKsz+6dfP6cr/L6Zozyv3K2uXGifi7K92t7jSG47RvkdiZnOOR1/EwsCr7F9Y2PY9VT1YyrHkTi3XX2TpETRr2rfTbGoraiksMQ17EUfa251ikHN9SxGylk/BwkWb2USYPUZvZwmzqk2dmtkS3o1wzW5o4/jUzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzMzs6+v/w+RsAG8gpz1BAAAAABJRU5ErkJggg==)
Passando ad analizzare i principali mercati su cui commercializzano le nostre cooperative, è la Germania il primo Paese di destinazione dell’export in ambito UE (indicato dal 79% delle cooperative su cui è stata condotta l’indagine), seguito da Francia e Paesi Bassi. Tra i Paesi extra-UE, gli Stati Uniti si collocano in prima posizione per il 65% delle cantine esportatrici, seguiti da Canada e Giappone.
“Le ottime performance delle nostre cooperative sui mercati esteri negli ultimi anni – commenta il Coordinatore del settore vitivinicolo di Alleanza Cooperative Luca Rigotti – sono avvenute in un lasso temporale che corrisponde in gran parte con l’introduzione di una misura di sostegno europea, quella della promozione nei paesi terzi, che ha contribuito certamente a portare il vino italiano nel mondo. La misura, che è stata confermata nel piano strategico nazionale della nuova Politica Agricola Comune 2023-2027, presenta a nostro avviso alcuni margini di miglioramento: auspichiamo che si possano presto introdurre maggiori flessibilità specie in ordine alle modalità di rendicontazione delle spese e di presentazione delle varianti”.
“Le buone performance ottenute negli ultimi 12 anni – ha messo in guardia il presidente di Alleanza cooperative Agroalimentari Carlo Piccinini nel suo intervento – non devono tuttavia farci dimenticare le difficoltà che il settore vitivinicolo sta vivendo, stretto tra le conseguenze della grave impennata dei costi di produzione e dell’energia, le difficoltà di approvvigionamento per alcuni materiali come il vetro e la crisi generalizzata dei consumi dovuta alle spinte inflazionistiche”. Una situazione che rischia di far perdere competitività alle nostre imprese rispetto ad altri principali paesi produttori europei”.
La cooperazione vitivinicola di Alleanza
Alle tre centrali di Alleanza cooperative aderiscono 379 cantine con oltre 110mila soci, una produzione pari al 58% del vino italiano, un giro d’affari di 4,8 miliardi di euro, il 40% del totale del fatturato del vino nazionale. Il fatturato aggregato derivante dall’export delle cantine cooperative è pari a 2 miliardi di euro, pari a circa un terzo di tutto il vino italiano commercializzato all’estero.
La valorizzazione dei soci è garantita da un livello medio di prevalenza mutualistica che si attesta ben oltre l’82%. In termini occupazionali, la cooperazione vitivinicola associata dà lavoro a oltre 9.000 persone, di cui il 67% è impiegato a tempo indeterminato.
Note sull’indagine
L’indagine è stata realizzata a febbraio 2023, con il coinvolgimento di 71 cooperative su un totale di 379 aderenti al settore vitivinicolo di Alleanza delle Cooperative, un campione altamente rappresentativo dal momento che le cantine intervistate rappresentano la metà della produzione totale e del fatturato da export delle cantine cooperative, circa un quarto della superficie vitata nazionale e una quota pari a 1/5 del fatturato complessivo del settore vino.
Il campione dell’indagine è anche assolutamente omogeneo rispetto alle diverse classi di fatturato. Il 29% del campione è costituito da imprese con fatturato tra 10 e 50 milioni, seguito dalle piccole (da 2 a 10 milioni, 28%,) e dalle grandi imprese (fatturato superiore a 50 milioni di euro 22%,).
La maggior parte delle cooperative che esportano sono «medie imprese» (10-50 milioni di euro di fatturato).
Laura Viviani