Nelle strutture di ricovero della regione Marche, dal 01 gennaio 2010 al 31 dicembre 2020, sono stati dati in affido complessivamente 15756 cani, di cui 6932 femmine e 7974 maschi: la differenza tra femmine e maschi è irrilevante e non rappresenta una discriminante al momento dell’adozione.
Il numero totale di cani affidati per anno è riportato in grafico 1
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rsZz/b+Kl9VRls+tQf4ZCj9PhTfVNeOe3wShbtsOqvr1XeVfdykHdN0864jduyMvjOO+90rdb4YbHtKvWiHLtm1SrTuh9OoqzGrDrkuGqFPbeSu+hDyKp9Y7Siu6nXshkeAZfBILQdsE1DrGkAd0l9Wb3pUOoy14PP/PSjQyNRVpkW7bQWDa2cdnglyz50tPVe9PiuWfWBaplb1JXBtm5Nr8VFH8qivMfarMak7ju7ZJ1DjlXH6CVX+jizakZNr8ll+8ZFj+/yQ9emXvXXYfX2CLgMBmGTAbvs9i4pVwabPrUvG0LR3RbtGOqrYDnu8EpWfT3CKu+m12nXNO2M27jlUAZXfVhsWwbL92IOq0yp+84IXm0OOS7bt0QrudLHq7mrVtWbXo+Lim+E91lZ4FO96vuZ6ms0Ai6DAWhbLFZ9TUnElZhyx7Co7C0bQk0nSkd5A33zm99szKzNp8SoO7ySRTusptdY1XvZhTFdZyapcWfcxq3+uOr7MfpqbpshVX9tRjjneNVqTNsPJ9FWY9Y55JjTAoD08DzP6rbq9KDSven2rl+P1UP7KV71mVfNOQLV9/6iedv0tVr1/UZ9jm8TfBlsWyyahljkK1MX7fSaDo1Uh1D5Ilv0qT/CTm/VzjzXHZ70cGfe5utwql7Lbu/6tAVJSy8wWOW27BzWCFftr/qw2LYMRrlKWlq9yrSqwC/bd3ZJ20OOq4pgtJJbUn+vVPfpbUpT0+O7pn5B5Lpe9VOdosxpaflV+6sWbp7qG03wZbDNp8TUIRbhKsc2h1JXOdY/eXz9+Sc78ypZ9HtfdaV0Dju8MremQ/bLvKOXwaadcRu3RZlFuZhJal7NXVUGP/riT+grn3tcnKJ9MKl/aGrztVtRV2NWHXJctcIeteSWND3fTbcIEL1WXbW/7Gu1vv78k0u/mWGb+xB8GZSWF4tlnygil8FVK57LhlC5o2/6mpkIZdA7vPzcqF7LVnNXfTBp+lQf4WIEafkqU9P+r82+s0tWHXJc9aGqnmuUkltCfZ9JzDK46qr9ZedLN51PXc76bR5d2IsySHzzrFrxXDaEmnby1Z161xAzK6G6Ub2Wreauc/iqXjgiQM1s2SHHNmUwYsktoWYmMcvgqgualpXB6rm7izaXwTWhvnkWFcJlX7FSX6KOegGJxM1M4rpRvSTmkJKcmb34bl2zauFm1cpg9c8ugxviN09+blQvietG9ZKYQ0pyZvbiu3XNqgua2pTB6lYejfA5gwn4zZOfG9VL4rpRvSTmkJKcmb34bl2z6qr9ZV+rtey7FLf9XaUugxm/yCSuG9VL4rpRvSTmkJKcmb34bl2z6qr9Vf80bNP5/9u+0LNVGRwMBur1eg+26+vrR7ednZ1Jkoqi0OHhoXq9nobD4fzvubq60ng83qpAG/zmyc+N6iVx3aheEnNISc7MXny3CKy6ar/pa7W+/+XFF6nt4nsv114ZvL+/1/n5ucbjsYqi0NHRkabTqWazmY6PjzUejzUYDDQcDlUUhS4vLyW9Lo1lgXxq/ObJz43qJXHdqF4Sd0g5M3vR3SKQQ2Zrl8GiKHRycqK7u7tHBa/8c70MVh/TBTkEkQrVjeolcd2oXpKHlN3YXmS3COSQ2dplsN/vzw/9NpXB8jDxwcGBRqORLi4uNJ1Ot/rE1yGHIFKhulG9JK4b1UvykLIb24vsFoEcMlurDM5mM7399tvzYtdUBquUq4T9fv/BeYVtmUwmGo1GG227CmLT57WNjepG9SK7Ub125da1kzOz1z64de0UObPJZJJWBleVv/qf64eJb29v5+cbPiW7CiICVDeql8R1o3pJXrGwG9uL7BaBHDJrXQarF4iUNF1AIr2+0KQ8PFw9Z7CLK4pzCCIVqhvVS+K6Ub0kDym7sb3IbhHIIbPWZfDm5kYvX758dBFIefi3+nUz5c+rXyuTeph4G+QQRCpUN6qXxHWjekkeUnZje5HdIpBDZmsdJs6VHIJIhepG9ZK4blQvyUPKbmwvslsEcsjMZTBIEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZOYyGCSIVKhuVC+J60b1kjyk7Mb2IrtFIIfMXAaDBJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyMxlMEgQqVDdqF4S143qJXlI2Y3tRXaLQA6ZuQwGCSIVqhvVS+K6Ub0kDym7sb3IbhHIITOXwSBBpEJ1o3pJXDeql+QhZTe2F9ktAjlk5jIYJIhUqG5UL4nrRvWSPKTsxvYiu0Ugh8xcBoMEkQrVjeolcd2oXpKHlN3YXmS3COSQWesyOJvN9OLFC/V6PR0cHGg8HkuSBoOBer2eer2ezs7OJElFUejw8FC9Xk/D4XD+d1xdXc0f95TkEEQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2atyuD9/b1OT08fFDvpdek7OjrSdDrVbDbT8fGxxuOxBoOBhsOhiqLQ5eWlpNel8fr6eqtPvi05BJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkFmrMlgUhU5OTnR3d/fg5/WCV/65XgabHv9U5BBEKlQ3qpfEdaN6SR5SdmN7kd0ikENmrcrgzc3N/FBwr9fTW2+9pel02lgGy8PEBwcHGo1Guri40HQ63eoTX4ccgkiF6kb1krhuVC/JQ8pubC+yWwRyyKx1GSzPB5Skfr8/XwFcVAarlKuE/X7/wXmFT0kOQaRCdaN6SVw3qpfkIWU3thfZLQI5ZJZUBquHg5eVwfph4tvbW52fn691EclkMtFoNNpo21UQmz6vbWxUN6oX2Y3qtSu3rp2cmb32wa1rp8iZTSaT9cpg9UKR6sUkTReQSK8vOikPD1fPGeziiuJdBREBqhvVS+K6Ub0kr1jYje1FdotADpm1KoPS4q+QkTQ//Nvr9R6sCvb7/QdXH/sw8W6gulG9JK4b1UvykLIb24vsFoEcMmtdBnMmhyBSobpRvSSuG9VL8pCyG9uL7BaBHDJzGQwSRCpUN6qXxHWjekkeUnZje5HdIpBDZi6DQYJIhepG9ZK4blQvyUPKbmwvslsEcsjMZTBIEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZOYyGCSIVKhuVC+J60b1kjyk7Mb2IrtFIIfMXAaDBJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyMxlMEgQqVDdqF4S143qJXlI2Y3tRXaLQA6ZuQwGCSIVqhvVS+K6Ub0kDym7sb3IbhHIITOXwSBBpEJ1o3pJXDeql+QhZTe2F9ktAjlk5jIYJIhUqG5UL4nrRvWSPKTsxvYiu0Ugh8xalcHZbKYXL16o1+up1+vp5cuXuru7kyQNBoP5z8/OziRJRVHo8PBQvV5Pw+Fw/vdcXV1pPB5vVaANOQSRCtWN6iVx3ahekoeU3dheZLcI5JBZ6zJ4dnY2L4AlRVHo6OhI0+lUs9lMx8fHGo/HGgwGGg6HKopCl5eXkl6Xxuvr660++bbkEEQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2YblcF6wSv/XC+DRVHo5OTk0eOfihyCSIXqRvWSuG5UL8lDym5sL7JbBHLILOkwcVkAm8pgeZj44OBAo9FIFxcXmk6nW33i65BDEKlQ3aheEteN6iV5SNktjteb7/2fnWwRoHrl8D5b+wKS+uHgRWWwSrlK2O/3H5xX+JTkEEQqVDfv8PJzo74WJW6xcGb5eVH3H5LLYJevx6Srifv9vobD4coyWD9MfHt7q/Pz87UuIplMJhqNRhttuwpi0+e1jY3qtqsdXtdeZDfqa3FXbl07ObM8vaj7j125de20q9fiNl6Pk8kkvQwWRaHnz59rPB43XkAiSff39/PDw9VzBru4onhXQUSA6rarHV4EqG5UL4m7ykTdf0jczMjvM6pXDu+zVmWw+vUx9a+LKQ//Vs8lLH++6H5dHCYmv3lyeJGlQM6M6kb1klwsnJkzewqoXjnM6bVXBnOE/ObJ4UWWAjkzqhvVS3KxcGbO7CmgeuUwp10G/SILudMjZ0Z1o3pJ3CHlzOxFd4tADnPaZTDzFxnVjeolcd2oXhJ3SDkze9HdIuAyGAS/efJzo3pJXDeql8QdUs7MXnS3CLgMBsFvnvzcqF4S143qJXGHlDOzF90tAi6DQfCbJz83qpfEdaN6Sdwh5czsRXeLgMtgEPzmyc+N6iVx3aheEndIOTN70d0i4DIYBL958nOjeklcN6qXxB1SzsxedLcIuAwGwW+e/NyoXhLXjeolcYeUM7MX3S0CLoNB8JsnPzeql8R1o3pJ3CHlzOxFd4uAy2AQ/ObJz43qJXHdqF4Sd0g5M3vR3SLgMhgEv3nyc6N6SVw3qpfEHVLOzF50twjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyGytMlgUhQ4PD3V9fT3/2WAwUK/XU6/X09nZ2YP79Xo9DYfD+X2vrq40Ho+3KtCGHIJIhepG9ZK4blQvyUPKbmwvslsEcshsrTJ4dXWlb3zjG/MyWBSFjo6ONJ1ONZvNdHx8rPF4rMFgoOFwqKIodHl5Kel1aayWyKckhyBSobpRvSSuG9VL8pCyG9uL7BaBHDJrXQZvbm50dnamm5ubeamrF7zyz/UyWBSFTk5OdHd3t9Un35YcgkiF6kb1krhuVC/JQ8pubC+yWwRyyKxVGby/v9fFxYWm02mrMlgeJj44ONBoNJo/tityCCIVqhvVS+K6Ub0kDym7sb3IbhHIIbNWZbBa+tqUwfpjh8Oh+v3+g/MKn5IcgkiF6kb1krhuVC/JQ8pubC+yWwRyyGxlGby/v9fp6en8ImtYebAAABvYSURBVJHqxSKrymD9MPHt7a3Oz8/XuohkMploNBpttO0qiE2f1zY2qhvVi+xG9dqVW9dOzsxe++DWtVPkzCaTSfsyWKe6Mth0AUlZIsvDw9VzBru4onhXQUSA6kb1krhuVC/JKxZ2Y3uR3SKQQ2YblUFJ88O/vV7v0c+rXyvjw8S7gepG9ZK4blQvyUPKbmwvslsEcshs7TKYIzkEkQrVjeolcd2oXpKHlN3YXmS3COSQmctgkCBSobpRvSSuG9VL8pCyG9uL7BaBHDJzGQwSRCpUN6qXxHWjekkeUnZje5HdIpBDZi6DQYJIhepG9ZK4blQvyUPKbmwvslsEcsjMZTBIEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZOYyGCSIVKhuVC+J60b1kjyk7Mb2IrtFIIfMXAaDBJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyMxlMEgQqVDdqF4S143qJXlI2Y3tRXaLQA6ZuQwGCSIVqhvVS+K6Ub0kDym7sb3IbhHIITOXwSBBpEJ1o3pJXDeql+QhZTe2F9ktAjlk1roM9vt99Xo99Xo9XV9fz38+GAzmPz87O5MkFUWhw8ND9Xo9DYfD+X2vrq40Ho+3KtCGHIJIhepG9ZK4blQvyUPKbmwvslsEcsisVRksikLvv//+/L+Pjo40nU4f/PdsNtPx8bHG47EGg4GGw6GKotDl5aWk16WxWiKfkhyCSIXqRvWSuG5UL8lDym5sL7JbBHLIbO3DxEVR6OTkRHd3d48KXvnnehmsPqYLcggiFaob1UviulG9JA8pu7G9yG4RyCGztQ8Tv/XWW5pOp5Ier/aVfy4PEx8cHGg0Guni4mL+mC7IIYhUqG5UL4nrRvWSPKTsxvYiu0Ugh8ySVgafP38+Pxy8qAxWKVcJyzJZnlf4lOQQRCpUN6qXxHWjekkeUnZje5HdIpBDZklXE/f7fQ2Hw5VlsH6Y+Pb2Vufn52tdRDKZTDQajTbadhXEps9rGxvVjepFdqN67cqtaydnZq99cOvaKXJmk8lkvTJ4c3Mzvyq4eqFI0wUkknR/fz8/PFw9Z7CLK4p3FUQEqG5UL4nrRvWSvGJhN7YX2S0COWTWqgzOZjO9ePFi/hUy1a+LafrKmXL1sH4/HybeLlQ3qpfEdaN6SR5SdmN7kd0ikENmrcpg7uQQRCpUN6qXxHWjekkeUnZje5HdIpBDZi6DQYJIhepG9ZK4blQvyUPKbmwvslsEcsjMZTBIEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZOYyGCSIVKhuVC+J60b1kjyk7Mb2IrtFIIfMXAaDBJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6/fblP+jTn/kNPXv2bL795u9/bf786rd/6ud/Ub0//bvG28vHd8m3v/3tB89nkdvnzv9Wn/qFX2n0Krd//V/fm9/nlw++ECIz6mtR8pCyWyyv+n7iF37j36n33//3yn3jb/3RXzXugz744IOu1ZK9lt0egRzeZy6DQYJIheg2m80eFblnz57p2c99Wr/13775aIdR33EsKoLl4z/66KPOvFaVwVVeTTu9CGVwlduyIVQt+YuGwQ9/+MNO3SR2sbBbXl6L3ktl8Wna95X7kMhlcNE+pK3Xstup+49tvx73ogwuXWX6H9/RL7354tGLqBywC+/zo1ISgRxeZOvy6tUrfeoXfuXjElT5/Zel6Rc/95/mBWm+g6uVxUWP73qHJ32cWfm6LHd45Wpf+dqbv25/5FU+7o3nX9GzZ8/0mcN3UGWwacj94Ac/6NRN4haLN99rXmVqk9m+rcZ0zf39/Xxf9mu/8yePnt9vX/6Dfv7X/+2jlcCmIwzVfVCX77P7+3u9fPky2WvZ7dT9h8vgmqxaZVpZBhtuj/AiW+RWXWVpKrH1F1S0Q45zrx8933ppqj//cpg9+hS54PFdZybp0e+9/J2Xf67uDMviVy9Mv3zwhQf/3XVmVa9FRXfZEOr96d89eK3Wh0EE1jl89eh9WLtPeVsElq0yrSqDUVdjqsWi6QN+m9MxIq5SP/qgvKIs1Pcxy27v2uuNN97AeZW4DAZg1SpT+eemofXok1WQVabZbKbPfvaza5fcVedZRCkWbc+dqxamaoloenwEHvzeKwV95UpM7bUauQyus7Ou5rVoGHRNyuGraq7VD1uRyuCqVaZVBT7qasyqMtjmdIyoq9Tla/HTv/bZBw7V91n9uTcVrPo+KHevptsj4DIYgJWrTAtKU7V4LFqtKX/21a9+tTOvR5+kaiV3WYmtrlpEPOQoLV6xWLRTayodTY/v+pO9pKXPu14cqgWi/lqMWgabDm8vu710WTQMumTV4atlpyRUC/yv/c6fPFrl7RrqKlOZ2aqLrxpPxwi8St3mIrRF+75FmdV/D7l7Nd0eAZfBICxdZVqxgrasDL7zzjudOc1XBhtK7rLnvahMRCoW5Y6h+kZftPq3qgguenyXBb5k0SHDhVv52vxRxqXDoi1C0U0pDct25OXW5Qr8qsNXy05JqBeRaGWwzWrMqoIfcTVm0crgqg/41WxyWKWuZrTs/VadfU3fxhDh9bgtr0W3RzpP3GWwY9quMj14Ef1opxd1ZVD6+JP9uiuav3zwhdCHHL/5zW82lrnqc29arVm0Eykf32WBLyl/16tWZOqruzmUwVVFt+n2RQU+woeuNoWp7SkNUcvgstWYth+8Iq3GNB0mbnsuZNRVaunjfX7Tvv63/uivHmS06v1W3Qd17fXGG28key273WWwHfgy2HaVab7VDvNELoOLdublm3vVymDkQ46bXJla7jgirjJJD8/Tqg/cpnOZmlYPI2UmqXHILHrO9dvrFwFFeZ+lHr5a5B+1DK5ajWm7kh11Nab+Ab/que7+pWuv6v7jwfYjt6bn3nQ0rJpn116LCnxbr2W3d32eZ1Nm9Q9WS99nT/CNJvgyuGqV6XPnf6vP/IeXjz/p1l6Ei77PqMsdw6qSu6oMRl9lWvTmXjZ8q2Ww6T5df+m09HFuC1ePFpyysGz4hiuDDUOm6YPWKvfyfRjhuyGbCtOyUxLqHzajlcFVq0yrCnw2qzFtX5e1fX60VeqSRxcttTx0X7+9vg/qmkffjpHoVb+9a9qUwaaLzJbtG7dddPFlMPWLfh+dXBysMK0quctK7G/+/tfCl8GmArTpFgGq26rvNGv7nWe7/PS7LqsOXy07JaH+yT9aGVy1yrSqSEVdjXn16pX++I//uPED/qrXZdRV6hLq/kNifzdk4zdiLLnIbOF+c0ffaIIvg9LyVaZFO7X6J/r6kIrwiWNVyV31je1NO8Qwq0ze4WXnRvRKPXw138c0rXgGWT1ru8q0quBH2jeWBb7pA/7K0zGCrlKXEN9nJUSvRR+62p5X/OZ7T/eNJntRBqlvnkWFcNm/37vsggWXwaeD6kb1WvfwVatiEaQMUjOr7xsffMBvcTpGxFXqEmpm0v6UwaZCuG4Z3OZpCy6DGb/IJK4b1UviulG9JOaQkpyZvfhuEag+n0UXNJWbVwZ3jN88+blRvSSuG9VL2o8hZbf99SK7ReDBc1pyHq7L4I7xmyc/N6qXxHWjekl7MqTstrdeZLeuefXq1dJvLKk+12UXkOz6G01al8F+v69er6der6fr6+v5zweDwfznZ2dnkqSiKHR4eKher6fhcDi/79XVlcbj8daefFv85snPjeolcd2oXhJzSEnOzF58t66p/+MQ9Qualp1XvOpi0G1+60erMlgUhd5///35fx8dHWk6nT7479lspuPjY43HYw0GAw2HQxVFocvLS0mvS2O1RD4lfvPk50b1krhuVC+JOaQkZ2YvvlsEln5jyYoy+OZ7T/ONJmsfJq6Xvvoq4fX19aMyWBSFTk5OdHd3t9Un3xa/efJzo3pJXDeql8QdUs7MXnS3COSQ2dplsFrsmspgeZj44OBAo9FIFxcXmk6nW33i65BDEKlQ3aheEteN6iV5SNmN7UV2i0AOma1VBu/v73V+fj4/76+pDFYpVwnLcw7L8wqfkhyCSIXqRvWSuG5UL8lDym5sL7JbBHLIbK0y2O/3l5a/+p/rh4lvb28flMk2TCYTjUajjbZdBbHp89rGRnWjepHdqF67cuvayZnZax/cunaKnNlkMlmvDN7f3+v09PTRql/TBSTlY8rDw9VDy11cUbyrICJAdaN6SVw3qpfkFQu7sb3IbhHIIbNWZfDm5mb+9TH1r5dp+sqZfr//4GtlfJh4N1DdqF4S143qJXlI2Y3tRXaLQA6ZtSqDuZNDEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZOYyGCSIVKhuVC+J60b1kjyk7Mb2IrtFIIfMXAaDBJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyMxlMEgQqVDdqF4S143qJXlI2Y3tRXaLQA6ZuQwGCSIVqhvVS+K6Ub0kDym7sb3IbhHIITOXwSBBpEJ1o3pJXDeql+QhZTe2F9ktAjlk5jIYJIhUqG5UL4nrRvWSPKTsxvYiu0Ugh8xcBoMEkQrVjeolcd2oXpKHlN3YXmS3COSQmctgkCBSobpRvSSuG9VL8pCyG9uL7BaBHDJzGQwSRCpUN6qXxHWjekkeUnZje5HdIpBDZq3L4P39vU5PT/Xy5Uvd3d3Nfz4YDNTr9dTr9XR2diZJKopCh4eH6vV6Gg6H8/teXV1pPB5vVaANOQSRCtWN6iVx3ahekoeU3dheZLcI5JBZqzI4m810fHys4XCok5OTeRksikJHR0eaTqfz+4zHYw0GAw2HQxVFocvLS0mvS+P19fVWn3xbcggiFaob1UviulG9JA8pu7G9yG4RyCGztQ4TF0XxoAzWC17553oZrD/uqckhiFSoblQvietG9ZI8pOzG9iK7RSCHzHZSBsvDxAcHBxqNRrq4uNB0Ot3qE1+HHIJIhepG9ZK4blQvyUPKbmwvslsEcshsJ2WwSrlK2O/3H5xX+JTkEEQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Y7LYP1w8S3t7c6Pz9f6yKSyWSi0Wi00barIDZ9XtvYqG5UL7Ib1WtXbl07OTN77YNb106RM5tMJtspg00XkEivrz4uDw9XH9fFFcW7CiICVDeql8R1o3pJXrGwG9uL7BaBHDJrVQZns5levHgx/wqZ6lfGlId/e73eg1XBfr//4GtlfJh4N1DdqF4S143qJXlI2Y3tRXaLQA6ZrbUymCs5BJEK1Y3qJXHdqF6Sh5Td2F5ktwjkkJnLYJAgUqG6Ub0krhvVS/KQshvbi+wWgRwycxkMEkQqVDeql8R1o3pJHlJ2Y3uR3SKQQ2Yug0GCSIXqRvWSuG5UL8lDym5sL7JbBHLIzGUwSBCpUN2oXhLXjeoleUjZje1FdotADpm5DAYJIhWqG9VL4rpRvSQPKbuxvchuEcghM5fBIEGkQnWjeklcN6qX5CFlN7YX2S0COWTmMhgkiFSoblQvietG9ZI8pOzG9iK7RSCHzFwGgwSRCtWN6iVx3ahekoeU3dheZLcI5JCZy2CQIFKhulG9JK4b1UvykLIb24vsFoEcMnMZDBJEKlQ3qpfEdaN6SR5SdmN7kd0ikENmLoNBgkiF6kb1krhuVC/JQ8pubC+yWwRyyMxlMEgQqVDdqF4S143qJXlI2Y3tRXaLQA6ZuQwGCSIVqhvVS+K6Ub0kDym7sb3IbhHIITOXwSBBpEJ1o3pJXDeql+QhZTe2F9ktAjlk5jIYJIhUqG5UL4nrRvWSPKTsxvYiu0Ugh8xcBoMEkQrVjeolcd2oXpKHlN3YXmS3COSQmctgkCBSobpRvSSuG9VL8pCyG9uL7BaBHDJzGQwSRCpUN6qXxHWjekkeUnZje5HdIpBDZi6DQYJIhepG9ZK4blQvyUPKbmwvslsEcsjMZTBIEKlQ3aheEteN6iV5SNmN7UV2i0AOmbkMBgkiFaob1UviulG9JA8pu7G9yG4RyCEzl8EgQaRCdaN6SVw3qpfkIWU3thfZLQI5ZLZxGRwMBur1eur1ejo7O5MkFUWhw8ND9Xo9DYfD+X2vrq40Ho83ftLrkkMQqVDdqF4S143qJXlI2Y3tRXaLQA6ZbVQGi6LQ0dGRptOpZrOZjo+PNR6PNRgMNBwOVRSFLi8vJb0ujdfX19t87q3JIYhUqG5UL4nrRvWSPKTsxvYiu0Ugh8w2KoP1glf+uV4Gi6LQycmJ7u7utvW81yKHIFKhulG9JK4b1UvykLIb24vsFoEcMttJGSwPEx8cHGg0Guni4kLT6XRbz3ltcggiFaob1UviulG9JA8pu7G9yG4RyCGznZTB+n2Gw6H6/f6D8wqfkhyCSIXqRvWSuG5UL8lDym5sL7JbBHLIbKdlsH6Y+Pb2Vufn52tdRDKZTDQajbx587bmdnNzoz/4gz+YX+BVbr/7u7+r73znO49u//znP6+///u/X/m4Nv+vN998U3/913+t58+fP/jZBx98oA8//FDPnz9/9PeVf0f5PNrer/z5X/zFX+jy8nLh4z788EN94Qtf0Le+9a2Fz4mSw7q/s7/5m79Z+Du4uLiY//8uLy8f/N3139vNzY2+8pWvPPg7PvzwQ/3hH/6hvvOd78xz6fr94M2bt4fbZDLZThlsuoBEku7v7+eHh6vnDHZ1RbEx+0z9g9r9/b1OT08ffZh76623HpzS0fbCr/v7+0cf9Gazmd5+++1Hp4iU+4p33333wf2LotC77777aJ+y6n7151o+7ktf+tL82wzK5/K9731v4XN6Knadw7q/s36/r/fee+/BEZubmxu9fPlyfo739fW1/umf/kmnp6fz32f14sCm7M/OznR3d9fpxYPGmHZsVAYlzQ//9nq9B2/4fr//4GtlujxMbAyNdQ8d1AdyfeBLHxeT6vt2V2Xw7bff1l/+5V8+KkGDwWD+mLb3qz/X8nHf+ta35o67LIPf//InFm6L2HUO6/zOmn4ni57Top9Vn6/LoDF5s3EZNMY8PZuWwcFgsPCDWf1D3Dpl8PT0dP7B8K233tL3vvc9vXjxYv6zejEbj8fzIwblkYRqMWl7v/pzrZbQ0qdafBY9p03YpAxuO4d1fmc3Nzfz/3fTh/fy/7ns/1/Pvv67dRk0Jj4ug8ZkSMQyuO7KYLWslcWkelvb+9Wfa/W28hSVf/7nfw65MrirMtjmd1b9f1SLYf15HBwc6PLycmkZ9MqgMXnjMmhMhuzqMHF9qO+6DJYlpL6CVy+Dy+5Xf66LSs+f//mfhyyD285hnd9tdYW0XM1d9HsZDAZ69913G0/xcRk0Jn9cBo3JkE3LYFkG6qtP9WKy6zJYPo+yiDSVwWX3qz/X+m3l956Wh64jlcFt59D2d1ZfCayep1h+HVhJv9/XYDB48Dxns5m+9rWvzR/rMmhM3rgMGpMhm5ZBSY9WhxadP7dpGayvPi1a1ev3+/P/R1MZXHa/+nNtum3ReYz1fz89hU3K4KLf0yY5tP2d1Q9Dl/+P8nBy9fks+jfnDw4OHnxzhMugMXnjMmiMMcYYs8e4DBpjWrFopW/ZuWZmNzgHY8y2cRk0xhhjjNlj9qIMNn0x9mAweHRejPTxydSLTuJedP8u2ZZb08+7YlteTX9PV1C9pO25SR+fnxbBbRtebc4L7IJtZVb1q55P2BXb8KreN9J7bRf7kAivR+8bz5Lvvw3wZbAoCr3//vvz/y7/Oaamf0qv/O/hcDj/0tb6Y+v/9F5XbMut6eddsc3MFv099to+23Irubq60je+8Y3Od+bbfI+VF1REYVtui/7FlC7Z9mtRWnyRTBdscx9S/VLyrvPbllf1q5pyndPr3n9b4MtgleovcNGXv1b/XH2zLLo92hVym7it+nmXbMOr/vdEYFtexMzKrz25ubnBvMcilsEqm7hFfA2W+H32mmWZRSm6Jduc04uumu+SddxS7r8Je1UGqy8cWhncxG3Vz7tkG16rbuuCTb3KwwgRLxrYxK38p9PK78KjvMfqh4kjeUmbud3c3IS9kGVb+49opULa3K16yDGS26Zzun64NdJ7bR23lPtvwt6UwfqnH1IZ3NRt1c+7Ylte0T75bsurvO358+cYt+rtkcrgNjOLtkq9qVv9C6yjDOBtZdb05eldsg23fr8//xdqIpwzKG3utejfyY5SdNd1W/f+m7I3ZbC+gyKVwU3dVv28K7blFWU4lWzLq/r3RdnhbeK2aEce5WItZ9a+DEbZN24rsyg+VajzbNvvs6urqzAfutZ1W/f+m4Ivg+WAWbT8uuxkzEXnWES7gGRbbqt+/tRsy6vp7+mKbXnd3Nw8+GfBiK9FKcbK4C68oqzm7mLfGOFihG1mFuX9VbItt2iHU3e1/4iw4rmuW+rvYlPwZbB+Pkv1fJ1Fl283/RNaTffvkm25LXPO2WvZ35OzV/3nEVaYtvk+q/6dXb/PtuU1qH1NCS2zql/XK7nb9IpSKEq25VZfhe/acVteRfHxP5kY5dzVdd3Wvf+2wJdBY4wxxhjTjMugMcYYY8we4zJojDHGGLPHuAwaY4wxxuwxLoPGGGOMMXvMaDTSj43HY41GI2/evHnz5s2bN297to3HY/1/pCdcoPguu/MAAAAASUVORK5CYII=)
Grafico 1: totale cani affidati (affido definitivo) dal 01 gennaio 2009 al 31 dicembre 2020 (Fonte dati: SIVA)
L’età del cane, rappresenta invece un’importante discriminante al momento dell’affido: il numero di cani dati in affido diminuisce drasticamente dopo il primo anno di vita (grafico 2): il risultato è l’invecchiamento della popolazione di cani randagi ospitati presso le strutture dei canili/rifugio. Al fine di ridurre il verificarsi di questo fenomeno, è necessario adottare misure di sensibilizzazione che favoriscano anche l’adozione dei cani adulti e anziani.
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)
Grafico 2: totale cani affidati (affido definitivo) dal 01 gennaio 2010 al 31 dicembre 2020 suddivisi per classi di età (Fonte dati: SIVA)
Autore: Dr.ssa Simona Martino