Ultima modifica: 31 Ottobre 2013
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31 Ottobre 13
Articolo
Circ. n. 59 -Presentazione esame ESOL First Certificate
29 Ottobre 13
Articolo
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
qignMOReTee/IQQQoCGtmNQthalIaRtFoYAodnli/a7AgkPLu7OpVxDHNz9xnTzCCEIaQTprT56c+H+b0gG7iYg3EJcPAOW12xZ65bxJ9o8qAIiNHfxtkdIKu6bTQQWs7kqkltF8FX2gjJSVG0naWKJa1i8MkJYS4a12Rzc8KguLLoXkw9gMUNYZBevbOzRWzO0kQE3yTie1eeSPOqeot+ZOrkjfXJnumFXhn5Xhn53pt4zS++VpffK1HtmGryyjJ5ZRq8so1eW0TPT4Jlu8Ew37kqf3JE25pY64ZpqcE42OiVoveJOzVx7bLHtcLdYrAhe/vHtoYQ6SlJHSespcQ0uqGEJquw5ZcyTqYnqzrcAQUjbDtT69coZhBDYXAzvPHy+94TUziWI8BCRbrxtDici4wo/mAFEVgjMNtNZANHfkAw750DCnUe4C3HXYGdP/+W1q3BrDekX/3mEIAQv3m2EZlZ7SYt2hKpZwWVMrorkVzIFFYSwChM1MMV1bHEdJW0hw1rJ8DZbh4JFdWGyHkzej0V08EpHH741Q2TegFbbXOPao1dHM/ucEseck3VuKROu6ZNu6QaPdINHun5nuv7bDP23mfpvM20Xhl2Zhl2Zhm8zDTsz9DvS9TtSDe6pk66pY9tTJ51SDE5JenvZgLh88tm6BSALpGkEaBohw+X77mFqStJASWpIsYoQVdvz1E5BRa7+ibqz1ywIAWjZPCgSgt8qH4dvP5q5YSnbHP0INzHhLsBdAl09OZdu3EcI0mCdpi2btj1/QzJcAgmPT2QELF+8CjctMn857QEgCABNI9Srm2vWnVFotFRALotTQQpUpLCSEKoIQTUp1FDielLSREqbybBWIrwdj+jAIjux6C5M1o2HtwlKRx+9NUNk+YWMx68Opffax484JGqdkscdU8adUnTOqTrnVJ1rms4tTeeWpnNPt13o3dL0Wxc611Sda4p+e8qEfcq4fbKWnahlxw07RXeox9fMCNpmeAGyWhBqm1pzFFawJI1McTUhqsCFleygUkffdEGq6sW6hd6sTUEQArR55Dj8/H4hBGmEUnNVdo7+uKuEcBcR7iGYo09N8yBAiAaWzYmvzcOn/75kuHgFLF+8BrbIQJ+RQdMQQvjk5aurj1+m1A5TvqnMkGKcX4kLKkm+khJUksIqQlxLSupJSSMZ2kKEt+ER7YzIDiz6FC7rIsJa+SUjNjLMkLZukvHyu9RuZtwwM0HLThxjJ485JGsdU7SOKVqnVJ1zqtY5ZdIlVWtjxTlF57zFzfZkrVPyBDt5jEyaJBO1zPgJVmyvh6LFeP0JRBDRwAqhBa2bEVT2mOx5ZWxRE1tYQwjLMGG5fXChi19Cu3YJbE71QoAghFYErQh+svH5VAsJIULVzX3bHHxJ11DCTUC4B+POflJ5ztsNmoZwazHqb5eb2HoT3IOHuQswt2BnL/+li1cBQvTmNk8AIIAIAAQAgACAt+8/zJ65lKzuZvkmMkPycW4Zg6ck+EpKWEEJ1aS4lhI3MCWNlLSZCm0lw9uwiHY8qpOI7sLCmnklw4/fbZJhgQAhtPbo5YGULlIxTMZrmfHjzKRxKkVLpUywkifsEycdkrQOSZOOKROOKZOOKZMOyRMOyROOSZNOiZOOiZPsxFEycfQfSdp/JBgIxTgZ1ead23Xj5XuIAKBtZ3dtfAAwtWaYCimxF9TZ89QkvxznlzN903gJ5fdevrEBAdHWEbOQ/rz689MYCyHUMzxFbPej3KWku4jcwbPb7r/PW3rrwbOt6i9bueTfi4yT/ETG9kDCg89wF2BuIdu9/JfWrkKEbNn61gnaACKb2y66++gFLzzdW5Lv6JtuH1LM5JQS3DKCX04KyilBBSmoIYUNlKiekjRQ0iYyrJUIbyMi2onITkZYE69k6Mk7M0IWM6ItkEYIrT16uS/5FBY7hMdNkHHjZPwkkWCgEidZCWPs+DF2/CQrYYKZNM5OnGAlTlCJY6zEUfuEMYf4MXbCKDN+iIof+iZxZFvcBCkfZoY3yqrGXm7QNAIWCGgAEQKvLTC89BTJKXUQahw4lUxOBR5cvN0vqV+7CJBtMPIfmErbiux1M6cd3ANIVxHhLsE9hAyXEIfdfjOra5+OV4Lwj3Df+GPJ4CVi2wNJDz7mLsDdQpy9Ahdt8xn0lkOmbXYMbB4JYjCdd9zpL4qr8wjIZ/sXszklJKeY4payOMX23GIWX0kKqwlxHSGuI22blEJbyLA2IqIDC23gFQ8+ebtJhhUChNCFxy/3JncyYvoZijE8dgRXjJKxembsGDO+n0roJxJG8XgtHq8n47R4nJYRN4nFT+DxY1j88LbEQUb8MBE7RMZ0sWWnCFkfEd5S0LPyHiBgyzQAQAi++GDhZzWyOBVsfq0DV8UOKcV906VZdS/fmWlA08AC0NZGgn9HAAKE0PLZ69t3BhHOAtxNbOfGZ7hyKA+f9oGJraOsgW2vyu+tP4cM3F2Iu3KdPYOX124ghCAwA3qDBhsQWgC0QEQjhF6/3wiVZxLOh9pHV2JLeljeSUxOAcUtZoaU2ocUO3CK2fwySqgmxDWEuJaU1FHSBkrSxAxtIcNbcUktr7D/ydsNhCwbyGqFACJ0/tHLPUntdvIeRswwFjOIKYYYilG7uAG7hO5/JHRvixvEY8dJxQQeP8iIH7JTjGKx42TMBBY79o+4oX+JG2bETLCiux2jOr6RDTEiOxv11zcgQsAKNheI6MevPwYn1bKDypmcWvvgCnZAthsndXrtJkKItpohtPyyxeTfu2UQIoTOXb7t5skhXPiEu5jhLmC4c3EX79KaduvmwvUfNFX+B5ORsEWGCHflOXtxzl754bP3bwog9PjFm+ziOsr1GOl2aHhm5fSdxwckCURAGsUpYoaU2YeU2XPKmHwlIVQT4ipSVE2KaihxHVPSwJI0ssKaCZGGV9Dz5O0GQlYzstIQQoTOPXqxN6mVEX2KIe/H5f2YYoARM86IGbOTj9jJxzDZGCkbZMq7cUUXI64bj+ljRg+yIweZUQOYrMcupmebfIyK7nWI7PgmcoAV0Tw4f8MCIbRabTaVCNH3Xrz3V1SzA8up4Bp7/wInn9i8lpG3ANL0BgBmBC3oPyLDpovX73rs4WPbuYS7CPMQYB48hvPJ9MLadYgAssDN+a7fXX/sCJSXwHAOwD34mLsYc+U77App69NdvHZr7dKt85dunLvy/crFG8aFC5X1/f78JNzJn3AOoVx9hg2L6wg1jRpZ3nJmQDYzuJgZUs7iKEmeihCoKYGKEqopYRVTVMMU17LEdWxpIyms4uV12WKGBW1acJ5/9GJfQjMe1Y5H95CyblzWy4gewmWDuHwUl2lxmQ6TjTDkfd/EDH8TM8yIGaLkA5SsnyHv+Sbm1DZ59zfyoX/Iu6moDiz8lHNkrfbsbRrSiLYNBmmI6NvP352QVzIDS1gclYNPsjCx5PbLn60IQGi2JRRb7f/xWAFC6OrNBzv3CXBnHuEuwjy4DHcOw9k3Nk351myFyGy7mX+A/lgyBAl2LgGMHXw7DwnmJiTdA44EhHEEshBuZBAvMpAfeSJQ6rEv8P9Qe//3Nk/cmUu4iClX3yHdnBWhF+vWuKI29rFYZmAuGVJMhpSxeJVMnorJUzL5lZRQRYmqKZGGEmsoST3JV/Nyu56+WUfIYkG2kIEuPPxxb3wjHtFKRp6iIjvxqG676C5c1kxGVLOlyu0SlZNY7SipcpBUO0hVjqFl28NKHMLKsYjKbdEaMqIZi6jBwgtdhXk7OLmewkzj+esAWRFNA4hoRNPIeuP5+6NyFSu4GPMr2MdLX75804IQDc00NFs3D4v/lGz+e5MRACF0/YdHu78TE848wl3E2MHFPLh22wOikspffzRb0Qb8ow5G+aPJ2OYSwPDg23mI7dyEjp68kakzD5+8fPjw+YPHz+8+evr9vcdnr/wwbFhKyqty3M1hbA+gXI+PGWcAghaEfnj8hhNbyvKJZ4bkUSFFzJAyNkfJ4pWzeEomX8UUVlGialKsISW1JK+Sl9P59O06QhYa2fbDoQsPftynqCfCGonwNiqinYjqIiL7nCKbQrLq44pUyXlFGbl5OVnpuZny3IywnIywjCxZUm5GdFGVf2rN/tBiUbZKXpyXk5NYmBKdk6m4fGONhhvQagUQ0chKI/rqs3dH5OVkQCbLP7NDe9aKkBVYaLhOQ9q8ZUG8dWd+mwy4RYbnITHuzCXchdhOHr6Ta7c9QJZU8WbDYkUbAFl+t0f2K/3h4wznQMKdh7mJMFeeixd39eLt3/xhGiHdzJndB/jU9oNjBhNCCNIWhNDpK3eOh2awfeLsQ3JYISWs4HI2t4TJUzJ5KjZfzRKoSVENIa6juEpBdvvjdx8BsgIEALDSyLr24Mf9sdVkaB0R1kyGN5ERbXhEp2N4fXBKfXRubXhORVp+xnBTwmIH90KTz1qjUFcnLcjmxWQWBSTWHwgtDkuujM8sLCuUGZulxlMJ9+6co4HVaqUhoCE0WxG8+eObE1G59ifCSzvH3gJEby6DmSGk/5MlWbY3Xb15f9cBPuEcQrgLMQ8etoPDcPaNT6/8YLbt8LP+R7/mf0Z/PBkBpAcPdxPZcpOlc9cRss1t2YqXAE1baNpsy99qm4Yop32juhmEEARmGlhphKbPXt/HS2KfjGcH5bOCytjBpUxOBZNXyeZXsPkVTL6KEmkoTrkou+3xu480skIEALQCGxnyKkJSR4Q1kWENRFgzEd5ChDVTkgZSXE9Iq3aJFCW5oasNvjeqd12rPrBSF5gR5+sZonAS1TiGql0EOS6BiX7csL7SxJa8CNOs1kxbaEBDYAVgAyD08Kf3/pHpaeqOZx8tZoSstG2Jw2rbxPufumUQIYQuXvvBYw+HdOES7kLMg495cDFn35yiRgtAWxuD/4gqnj+YjPgtMoS4K8/FK2T5/CYZEKKtqjYaQqvZumGF6NKNB16HAka008iW2QKzFQAzQhOLF/fxEljeCQ6BRaygMoqjJLllbH4Jm1/C5FdQwioyuFSU3fr43QcaWRGyHcZmXbv/fL9MTYps3j11RGgDLm1khLYypB2MsFPfhLY7SssCJGHjlaJb1ftvVLlc1hwaUEb4hCY4CSopcS0RqnLkp0QmZ1cWlQb4cVv7xjZse65oC23dAAj9+Ha9Y8j46PV7C0I0AJtn6yEA/osn+Z6+eMPFM5hw4eJuQsxDgLnzcWe/qoYBGiEANv3f/oDs5E8hg4u7CTZjxvnrCH3Kwj59XmChN6wQvnzzkSeNHpkwIIQAtAC4AWiz7ajnyaW1g8I06kgCy7+YDKnAuCUkv5jiF5M8JSFQkcHFoqzmx28/0psrWFtkRKsoYQ0lrmVKNFRoAxHahIc22UtqtosqWRINW1rjxstIS5JdqAu6Xut8rWb3+RpuUUa4J0exXVBkLyw+HpZUolSejExxDJTnNfW8swIrDYEVQIjWadQ1oL147QeEEAAWBCwIAfBftPGzvc20ctF+pz/hysfchAx3PubCY7oFDIzNwy1DewjpP2Cu648nw5/04BDuAtyN4+wZ9GsyfhGAtBXSHy10XFL60KgOIQSgBSILAhYELDSwWhCau/TDychC5rFEKjCX4BaTUXxuvwAAIABJREFU/BKSW0xwK0i+igouEGU0Pnm7vkkGogGyrN1/fiCykuJVM4UapriaKdFQ0npc2siWVDsLyxzEalzSwBKrjwhiB8pFF+v2Xa7adVN9cErN4f/f9r77PYojW/u/ues1SAIEJktgs7bXgHHGRGURbBxYr8PCXUeMQSSBEhJB5JyziQozymlmuiePJucceqa7wvl+6J7RIDALXsPdez/O04/U0111qurU25XOqVMff1RYvP6N0i82bN766Rc/FSz/Kb9448qfm1zxJKIAABGOVDcem1Kw4PbdLgCghKdEEEuFgT6+u2BRJ3Dldkd+waJxBZW5Ypsxo3jGa0VdA1pJ5UbR/1VkLL4fGZLlzujIlBJKUlj4at23Z85fAwBMeAri0aeIUEGgGAEoTa61PzdNWfjlhKU/5BdvmlC8aULJlvFl2yYs37jyh/3OaJIApkApCASEQYt3/ie78ktr8ysa8lfU5a+oz19Zl7Nq75jV+8avrBu/sj5n9d78VQ2zSr/74m8fte+uYOvnmurmsA3v1m78eMGy1V+sW/fdzz+/XvTl9KLtk5bsmv/xLqU9SACsrtA/fq4fM+2dF19acOZCCwAQUcMu6o+fxGOKKIeDp6/mzliYV7Air3DF+JcrcqYvea/4c5svhEc2IjzuwOXfof9YZAAFKhDh+Kmznd1DFABTgQAhkuZAQCSFiEAB3FGu+ui1WcXf5r7/j0nLf5pUvDG/dPP4ZRsqv9vriHBZyEADZu/cNdUTS2snltdPrKjLr6ybWLkrd+XuMauaJqyonlC5bdyK2vGVNS+V7Xy5dH3zT2t0dW+Za2eZd82RNyzd9l3Zhl9+XlD+92kl63LLNo4r3jF50Xcn7/S096mLV3z9p8kLxhQse3HKh7V7LmAKgugnRioTfrQW7YFyQ1XtgTFTPxhXsDK3cMWEl8vHTl34zY/VHMaYAhZHtc/kOPFnjoxpS8YVluTNqsgtKJn26rKOgYf3JpRSQrGAeIQRErf+UjxiFEgJIYgQJDpPjBK41smUrque+P7aCYvWTSz5ZfzSn0u/22OLJjDwIisKpN/iev2T7RNLdr5UWvtS6a4J5bUTymvHl9eOq6jNr9gxsXx7fvmO/LJdE8oaJ5ZuWLGytKOmQr/rDVNtIbt7zr3dpZ+uXjlj6bpx5d+PLVn/5/e//GvlDxtqDv9lQcmLk97MLSzKKSx9ceridT80pCT7nIyDNkyBPI7GXDSG5Ql88c/tY6cuHV+wevys8vGFy8dNf//05bsEABOEsSAyfBoVNoqeNTLypi0dV1CSKyLjtWWdg7+FDCLazaYHXGgEGWmAUKnXxQgoAbCG4rWnbs5b/UPeu2vHvf9V2X/XO6IJDIiCiAw8ZHbN/XjrpOLtk0uqXyrZNqFs+4TS6oll1fllO/LLtk8s2zaxbOtLJdumFNdMLtk6e/nftny7htm92Fg7k20s6Gl6+/u1C2ctXDPu/a+nLFn7t6o9HWpbP2N5eW5R7swPx84qzymseHHq4qIV6yNxgQKQkcpL27c+lshoMJZaXP6PnOkl4wpWjy8sy5m+8K/vrh52BglARt1I/k+OMx4TGZC2qE7bVY9GBkjDMUKIQIiAsIAAEgAKs6fqwLm55V+v+qYqmBRA2qyAADBjci74qOqloq2TSrZPKq2aWLZ5YumWSWVb80u35JdVTSzdPKl005TiTTOWb5q2bNu44q3zKz/7tbrCWv+6tnGWqmnO5boPK8s+/PLbXb92KCNJAQCSCP65sfaFqe++MKvsxcKVOTOKX32z3GB2AABQ0RopSxaPkJRoyUYJAKhN9tnzK3NnlucVfpRXWD526nsbtu5LiY1Q2rkZoeT/X2RkGZPDIwRLKaUEAxUo4SkVMEUUgAdQmp0nL97q6FFGOZSJqTS75q3aMGHZxgklOyaUbp9Qsk288su255dtH1+yJb+kalLxlmnFm6cXb84r3jJ50Web1n6ornnLUDPbUD+7p3Fu1/lvhbgDACgFjBAFkPUyU/9a9OdZpWNmr8ydWTZ59qLrd+TSPBnjjFfHf4kMSinGiAJcvt05vnBJbuGK3MJVOdOXF/y1uHtQhwEQEUTD8We2V+0/FBlPmhal0soxAYSBAMCASrfgnbKP1/504MTlHpXexwn9Zs+c0n+88O6XYxf9mLdk07jFm8ct+WVC0ebxRVV5y37JXfJz3uINeR/+NOb97/Pe/efkt7+e+2H5lg3FfQcWG3fNNtbOZupeVx6rjNvvUZoSVWUANJFCX35f/V9TF46dVZFXWDF+xqJNO/fz4m53gikhohqN/Ku5q7jLhsPw07bmsdOW5hauyCssHTvl/f/eUJ9IEYEgQoUnGcn+AfR/ARnihCXdAWFEMAboHmQL/rLkhQlv5k5fMGte8fI1367fvu/HxlMrf9z93tptr1VsmL38++lL1k9d8vXkxV9PXvz1zGXrXyn98c2PqhZ93fDltvOHjtw8fXRPR0eTT92gqJ+nrXtZX/vaUM0C7a+bccqFQcA0RQkGgAGl8eU3y8fOWDqusCxn2pIlK9c7g3ECFCgmBGNp2/doZND7
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)
Il progetto FIxO offre alla nostra scuola nuove opportunità per rendere sempre più efficace il servizio di Placement.
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Circ. n. 57 – orario udienze docenti
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