Sabato 16 luglio, in occasione della notte bianca a Cerea presso il palazzo Grigolli Bresciani in via Paride, alle ore 21 Luigi Pellini, introdotto da Renato Zuliani, terrà una conversazione sul tema
![Risultati immagini per MOSCHEA DI AL 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x7xexOxnma4Q+GHEgi5kkzNvfgNOKOwZFCai8EO+nSTHIX2g4fVOCVKB1ZYo2oAMW1I3gLEeBoW0m4PinyvlexT1c1Xru1Mur1TqcUyQmlfCNWyEgKOsWOHpdCe+zYUuB5coZcvU3L2gk8osSo2iZIxkmpOj1B9HNSoPCIBICyLgqNUH2t+vTBnEqdNKhTUoNiOpEoOh+06j+tiPC9aB6lJyNThbGJIB+MEHl1xWhUzqdLMVapanlylRAJc6jAJHhCsJloNxHImYwPxIq7MMw9fLrCkr3feAtMiZonSZEj08sHU+OVHsK7GIJ8TbSV+9T8PTCmpxWsyuXq1WQOUALuRN5FzFrW3+Bw/8Awa/TzuMkf9fzX9z/APwx2C8pmRURXXLMysAQSrG3qrKD8PjvjsTm/bLpekU1X33Ei5FjJHujfA4rqlgGYzeT7o+Iwt4lX01n5AX6xIBPLqccmYB23EE2jcSPkZxG6ClYzoXJ1aY6GJmSd/Q/fjsuHV2LsrpcAaRuWsZjkkD3YFyuY8SqFNwTqPsiCLHpN+fLEq2aJYoQQobYQQbTaNoMiOcTh2FDClU8IEmBIF+U2xXnHhREmTzvaCT92E/Ec0QQqswszWgG0mDbovLrz2x7nM4z0aJ+0WA98OOUYKE5Gt4BkS/1jARMKOp2J+P440VPMBRMDeBfl/BHzwjHFVpqEWIVY+4f9U4Fr8bRhEgSs/1psPO2NEjNyNS3EZWwHMb8+VsB/S21EACJ67dRvjN5jj6BStuTCJuYIj4HAVXtKupogTPI8zfCxDIa9ruCLXUVEbTUVXUjkQ66SfIix9xwvp5Z+5WlI1AKPK3P5YAftYeUfA/j54ZZDNB6AeSSQbnrcfhiZJpFRabA14dUXLCkcwe8DAlxMkatW8ztA35YaV6I+lBhW8CIVdIMyTZtPs8ok3tjP5CtXMCtI+rvMDxyenlGNHn3Us6lReQSJB+M73xLKXBgqefNbO06hMLrtfZBJA/jqcAZ6oS12LwI1NMm5PO432wPlmvIOPXEmenM8xjSjCzacPp/SMj3Yd1cmNYEwQ2r84Hb+LYa8YyysaVTU40OSRFjIj863PrjJ9l+J92pTSTLah4iLaSeh6DpvPLD3iGaY5dXUeNgGCkkiSCY5Te2IaNYtNDLilSo4BpWOtZnmqwG5c4jE+z4qqF746qgYmRzvIuB0jfAK5up3GoAd53chSN26RPW0YLy2bcIKhgOE1ERswE7R1wuh9mpyvB6eZ1PXKaQxW6gmZ8hMX63wr41wylSLLSqUzAshGmxgm0kXIB5fHA2f47mMszd0iOjET3mwPl4xvI+GAj2qzB8X0bJE+gM+/vTNsC2hPTCuMcV7ogDKrUMTC09QHhm5FrkbxcxgLK9qqoa+UempKgsiNswJMxFl2MbfLFdbimSYmpxDL1HqP4kFEppCgaSulmMQQfj0wMvGuDXjhtZoj+cqKu1h7AOwxcYqiZS2Oc52krIyotDL1Ibxs9JSxUg3JO5mOuGnCeOGrrNWnSUAKCyK6kL4pICuACADeL232xnKoNQvUp0amhjKqFd4GrbXphgNvdc4QcTp5hXXwVACAJamyqTedxFrc+YwR/Ql+DTtH2majXig+unAZWbUGg9RqGkj0xGnxVqih2IkwdzvqHUyfjhAxzFmhrDmvu/Nwz4TV7ume97wFmFgk7sQxAsLDT0knlvhtdIIvtmgySHMHwmNNoABMnoCb7HYcxhieEVdJg1pGw7k3t+dy3wHwaiUpmo6VFpkN4iryzC48MlQR1F4264c5PtpCOlRDUYG1TvSDBUEWKGNzcYijRi/wDkrNg6u5c220EdPT+BivOo9FAtRBq1EAs6qzqCNUJuwUMLjp1xee1dVYIeoAdoFNyB5toTEO0GZpuqPWY1WSmWGq2kEagqxESQsmeQF74VCbZnuJccFE1EFNIgCmyqQQYuS3OLRHvxmKubY0QhYkxEdANgOnP44Hr5wsNRafXy99gDgbvJvyv9368NIylJsY8K4pUoqppkC4fYG45wfT7sPsv24rggMF0kj2Vuvi1SLwTN74xNOsRGC6Tbk7E2+c4biJNo+h0eMpUo1KuoswBG2nYDdRvaJxf2czXcsj1IpUKtMFHJF9JEgCfWZ6i0HHznLZg6T4oWduvLb0HyGNBk+1DotJIUd2unUJDFZbw9I8QkRfSDiTRTNXwulTesfHIgEKFgCNQY6tiDqFv0RjF9nO0VXLUcwtIlO8ZSGVoYMLr6qQCCOc40/AcwlTvAu3dMxVV8VoJtYHmJ2x85y9UhWFoMHYb357/DyxS2KTSo+k8F499JtVQPVvqqEKFJN1AESW8Ia1vDfDYqAmju103JA2Or3eZ674yn5Ls7lhVjMECx0wPEdjY6Z2mYYQB5mfqlLj/D1ACUxp5RTU/Mm/vxMsr5NIY1wZvs9wtO7iBK+GYEkC97dWJt1wFxbI0qY1nUJZzIO0bn8cNO0PabJU6VR6PeU6mhtIAAQuR4ZAaxkCIHXGa4tnHqcPFZ2XU9IkghfaZYOkc/HII3BN4wJy7KePQD2X4zRXK0ldfEAQf7R8jjsY3LVagUadEecfxvjzGv9mClofcRYGs5POOXOBOJU61NllQQQxVgQBMCxB6RaPLFGbydZqhMCJESfcPnidHh7AlNaaiZIk7H9KLfjiaRpb6C8nVBgFrzbHuaVVYHceZ5QemIJkaoMHR/aPXqFiYx7R4XV7tULU/DPM8yTsU8/lhUOy0UwzArTVhp3YwRtqF+WkufOw544UwEfUFUrScqBsCCCItuRPxOBnoNyZAFEWJ5G/2R054bcIalTLCrSWtY+1qgAkA2FQAyTzn3YVAZd+In8f4+GBjnZIHmfwxoKmfybb8MpzPLMVx8teIl8lNuHqP/AKmv+1jXyIx8cjM/SZ59MenMAk3PPGjP0OLZBb//ADFf9rrip/ogE/Qk/vq5/wD2jlg8iDxyM4Xvvjd9kcnWqZde7p1GALCytpmT9qNJ+OM3Xz2XQyMhR99XMH4zWxrOC9vq4QLRoZWgo2UI8fJxhSaaHBSTGNfs5nSI7gn1emPnrxDj/ZjPuCKFLdpJ7ymLf25xXU/KBmi+nXlwY2FJ/wDuY49uc5Pt0T/wm/bxn9UaPJmcp/k14jf6pBP/AJqfgcE0PyY56fEtMDnFUTz8iPLDg9t85/tKf90f2sQ/y4zZH89TA8qY/EnFZojxsE4N+T/PU64cCiQpIP1pMSNoC73FsaPNdjs04/0QMz7Z2/s4RjtfmgZ+kAEmf5td/eDyx6e1+c/3sj/h0v2MS5IpRkh9S7IZsfapAx+c37OOr9i80yuO8pjUpA8T2JBAIOmRfGdbtbm+ecb+xSH/AEYh/ldmv98ffktP9jBkh1I1z9kMwQoD0hpEbt7o8Plilexub1ya1LR08UxH9DrfGWftTmuebq/+gfcuIt2nzHPNVfiB+GEnEGpGj4t+T+vWKHv6a6Z5Md49OmAj+S2sRH0pB56G/awlPaXMbHNV/wC1H3YrbtFWG+YzH984/wCrFKaXBD+Nvk0uW/JlXVQv07bojAfDvMMOG/k/enq1ZoPJBE0zaAw51D1+WMJT7R1Wv3+ZH/Hqfg2LKnHKnOvmf/uKv7WBz/B4NG9PYV9er6V4beEUrWEfn898FHsaTtmWUxHhSPufyx83PF3/ANtX/v6n7WKm4ubS9U+tVz+OFkvQ8X7Pp3+RpO+aqn3fvwPmfyfI58WYq8uQnruZx82fiR5lz6ux/HEDnvI+8nDy/Ax/T6rl+xFFB/O1bczpBFiPzehwl7VdiKzpGXqI8ADS50EgdDBE7cxjAHNL7LTJiTfnuJmcRerSnSVDGdzHrzwf0L8sV5/KGlUanWUpUU+NTBvyEgxtzG+BHWLCYgn4nDDjaKXAB8IVfdAmPKST7ycLaqESLzAHu2/DDRm9AzLPxwXWbrcDEMqlyYmNvXEqqEgmDBMA8iRvfmbiR54rsERqNBsbHnFsepWkeggY87vwgcybXxJ6RRVabtsOgH+PuwUAXlFYgmDABUk8ifunrhaxvtyxoOzKBqWbLMR3dI1FA+0wV4k+Vv3YztQ4IrYSWhz2Y4jmUc0qFRk73eINwCQYPlIPlONvwYZkeB68zEKSEWSfES1tIv8Adj5nka5RgwYqf0bG+Po3AczAR3gSkEkW3En4CcTN1s0+NJoC/KEqU6Sp9K75nY6lQSAFOm7azIJuLXj4I24oWyq5apIi6lYgS03EXPmPnifamqaldQBKifEOayTA9JI674Q1ak+V488C2iZP7MZJwUQJa/kyx8xOOwIuZI8/49Me4j7+xWjbNSMSDa3kfiTBx4iGZ8PuZfuBx9S7NcXQUaSt4kCKF1AWsOfK3UAeeNJRNFwdKoY3ECR6jlgNro+GNVFgZB5yeu1oB2w5od1TSnUqU9QdgoIqlLwCJsb33sLY+kdqFCZWo6AKy6SCFQ/aWRBEXFsfOOLVjUpqz+0Kq7DSNosOWwxM5YlwWR7/ACJl2Zj9Jamk7MgEDpqIgjflNtueDMl2VyztoXNO9Qj9EAj2jA7vynecLq9QNXUBZbvHVbbkvWF/ePPbArZwq12hpgwSDz5TIP78NfLfRL+Ouxq/5MHLEjNKBJgGiSY8z3gn1gYi/wCTCtIIzKGOtJr/APuYUtmk7wqHOsgSZaTsY1c7TacWq82ZidxJLSZ63i3KI9+HmvQsH7D635Mcwf8AWaY8u5b9vFf/AIXVzvnKY/4Lf9zANHNUXBM2UGbHb05i2OOZolDUuVBiLzPIR6XwZ/gsP0L/APCSf5zOz/RogffUOI1Pyb06Cy2eEEhVlFUksYAk1IJJtyxTXzNFVR4kPcQDNtzB6Wx7mczRVxTi7RflfaT/ABvh5/gsP0nR7A5UvpfOuj/mtTUcuXiII8wYwe35PMrzzx+NP9eFhZGq0qRQHU9xFrAnr1AtiGY4blNbgU6puftuADJm2oQPLaMGa7Hg+hofyd5Lc59v7dEfeMSbsFw+JOeePKpR/ZOFiZDKHanfoSzH4XwVSNKjTY06QkXgACQN/eBJxPkXQ/HLsLPYfhxMfTKptyenHx7u3vxaewvDT/rVXp/OU/8At74AbjI7tXC72jpv7rQeWLn4se51LYtZegN9+doxHlforxL2Fr2K4Yf9PVYn9MfhTxNexfC7+Oqevib8ExXSzaLTFYL4y2nTMS1wTMbWx6OKHQHgbwFnnPWNtzg8rDxL2dR7KcLYEt3m5Ht1brJ0n2RuPnNzvjyn2Y4SzMrB5mB9ZWuvn0Mz8sWpxQ93q0rq1aY9/WOl8QHEvAahXxA6Y5Ta/wACD8pwvKx+JEm7M8H5q/S71x+OLf8AJrhP+xc/1q34tgRs+xpMbAg6QBtJiDHTxC3+OJ5TiFQU5Y6ipCk7STEbbb3weWQeKIS3BeELANCJ86nz8WLG4NwoR/msk7Wc/e2BqfEDpdiq6hawsTaCfSfPbHlLiD6XZoJW9hAgxynrg8sg8URgOD8N/wBzBnqn62xTXy3C09rJL76Kn8cB0OIOUqEkEqJG45cxzuMcueJWoSAzIAwPxMH3r/EYPLIPFEZfQeHb/QE99BMSo5fIG65Cn69xTH3jChOIPpqaiSQsg/GxHS24x2TzjUlqKCW0qXljJnxfK22DyyDxRG9StkkP/wAEn9WjT+cC2ClqULRk0HnoQf8ATbCKhmiVrE+JlTWDAE+1At/R+eBjnXh/HfweK1paDYCOWHnIMIh/E+EZbMkitkkBnwvTYodI2krEnGY4j2Hy+mA1VDJhiyuDeQI0i3v64d082wUjVfvImbwV1Hy3tb774DzPEqhCKr1Z1MS1NipsSACwUiIvHUDbnUZSbomUIpWLeynYiulfU1NXogG+qA5sQQpIYGQNjHnhx2n4VlmplDl9FRQSPCQbgKTqA8RsuztsJthRmtbz3gzLdQ2YrR8FYD5Yp4fklpsXp5WdQgsGqEkSDu7sN1HLGzh2YqVdGCo1D0WJE2/ggGYPu8sRzuZcyCZUMWAAAEnyG1o2x9GqdlMnVE6KmWJE2cFVJMAETa42VOfLGX7Wdm1ylNWVy+qownTFoECZvEE7D2sCkrDF0KOF1qumoEHh7tle1grW+J/jbAoyVQqzabKJMkAxtOk3YXFxMYuylHwsx3Ige8TPzGKa9CNJbY87db/IjDvYmtEKFBmIVb293pJtMY2VHNVxSWj3r6AI0yIa0bAwbDneMKMvQSkGIcsG6DYcrzHPpidbiCraDqO88vLz+MYym3LSBKgfjNrH5CIv7un34Su1+p64O4wxkEg+8gnbnHPb92AO6aAd5xpBUhMkARaR8cdirvOs49xWxH37hNLTSpU2iSiiJFyAAeUdRBvc7mcM6OQq+F1B5gVFMNbaDMnaL2O+2MXU4xUMiV8R30gwY5ageXl88OOFdtmy6MtUGt4tSEaRoUjYKF8UEMTPXnjmUkdbgzT8Ro5urQdCkkiw8IJuOeoDlzxnc32azQy5BpFm7yQAVJiX/StuPjhWe12aclhWYLPKwE3gQAbbbXjbBeW4/mGBRs1ovrDXYxbwkgMbR0HtYiTiy4xlETuf85SLf5wRt+nX/GMUZ3tZWrZchqaqhjVJYkR4ukC/34NzFIjMpAn6+f8A3T+DHCHP010ET09eW8R18ueD46D5EBlocVSViTzM2Hp54MHFRO/xwKMqBTETznboOUeeJPlvq/IX8jz29cW2iEmRymUrd3VKBGULBYuF3/pW5dR5TihHzHdmmKMy+qe8XpEb40fZSmO4rggEHSSOR3m3uwRSzcjSGURFrgbWF+Z/HDzS6F42+zMVzmSiIaKgJInvFIJN+RjEq4zL1FbRTBAUxr5LeZ5CBvjU0U1hzqppBkByRy3gLMXInaQcFNkFMtrpkAEEDWZGkwPY9Dvgz/BePqzN8HGY+kUqjpRpw8moxZyqggMoCkrqKzB02n2hhhn6x1t42Ad9t9yYt0hfuwyAAAELfl1/UfMb4V8RQa2UkLsZny6Hc3jGcppmkYNdlCVIkqzSnWfl02Pn6Ye5WgrLJ3KE3J5g/r6YQ0V1FQ1QaecG55Xk2PnfDEVxbSQNt7j0vjORpEUUspSspBMchPnv4vv64a5HIUnCpeAbKZ5zynC3JU0uWYhBzG+GGTaKgUGQdje3n6/fhZMeKHdHIKaYpiQoafCbg895FyT8TgepkwF7vU1jqkQSDJ3tGxwTQPh6HUbnla/3ThbxoqFAmxa8+hP3gYLb0KkgijllspJI1Azzn3CMMmyNPQUgwTJJN5G1/dhBw0yhA2DWuOgP3nDIZ9tBN9QOmZ58vwwratDq6ZS6KUKzAnUfEbRHMm22IqqaYUkqTJ8RMm1wfcPhijiTAUjfmv8AzDFfDHlX/pfgMKm1Y9XQ9y9JO7gXUiWEncxzJ6AbbWwBXVBrQeyRckn3iT0xOhmCEI2K7e/Yn34BztMikw38xN79JnD29CpLZbR0aW0mZsZJPunfY/PDOiqBAACNREg8x6ncb4z/AApyWYX+yLg7+LaRhjQdhqF4A1LI6g2+I+eDadBpqyedZAxVQoEeIgD5288C5d0MlINoIjceY5jf547MIBTdFJLFGkxBY+l95gdb9DgHhodWaUYeEbgj798GLqwvdGgyndKhMAEi4gXjlYefPA2bqKsiECxcBRHoYFzPLFVPN93rmBKzy5b39MC16bGkbFiSGP8AaB5npgVvQ3S2F5SuhB8CxNxpHzBFrc8SoPpkLtq/q+ztG2F2RLDVqVhtuDi/h+ZUsVm8m3oL/fgdp0gVNWx5lWGkyxnmScVClTMjTYCByA+G1+eKaTgCPXf92J99Fp35csMR2QJ1Opabr8pMTzuML+0nDKub7paFI1SlcF1BA8MQZkgX2tvi/JZj65r2JWfg3livtFw7LVKJ7+tUpIKgI7tQSSQRBmwET8MaQe0Zz4Zjq/ZXNtBp0WYaEHKTppU9hMk6SDYYEbsrXdYWjW70NogUmK2AaJ0zq0yY6XwVn6KI6/RXq1aaqPap+ItyHhsZ6RPrht2azFV37pkqpqJ5OIbSF1QIgxAn0xvnWzmW9GZr5WtT+qf6tktcFWEC40/DfywNlqGp9Ma3ZTEC4gG4O0Rczt92p7UcGpo7PVzClzsiIxMgTDPrMTYyZOMrFLxMQdUSoMG/mZtHLefKMSpoJKmDZzJ1DokHTJWd7iJv6Eb4tqV6tCFKIrSKgJRGYfmwSGgWmBzF8V1KSsNyoXn+rz3x1HKosNEzyMH5RBxpmjM9zVUa2sguf9FT/Zx5ib1pM6Vaefdpfpy3x2FmhWbN58hB68/UxeeWKeGp32YWkCBqDX5SquRz2kfM88MDweAZqmPanSBA3knUwB+eB8nlRQrLUp1Czo0Q0ECRFtvzvv8APGCo73YXkeGaKjirW0lGI0pRDDrMmou9/hhhV+jrJL1WtECio5j/AM7ywPQ11KlR2YMxYT4SPI2IgbfjgLM56ktMw4dkHiBRheDyIAHii3rtiOXwVx2abuvrw5MwLDY+IqeQgwZN733gYUcW4EGUapWQPrKcTtsykaSfgfM4t7J8TfMJ3lSCRUYC0HSAhA95N/MY02TYNTQqQbaSDtzDfMH4YpaZPKPnDpTQ92zatPOWvb+iv7sTpVaB8LKSOqvVXfy0meeHHHMg4qsU0qDGlTIMkCQGI0zPInCvLVK4JBpvI9od2THrC223xom30Z1XYf8AT8rTo1Upq9J3GkFu8cc4kEA7k3G/3V8IzNFUKuSzCy1KasdY2Mq1ljkATIAuMKW4uKutYKkTYi9tmsNtjOCqebZZ71mvEmCDcdPMRhtP0JNew/iygwVD7SByIsV1rtEQfffy9ylB0am4KqCiSNzpAgW0QB5TeZOwx1GoRB2IuIv4Tcb9QRbDKmxLBiBAXpeYFiRsJ5CNsZt9GmPYGqvYqDpI8iOnL02/XZbxtJqlisgsoAIiZEW57+eNDRZkLJoeQD4gpIM3EETJ/XhLnTOYCtpkVKYif6PkJxm0aJlPD+5BXUqNNjefgDfn/hyZonhj0+HMfDGY4bxKsc8tI1W0d7EajptyjpbGpQSdNwdR8UyLHb4Yc4vRMJJ2Z2uaaASRpiTLwL+e3S3XDLgRUuTO6ykEkf2ufuwl/KGFK09AKqSlvPSefv28sEdgv5unB2D+4agd/UnFP4/rkJfJ98TWMoVi2pvD9mSV2A9Zk9cLk4zl6rGlTKloJiCdtzcRadsNgCXcQGsCAepETe1j9+M1wjsLnKdY1G7rT4ra2m5kW0DBGKaYpSaaC83x2hSfu3YK1jGgnfbZSMGZbKoSzanBDTAZgs6R9mYN7efTC7jHYLN1qwqBqIGkC7tMgk7BfxxoqHBqtHVUfSwPIH5n3SdsDjSTBTttf8M+naCkavcgnWCVjSd1mbkeWO4n2gp0SFqEyRNlm234YnkvyfV/pH0g1UuzPpgzDTaZjni/j35PKuYdWFZUhdN0J5/0hivHG/wjyyp+zxEV3vcQpJkWUTPpAGF/+UaCr3EVNerTMLpuJ6z8sa2jwF6Q1alMKBA3JH+OEK9hWqZn6V36+Jw+jRNumrVfbp1xMYLhlSm9OILxXtCmXKh0dtUkaIPsxuWI64OymZFYBmUQyrp1RMGSZjoCPni/j/YQ5pkPfhAgYWpzMx0cREfPB2W7Md0Kf1uoUwseGAdIHmYmBh4JLXIZtt3wZrO9pwlRKehvFUKDYQIpkf8A5BfyxZx3jooKhIZyxiAQIi/SDg/MdjVrVRWqVTqFXvOgNqawSdRj6oGZ54L412PpZkKGqldJnwss3HmpxWMXROUkn/ghpZoVglQIJZZAZtiYgSIkeK/pirOcbKZoZc0YDeyxMHTBvGgc1IxqMt2VpU0VO9JFNY3EkCDeB5YErdkKVeuMxUq1Q6+GBpAgAxuDPtYlRSdFOTpNGX4/x00GUBA2oE+1p29xnDTgzBizaQfCTETc/Pcg+44M4v2Oy1VhqqVPCDsVFj56fLBWV4dRoiUckmFGqPXYeQw3FVrkFN5O+BSufgmTf0/VjytxIASMO8n2by5AqFifEG1HSbjlceyZupsbYg/ZnKsWPeNJM+0oA9ABAHkMLFDzFvD6P1IrhrkoSALwNRPlvUi4+zhplA1VXiilZxpPdtBkagGjV4ZiTvijiVChQoGkKnhiQCSb2Htctpj1wPwriWnvjQdNaUGfxT4tMHSBNzPywKP2By+pL6VVSvUpgU6OlVmkqpplD3gYMrAFoYAja4F5sL2s7QZikGo+FWqKj60NwDykExYDblODszw/KZ+oinM0e9KjX3RrBtZ0yPaNONQ2iZAva+X7e9nK+UYsYakxGirMy2m4aBKmQSOUe8DScF0c+cmjKZnNEkzfw2P7/wAMCvmJt/BxazPZisKQbxte9/M4rHC6s+xpHW378VFIgK1TsYAPPYi33/jirvQ/hg+vMWj78AkFbHrcfv5WwRTYKsiQSDf4/D78GNCL9UWsPIm/3Y7ApzR8sdgoZ9QkkE1H5XIA1C1jflIHLFNerfVrPKbHVa4MkROxMc8Rz6EMsnTaIvEchy53/dilqqrA3XY78jf1Mjnjls9CgpKYNNmN2ER9qQZvPKPCI87TgVaSlWt5ERHx688U6plQIETzjyPO14wO+YPiWQAQRYz0O++BMGjRdj6y6aiXgGUHIC2q3KSQcOqDMqoLgElp/pOefocJew1cFKiKgXYk38RMzuSBZQIAA8icarhqyihrwAb9QRHmLxhrbZL0gTOQ9KnUeCSqEnYFmCkWt9oi2BcrUq0j4dVRPa0MTbyU8j5RHlzx3GitOhSlo7lqZAkyVXwmALnwk/DlvjuD8VSprkECF3EkSDO3mOl97zi72ZUFcX7RTT10cstQAHvEYKWQcj3cfze9xI22g4z3B+2OWRQr5ZQqkw2kuw62kE/ERPlfSZnKSwYErUHiVx1Xy8y17GYuDthL2n4elYMRSVMxEE00JSpJmdCr4XNzIkGCMbRlfJlKNcEx2l4e7oSldgAQQq6Re32qrBV5QAQfdgvL53I2FFKyll8BJp6VJAIJU6C14Bgne5i4+ejhle8KQwsRDEraBNoF9sNuIUK1dKSodT0gJprTfwwQArC+owDDSvu5PGxJ0bleF54gFKaNIMHw7359518zhGvY3PVM2zVaJVNSFXDoEMaZ1AFnEwQIHrjb9jc1WdfrMwtVYsNGllYOyxpidl5knY88aEFoF+XTE4orNnzpuwebFTWq5OSdQN5Bmd+7k+s46n2F4gP9LRF56j4Wx9DyeY1g2ZYOkhlj4TuL7jBIBw6QsmfNP/DGpX/+LrJAAjuieUxMjoevu54KyX5LadIFUzFQKTMQp6cys8sfQr+ePFWOeCtULJ3Zj8t2C0ayuacs+me8VWA0zsBp685w3XgFXnmTPlTX9rDzHAnBigyYoPAid67j0VRPxnFdfs2riDWqgfolBPxQ4eYW53jlGm5pmrSVxcqzgHaRYmbjntgxQZMGy/Z1QADWrGOrr+FMYv8A5CT/AGlaeUuPwAt78GcOzyV0FSk4dDIBUyJBgiR0IjBN/wCBgpCtimpwCm3tM55DSdNvPr646l2cogATUIG0ucNtJx2k4KQZMV/5P5f81/7x/wBrHo4Dl/zCf67/ALWGeg4zGY7XUg5VGBIbRoKVNWqYiNO88owUgyDm7P0ZYJqpmAZDOTeZ3bnpX4eeE+W4eaVVaVbK94ajn6ymXKolo1EAAGZxrRTaSYsQBHO0+7niwKcGKDJi7+Qcv/sx/ab9eI/yDRElF0E7kSSR8cNIx0YeKDJmQz/AhT1ucqtcE+FFBLDz9kWjlPPDJOymSkN9Fpg7+zfDth5Y9AwKIZGdz3ZKi0Gn9UVuFAHdk7SyRe3QjlgTLcAanUooctQqU4Jr1dCAlvFELM76eRxrYx0YMUPJi1eB5cEEUKQIuDoWR8seVuFZawalSvtKKdt+WL+ILW0k0SkgGAyzJ9ZEY+N8b7SZipUcGoQy+FhAsAPEIgxPz+WE3iHJ9D4nxrKZNlUaVDLqApKIud7CLgc+nPbGE7ddp3zCihRKNSeNYZb2MndQbypkbadxNsurGoCS0TI5GfmDvzxNqNZGCmk4aRbSbyJFo5i48sLN1QsQdyJIMaQLDYDyj0wMK7G2mRzEXjBmbyTujwPEoJmwMDcGYv5C/lgHhmqo29kIkHzmPuPwxCWh0AcTy+ptbB1BEWUG/KRItve/LHnCez+YzOoUKVRggOomyggFonYGAbTh5XzY1kRt58sVUeMlA6qxQOfGBEMRtJi+3O2LT0TTsTnsnnD/AKFuntLYixEFuREY8xok4pUNw+mSTGkbkyd/OcdirHSHmYzQK3Uzp3jccpMeWA00tEhtPMgRvFzbniVVgy2tAtt0HPr+/ArKNJaAIAkjckmNvSMcR6KLVye5CEeu152M4Bq0rE6Tbckj5DfrbDhWZKLkGYFvhfCSo5ssmD95t8JOGhM035PwSKrRzC/CT9xHxxrstl9CyVsQD5QDb3c/L5YyXYJ9CVlJJPeCffAxs6tQ6F2iRqm+9pE7T/HTFL+RnL+Il4/klq0ypkLO4iYsRcg2J0i1zhb2d4R9GrVe8GqmyqFPtGxM6gFFidgvIc8WdouNGlXTLhdQfTqJJHPlG23n6HDVKhTS5JOqmSsQNjBm3Uc5/DA2yFTLsuhWCoB1CY/OEfn8xHPlHuxk+M8aZXY1ACgdkVCqkz7MzY+yH/tLyxqNUSEEAefxjpt9/W2U7QcEeszVUZQZ8QYbSEJgiTz2Nhb1OkGT8iNJw3OF6LB50MCyuksyQSJKOT3g5kEg76eQU7hHC60hhWp1EIjUAxmJvdNIb9E89/JTwNIy4H5oYHz8TD7wR6RM7BrklKEtTJRrgsvOOoMhrjnOLUiHEa1eEVGqlqdSkjCDq0DVIMiVESLnn+vGlyeUrAnXVV1tA7sAi17z1xncjxU1Ki02GmoSQGSdJAgmVJsYPmJ5DGzUWGNI0zJ2iATEoxLHuKokiBjoxKMeYAKu/GrTz+XpPXFuEz9nKZzH0iKeoNqE05bV11at/OMOZwl+jOwp4p2epV21tZrCQqEwPNkJw2OPJwUAPkcp3SLTBJC2EgD/AJQB8sX3xKcdOCgIXx4ZxOccTgoCBnAD8Hpl9ZD6pn+ccDr7IaMMsdGFQWVwcdBxYMe4dBZVBxxXFoGOjBQWUaTjtOL4xxXBQWD6McaZxewjAvEM13a6gJMrv0JA/HAFku7PnjIP+TbLM7PrramLEwV+0ZsNNv8AHGyeqBJvb8bYxPFeJ1DVqF6VN6SsBTHeVA0yZLG6Rt4QvW5wmkNMy3brsllchRFanVqGp3i6aTQ2oFoYWUQIIgnmALzhv2T4dk69ClVzT06leoXdgzDSp1FQuj2UIRVGmAZHljPcT4tkQz02oOpVvEql2TvAJmO/QQJEQinfbA+ZzuUGWXMVaTjvapp0jTiQAo9sVGYkltWzWEdMSki91o0PGuxeXDKKeTzdVTMtTdVUDlAPtSfS3XbGPyvZPOU8yagyNYZck/VlwH03j6wrEg328vPBvA+NPpPcuVCCTqpiY1abQ+kn+kCPI4bp+UBzTVmBYG0FUAJ5lhBnblGG2mJX6MzxrsmEpVKwd6JRZ7ut3RLk2ChkqAgm26dTOGHAeA5avlFeqFNQFtbU3XUDqMBwDqQBIuYGxxfm+IUSzs2XWoxXWGPdoAJawQUmi6ndjgvgaGrUBShlQe9KaTSA8MTPegE6gAROmPLoqRSv0e5fI8OCia9U237t2kG48WkzaL49xmsxxx1ZlWkwCmAPpHS3+wx2KwJyP//Z)
TEMPLARI: GLI ALBORI DELL'ETICA CAVALLERESCA E I NUMEROSI INSEDIAMENTI NELL'AREA VERONESE.
TEMPLARI: GLI ALBORI DELL'ETICA CAVALLERESCA E I NUMEROSI INSEDIAMENTI NELL'AREA VERONESE.
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