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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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      <p bold="true">VOLUMI SERBATOI ORIZZONTALI</p>
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      <p italic="true">by GHF, V.31/08/2018</p>
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Wa42/xFuKBMjNvB71ng/r3U3OIKBIMcedhxM8XX6itHoWPIZ5PDHF/wq4qXTOmT5UbjK709COqFRGFgyHuPPRNGLIbfVLf3r3U1LzFPMRbvNFUtHzzDfXI+xji/oeR3/CJV9fqVavEzh07ZPHSNKK84RbC2Hb8tFcL2zle87dLv1FTvOfAX3/J1zh4QH/ZH+GE3bzEPMT9hiEef56u+oTxfuJDJRFRLKXMniX7o0ULF6gpoTHE82He3Dny0iUs3OeeeVIOMPLb5s1qrr8lcoh/kjxKvpconKiIDUjXiePHVSsioujA5Wfojz4dP072Q5cvX1ZzcmKI50Oph4oa39i6v9dVTY0PiRzigTA+u36PUat+/knNISKKLpytjn7or/371ZScGOL5wBCPf6dPn5K7sHQNHjhAbkioIYMGqlZERO77/bfNsh/CiW69e/ZQU4MxxPOBIZ54cNKlfs+rPfG4mkpEFD3PV39a5o8Vhng+MMQTz8kTJ+TJjKhNGzeIms89Y1Q4J50QEdmFEMelZ+h3zNnDEM8Hhnhiw0luWAd0TZsySY7Up4uIyAkYoCqwb6lXp6bR77RoHnwFDUM8H7AAGeKk4Xi5Xh9Qt27dUnOIiCKnLzHT5bET246JJS2SRFJymshUU7xuz+5dYuOGX0XxooVlkDd5rZGYMmmimhsfGOL5hzECsC7oWrd2jVxPUIcOHlStiOJJdv9doECBHFWwYnORvOq4h/v1EK89qaHoOXOjOJUZ2V3EnILDdbr/mDp5UlDfcvzYMdUqJ4Z4GF5/9RXjExGOScQjhrh9+JCn15Oe3d9XU4niiQrC+skiNS1NpOnatFyMb1FBFCjYXKQc8uoeKYvXvmWtWDalm6hesJColbxZXIlhjuOYt+4/cI14uBjiYWCIUzhGjRgmB4tBjR41Uu6t0ZVx/rxqReRnKghbLBGn1BTtzo7xokKBUqLdspNqiteEeu03xMGUVuK+KH0AwUmygX2DLt13oFJX/KBa5y1mIV6kxyQxt1dDkSR3aZQSDYb+HPPdGaEwxCm/5n8511hnUDgkQ+R/uYT4niniqQLlRNfUM2qK14R+7Vlnl4n29xUSDVMOCLdT6OuvFgf1Dbp8dD9xtSALVBAtp6wVRy+eFrsX9hKVClQUPVd589sKQ5zyC8ewfli+zCjsXm/XtrWs5BHDVSsiv7EOwqxrf4llH78g7ntulNh48Y6a6jWhQ1xkponkpAKu7SF+r0tnY/vHCbGBfYOurKzIPj7ELsRrzxT79QcPuQCTRIsloQ/exxJDnOyqW+t5Yx169eUGaiqR3+gvYaaTw2TVFclpocf4jr1cQjzrgEhpWEjc1zVVXFCTnPRIqRLG9t+1cyc11Rmx250+ZJMwjj4EhfgNcfi7D0X1glgpConn+v0Ys93sEyeMF1UqPSYeKlJILnyccXz2rFd3FdnDEHfXubNn5cAxKIzHjvVK148rU1UrIq9TQRjixLaCtSaIHTe8eVg01xB3+Js4zi4P3MZxiZje/sO5vWh+eOPEtsAQv5AquhZqJxYcvfnv9INiQcv64uN1GaphdOEEA/3pCRXPA3owxKNn+/ZtomL5skZh5DeEPIonwJG3hQrCLHF9XX9RqEArseDYbTXNa0KHuN1j4jierbdhFO52GbiNX7t6VbV0nvdC/NoOsWDSKnEMu9qzTovUbi/E7Fg5Q5yi4d0O7Yx1rNzDpdRUIi8KHYSZackiqUB1kZx2TU3xmlCv3f7Z6QhuvQ2jJowfq+a4z3shrmRdOyhWTe4karWaK/bfjM3uGYY4RQOGb23dsoWsDu+0kbvXdXHQGPKWOAhxF64Tx/2+sf02qFeXIS7EHXFtzwLR7bnnRMtxK8Wha7E705EhTtGG42WB69yY0clqDpEXhA7xrMMpomGB+0SlIRuFN2NcvXbzCXlJDUWvuVvEOQfOvcIHb2y3cR7iebiyVnxcroWYuuuy69fr5YUhTtF28+ZNMWHcGKMQ4ji+piue10Eivzt06GDQdnvkyGE1xz2eC/HsXTKBn5RiNwIQQ5xibewnyUHrYEZGbE7yJKLwYSwIbK9r16xWU9zjvW/iHvD7b5tF86ZNRLUnHpdvBC4XwJtx545XBzGwjyHuTenpR+S6p6tNq7fkuon6dPw41YqIvATfwLG99urxgdxWr1+/ruY4jyFuAaPn6G8+KNxdJt4xxP2hQtkyxnrZqf07aioReRECHNvqlSvuDYLDELfAECevunr1ijwTFoUxmMuWLmHU1rQtqhUReQG+gWNbxYAvL75QW011FkPcAkOc/OCXVT+LZ5+sahTufHT48CFZGBmKiLyhft1acvhubJu4ptxJDHELDHHyo9deaWCss3Vq1lBTicgLcOY6ts04GDvd+xji5Ed4D7u821FWn149xTdLvjIqGpe6EFFo+AaObXPo4IFym3RqICeGuAWGOPnd3j27g9bheXPnqDlEFEv6fuKffzZDTbGHIR4AJyAM6NdXtHzzjaAOkCFOfnPhwgUxc8Z0ozDwBNZt1OAB/VUrIoq2gwcOyG1y9KiRcns8fuzecOORYIgHwMlAgeGtiyFOfofrVfX6nPTgA2oqEcVK/48/ktvjtq1pakpkYh7irVo0F23fbqkexZY5xPv27iUv23HzNnJewRCPbxg0Busy6rfNm8XLL9U3atbMz1QrovBcunRJrjs4vusXa1b/Il/zsu++VVNiK25C/PHyj4oqj1dQj2LLHOJTJk1Uc+IfQzxx3L59O2g95+51yq/z587Jdeftt95UU7wPJ5PhNTt1LNouhrgLGOIM8USRmZlp1PRpU0SxwvcbdezoUdWKyBpD3D6GuAsY4gzxRISzZevVqWkUdjvu+uMPWbw0jawwxO1jiLuAIc4QJyGeqlrZ2Abeat5MTSW6hyFuH0PcBQxxhjhl30YRg8WgcOLSnJQvjMI2QsQQt48h7gKGOEOcgmF89sBtAo+JGOL2McQdNqh/P9GxXVu5UDFY/cL588S+fXvV3PjHECcrp06dktuCrsEDB4ju73eTNWzIINWKEg1D3D6GuMMqli8rFyiqXdvWamriYIhTOHCMXG8nOHZOiYkhbh9D3GEMcYY45e3E8ePiz337ZG34db2oVeNZo75avFC1onjHELePIe4whjhDnPIHYz6XKPagUdOnThY3b940iuIXQ9w+hrjDGOIMcbIHI7/pbQiFkeEoPjHE7WOIO4whzhAne2Z/MUu8/urLRmF3+6aNG2UdOuTMvZPJGxji9jHEHcYQZ4iTs3C3NL1N4S5qFD8Y4vYxxB3GEGeIk7NGDBsiB4tB4d7JUydPMiojI0O1Ij9iiNvHEHcYQ5whTu6ZN3eOsX2h9u7ZreaQHzHE7WOIO4whzhAn9xxNTxfLl31nVM/u74sO77SRhW/p5C8McfsY4g5jiDPEKXrq1KxhbG+vvdJATSW/YIjbxxB3SI8P3hNVK1cURQv9V1SqUE4OZpGIx+sY4hRNZ8+ekdsa6qcfV8ptUBfXQe9jiNvHEHdI65Yt5IJEVan0mJqaeBjiFCvoxCo8+rBRGPkt4/z57OIJcJ7EELePIe4Qhng2hjh5Raf27xjbZIWyZdRU8hKGuH0McYcwxLMxxMkrpkyaKFq1aC6rfdvWcp3UxUFjvIEhbh9D3CEM8WwMcfIi7E7X2ydq7CfJag7FEkPcPoa4Qxji2Rji5EV///23XDd1jRmdLC9J04X5FH0McfsY4g5hiGdjiJMfIMT19oq6ePGimkPRxBC3jyHuEIZ4NoY4+cGRI4fF6l9WGdX27ZaixRtNZU36dIJqRW5jiNvHEHcIQzwbQ5z8qNzDpYzt990O7dRUchtD3D6GuEMY4tkY4uRHly9fFpcuXZKF68sfLVPSqG3btqpW5DSGuH0McYcwxLMxxMnvsO4+XfUJo35cmSrS04/IOnnypGpFTmCI28cQdwhDPBtDnOJNo4YvGdt23VrPq6nkBIa4fQxxm/b/+adY+s3Xon7dWnJBtm3dSnz8UW81N/EwxCne4Jryzh3by+rds4fc3nXh2zlFjiFuH0Pcpgnjx8oFqOvc2bNqTmJiiFM827N7V9D2vmDel2oORYIhbh9D3CaGeDCGOMUzjPz22fRpRiWPHCEG9v9Y1tDBA1UrChdD3D6GuE0M8WAMcUokuAWx3vaLFy2splK4GOL2McRtYogHY4hTIsGgMVt+/03Wpo0b5Ulwur74fKZqRaEwxO1jiNvEEA/GEKdEdevWraC+YPDAAWoOhcIQt48hbhNDPBhDnBJZZuZto6ZNmSSKFX7AqOPHjqlWpDHE7WOI28QQD8YQJ8q2ZPEieV25rvXr1sqz21FH09NVq8TGELePIW4TQzwYQ5zIWrUnHjf6iZZvvqGmJjaGuH0McZsY4sEY4kTWRg4fKj7s2V0WLkf7ck6KUYk6nCtD3D6GuE0M8WAMcaK8rfr5p6B+A7dDTUQMcfsY4jYxxIMxxInyhm/eGO1NF85kxzXnKHxjTxQMcfsY4jYxxIMxxInyr8UbTY0+BHdOSxQMcfsY4jYxxIMxxIny79jRo2Lv3j2ycBZ7neefM+rrrxarVvGHIW4fQ9wmhngwhjiRPbj8DEO46poxfaocSEZXPGGI28cQt4khHowhTuQs3FwlsI/BQDLxgiFuH0PcJoZ4MIY4kbMwBvtrrzQwatPGDeK3zZtlHT58SLXyJ4a4fQxxmxjiwRjiRO7CEK66v8E1537GELePIR6hE8ePi+lTJxtnlbZ9u6W8TOT6tWuqRWJiiBO5a9iQQbKvQY0eNVL2Q7ouXLigWvkDQ9w+hniE1q5ZLRecrh9Xpqo5iY0hThQ9GO0tsB/at2+vmuMPDHH7GOIRYohbY4gTRU96+hGx7LtvjerV4wPRsV1bWWM/SVatvIshbh9DPEIMcWsMcaLYqV2jutEnNW7UUE31Loa4fQzxCDHErTHEiWLn9OlTcuAY1MrUFeLJKpWM+mXVz6qVdzDE7WOIR4ghbo0hTuQNW9O2iAplyxiFkd8yMjJkXbx4UbWKLYa4fQzxCDHErTHEibypwzttjP6qwqMPq6mxxRC3jyEeIYa4NYY4kTdN+nSCeKt5M1nt27aWu9d1xWrQGIa4fQzxCDHErTHEibwv4/z5oP4L220sMMTtY4hHiCFujSFO5H03btyQl6DpGjM6uG7evKlauoshbh9DPEIMcWsMcSL/wchvgf3ZpUuX1Bx3McTtY4hHiCFujSFO5D84Jr561Sqj2rZuJVo0bypryqSJqpXzGOL2McQjxBC3xhAn8r9Hy5Q0+rbOnTqoqc5jiNvHEI8QQ9waQ5zI/7A7HTdTQS1auECUf6S0Udu3b1Ot7GOI28cQjxBD3BpDnCi+oG97qmplo376caU4mp4uCyPE2cEQt48hHiGGuDWGOFF8e6XBi0a/90LtmmpqZBji9jHEI8QQt8YQJ4pvnySPEp3avyOrd88e4rtvlxqFb+f5wRC3jyEeIYa4NYY4UeLYveuPoH5w4fx5ak54GOL2McQjxBC3xhAnShwY+W36tClGJY8cIQYP6C9r+NDBqlVoDHH7GOIRYohbY4gTJa7u73cz+sQSxR5UU0NjiNvHEI8QQ9waQ5wocWHQmN9/2yxr44ZfxasvNzBq9hezVKt7GOL2McQjxBC3xhAnIsD464F95NDBA9Wcexji9jHEI8QQt8YQJyLtn3/+MWrq5EnioSKFjDp54gRD3AEM8QgxxK0xxInIyuJFC0WdmjWM2vDrelnoLxo3aij27tktQ93rGOIuYYh7A0OciMJRtXLFoD4Uhf7D6xjiLol1iPft86GY/+XchK82rd6Sy+Pjj3pbzmexWCxUuYdLBfWhKIZ4/jHEI2QOcRaLxWLZK4Z4/jHEI2T1TXze3DkJX4HfxK3ms1heKJxIhfUUHaDVfJb7xW/izmCIR4jHxK3xmDj5wZjRyXI9Xb1qlZpC0cZj4s5giEeIIW6NIU5e9tvmzfLM6Irly8r1FLfWxOMrVy6rFuQW89npv65fJ89IDyyenZ5/DPEIMcStMcTJy1b9/FPQdqvr4sWLqgU56fbt20bhOvGkBx8wCteJ+xFD3CUMcW9giJOXMcSjJ5wR2/yIIe4Shrg3MMTJizIzb8vxvBfM+1KO412l0mNyPa353DPyMbbnnTt2qNYUqfyOne5HDHGXMMS9gSFOXpSRkSHXy5ZvviEfm09sw5nSOD5O9uT3LmZ+xBB3CUPcGxji5EUMcXfgfuIzpk81CvcTH9S/n6xw7ifuRwxxlzDEvYEhTl7EEHfH7l1/GH0gauH8eWpO/GKIu4Qh7g0McfKafn37iPe6dBbfLv1GbN60SU4zh3jqD9/L4+XvdmgnZs38TE4ja58kj5LLCdW7Zw+5XHUdTU9XreIXQ9wlDHFvYIiT1zxZpZKoULaMepTNarAXBBCmIZwotFcavGj0ey/UrqmmJg6GuEsY4t7AECevYYjbg74Nhxp0/fTjSrmsUKdOnVKtEgdD3CUMcW9giJPX4Nti9aeqqUfZJk/8VB4Hx250XCOelZUljh87Jqf16vGBapW4Ll26JJcLCiOtYbno2r59m2qVmBjiLmGIewNDnPykRfOmcn3lYC/BHi1T0ujbOnfqoKYSMMRdwhD3BoY4+QlDPBsGacGhBV1t324plw1qyqSJqhUBQ9wlDHFvYIiTnzDEs40eNTKoP8PudLLGEHcJQ9wbGOLkJ4ka4jdu3BDjxow2Cif64dIxXRj3nKwxxF3CEPcGhjj5SaKGOEZaC+y/sN1SeBjiLmGIewNDnPwkkUJ80qcT5Ih1qPZtW8s7uunCMXEKD0PcJQxxb2CIk58kUoh3eKeN0V9VePRhNZXyiyHuEoa4NzDEyU/iOcS3pm2Rg9zo+vqrxXIMedSFCxdUK8ovhrhLoh3iv23eLKo98bgoW7qEXIDzv5wrB4u4c+eOapGYGOLkJx906yK34717dsfF6GOnT5+S/RBqZeoK+bfpwm5zso8h7pJoh7g2YfxYuQB1nTt7Vs1JTAxx8iOMRBYPdzGrXaO60Rc1btRQTSUnMcRdwhD3BoY4+ZFfQxzjly/77lujenZ/X3Rs11YWLhsj5zHEXcIQ9waGOLnrrrh5aqtYPnOCGD/ze7Hj3K1/p2WK83s2i837z//7U2T8GuJfzkkJ6n/27dur5pBbGOIuYYh7A0Oc3JMlbu6fK1pW6ymWnbwlsq79KRYNmy12XD8oFjStJtovO/Fvi8j4KcSHDRkkhgwaKAsjrU2bMskonrDmPoa4Sxji3sAQJ/ecEaldK4pq47eLf9SUu/vniaHjhomm/+kqlp2N9Hu4v0K8WOEHjP7mw57d1VSKFoa4Sxji3sAQJ9dkponkpCTRYskxNeFfd3aI8RUKiv/0XCWuqEmR8HKIf/H5THmSmq6NG34VmzdtksVBWqKPIe4Shrg3MMTJNVYhnnVApDSsJT5el6EmRMbLIT6w/8dBfUxm5m01h2KBIe4Shrg3MMTJNXd2iSlPFRdNFhwxjn3f3T9T1C7whkg5fOvfkL8hrt28q+bkz61bt8SBv/4SxYsWFu916aymxgbOOMfr0DV92hT5+nRRbDHEXcIQ9waGOLnnhtg/s5n4T/tl4ixSPOuC2DS0mWg/aZwYOn2HuLx7ufhmf+R330J4Yt19t0M7NSVbevoRedZ3Vlakp83lDYOz4P9ArV+3Vl7vrWvJ4kWqFXkBQ9wlDHFvYIiTqzJPiLUTeon3kmeJ+VOGi6Fzt4hzmf+G+ZBaomCtCWLHjciDNlSIN2r4kpx++7Z7u7FbvJE9/Cvq6apPqKnkRQxxlzDEvYEhTjGReV1cuhb52ekQzRA/efKkWDDvS6MGDxwgenzwnqwRw4aoVuRFDHGXMMS9gSFOfhXNEMc45rrPQK3+ZZWaQ17HEHcJQ9wbGOLkV9euXhVz58yW993u3bOHPDYNToX4qBHD5POihg4eKP8vXfhmTv7AEHcJQ9wbGOLkd98u/UauwzOmT5WPnQpx3ElM9xMt33xDTSW/YYi7hCHuDQxx8oM5KV+IF2rXNOrKlctqjnMhjrPKA/+PdWvXiN27/pCFM97JnxjiLmGIewNDnPxg3JjRcvjSB+//P2O7xSAqqKVfL5HzcH02Hr/S4EXZJpwQ18+BwljmeB5duIyM/I8h7hKGuDcwxMlPWjS/d2mXLn1i26D+/YKm5xXiGIglsD3OOKf4wxB3SaxCfPGihfKT+qNlSsoF+dOPK8UfO3equYmHIU5+gqDF9ouqV6emXHebNWks0rb8Ljq1f0c+1mUV4tgtjrYojGWunwuFMc8p/jDEXRKrENdat2xhbOxVKj2mpiYehjj5lb7ELFRZhTiu69bzMUQqxT+GuEsY4t7AECe/unjxorzZiNUudtT0qZPFZ9OnBVXyyBHyd1C4vzfFP4a4Sxji3sAQJ7/TZ6eHUxhtjRILQ9wlDHFvYIiT3504flyeoa6r+tPVjG27auWKQfN4qVjiYYi7hCHuDQxxijf6OnFU3VrPq6mUqBjiLmGIewNDnPwO6+4z1aoYtTJ1hThy5LAsDo9KDHGXMMS9gSFOfoQR2y5duiTrq8UL5SWjurZt26paETHEXcMQ9waGOPlRuYdLGduv+S5mRIEY4i5hiHsDQ5y8LCMjQ6xZ/UuOavt2S/Fms//Jwl3MiEJhiLuEIe4NDHHyMvN9vHXhGnGicDDEXcIQ9waGOHnNrJmfyfUShRufjB41Mkf9/fffqjVR7hjiLmGIewNDnLzmySqVjG2T9/EmuxjiLol1iO/Yvl3e/KRs6RKiRLEHxdtvvZmQx9YY4hRrqSt+kNufLgzKgm0TtX37NtWKKDIMcZfEOsS1iuXLygWKate2tZqaOBjiFGsY41xvg6hjR4+qOUT2McRdwhD3BoY4Rds///wjHiv3iFFDBw8U58+dM+rOnTuqJZF9DHGXMMS9gSFO0YCzyTHGOQojqWFMc10Txo1RrYicxxB3CUPcGxjiFA09u79vbGcPFSmkphK5jyHuEoa4NzDEyQ0YFvX75cuMGjZkkGj/7/aF6tyxvWpF5D6GuEsY4t7AECc37N2z29iuUPO/nKvmEEUXQ9wlDHFvYIiTU1Jmz5InqaFGDh8qpk6eZNTevXtUK6LoYoi7hCHuDQxxcsqrLzcwtqU6NWuoqUSxxRB3CUPcGxjiFKkNv64Xr7/6ilG4JeimjRtk7dyxQ7Uiii2GuEsY4t7AEKdIffftUmPbQf3+22Y1h8g7GOIu8UqI37x5Uxw6eFAu1KKF/itKJhURM6ZPVXPjH0Oc8gPbLLYRVJd3O8obkei6e/euakXkHQxxl3glxOHkiRNyoeqaMmmimhP/GOKUm4zz58Wf+/YZ9fJL9UWtGs/KGjJooGpF5F0McZcwxL2BIU65GftJctC2ceHCBTWHyB8Y4i7xa4gfPnxILFwwXxw8cEBNCW3Txo2y7bWrV9WU0L5d+o1Y9t236lFoly9fls8ZzvHHv/bvl22PpqerKTnpEB/Qr69si8MLecEJTLjzVF7wLQ7PuW3bVjUltD27d8m2J0+eVFNCW71qlWyb1xjb2L2Ldqt+/klNCe3UqVOy7e5df6gpoeEOeGiLcb7zsjJ1hVi8aKF6FBrGE8dzrlu7Rk0JDTcIQVt8M87Llt9/k20vXbqkpoSGQVnQNrAQ4t3f62rU9evXxfVr1+Q8nMCWFxyqQttDhw6qKaHh+dAWzx8Klg/aYHnlBcsdyz8v586elc+J9zUvWD/QFutLXrDeoW1ehxmwHqMd1uu8YPtAW2wvecF2h7bYDvOC7RnbdV7QP+A5169bq6aEhn4HbdEP5QX9Gdqif8sL+kn0l3lBv4vn/LBnd9nH5Rbi6M/RFv17XjZu+FW2vXHjhpoSGj5A/PDvdhWIIe6C/IQ43jy0mZPyhZoSGo4Zom04KwZOsAvnvubouPGc3d/vpqaENnPGdNkWt3YMRYe4rnCCCbdurV2junoUWtqW3+VzDuz/sZoS2rgxo2XbcPYING7UULa9deuWmmItM/O2bNeo4UtqSmirf1kl236SPEpNCW3wwAGy7eZNm9SU0OrWel4kPfiAehQaxhbHc7Zo3lRNCU2fUIa7f+WlV48PZFsMvpKXp6pWlm0DCyFuhs4Z8zq1f0dNCW3e3DmybTiDveD50Da3u5hh+aANlldesNyx/POC9xHPifc1L1g/0BbrS16w3qEt1sPcIBjRDut1XrB9oC2227xgu0NbbId5weERbNd5Qf+A58QtY/OCfgdt0Q/lBR8Q0TacD6boJ9Ff5gX9Lp5TV24hjv4cbdC/5wUnQKNtOF84HilVQlR/qpp6lI0h7gKG+L2/nSGeeCG+YN6Xok+vnqJMyYdE6eLF5Lqty+pSMYY4Q5whzhBniJswxBnieM5YhLgOT1T5R0qrqaExxBniDHGGuO9CPD39iKhft5bo17eP+GPnTjF4QH/5+MBff6kW9yz95ms5D8NQoi06HgyGYQUbGtriOAuO9+Fn3CzCyisNXpQbD54TKyTamo+3AIa41M+Dth992Es+tlrpdIh/Nn2abIvX2fLNN9TcYAgEPA9Wvh9XpsqfEb5mmZmZcl7Hdm3lc2J54rFVx7c1bYuch84RbT/o1kU+tjqGi84A83A8DG0bvlgvZJB07tRBNKhXV7bDMTT83vRpU9Tce65evSLnvdels2yL3cd4bHXOgX5/Jn06QbZ9t0M7+fj27Zyd9ITxY+U8HGvcvn2b/DnUB6/WLVvIDhzPieO4aDt3zmw1954zZ07Leb179pBtRwwbIh9bHcfH/4t5+n1t0+otubwAx1MxT1fZ0iXkOoD3FOdxYBo6GitNX39NvNnsf/I58RrRFsf9zHAMHPOwfqMtzrnAY6sPtF9/tVjOw/OhbfOmTeT/E0j/X1g+aIPlheVmBcsZbbHc9XLA+2GG9w3z8D7iOfG+4rHVeQlYHzAP6wfaYn3BY6w/ZljPMA/rHdpiPcT6aAXrL94XtMN6jd+zCj1sD5iH7QNtsb3gMbYfM2xnmIftDm2xHeIxtkszbL+Yh/ce2zV+xnZuBf1Cneefk+vKwyWLy7ZWH87Qz2Ae+h38/+iH8Nhq6F30X5g3a+Znsi36t1AfuvXz4P1Bf4mfB/Xvp+YGQz+GfhfPiVvd4jVbhTj6bzwP+nO0Rf+Ox+jvzfS2iQ+maNusSWO5rlrp2zu7z8V688uqn+XPySNHyHkMcRdgpcM14kUe+I9cuNiYcbJJYO3bt1e26fHBe/J38CbhMU6GMbfFRoh5+hvwc888Kco9XCpHOxQ6IrTFJ1x8mMDPHd5pY9m2dIkkuRHBooULZFt8gjS3w8lMmKdX8K6dO8nHOMnI3Nb8DRjvy5NVKuVoh8KGgefBNwd8YsbPWB7mdjjpCPMwDCcELg9zW5zMg3ljRmcfe9XL4+zZMzna4pImzNPfgEs9VFQO72luh6pXp6YoXrSwbIdvIvg9LA9zu4yMDDlPf3DBhxo8xvIwt8U3YMzTHwb08sAJLua2OJkG8/ANGGGBn197pUGOdqhnqlURFR59WD4nOmC0xfIwt0PHgnn6LmCBy8PcFh0N5ulOFssJ30wxD0GN91wX1nu0xTdgnH2On7E8zM+JeqzcI/L1AkIKbbE8zO3wwQLz8IED9PLAdHNb7FHAPH1i59NVn5D/T2AbLA+00R8EsbzwOgLb6MJyRlssd3xgwc/4/83t8L5hnv6Ajb8Dj/E+m9tifcA8/Q34rebN5GOsP+a2WM8wT38DxnqI9dHcDoX3Besx4H3E7+F9NbfD9oB5+oOLsTz+3X7MbfGhCvP0hwFsh3iM7dLcFtsv5mF7xnaNn5u81ihHOxTu/R643qDQf5jboZ/B86DfAb080C+Z26L/wjz0Z4D+Df2cuR0K/SLaop9Ef4mfsTys2qK/Rb8L+ux0fKA1t0P/jedBfw74AIjH6O/NbfGhCPNWfL9ctq32xOOi8mPlc7RD4YMu2uJufvjgip+xPDDv4496y9fDEHcBPhUGrqCBVfO5Z1SrYPiEZW5r9S0GZ12a26F++nGlanEPzhK2aosBNcxwLNPcDtfyWkGnZ26rS4c4nDh+3LINOn+zhfPn5WhXrPD9am4whI+5bYs3rHcfo5M2t502ZZKaew82NnM7lNW3UwziY26Hjd0KQszcFt9orKCTNrf9ck6KmnsPPpWb26Gsrh4wX9qFwocrKwgtc1vcvzsQwsLcRhdCywzfHqzaWl1ihm8x5nahxk63eh1Wu7ERjoFtcjvBzlwICzO8H+Z2+kOeGd5nc9tQe6ew/pjbIizMsD6a26Gw/pphPTe30x/yzLD9mNuG+taP7dLcFtuvmflDXn5Lf8gzQ79kbov+ywz9nLkdCv2iGfpPq7aBZ7nrELcq9N9W0N+b21rtIcWVDeZ2qLVrVqsW92CPU2AbhrgLzCH+fPWn5YqHCrVhYPeWbqPLasQ3XDZjbodCx26GXUVWba2OAePTobldqN1h+CRrbov3AH9rYIhjxTS3Q1kFI37P3E5/AzfDLkBz21DHy/FNx9zW6tg+vp2a26GsLmnC7kpzO3xitoJgMbdNHjFczQ32+qsv52hrdWkTdiea26FOn855uRJONjO3e6fN22puMHSE5rZYrtjVqgvH8cxtdFldLoTfsWqLbxZm2E1pbtety7tqbjBMN7fFrlQz/D+BbbA8zLDcAtvostpti/fD3A7vmxW8z+a2oY6XY/0xt7W6/Anro7kdymq3LdZzcztsD1bwPpvbhjqvA9uluW3gdq9hOze3Qz1UpFBQ/4hC/2Fuh37GCvolc1v0X2bo58ztUOgXzdB/WrUNvExRhzi+OZvbof+2gv7e3Hb2rM/V3Htwboa5HQqHcszWrP5FzsPxfLwehrgLzCEeznWwfqePiVttzORf2I0euC6Hc4kZUW6sdqeHc4JdrOkQz+3EtmjiMXEXMcTJz/BNAR0VCifzoLPQZfVtnygcOLSCdQqHTXCYBv0FDu1gvcJhDszDITivYoi7hCHuDQzx+BG4u9N8TJwoUtg9jnUKQW2+xGz0qJHyMXYVexVD3CUMcW9giPsXjp1iLAJdSxYvkh0WKpyhbonCwRB3FkPcRQxx8hM96IyucMYTJ8ovhrizGOIuws0dcBapHuXqiYrl5Wg7uH4yXjHE/QM33cD6qAtn9mJ91ZWVlaVaEtmHkyOxnmEUM6xfGHnOHOI4OxvzMGAO2loNfhNrXgtxXD6JZYZliGUW6X34GeK5wPWAeNN1hXO3Gr9iiHsb1j1cboXCNcUYxlGX1SUvRE6ZOjn7evXly75TU0IPu4pL7TA9nLuQRZvXQlzDiG/YjjEaX2537guFIZ4Lhjh5Ba4P1uthqMFeiNzAEI8OjJj44gu11aPwMcRzwRCnWMGIaBjtSReGLcX4zCiM100ULQhvrHd6mGMIFeIjhw+VbSP5Ruk2r4c4PgBhECRs71b34giFIZ4LhjjFCsbCDlz3cI0ukVeECnEv83qIA275i9eIm8aEiyGeC4Y4RROObeMuWyjcUALDfurCzSSIvIIh7g4MxoTtHTe2QT9gNXSwGUM8FwxxiqanqlY21rVw7idOFCsMcXfh9tV4rfqubrlhiOfir/375f11caN8LFDcwQi3j4tHDPHow804cAtFXbi7EdY3fU9nIq9iiLvr+LFjsh/AGBDoG3Cb7FAY4mHAfYbx5qNC3YrU7xji0We+JarVrUiJvIghHh24uxpeM75QhsIQDwNDnJyAQTKwvusaMmigOHv2jFF37txRLYm8jSEeHRg0B31Do4YviaerPqGmBmOIh4EhTpHC9bLYFYbCN22s67pw8hqRHzHEo+v56k+LkklFZD+Scf68mpqNIR4GhjhF6sOe3Y11J+nBB9RUIn9jiEcXQlz3I01ea6SmZmOIh+GT5FGiXdvWomih/8rXihuk/LFzp5obHxjizsDuL6wfunCFA9YdVMd2bVUrIn9jiLsLe+0C+5Hu73U1+hFcfhaIIZ4PpR4qanwawkKNJwxxZ+C6Tr2OoL6ck6LmEMUPhri79CVmunhim0MY4mRl7pzZYvjQwbJGjRgmJk/81Ki9e3arVkTxgyHuvBHDhhj9CPb+BvYjGIY5FIZ4PjDEyUrjRg2N9aLO88+pqUTxiyHuPNwARfcjHHbVJQxxgk0bN8iTS3QtXrRQbNzwq6zt27epVkTxiyEeufXr1gb1H7o2/Lre6Edwn/FwMcTzgSFOsOy7b431ABV4dyeiRMAQjxxGZgzsP3TdvXtXtcgfhng+MMQTV7UnHhelixeT1blTB3H9+nWjOEgLJRqGeP5Ufqy80X+837VzUP+hK1IM8XyoX7eWHDUHK0Lb1q3kGYNevPl9JBji2bAx4X01V8MX68lrNVGDB/RXrYkSE0M8dxiQJbD/eKleHaP/wIlrTmKI59P+P/+UK4KuOSlfqDn+xhDPtvqX4Pt468rIyFAtiIghnjvcTjSw/7hyxb0vewzxfGKIx58V3y+Xt/xDTZ82Rd50wFzXr11TrYmIIR7s5s2bRh+CwiVigf3H33//rVo6jyGeTwzx+KMPkaBavMH7eBPlhSEe7NzZs0Yfgpowfqya4z6GeD4xxP0Pl3L07d3LqM+mTxOzv5glKxE/xBDlF0M8GL5po//o3bOH/D8Y4h7GEPc/832809OPqDlEFA6GuLUfV6bK/4Mh7mE49rFzxw55zANvVtXKFcWLL9QWBw8cUC38KZ5DPDMzU75HunB2KN5DXf/8849qSUThwL3xse0cPnxITfG+aIQ4TmDDchk9aqTsa7Zt26rmuIchHqGFC+bLFUKX3+9qFm8hnpWVZdTt27fFg/f/n1GD+vdTrey4JU79PFg8V7CAKNhumTgnjoklLZJEgQIFgiupoeg5c6M4lZmlfo+IYiEaIa4ljxwh+5q1a1bLPshNDPEIMcS9LfA+3sUKu3Efb4R2cfFIv7XiitxGVYjXTxapaWkiDbVlrVg2pZuoXrCQqJW8WbUjoliIZohrzZs2kf8nLzHzIIa4t+DEEuy60oVv2w3rvyCrUcOXVCsnIbQrihZLjgU8/jfEWywRp9SUbDfEwZRW4r6CzUXKoVtqGhFFWyxCvF/fPrIPwv0W3LqjIUM8Qgxxb9m3b2/Q++HufbxNu85lcIcKcSGyzi4T7e8rJBqmHBD8Mk4UG7EIce2RUiVE9aeqqUfOYohHaNvWNPkpq1aNZ+WKMXTwQDF71udqrv/4McQxSMusmZ/Jmj51snw/dG35/TfVyi3hfhP/V2aaSE4qIJKS00SmmkRE0RXLEB82ZJAcrhl9FY6TO4khblOfXj3lioEqWui/aqr/+DHEA+/jXbtGdTU1WvIR4lkHRErDQuK+rqki9K39ichNsQxxwO1F8f937dxJTXEGQ9wmhnj04F7d3bq8axQ2xiWLF8mK/uvmN3EiP4l1iF+7elX2VVMmTZT9l1PfyBniNjHEo2f5su+MZY2K7X28ww9xHhMnir1Yh7im7yfu1OtgiNsUGOKo6k9XE53av6Pm+odXQ/yVBi/KZYrq/n43cejgQaPcvKlA3sINcZ6dTvEiex336x4lr4Q4vpGj/xo8cIDs1+yetc4QtwmXMpUp+ZD8Fq6D/OWX6qu5/uGVEMfoaVjJdT1VtbJcvijcTN87QoQ4rxOnuMUQd1L/jz+SrwcnSdvBEHdI/bq1GOIOGDdmtLEcUbi5vjeFCPHA0dpQSQ1Fr7lbxDmO2Ea+xxB3EkPcYxjikcEYzOvXrTVq7CfJolmTxka5OdIREeVHdogX6TFJzO3VUCTJD6qlRIOhP/tiWGGGuEsY4t4QqxC/dOmSsdxQuLEMEXmR3ttUQbScslYcvXha7F7YS1QqUFH0XOXVPWb3MMRdEi8hjoFeRgwbIt+UKpUeE5+OHyfWrV2j5npfNEN8ZeoKuXx0jRoxzCh8GyciL1IhXnum2H9XTZKXTyYFHFbyLoa4S+IlxOHOnTvyTdGFN8kvohninTu2N5bRo2VKqqlE5G1qd/qQTcK4zoIhHjGGuAcxxK3hXutt325p1IzpU0Xqih9k/bLqZ9WKiLzN4sQ2hnjEGOIexBC3lrbl96DlsvSbr9UcIvIPhriTGOIexBC/B/fRrVShnKwWbzQVZ86cNurmzZuqFRH5B0PcSQxxD0KIV36svKhQtox8c3p88J44ffpUjEcWC4/dEL9x44b8W3X9r/Grclmg2rR6S7UiIv9iiDuJIe5hW9O2yDdHF1Yer7Mb4gvnzwv6m3fv+kPNISKKPYa4Sxji3hBJiP+4MlWk/vC9rKmTJ4m2rVsZdTQ9XbUiIoo9hrhLGOLeEEmIlyj2oPE34uYkRERexRB3iVdCHIOOTJ74qXpkD44JT/p0gmjVorl8k95+6005EMyFCxdUC+8JJ8RXr1ol/w5dEyeMl38nipeKEZGXMcRd4pUQr1i+rBxpzUlYWfAm6Tp8+JCa4z3hhPjQwQOD/h6eZU5EfsEQdwlD3BusQvz8uXOi6euvGYW9Fb+uX2fU3bt67EUiIm9jiLuEIe4NViF+4vjxoNePk9eIiPyIIe4Shrg36BDHyWqlSyTJqvHsU+L6tWtG3b59W7UmIvIXhrhLEinEV/+yShw6dFDN9QYM0oKxzfUK9UTF8uK5Z56UhQFbiIjMMjMzZb9x6tQpNcX7GOIuSaQQR5UtXULN9YY1q38Jen35ucSMiBITzpdBf4Erb/yCIe6SeA7xtWtWi/e6dBZPVqlkhKQXQhyDs3y1eKEs3FEMr7Furefl62OIE1FeGOL2McQd5kaIa13e7SjfLJQXQvyZalWM1/Nms//JaeFcYkZEBAxx+xjiEcJxnL59PswRVlYhvjJ1hWxr94Q0uyGO+27beR2bNm6Qv68L375nz/pcFoZOBYY4EYWLIW4fQzxC2MWNBZc8Yriaks0qxIcNGSTbIgTtsBviepCVSF/HzBnTjf8fdeTIYTXnHoY4EYWLIW4fQzxCsQjx9PQjYvv2bfLvLFb4ftGgXl3Rr28fNTe0Db+ul20xyAp+H5d5hQO3RMXv6cLfgd/XdevWLdXyHoY4EYWLIW4fQzxCsQhx7dknq8rnQzVv2kRNDe375ctk2/wOsoLLP/T/gxrQr6+aExpDnIjCxRC3jyFu04RxY+QC1MeEA0P8BxWeUyZNlI+dEm6InzxxwmiHCifE+/TqabTHt/38YogTUbgY4vYxxG2aMH6sXIDRDPF2bVuLenVqyudu+GI9sWP7dnnHMzMd4o+WKSleqldHLFm8SM25Bzcfwe/rGjygv2yLwnPnF0OciMLFELePIW5TLEIcLl++LJ9bV/LIEWrOPTrE2/8b+qH8uW9f0PPMSflCzYkMQ5yIwsUQt48hbhOGQMXlVrgXNi61KlPyIXnmOH7GNMxbt3aNau2cvEJ84YL5RqCaQxyXmulLw6ZPmxJ02djvv21WrSLDECeicDHE7WOIO6R1yxZyQQYWdnu7Ja8Qxx4BPc8c4q+/+ooxr1aNZ9VUZzDEiShcDHH7GOIOiXaI405gixctFEMGZV/7rUP8s+nTxPtdO8u7iJV7uJRsM23KJDlNF673xnSUPgzgFIY4EYWLIW4fQ9wh0Q5xzbjUTYU4Ngb9/+tj8/oSM11OXepmhSFOROFiiNvHEHcIbqV34K+/RPlHSsvXgp+jcXs9HeL4f3Hf7tLFi8nHqGKFH5DTur/fTb4eXX///bf6becxxIkoXAxx+xjiCoINI5nZrcfKPSLvpW01z25lZt5Wr/aeX9evE6VLJImHihSSb6RVtX27peXzWZXV/5EfDHEiChdD3D6GuFK/bi25ILxcWHlC0YPO2C1eYkZE0cIQt48hrmCksv81ftXThW/doXz91WLZBrvV8YaiihctnOM58qqfflypnjEyDHEiChdD3D6GeJzBxoA3FGUewz0aGOJEFC6GuH0M8TgTGOKPlCohB5zB4C7RwhAnonAxxO1jiMeZwBDXlduwq05jiBNRuBji9jHE48zWtC0i9Yfv5bdwvLEohjgReRFD3D6GeJzKbdhVNzHEiShcDHH7GOJx6uzZM2Lbtq3yzcUQrLh2PWX2LDXXPQxxIrKCy1fRD636+Sc1JXSId3m3o2x79eoVNSU2OnfqkON1hApxnEjconlT9Sh6fBfi//zzjzhz5rQcmCSQVYhfu3pVtsXvJCJ9K1JdGJoVywPjrruFIU5EVqZOniT7huXLvlNTQof4m83+J6fjRk+x1LxpkxyvI1SIFy30XzneSLT5LsRxW0+84OQRw9WUbFYhPnzoYNl244Zf1ZTEYg5xXRw7nYiijSHuDoZ4HMvIyBBtWr0lXqpXRy4HXRPGjxUrU1eIO3fuqJbOYYgTkRWccIv+CHdRRP+Doa7NIY57O2Be3969ZNvr16/L6bEy9pNk+TqWffetWL9urZxmDvHNmzbJ14zhrQcP6C+nRRNDPAGY72Kmy40boTDEiSg3Hd5pI/uIE8eP5wjx0aNGysdrVv8iH3tF2dIlxLNPVpU/m0P85Zfqy8dufCkKh+9C/NjRo+LT8ePkJ6RRI4bJT24QGOL7//xTzkMbtMXKksgOHjggl8NrrzSQb7auoYMHyuWEWvH9ctXaHoY4EeWGIe4s34W4hl3CeOHYjQGBIf6D+uY5eeKn8jFlQ2hjuVgVblfqBIY4EeWGIe4shngCOXz4kDyuoyvw9qWVKpQTzZo0th2+DHEiys3evXtk/9OubWvRuFFD2V9UKFtG9j/jxoyW8y5evKhaewNOBsZxcbzGWjWela+5+tPV5OPFixbK15yVlaVaRxdDPIGVTCoil1Ng8VakRBQNVStXzNH/oP/wKnwJMr9eFEbJjCXfhjiu/cYF+BiN7OGSxcWD9/+fKPLAf+TP73ZoJ+cl6vXh4cJ19HjjA1dIDAyDZYh6tExJ1TJ8DHEiCgdD3Bm+DXENp/+bFyp201B4sGJit5CuwDHXcd3joYMHcxTCPxSGOBGFo8lrjcTTVZ+Q/UXp4sVk/zP7C/dHlYzU8WPH5GvEXl+85gqPPiwf79m9S7WIDYY4BenTq2eO5WmupV8vUa1zYogTUbhCDfbiZaEGe4kV34f4jOlTRdfOneRuYBzjxc9eWbh+tHDBfLkMURi/GCuHuT76sJf4+qvFloUPUGiDQQ+s5rNYLJau2bM+l/3FC7VrWs73YqH/w2tGH2k1P9qlR5XzbYhrgSe2kTMyMzPlysFisVgsb1dMQxyn5vfr28dWlXqoqDyuYjWPlXdZ7SK/e/eumDXzsxz14gu1LVciFovFYsWmYhriCAurF8WKXuVnsBfcns/qOVgsFosVm4r57nS8gHiocg+XEo+Ve8RynpfraHq6eifyduTIYcvnYLFYLFZ0q2O7tt4I8XhRsXxZeXN4IiIit/n+7HSvwKVuGGxG79rAzxgjmIiIyC0McYe0btnCCHBdiXi9+tmzZ8TOHTvElSuxvZk/EVEiYIg7hCGejYO9EBFFD0Pcpj927hQps2eJ4UMHy0EAMOAMLnXDzyOGDZHzdu/6Q7WOfwxxIqLoYYjbpO+m9uPKVPk48MQ2fTe1KZMmyseJgCFORBQ9DHGbGOLBGOJERNHDELeJIR6MIU5EFD0M8QilbfldPF/9aTF61Ejx1/794vq1a3J6YIjjlp2YN3L4UNl2+/Ztcno8Y4gTEUUPQzxCa9eslgsuecRwNSWb1WAvw4YMkm03bdygpsQvhjgRUfQwxCPEELfGECciih6GeIQwoEmT1xqJhfPnqSnZrEL8yzkpsu2e3bvUlPjFECciih6GuMOsQjyRMMSJiKKHIe4whnj4Ib70m6/lmfso8x4NIiLKG0PcYQzx8EP89Vdflm1RtWtUV1OJiChcDHGHMcRDh/jWtC1yPHldGJIW19Kj1q1do1qRd10TacnVRYGkZJGWqSYRUUwxxB3GEA8d4suXfSfn6dq0caOaQ/7AECfyGoa4wxjiwSFer05NuTxQ73ftLE6eOGHUP//8I9uQXzDEibyGIe4whnh2iC9ZvEicO3tWVChbRj5Gvf3Wm3IaK/p1/fp19Q7Z4VyIX7582fJ1slis/FWPD95jiDuJIZ4d4ixv1ZjRyeodssO5EH+reTPL18lisSIrhrhDGOLZId6gXl3RumUL8VCRQsZKVqlCOTmNFf3C5Xz2ORfi48aMtnydLBYrf/VklUoMcScxxIOPiT9W7hEjxDu800ZOI7/iMXEir+ExcYcxxINDfMb0qWLCuDGy8O0reeQIo44fOybbkF8wxIm8hiHuMIZ4cIgH4iVmfscQJ/IahrjDEEybN21SjxJPbiF+/tw5efc3Xd3f7yaaN20i68Oe3VUr8i4V4oW6ipTNaSItLbD+Euczs1Q7IooWhjg5KrcQN+Owq36jQrxAAYtqJ5ac4tdzomhjiBMRESU4hjgREZFPMcSJiIh8iiFORETkUwxxIiIin2KIExER+VQChnimOLWkHQe+ICIi32OIExER+RRDnIiIyKcSN8SLdBNT5vYR9ZMKigIFCoqkBiPFqlO3VBsiIiLvS9wQ/ze4i7ecItYdzRDndi8SPSvdJ/7Tc5W4oloRERF5XQKHeGMxc/9NNU2NLd1iiTilpoisw2JBsx5i2bk7agIREZG3JPDu9KFi0y1996bAEL8rru1YIPq1qy2SeHMIIiLyMJ7YJgWGeJbIPP+XSNucIroWYogTEZF3McQli93pmWkiOYkhTkRE3sUQlxjiRETkPwxxiSFORET+k4AhHiaGOBEReRxDnIiIyKcY4kRERD7FECciIvIlIf4/8OY5qkxX3NsAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="3" left="18" top="369" width="355" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ita">
      <p>1) Entrambi i fondi devono essere identici</p>
    </text>
  </region>
  <region id="4" left="18" top="396" width="469" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ita">
      <p>2) I fondi ellittici devono avere asse minore pari a D/4</p>
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      <input>
        <e type="operand">D.mm</e>
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    <math exponentialThreshold="12">
      <input>
        <e type="operand">h</e>
        <e type="operand">h</e>
        <e type="operand">D</e>
        <e type="operator" args="2">≤</e>
        <e type="operand">h</e>
        <e type="operand">D</e>
        <e type="function" args="3">if</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">h.mm</e>
        <e type="operand">h</e>
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        <p>DIST from T.L. to T.L.</p>
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        <e type="operator" args="2">:</e>
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        <e type="operand">R</e>
        <e type="operand">D</e>
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        <e type="operand">R</e>
        <e type="operand" style="unit">mm</e>
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  <region id="14" left="18" top="639" width="335" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
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      <input>
        <e type="operand">h</e>
        <e type="function" args="1">A.f</e>
        <e type="operand">R</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">R</e>
        <e type="operand">h</e>
        <e type="operator" args="2">-</e>
        <e type="operand">R</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">acos</e>
        <e type="operator" args="2">*</e>
        <e type="operand">R</e>
        <e type="operand">h</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operand">R</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h</e>
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        <e type="function" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
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    </math>
  </region>
  <region id="15" top="684" color="#000000" bgColor="#ffffff">
    <area collapsed="false">
      <title lang="ita">
        <p>FONDI TOROSFERICI</p>
      </title>
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      <math decimalPlaces="2" exponentialThreshold="12">
        <input>
          <e type="operand">f</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="17" left="18" top="747" width="62" height="24" color="#000000" bgColor="#ffff00" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <input>
          <e type="operand">k</e>
          <e type="operand">0.1</e>
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        </input>
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    <region id="18" left="18" top="774" width="139" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <input>
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          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
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          <e type="operator" args="2">:</e>
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      </math>
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    <region id="19" left="18" top="801" width="145" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
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        <input>
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          <e type="operand">2</e>
          <e type="operand">f</e>
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          <e type="operator" args="2">-</e>
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    <region id="20" left="18" top="846" width="157" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
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          <e type="bracket">(</e>
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    <region id="22" left="18" top="900" width="84" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
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      </math>
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    <region id="23" left="486" top="900" width="77" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
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      </math>
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    <region id="25" left="486" top="990" width="282" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
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          <e type="function" args="1">abs</e>
          <e type="function" args="5">cases</e>
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          <e type="operator" args="2">:</e>
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          <e type="operator" args="2">^</e>
          <e type="operand">x</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">g.mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
          <e type="function" args="1">sqrt</e>
          <e type="operand">z.mm</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">atan</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">u</e>
          <e type="function" args="1">w.mm</e>
          <e type="operand">g.mm</e>
          <e type="function" args="4">int</e>
          <e type="operand">z.mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">g.mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">u</e>
          <e type="function" args="1">w.mm</e>
          <e type="operand">g.mm</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">acos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">u</e>
          <e type="function" args="1">w.mm</e>
          <e type="operand">2</e>
          <e type="operand">g.mm</e>
          <e type="operator" args="2">*</e>
          <e type="operand">u</e>
          <e type="operand">h.1mm</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">u</e>
          <e type="operand">h.1mm</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
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        <input>
          <e type="operand">x</e>
          <e type="function" args="1">V.3</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand">0</e>
          <e type="operand">x</e>
          <e type="operand">h.1</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">x</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">V.3mm</e>
          <e type="function" args="1">abs</e>
          <e type="operand">x</e>
          <e type="operand">h.1</e>
          <e type="operand">h.2</e>
          <e type="function" args="3">ltlt</e>
          <e type="operand">h.2mm</e>
          <e type="function" args="1">V.3mm</e>
          <e type="function" args="1">abs</e>
          <e type="function" args="5">cases</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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      <math exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOLUME TOTALE FONDO TOROSFERICO</p>
        </description>
        <input>
          <e type="operand">V.tot</e>
          <e type="operand">2</e>
          <e type="operand">D</e>
          <e type="function" args="1">V.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D</e>
          <e type="function" args="1">V.2</e>
          <e type="operator" args="2">+</e>
          <e type="operand">D</e>
          <e type="function" args="1">V.3</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">170.943</e>
        </result>
      </math>
    </region>
    <region id="39" left="18" top="1917" width="370" height="59" color="#000000" bgColor="#ffffff" fontSize="10">
      <math exponentialThreshold="12">
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">V.th</e>
          <e type="operand">V.tot</e>
          <e type="operand">h.DH</e>
          <e type="function" args="1">V.1</e>
          <e type="operator" args="2">-</e>
          <e type="operand">h</e>
          <e type="operand">h.2</e>
          <e type="operator" args="2">&gt;</e>
          <e type="operand">x</e>
          <e type="function" args="1">V.1</e>
          <e type="operand">x</e>
          <e type="function" args="1">V.2</e>
          <e type="operator" args="2">+</e>
          <e type="operand">x</e>
          <e type="function" args="1">V.3</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="3">cases</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="40" left="450" top="1980" width="132" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOL. FONDO FINO A LIVELLO LIQUIDO</p>
        </description>
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.th</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">116.99</e>
        </result>
      </math>
    </region>
    <region id="41" left="450" top="2052" width="282" height="31" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOLUME TOTALE SERBATOIO</p>
        </description>
        <input>
          <e type="operand">Vol.TANK</e>
          <e type="operand">2</e>
          <e type="operand">V.tot</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D</e>
          <e type="function" args="1">A.f</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">3734.81</e>
        </result>
      </math>
    </region>
    <region id="42" left="18" top="2106" width="249" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2" decimalPlaces="2" exponentialThreshold="12">
        <description active="false" position="Top" lang="ita">
          <p />
        </description>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">V.f</e>
          <e type="operand">2</e>
          <e type="operand">x</e>
          <e type="function" args="1">V.th</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="function" args="1">A.f</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="43" left="450" top="2142" width="134" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOL. SERBATOIO FINO A LIVELLO LIQUIDO</p>
        </description>
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.f</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">2464.75</e>
        </result>
      </math>
    </region>
    <region id="44" top="2205" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="45" top="2232" color="#000000" bgColor="#ffffff">
    <area collapsed="false">
      <title lang="ita">
        <p>FONDI ELLITTICI</p>
      </title>
    </area>
    <region id="46" left="18" top="2259" width="52" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <input>
          <e type="operand">a</e>
          <e type="operand">D</e>
          <e type="operand">4</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="47" left="18" top="2295" width="229" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2" decimalPlaces="2" exponentialThreshold="12">
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.head</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">π</e>
          <e type="operator" args="2">*</e>
          <e type="operand">a</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">h</e>
          <e type="operand">3</e>
          <e type="operand">R</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="48" left="441" top="2358" width="145" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOLUME TOTALE FONDO ELLITTICO</p>
        </description>
        <input>
          <e type="operand">D</e>
          <e type="function" args="1">V.head</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">226.19</e>
        </result>
      </math>
    </region>
    <region id="49" left="441" top="2421" width="145" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOLUME FONDO FINO A LIVELLO LIQUIDO</p>
        </description>
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.head</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">154.63</e>
        </result>
      </math>
    </region>
    <region id="50" left="18" top="2511" width="217" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2" decimalPlaces="2" exponentialThreshold="12">
        <description active="false" position="Top" lang="ita">
          <p />
        </description>
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.f</e>
          <e type="operand">2</e>
          <e type="operand">h</e>
          <e type="function" args="1">V.head</e>
          <e type="operator" args="2">*</e>
          <e type="operand">h</e>
          <e type="function" args="1">A.f</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="51" left="441" top="2547" width="134" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOLUME TOTALE SERBATOIO</p>
        </description>
        <input>
          <e type="operand">D</e>
          <e type="function" args="1">V.f</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">3845.31</e>
        </result>
      </math>
    </region>
    <region id="52" left="441" top="2610" width="134" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="12">
        <description active="true" position="Top" lang="ita">
          <p>VOL. SERBATOIO FINO A LIVELLO LIQUIDO</p>
        </description>
        <input>
          <e type="operand">h</e>
          <e type="function" args="1">V.f</e>
        </input>
        <contract>
          <e type="operand" style="unit">L</e>
        </contract>
        <result action="numeric">
          <e type="operand">2540.03</e>
        </result>
      </math>
    </region>
    <region id="53" top="2682" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="54" left="18" top="2700" width="414" height="366" color="#000000" bgColor="#ffffff">
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