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Forums >> General Discussion >> Revit Project Management >> Design Options and Room Separation Lines
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Joined: Wed, Apr 4, 2007
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I am working on a couple of design options for a office renovation. I created a group using 3d panels for cubicles and included room separation lines for cubicle wall (see below). The cubicle group is in both design options The intention is to create a room schedule to include the cubicles.
![](data:image/png;base64,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)
The challenge is that the room separation lines from the other design option is showing up in my view and when I try to place rooms in the cubicles, they overlap (see below)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5wAAAJzCAYAAABj1xwyAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAG+ISURBVHhe7d0LfFx1nf//T+5t2tx6T5o2adMLrRTaX+uCF6DsiuKFrQgsS0GluIuKC1Vc0Z+CiuAF1gULrnjZ3xZUYFlAEW+4uH9ugrCWRwuFlt6TNk16T9LcL5P8z+fM+bbTycxkksxJzjfzej4e30fOnHNm5swkTeed7+WT0ecQAAAAAABSLNP7CgAAAABAShE4AQAAAAC+IHACAAAAAHxB4AQAAAAA+ILACQAAAADwxYlVaqsWr3B3AAAAAIDatWWDtwUMDT2cAAAAAABfEDgBAAAAAL4gcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAGJNKSoplxfKl3i0AwGggcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXBE4AAAAAgC8InAAAYExqaGiUDa9u8m4BAEYDgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXGX0O3bh82dnuDoy+N7t6pN39rsS3OCdL8jMzvFsAgKA4EuqV6p5e7xYAleu0M/KywzdglUc2vuxtAUNzInBWLV7h7sDo0iC5pyeUVOBM5jwAwMiZnJkhBU4jcAKn0sC5MDdLNneFwjtgjV1bNnhbwNAwpBYAAAAA4AsCJwAAAADAFwROAAAwJpWUFMuK5Uu9WwCA0UDgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXBE4AAAAAgC8InAAAAAAAXxA4AQAAAAC+IHACAAAAAHxB4AQAAAAA+ILACQAAAADwBYETAAAAAOALAicAAAAAwBcETgAAAACALwicAAAAAABfEDgBAAAAAL4gcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXBE4AAAAAgC8InAAAAAAAXxA4AQAAAAC+IHACAAAAAHxB4AQAAAAA+ILACQAAAADwBYETAAAAAOALAicAAAAAwBcETgAAAACALwicAAAAAABfEDgBAAAAAL4gcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAjEkNDY2y4dVN3i0AwGggcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF9k9Dl0o2rxCncHRtfinCzZ0xOSdve7El+y5wEARs7kzAwpcFp1T6+3B4DKddrC3CzZ3BUK78CwrD1cJ7E+Am4Zly/7c3Jlq/M1nksaj8jM7i7vVmL3TC2TXVs2eLc81dUiv/qVSGOjt8OxcqXIeed5N6I8+6zIc8+Fj+t58TzxhMhrr4Uft7g4vG/VKpGlS8Pb0e6/X6SmRqSiQuTqq72dMST7/LFs2hR+rZESXZMy1xWLPr9eb2Wlt8Oh7+cDD3g3kvS1r3kbdiBwBgyBEwDsReAEYiNwptaura96W7G9nD9Rbp8+K2bwfKhmm5zV1uLdSqxq0fJTA+fXvy5y663ejSgaou6+W+TDH/Z2eMx9NCTpdjQNaJ/73KkBNpKGtF/+8mQINXS/Bkn1zDPxw+RAzx+LBk29Jg2rsehrXb8+9nNGXlc8n/1s+Hr0NelznH++dyBJ4fiWmAZ4DbL6+PreakjW780ohFWG1AIAAAAWWj17wSntnimlsjVvvJztBMqHarbLoo4278z+bp9e3u/+0e0U3/teOLgVFYXD1p494eCzcWM4xGhP3Zo14bCWLO2Z1PtoIPr4x8PB0TQNr9obaAJZvECq9DFSRa9fn0+f98wzw6/VXJMGX+3h1Neq52hYjkevP/L1aNP3Sd8/fS9N+NUgGH2eNiPRsXj0fb344nDo1PdQe3f1delzLluW+L30AT2cAUMPJwDYix5OIDZ6OFPL9HBqD2Qsa44dlJsP1srxzCw5d97p0pyV7R052cOpgfKVCQXe3vhO9HBqr54OFdWAGWtIqYYo7RXUQKZBx4jXw6jnaCjSAKbhLtZjajDSHkMdart2bfg5DNOTqPdvaur/+Ea8549Fn2/OnJMBOF6g1P0m5Ea/H+a6NBjG6gHV4KehTzU09O+5NTIywl+T6c2MZAK6Bk19j821Rb6XybwXKUQPJwAAADCGrJ80XV7JnyiFvSG5tOmot3eYNGxqj1+sYKjMPEoNNMnQYaVKw1u8x9QwZsJrvHmOJjhpqNSex+HQQKvBTHsEE/Ve6mvV0KYGG9z0tZr5roPpDU6Web/0uiLf18j3UkPpCCJwAgAAAGOMhk51QbMToFJFQ6cGslg00GhvnA61HYgGHxNgo+d8RtOeVe1F1OGssWioMuFvuENrTciM7EmNRwOz9q7qokLDDbqpZEJsrN5Vs1jRQHNMU4zACQAAAIwxTxeEh2omu0DQgLRXTsOmDgfV3sbhhCwTigYKm4aGylgBytDePDPf0/TiDZa+Hg3BGiLj9bhG0oBtrmkwPZX6PCbwJfM8g6VhWYfzmnAZyXzPTA/rCCFwAgCAMamkpFhWLPfhAx0wBtx8cJ88WLMtbtPyKafQ3j/tkdTQokNKda6jhk+dtxldJmUgZkhnrBCpj6OBLFZL9Bymd9IsQjRYJowNJgSac2MFTh1aHH39GtTNirQ6JzXe/M3hiBfO9T3RObPKDH8eIQROAAAAYAzSmpzxLO5sd1ezjdfKo2t1ao+ZBkVdtVUXBtKeQA1a2qOmPZUlJUMPe5H0MTUwxWqJehL1uC70o88/ggvixKVDbqOvX4OeBlt9/0byGvX7pn8c0PdP36MRDpysUhswrFILAPZildpg0R7OqrmVsuHVBB9SMSKCtEptmROkKro6paK7U2Y5XyudVhLq8Y6OvtUVUeVIYhholVoj1nlDXqU2Fg0wGma0d9EsFqTBKrJ0hwar6FVi9Rzt8Yu1kqsGsugFe/Q5os+P9RgaNjUY66q1Zn+s549Fn0N7H3W4qW4nI9Fr02AXPazVDMNNphd1qKvURtL3UnugzTDjgd4Dn9DDCQAAgDFlbleHnN/SJB8/dsgdOvof+3bK07vedAPYCzs3y8/3bpdv1tfIp44ekAubG5wA1hyYlioFXohO1Ms5bBqctCdPg6cJmRrWEvVEKhO4YgU7DWkaiiKbCZQD0UBnwqoGrcEw15TsKrvKXH+s+ZLaixj9OvS9SiZspoL2PGuvpoZNDb+6mJNewyighzNg6OEEAHvRwxks9HAGR6p7OPN7e91eytndnc7XjojtTint7orZo9KYlS17c/Jkb26e1DgtcvtQdo7Y9JEqmR5OnYN5pxOqHy+aLDeVnQxEQ+rh1BCn8w/vvjtxYNKQZc4zZU805ET3AmoI0vmEGtSSWdVWh+zqPNGBejgNc0yfUyXTw6n0tWngjPWY0bQ3VYcRq8h6momuazCG08Op7/26deE5txo8h3MdKUAPJwAAAAJHh7kua2+VVU3H5Poj9fLdump5tHqbvLLjddm8baP8Zs8W+UHtLvniof3y9064ekdrs/vB9i/5BfJfxVPku9Nmyg0z58qqOYvkzIVLZfmCM+XiOafJ2plz5K6pZfJY8WT53/yJctCysJmstc57ptZNKXW/DouGK+3Nix7qGi3Z+ZsaIHVVWR3yOdCqsnqOhs3B0OvUOaYauvT+yTIhOZneURNetffQj8V/hkq/TyZs6vYoh01F4AQAAMCI0/4b7Y08u61ZLncC4xec4Pj92t3y6z1b5bVtm2TD9tfkseq35K66PfLZw3VycdNROb2jVY5nZsmzE4vkgZJp8o3ps+QfZs2T91a9TRad9n/k3fOWuHMg/29phdw3eYb8trBE3hiXLy3OfdKFDqW9wwnnM533dr3zHu3PzfOODIMpX6K9l/GGy+p+EwyTKXdial3qQkOxhtYqDYtmZdXBMMNyNQDrNSdLe2g1qOlrSbQAkl67hjoNtQP1mo4080cBDfIBCcIMqQ0YhtQCgL0YUhssDKkdfdnOx8xZ3Z1S1dUpK3q7Jae9XWY72zr0Vffnxhgu2OyEw1jDXnW7Pid3TPZGDpYZUvty/kT3a6TFHe1S2BuSrXnj5QonfDdnZXtHwsyQ2i3O8eNZiYP47U6g/83uLeEbZpim0mCmPWca7DSUabgxQSd66KpuxxvSaobgmm0NqiYkmcfUnxE9ps+d7JBawwyRVckMqVUacvU69H56Lea16rYGY70uDaQaNnU7+rmTua5kDHVIrV6nLpqU6LnNUNsRQuAMGAInANiLwBksBM6RMb63113pNXo+pQZLXRE2ejidfnTROZMaJKMDpX7VuZZIzATOWHSRIJ23uW5qmbfnVCZwJkPneer5J2hg06CigSaaDpHV4xrQIiUKnEpDpYbZWI+p5UNMMNK6n4MNnBoMdeEclWzgVBqi9VwTsKPpSrZ63bEWC0rmupIx1MBp7pfIYFbiTQECZ8AQOAHAXgTOYCFwpo7Op3RD5YlgGW66PaWn2zvrpB7nQ68GnxovUOqwzt7x4+X5zHDQ7MhgVpct+pVF0TCmQc4EFu1R057E4YQrpY+nj6uPr0FOHy9WoBtJ0a9Vr0lfq+mFRVIInAFD4AQAexE4g4XAmTztE5mh9Sm9MGmCpQmZE3v7ry7blpkZc9irbtc5YTPkPmpYkOpwYnAS1uEEkkDgDBgCJwDYi8AZLATOU5n5lBogK72v2hLNpzyaHS4lcnLI67gT23osWQROexE4MVwEzoAhcAKAvQicwZKOgTNyPqUbLLs6Es6n1F5I7Y3UXskTwTJiW3sxU4HAaS8CJ4aLwBkwBE4AsBeBM1jGauCMnk8ZDpbh7VjzKXW+ZPSQV/e2s12rQ1+TWWRkmAic9iJwYrgInAFD4AQAexE4g8XWwDmU+ZS6suvJYa9eqPTC5cHsHO+s0UPgtBeBE8NF4AwYAicA2IvAiWRFzqeMDpb6NXo+pf5EHdChr1GBUre1tWQmrqc42gic9iJwYrgInAFD4AQAexE4ESnRfMrS7m7JcitSntSVkSH7vF5JM+TV/eo03d89AkNf/ULgtBeBE8NF4AwYAicA2IvAmX50PqX2Tro9lCeCZXg71nzK41lZJ3spo8Kl9mCO1f/WCZz2InBiuAicAUPgBAB7ETjHnnjzKU3IjJ5Pqf8tH8rOOdEzGT0EVudapiMCp70InBguAmfAEDgBwF4ETjsNdj5lT0aGu7qr6ZmM7KXUr50ZqSklMpYQOO1F4MRwETgDhsAJAPYicAaXzqeMDJNuD2V3h7sdaz5la2bWKcNeI7e1biXf4cEhcNqLwInhInAGDIETAOxF4Bxdg51PeUSHvjohMnLIqwmWR7PTc+irXwic9iJwYrgInAFD4AQAexE4/RU5n9L0UiaaTxly7qG9kf0CpdN0+Gt7JkNfRwqB014ETgwXgTNgCJwAYC8C5/BFz6eMDJa6HT2fUkOjlgwxPZORgXK/EzZDFpcSGUsInPYicGK4CJwBQ+AEAHsROJMz2PmUDVnZJwKlGyYjtnVFWAQfgdNeBE4MF4EzYAicAGCvwQTOmU640pqMzWO0TIaZT2mGvJ4Mlv3nU+q7VR9n1VcNl7qAD+xG4LQXgRPDReAMGAInANgr2cB5Vmuz/LB2l7ycXyCfnlXl7bVLovmUersgaj6llgrZl+uEyqhA6W47X7XUCMYuAqe9CJwYLgJnwBA4AcBeyQTOtYfr5IYj9e72TaUV8njxFHc7iHQ+ZbmGyq6OfsFyVleX5PWd+jqbsrJiDnvV7YPZuVEDZZFOCJz2InBiuAicAUPgBAB7JQqcBaEeubOuRt7b0uguZvPJ8irZOi7fOzp6Ys2nDPdUdvSbT6lbOmfSDZNeoNTtmtxx7rYGTiAWAqe9CJwYLgJnwBA4AcBe8QLnoo42dwit9ha+kj/RDZsjOXdzMPMpuzMypNb0THpfI7e7GPqKISBw2ovAieEicAYMgRMA7BUrcF7SeERuPlgrhb0huWdKqaybWuYdSR2NgNN7uqTSC5NuoIwIlwVR8ylbMrPiBkpdvCf+gGC7lJQUS9XcStnw6iZvD0YLgdNeBE4MF4EzYAicAGCv6MB5Z121XNJ0VJqdgPeFskp5uqDY3T8Ug51PeTg758SQVzdUeoFSbx8boyvjRiNwBgeB014ETgwXgTNgCJwAYC8TOLvb2t0htIs722Vr3nh3CO1+J+gNxMynPDHk1QuUseZThjIy3LmgsXopNVR2ZGR6Z6YvAmdwEDjtReDEcBE4A4bACQD20sB5YXOj/HPtHncI7eNFk+W26eWnzNeMnE8ZHSynRs2nbMvMlH0mREYEy2qn1TlhM+QOpkU8BM7gIHD6T2v7XtDSKIWhk+/xlnH58sc4IyvWHDsoBc65+nsq0R/E3MD59a87qcH5ffO1r4V3PvusyHPPhbcH8vGPi1RWhrcT3a/Yuc6lS0WKisJfo5n7nneeyMqV3s5BiHxu8zpiqa4WeeAB70YUfR1nnhn7+pK1yfl99KtfhbfXrg2/7lgSXYfS9yDee6XM92wgA72f5nGG+r47CJwBQ+AEAHt96Ui9/OPhOnf7R5OnO8Fw3IDzKXV4a6xhr7qtw2IxdATO4CBw+idyBexYjmdmyU0xhvSbIf/rS6bJ7TNmeXv72/Wtm0UuvjgctDQsKQ0ht94a3h7IM8+cDCrJ3k+D3S9/eWqYMvfVsKjbg/XhD58MevrYejsWDabnn+/diEOva/36oQXPyOvQx7j66vB2tGSuQ8V6r1SyC7wlej+feCL8vVf6+Bs3hrcHicAZMAROALCPfuD7yb5d8vb2Fm/PqbQ30syn1N7Jfdqc27udQKq9mPAHgTM4CJz+0BWwH6rZ7o6o0CH26ydNky154XJLuu+C5kY3VKrbp5c7x6e720rv+5s9W6XWud9585Z4e/vb9Venh3va7r5b5LOfDe804U97L+MFJkODiunFS3S/Ricwa6C9/36RmppwkNqzxzvoGE7g1N7COXO8G45Vq8JhKhYT9DRgf+973k6PPo5en/aU6mvS64vXQxmLvsaSEu+GY6jXofS4ea9iXYsJnBr4E9H3WVss+j2K7GXV54h3bgL8LwcAwDAt7miX3og/Jnc4/9E/UThJrpo9X6oWLZdznA9zV1YskC+XVsiPJ8+Q3xeUyBvj8gmbAIblX+qqTwzfP9f5PaOB8pUJBW7THk3t2fzQnEXuwmW6WvZZrc3ePcWtA6whVRcj0/AZlwlEsYKlhg/tvUzUYgWyWPfTnj8Nkho6KyrC4U5DVSqY16ABT2kPo4a/RPS6o69R3wO9Jh1eqvePFQQTMdehgVuHww71OrTpe6Xvkb5X+hjxgmus+0a2eAFSH9P0xOr1Kg24Q8D/dAAADJN+uFtdsVBWzV8ij0+eLt0ZmfLh48fk53t3yH37dsl7mgf4QAEAg6QllxZ1truhUYNlPBosdZVsdWe9E1Ai/PfEcBi8pDHcCxpNe0ilqSkc1GIFRz+YgKUGCmPJMkFJQ5oJnfECWjJM+DZDjJNlAqqGazOkd4gh7gRzLRo+U0nfH33/9f0yPduJ5pQmQOAEACBF6nPz5Adls2XpwqVyU2mFu0Ktzqv6Ue0ueW7nZrnhcJ27sAcADJcbBh3rppS6XxPR3s5YvZk6BFfpYkOxmOeIO9/RLyY8pSLkaih87bVwT6AO7zWvZTiBcyj0NZnriAycQwxxvjPvjwZafd9Mr/NgQ7aDwAkAgA8eL54iH5q72B3OpsPdikIhWXukXp7f9YbcUVd9ytA2ABisC1qa3K//nWR9X/09pN4bMeJCV6fVP4zFG1Z74tyRDJzaq6bBTEUvhDMUpgfR9NKZ16LDRYfaK2jC2GCuz1yHeX79qsNqNcAN9Tr0vTKBNZXfI70efX/0+iKvVw2hR5bACQCAj3Q4mw53O2fe6Sd6PS9tOioP7d3u9npe7ZYm6PHOBoDBiSy7lIguDqRmOuEy0uPF4SAaPaxWezcLdFVtnb8Xr6dRw44ubBOvmZAXTRe60YV3IpsGHF0UaNmycJDSFVxT0cNpwqEJTPqYyQyr1aHE0deoTVdtNWEs3uuLJTr4KnNNQ7kOfa/0PdZwqAs6xQu/0d+T6BarxzKyd9Mw22Ze5yAQOAEAGAH6odD0eq6evcDtbdBehVsO1spv92z1zgKAgZkRElvyxrtfk1GbE661Wd596rB+M48zelhtUsNpNezoIjrxWrzhlxq+ohev0ecxC+Ho7ciwM1QanDTc6iI/kYvjmNeUaDirXnv0NWrTx9SwqV+TDcT6WHoduuJsrOtYty78NZZ412EWWNLtRO9VrO9LZIs1T9aE48jHjRxWq/cbBAInAAAjTBcZ0l7PpQvOdEsVJDMHCwAM/R2iFne2u1+TYYKmCZ6GDqt9JX+i+wewEyHTocNpdXXbhIFTS5RohcV4LV4w0QCo943VNMzp/QbTexiP6anTXtPI3kFTmkQDmwaoWDRcxbo+rXlpQnGyzGJB2qMY6zr08fRaYol3Hdr0mL5X+rjxxPq+RLbo16HXoUOaNUxH967q+6gGOayWOpwBQx1OALDX5MwMKXBadU+vtwejiTqcwUEdztTbtG2TO+T13KrT3dA4kJsP7JM1DYfknimlsm5qmbc3TFe8vbO+xh15oX8M0+D5w9pd7m091o/2rg2lJmYy94sMUOGYEjbY59SeO629GasHL1JkfVFlnl9DcbzAPFgmvCWydu2pZVaSuQ4Nqqa+6MaNpw6rNXU4I9/DZOh7kajHVenraWjwbgyMHk4AAADAMi/nT3S/6krYyTDnxVpkyOwzPZzmq65uO+Iie9wGCouJaO+m3l+HsZoewchmaksOFK6GS69Dw+ZA1zGEuZHu8FwNpGo471Uk0yusATjW9Wqvqj6XOS8JBE4AAADAMusnTXe/3nC4fsCFx9YcO+guFqSlUXQhs2g6x/zpiUVS2Btyw6YOp9VzRyVwKhOi4g0zTYYJRNpjpz2i0U2Hherw3UTDWVMhcrGg0byOZOh7Zuaaam9rrOs1Q6wJnAAAAMDYpfM4TUh8qGZ73NCpQ2JvPljrbn+hNGLBmigmXN58cJ87VNcsJmQlDW/RZT1iMccGOScxadoTaHouk7mOyCG1o8GEyESLEJljuuBSkr2qBE4AAADAQl8oq3RLLeniQc/vfMMNi+9pbpS/am12Sy49WLPNnZuptCyTWWwoFl1FWxcJ0sWDwrfD5VISGqgsirbhhDkNjtEGek7tJTTBSYNcopVkTdAbynDWZJjr0DIsfl2Hedx48zxjvUfRTSUbjs1qtSrJXk4CJwAAAGAhHQqrpZZ0ISBdImbNsUPyo9pd8vDe7W7JpbPbWtwVaN1STE6gHIiZyxlv6G0/Ggg16CRqsULjQMziN7pIULSBnlODkwm5iYKT0uN+Dmc1PZYDlXgx1zHIuZEuM+c13lzUWO9RdFP6vPr8Opw5snRLLOb1JHmtrFIbMKxSCwD2YpXaYGGV2uBgldqRofU5F3e2SWEoJFucwKh1OpNZwTaRXVs2eFvA0NDDCQAAAIwBOmRWFxPSsic6J3O4YRNIBQInAAAAAMAXBE4AAAAAgC8InAAAAAAAX7BoUMCwaBAA2ItFg4KFRYOCw4ZFgy5obpTFHW3erdGn8zCDgEWDMFwEzoAhcAKAvQicwULgDI6gBs6SUI+sbjgsf994RMq8+pNBUbVoubc1ugicGC4CZ8AQOAHAXgTOYCFwBkfQAufb21rcoPm3x495e0R+UzhJniiaJO2ZwZhx9nJ+gbc1ugicGC4CZ8AQOAHAXgTOYCFwBkcQAmd+b698uOmoXOUEzYWd7e6++pxcebh4ivxn8VQ5mp3t7ks3izrapCB08vvyvxNODbpWBs5nn3VSTkZ4u6hIZOnS8HayqqtFamq8G44zzxQpLvZujJBNzu+tpqbwdkWFSGVleNtCLBoEAACAMWteZ4fcemCvvLzjdbnN+brACZvPTyiUT86qknPnLZF/m1JqbdjctfXVpNpZrc3ePU5ac+ygPLdzs/xmz1Z5eO/2E23jtk1yR121E0J7vDOjrFwZDnOJ2rJlIg884N0hCV//euzHiWxz5ojceqt3hxgaG0U+9zn9S5PI+eeHr1ObXstA9zWeeOLk+eb+2vQxL744HAJj0XPMdcY7x7j//pPn6v2i6TXo8+t1mOfX23oN+hr0dVqGHs6AoYcTAOxFD2ew0MMZHCPdw5ntfLx9X3OjXNVwSP6qrcXd15iVLY8WT5YHS6bKvpw8d5/tNEyqV/Inul/juW36LNk6Lt/d1iD5UM12Wez18j49sejEsZndXfJe530r6A3J8cwsWV2xQH6ze4t77AQNQM89F7/XTwPRa6+Ft+++W+Sznw1vJ6KBU8NUvJ68yMdcu1bke98Lbxsa8jQQas+k9mh++MMnH0f3aYjT3kLt6XzmmdjXffXVJ0OyvjZ9DKXPrfc3PZ7r14fPjWTeExXr+iLp4/7qV+Ht884L98YaGkbXrAlvf/zj4cfVa9XXp8f0GnSfvgaLEDgDhsAJAPYicAYLgTM4RipwTu/plisbDsvljUdkirOtNo2f4IZMnaPZpb1KY4gJnINZYOiH+3bKBS1NsjVvvHyyvEr2554avjWQ3nKwVi5pOuqGzsKjR04NaCZcaejR7VhMgNTQt2ePtzMBc/7XvhbejiUyjIXjS5gGQu0N1GC5alX4vOhAqcc06Glo1dC5caN3wGOeX8OqhstYr0tDpPagqujXbt4Tleg167VqT6URHTjNdeu+6GHAel99Hn0NyQb5gGBILQAAAKylEfKc1uPyw9pd8sKOzfKZI/UyoTckjxRPkYvmLJJLKk+TXxRNHnNhcyi09IuGzf05uXJFxYJ+YVM1Z2XLTWWVbs9nofM+DinYmNCoQS9VtFdRex5VZEjTIKjPo+FNw2Ks3ksNgXofvb/pLTT0vho2lZ4TL0Tr+6BBT5ngG00fXx8v3rBavT6lwTiaPrf2wurzx5pzqq/LvK8DDdsNGAInAAAArFMYCsk/HDso/7PrDbl/7w43TFU7AUqHj549/wz5cmmFbPGGiiLsksYj7td1U0rdYJnIF5zQ6dJhptq7FgSxwqQZvppoGKvS+5pzTMBUJgTqENaBFhfS0KnDfjVURoZewwy1jQy0kcxzmeG6sUQuVhRNw6j2AscLxQFF4AQAAIA1zuholTvrqt1FgP7vwVop7+6SpwpK5KrZC+S9VW+T+ydNk5bMLO9sRNLeTfXfBTGCWxQNpNrL6YoVrhIxPZsazlJFQ68ZtmqCofb0aa+g9iwOFBaVBjUTGM01mhAYPS8zHnOeuV8kvQZ9fDNHM5Jev+7Xa401T9WESH1NGohjhXzTy5nstQYEgRMAAACBltfXK5c1HpEn9myVX+55y51f2JiVJeumlsm75i2Rz5TPlT9HlfNIJzccrovbZnZ1uueYlWp17uZAvZuGWUwo6SGcJlTpAj4q3nzMwdLAqyvPKu3hMz2d5rqSCZtG5GJCKjrEDiQyGMaivZf62NHHTUBNNETZDNnV982stqvh01yjpQicAAAACKRKJyx95WCt/HnH6/Kd+ho5vaNNXnKC5XXlVXLO/CVyz5RSOZyd452dvtYeqY/btAc40nEnqKeEhiFT3sM0DUkauDRsaXgabE+chqvox9Smz6WPqSvARoZYExpj9RjGY4Klua8Ra7juUMQbVpvMcFoNo7/85ck5nhq09fVqyNX3QYP8YHubA+DEKrVtbW3ujiB758oPSHNLeGnrsYpVahFp3Xe/KX+98hzvFgAg0l9e3SjXfNL5ABoHq9QGx2BWqc2SPvnr5ia5quGwvKv1uLsokIakx4smy89LprnzNBFmVqldPXuB+zWWLePCPZraw/nQ3u1uCZXVFQu9o4mt1V5SJ7Sesnqshh/tcdOhobFCmgY5nYeox3Q112R6DvWxNWwOVBZFH1MDmellNCvHDlSKJJK5fn0cDX8a5FTkyreJmN7WyBVmzWOa1Wv1NejjmtVq9fo1jGuQ1OAZ6zFiMedqM2VhlLl2S1hVFuXFZ34rF150+ZgOnQRORNLA+cSvfy/PPPcnbw8AwFixfKlcd+2auKGTwBkcyQTOyT09ckXjYbmi4YjM6An3yr0xLt8JmVPlyaJJ0pnBwLxogymLokNrn9/1hlvqZNnC5IaP6lxZHb4cM3AmKouiYUiH1pqANRATOBOVRdHev3XrwgHWlDVJNrhF0vtreIsMhxqQ9TGTCcemPEvka4t+T8y1msc09zE1PIdy3Rrk9XH1fdVrTqbcTEDwLxcAAACj5qy2Zrln/255aefr8rnDdVIc6nF7My+ec5qsmrNIHi2eQthMAS2BouVQtNSJmc85kLOd741rsL1pZp5irIVvhso8ZuTcSBMQNewl81wa2kxPoQnL5muywc+cZ+4XS/Sw2mSG0+q58RYLUhoy9XESrZIbUPzrBQAAwIjSOpkfazgkf9j9pjxUs10+eLxBap0w9K3p5fKO+We4dSBfHzfBOxupokFeXX3skPs1ES2hMlPnf2rASabnL5IZapuoxMdgxRpqq89j5jsmM6TWnKMlUAwTDrVHcqDQqkFPy8SoROFR3y+zWq0+puntjTUE2dAwqb278RYjMhI9RkAROAEAADAiFna2y+31e92SJl87sE/mdHbK0wXFcvXs+fKeqtPl/02anrpFbdDPf0yaJs2ZWfLelsYTNTljWdTRJjcfrA3fSHZuZCQT3DSg+c0MwdXewUTDd7UHUUOlihy2qz2VOrRVr1Xng8ajr8msvqtzRmMF4EgaSPUxTaAdqJfY9Jjq64hHw6jpoR3sHwFGEYETAAAAvsnp65OLmo7Jt3dukd/t3uLO02x1Qs/3p5S6K81+qrxKXphQKCxL4T9dPOiKigVu6Lyzvkbu27dL3tN8sldP53lqKRXtddaht26P6GCH0yq/w1BkkNXn0rmRSgOhzpWM7CXUbd2nTem50WFRg6ougqShdNmycC+mCc36VW/rfn0sPS+ZEG6CpvZuqoHeRz1fe0XN/E5zP2WuQfcrDbwW9XQSOAEAAJBypd1d8oVD++WlHa/LnXV7ZFFri7ySXyA3zJwr7563RO6eWiYHKWky4rS2poZOrcepPZ0/qt3lLj6kTRcV0lIqum7r7dPL3aHNQ6JhqKgovD2UHtJ4NOyp6MfUsKYrt2pgM6HRlFTRbd2nx/QcEwQj6fVq0NOeTg2Veo6uKqv31696W0OuBr1k506aYbVqoOG0So+b4KvPoQHVvAZzDRo8B7Mib0CwSm3AsEotIrFKLQDExyq1weN8NJbzWprkyobDstL5qj0bLZlZ8quiyfLS9BnyVAYBM5XM4j+vTChwvw7WBc2N7mMs7gyXR6zNyXPLpvx3QbHbG6p2bdngfj1BA5kGHw1UiUKUOU/PGajHU8OcNu15TDRU1ZwX7zH1+TS0aWDT85Sep8NVk+2p1es2j6H0ucz9411bvPfE7I9+XbpPj8V7HRqQ9bg2lcw1BBiBM2AInIhE4ASA+AicwaEry/5d4xFZ3XBEZnV3uvu2jMuXB0umyhNFk6Q3IzPpOpwIln6BExgkAmfAEDgRabCBc7dXjwtAMMxNojYeho7AOfqWtbe6vZkfPH5Mcp2PlF0ZGfK7whL5eck02Tj+5CqzydThRDARODFcJwJnW1u4K30seN9Ffyd19Qe8W3YhcKYHDZJ/vfIc71bqTJgwQYomjJclc8u9PQBGw+bdtdLU2i6tra3eHoyGnbv3yH//8Rl5+/JlcUMpBm9cX698uOmYGzQXd4Q/P+7LyZOHSqbIfxVPkUZvKGYkAqe9CJwYrjHZw/nUk4+4/7HYGDoJnOkh2Z7LyPN0Mn+0KysWyMv54XkbWpxZV5U7pyhPnl9WKo8XT3bnYqjy7k65pPGou638OKYLQbwcMYdk7eE6bytYx/Y71/+Y8zqMS53XMNMb/hXkY2e3NrvF0Y11U8u8rWAdG4mfNT+Opfpn7dyN9fJCU+cpPZyR/4bvmVJ6yvuW7DF9vtXOv3tD/82b70WQj+n7csOReu+W85kj4n0Z6jGVbA+nSnQekjO3q0OuckLmR5x/OwW9Iel19j07sUh+XjJVnne+JvpIQuC0F4ETw8UqtQAAAIgpq69P3t/cIA/WbJend70pHz92SLoyM+S+yTPk3HlL5B9nzZPnBgibANIbgRMAAACnmNrT7fYwv7Bzs3y/drc7imZD/kT57Mw58q55Z8h3p82U+hzttwSAxAicgCV0mJ22X2gRZgAAfPDO1mb5Qe0uedEJmjqceWJvr7vS7Pvmvk0ur1govy6cJN1aFxAAkkTgBCyhc7q06Tw0AEhHOkc0siE1JvaG5Opjh9whsz/bu13e19wou3LHyVdnzJZ3zF/ift2ZN847GwAGh0WDAoZFg9LDUBYNMgpDoRMFmrfk5cvxrCx3W/dv2r5JFk2eKLeds1AOZ+VIZ2b4b0p5vb0yNdTtbis/jh3PzD5xLUoXZTGCdKwzI1MOZ58sPK7DxvL6dOmLYB/T729hb493K1yc2wjSsZH4WfPjWKp/1m55YZtsPdpyyqJBOiTR0PesNmI4YrLHjmdmubUNDV0htNAJCyrIx8q7u05538xiZyqZY4s62uXmg/u8vSddftUnWDRoGPR79tGGw3LR8WMy3vk3oT2XTxWUuD2af8mf6J2VGiwaZC8WDcJwETgDhsCZHoYTOBPROpxzpxTKDeef7u0BMBrueeYN2X3kOHU4U0RDty5aE43AOXhaK/NDTsDUkiZL28Nle/bn5MrDTsj8z+Ip0hCjpEkqEDjtReDEcIX/1Asg8LTkQHTTv04DADCQWd2d8qVDtfLnHa/Lv9RVy5lO2NTVZa+dNU9WzlvirjrrV9gEkN4InIAloucuaTPD1wBgLNPpA1p3OLohMf2Q9zctTbJ+3w55Zucb8o9HD7rlS34yebqc54TMa5yw+T9O6AwP5AcAfxA4AQBAoOk8WZ3bGd0QW0moRz599IA8u3Oz/HjfTjm35bhsGj9B/rmsUt45/wz5zrRydxgtAIwEAidgiVecD1fRTRfmAABArWhrke/t3+MOm/3nQ/vd4KnzMj8wd7FcWnma/LJosnRR0gTACCNwApZYXbGgX4tcBRIAxipdGTnWtAKI5Pf2yuqGw/K73VvkkZpt7oqzNbl58o0Zs+Qd88+Qr5RWyLa88d7ZADDyCJwAACDQtBRUrIXT0tm8zg659cBeeXnH63Kb87Wqq0N+V1jizm1939y3yQMl06SFUTAAAoDACQAAxqSGhkbZ8Oom75b9svv65IPHG+Thmm3yh91vylUNh6XZCZV3Ty2Td89bItfPnMvcVgCBQ+AELBHrr/uURQGAsW96T7fceLhOXty5We7Zv1ve3tYif5pQKJ8qr5Jz558u359SKoezc7yzASBYCJyAJWLNX6IsCoB0kI5lUXRpn3Naj8sPa3fJCzs2y2eO1EtOX6/8v0nT5fx5p8vHZ8+XpwuKJeSeCQDBReAEAACBlk5lUXSBpH84dlD+Z9cbcv/eHXJBc6O8OS5fbiqrdBcB+tb0ctmXk+edDQDBR+AELEFZFAAYu87oaJU766rdkib/92CtTO/ulkeLp8hFcxbJxXNOk8eLJktnBh/bANiH31yAJSiLAiBdjdWyKHl9vXJp41F5Ys9W+eWet+SSpqNSn5Mr35xe7vZmfqm0gt/zAKxH4AQAAIE21sqiVHZ1ylcO1rq9mXfUVzuvr13+UFAsH5s9X95T9Tb5j0nT3WHEADAWEDgBAAB8liV97nzMB/bukD/uekOuOXbQHSJ775RSOWfeErmuvEpenFDonQ0AYweBE7BErL/uUxYFAIJtck+P/NORenl+xxvuirPvbj3uzsH/p/K5bu3M700tk4OUNAEwhhE4AUvEmr9EWRQA6aA2J0/umVLarwWZ/o7Wmpkv7XxdPne4TiY4v68fmDRNLqh6m1vS5fcFJRLKoKQJgLGPwAkAAAKtNidX1k0t69eCRkPlxxoOyR92v+mOQvng8QbZnjdevlxaIWcvOEO+MX2W7M4d550NAOmBwAlYIrokijbKogDA6FvY2S631++Vl3e8Ll87sE9mdXXJL4omyyWVp7llTR4pniIdlDQBkKb47QdYgrIoABAcOX19sqrpmPxX9Tb53e4tckXjYTmSnSPfmVYu75y/RL5QVimbxk/wzgaA9EXgBAAAgXZ2W7Ps2vpqvzYaSru75AuH9stLO16Xu+r2yNL2VvnjxGJZM3u+/HXV6fKTydOlMSvbOxsAkNHn0I2qxSvcHUH24jO/lQsvulyaW1q8PbE99eQjcs0n10pd/QFvjz0W52TJnp6QtLvflfiSPQ/BtO6735Qnfv17eea5P3l7Ykv2PGO38wFs7pRCueH80709AEbDPc+8IbuPHJe5i5Z7ezAcGjgfrOlfd/Pyqz4h1127xv0/P5EVy5cmdV48urTPeS1NcmXDYVnpfNW/1mtvpg6Vfdhp9Tm57nmIT9+hhblZsrmLxe6Ga+3hOon18U9HPe13fha3Jhj9dEnjEZnZ3eXdSuweb570ri0b3K+u6mqRX/1KpLHR2+FYudL5B3KedyPKs8+KPPdc+LieF88TT4i89lr4cYuLw/tWrRJZujS8He3++0VqakQqKkSuvtrbGUOyzx/Lpk3h1xop0TUpc12x6PPr9VZWejsc+n4+8IB3I0lf+5q3YQ8CZ8AQONPDUAKnLkAR7fbp5acMqyVwAsFA4EytoQbOkpJiqZob/nA3lMBZHOqRv3M+oK9uOCKzujvdff+bP1EeLJkqTxWUSA+rzCaNwJk6A/Xuv+z8jN4+fVbM4PlQzTY5qy3x52ijyvv9dSJwfv3rIrfeGt6OpiHq7rtFPvxhb4fH3EdDkm5H04D2uc+dGmAjaUj75S9PhlBD92uQVM88Ez9MDvT8sWjQ1GvSsBqLvtb162M/Z+R1xfPZz4avR1+TPsf553sHkhSObsnT69VQnuzr9wFDagFLRJdE0UZZFADpYKTLoixrb5Xv1lXLn3e8Ll88tF8mOcHzZ07IfN/ct8kVFQvlN4WTCJsYdatnLzil6b+JrXnj5WwnUOofqRclqNWtf7COvn90O8X3vhcObkVF4bC1Z084+GzcGA5P2lO3Zk04rCVLQ5DeR8Pmxz8eDo6maXjV3kATyOIFUqWPkSp6/fp8+rxnnhl+reaaNPhqD6e+Vj1Hw3I8ev2Rr0ebvk/6/ul7acKf9pZGn6fNSHQsGYl6XEcQgRMAAATaSJRFGdfXK3/feER+vWerPFb9llzcdNQtYXLLjNly9vwz5OvO1515lDRBcLwyoeCUpv8mPjR3sRsm9Q/SGjoLQj3e2afakpff7/7R7RQakpQGMQ2KZlioBiYNTxqwNBQm24umQ2h1KKkGMA2tGoy0d9A07QXU8KehT7/Ge1y9vwbAVPTe6fWbcKsBWJ9XX6u5Ju291evWEKoSBWx9XyJfjza9RtNrum5d+Hm0lzP6PG1GomOJ6PPoHwi0pzYACJyAJSiLAgCpN7erQ756cJ+8vP11+WZ9jczvbJcnCyfJ31UulA86H94fKpkqbZl8XII91k+a7nxGmOiGzkubjnp7h0l7yTT8xZu/aOZR6jzMZGigVBo04z2mhjENeCrePEcTNDVcafAcDg3VGgJ1vmei3kt9rdpbqQYbdPW1mvmu8cLqcGko1eCs16avJwD4DQpYgrIoAJAaWX198v7mBnde6NO73pSPHzskTVlZ8i/TZso75p8hn5s5R14dP9E7G7CPhk51QXMKA4eGzngBRsOhDrHVobYD0RBpAmz0nM9o2pOqPaA6nDUWDXAm/A13aK0JmaY3NxENzNq7qosKDTfoppoJxNq0pzYACJwAACDQUlUWZWpPt7vC5ws7N8v3a3fLXzmP++zEIvmHWfNk5bwl8sPJM6SBkiYYA54uCC+yk+wCQQPSXjkNm8uWhXsbhxOyTM/eQGHTMMNT49GePDPf0/SIDpa+Hg3BGiLj9bhGMkNh1WB6KvV5zKJCyTzPUGjg1PdEm+l5HmUETgAAMKadfqBOFt9ys7zoBM0bjtRLTl+f/MgJlxoyP+GEzWec0Mmi70gnNx/cJw/WbIvbtHzKKbT3T3skNTBpiJkzJxw+dY5gdJmUgZh5jLFCpD6OBrJYLdFzmN5JswjRYJkAPZgQaM6NFTh1aHH09WtQ16Guau3acGhNEwROwBI6+T+6LU6wAh0ApLOJvSG5on6f3P3kY3LLH38vU597Vl4bN0FuLJsj75x/htw5baZbsxAYqxL9fC/ubHdXs43XyqNrderQVg2KumCOrtSqPYEatHT4qfZUlpQMPexF0sfUIBqrJepJ1OM6fFSfX3v2RpsOuY2+fg3qGmz1/QvCNY4gAidgCcqiAEhXgymLon+I+1Z9jby843X5/J7tMqmtTf44/zTZcP9P5bLKhfKroknSTUkTeD5x7GDMP+iOVkulmdGhMYKWPdE6m/FazFWgtUdOQ5MOW9Vgp3MrdXVa7flU2st48cXh7aHSYGvmH5pmFtkZiIZfDcK6AqzpRR0tGn6jX4e+V/qe6fuXRr2bisAJAAACbaCyKLl9ffKRpqPyePVbblmTyxuPuCH1zrkL5VOXXCE/Oetd0jp3rnc2EPb5w/vlywdrY/5Bd7RaqphyKL724uuQUlO+xNSH1KCXqCdSmaGosUKhBk4z/9A07R1MhoY4M7R2sOVAzDUlu8quMtdvSsREipxHaZq+V4MZsjuGEDgBS1AWBQBONbW1Rebe9wP5847X5V/qquX0jjb5bWGJu4r3hXMXy3/NKJf2nBzvbMDT1yffqK+R644ckOqcPHnHvCUxe/lGo6XKe73VaV92PisMm4Y4nXuYzJBWNVDvogmQ8UqdRBsowEbS4b3aI6r30ZCXLA2r2lOrPbfJ9I7qeTovUyW7+FEaI3ACloguiaKNsigA0o1+cPmbliZZv2+H3PvLR2TWww9Je2am3DW1TN457wy5YeZc9w9yQCwZTti8q65armw8Im/ljZdLKk+TQ2NwLu/aI/Xu13Vxhp4PiglhpvcwHj0vGRrQdFVZnc840Kqyeo4uSjQYep1maK1ZDCgZpjZoMr2jJsxqyE6z4bFDQeAEAACBFlkWZYfTfrxvp5zbclxeL5spb37rO3LuvCXyb84H66PZlDRBfNlO2LyvdpesOn5MNo/Ll8srFkrjGPuZ0aG0dziBWudvri+ZJvtz87wjw2B68LRHMl5vo+43wTCZHj9T61IXGorXo6hhcShzQs2wXA3AyfaiKh0Gq72c+loSLYCk165hVkPtYHpR0xiBEwAABNaKthb5jNdbE+1bf32hHHn3u6XXuw3Ek9fbK+v37pALWprkL+MnyhUVC6Qly+5pKbHKmTy/8w25tOmobM0bL+umxu/dHKgsirZFZiV8DXBaxkMDmJZC0TCmQU6HlGrI1Nu6X+niOLHmNEbTUGpWldXhuvoY+limhIj2Mupj7tkTfu7B0t5Ks5jRYGiPq95Pe0m19Isp+6LXdOutJ0vBaNjUc5N5rSBwAraItZodZVEAjEX5TjhY3XBYfrd7izzifPB9Z2vqFlNB+pkYCjkBaru8s61Znp1QKB+bPV/ax8AaCLHKmTQ7IVpXcP7Q3MXOdvze24HKomgrdN63E7RXT8OkBi0NY9obqHMxNTjqbR0iqyVTBtPjp/fT+5jH1MfSx9Smz2fmYpqhroOljzlYGiC1x9UEbL0Oc1362vR6zHWZuagYUEafQzeqFq9wdwTZi8/8Vi686HJpbmnx9sT21JOPyDWfXCt19Qe8PfZYnJMle3pC0j5ABepkz0MwrfvuN+WJX/9ennnuT96e2CLP06Fk0a6sWHDKggC7nXPmTimUG84/3dsDYDTc88wbsvvIcZmbwkVA0sG8zg75aMMhubjpmEzodf6Py8yUXxdOkj8UlMiZ7f3/73/xwg/Iddeucf/PT2TF8qVJnQf/6CzJhblZsrlrZMt5Fff0yIN7t8tpTsD6XUGxfHbmXAlRFmdQdm3Z4G05NIRp2DLDYHX+oq68OtzwpY+nj6uPr6FPH2+0ew+jX6tek75W5mwOGj2cAABg1Oi8ug8eb5CHa7bJH3a/KVc1HJaD2Tly2/RZcvb8M+T/llbIsxML+5VEiSyLAsQyqafbLZWjYfPRoslyPWFz+DRsmd4+bdr7mIqePn0MfSx9TO09DcJQ1ejXqtuEzSEhcAKWiC6Joo2yKABsNd0JA587XCcv7tws9+zfLcvbW+WpghK5avYCuaDqbXL/pGnSwu84DFFpd5f8wgmbld2d7uI5XypzAgxhExgVBE7AEpRFAWA7/bh/Tutx+WHtLnlhx2b5pyP1ogMstbfyXfOWyGfK58qfJ1DSBMNT0dXh9mzOckKnzme8fcYs7wiA0UDgBAAAvtLFRz5x7KD8z6435P69O+Q9zY3yyoSJcl15lZzjBE0NBYezc7yz+4ssixLZgGgLO9rcsKk96LdNL2foNRAABE4AAOCLMzpa5c66avnzjtflywdrpSTUI+snTZP3VJ0uH529QP5QUMycOqTM0vYWd1Xj4lBIvlhaIfdPmu4dATCaCJyAJSiLAsAGeX29cmnjUXliz1b55Z635JKmo7Izb5x8yQkAugjQ7dNnSXUqitEDEd7RetwtfTK+t9ddHOix4ineEQCjjcAJWOKstuZ+rbB3ZJeXB4B4Krs65SsHa93ezDvqq2VBZ4c8XjRZPlJ5mqyas0gedQJAZ8bQPnbU5uS5w26jG6B0iPb6vTvcOcLXzponvy8sCR8AEAgETgAAMCRZ0icXOB/2H3A+7P9x1xtyzbGD0piVLd+eXu72Zt5UVimvjZ/gnT10tTm5p5RDMQ3426ajcl/tLunOyJSPzZ4vz00s8o4ACAoCJwAAGJTJPT3uCrPP73jDXXH2Ha3N8seCYrna+cD/N1Wny79Pmi7HsyhpAn+tbjgsd9VVS2tmplxRsUA25LPCMRBEBE7AElWLlvdrL/OfK4ARpEP5tWbmSztfd2toag/n96eUyjnzl8inyqvkhQmFzh7Af1cfOyi3HdgrjVlZcnnFQnkjBT3pAPxB4AQAAHFN6A3JxxoOyR92v+kuVvbB4w3y6viJcsPMufLueUvk7qllcjBBSZNUoCwKIn3h0H655WCt+3N3SeVpso2a1ECgETgBAEA/Czvb5fb6vfLyjtflawf2yYzubvlpyTS5oOptsrpigfy2sER6KGmCkdTXJ9+or5FPHT0g+3Jy3bBZkzvOOwggqAicgCVuOFLfr5V3d3lHAWD4cpwP9Kuajsl/VW+T3+3eIlc0HnY+0OfJV0or5B3zz5BbZ8yS3XzAxyjIcH42db7mlY1HZIfzM6irH9c7oRNA8BE4AUusPVzXr5V3d3pHAWDoSru73GGKL+143flQv0eWdLTKE0WT5FLnQ/2H5iyW/yyeIm2Zo/eRgbIo6S3bCZu6Eu2q48dk87h8uaxyoRzzeRg3gNQhcAIAkIZ0MOx5LU3yk3075fmdm91hiq2ZWXLHtJlub+bny+bIxoAsxDLUsiglJcWyYvlS7xZslNfb69bYvMD5Wd04boK7Gm1zVrZ3FIANCJwAAKSR4lCPXOuEy2d2viH/4YTNlc4H+WcnFsk1s+bJ+fNOlx9PnuHW0gRG28RQSB6s2S7vbGuWl/IL5EonbLZnUm4HsA2BE7AEZVEADMey9lb5bl21/HnH6/LFQ/slvy8k9znh8tx5S+QfnbCpBfMpaYKgKO7pkUdqtsmyjlZ52vnZXDN7vnSO4rBuAEPHv1wAAMaocX298veNR+TXe7bKY9VvycVNR+X18RPkczPnyLvmnSHfnTbTioVXKIuSXqZ1d8njzs/raZ3t8qvCSfLp8ipWRAYsRuAEAGCMmdvVIV89uE9e3v66fLO+Riqd2w+WTJX3zX2bWyT/SedDfDcf4BFA5V2dbtis7O6UB4unyI1lldLHzypgNQInYAnKogBIJKuvT97f3CA/37tdnt71pnz82CG39/JrM2bL2fPPkK86X3fmUdIEwVXR1SG/cMJmWU+3O9z7q6UVIoRNwHoETsASlEUBEMtU58O5/j54Yedm+X7tblnR1iK/KZwkf1+xUN4/d7H8vGSqu/qszSiLMvYt7GhzezYnh3rktunl7nBvAGMDgRMAgBGiwfC+fbukwPlQPVzvbG2Wf3MC5otO0NQRD6GMDPnXqTPduZlrZ86Rv+RP9M6031DLosAOS9tb3AWCikMhuWXGbLl/0nTvCICxgMAJAMAIOMsJiBoM39bZ5u0ZvIm9Ibn62CF3yOzP9m6X9zU3yIsTCuTaWfPkvHlL5AdTZsjRbEqawB7vaD3ulj6Z0Nvrztd8qGSqdwTAWEHgBCxBWRTAXjO7OuWHtbvc7U+WVw26cP3ijjb5Vn2NvLzjdbnl4D6ZFOqRn0ye7obMNbPmy/9MLJJe71zAFu9pbpT1e3e48491JdoniyZ7RwCMJQROAAB89iMnbBb2huSm0grZOi7f25tYrvMh/CNNR915bVrW5PLGI/JW3nj557JKecf8M+Q708plvwUlTVJBA/dDNdv7Ndjrb52f7fucfxc6FFxrbP6xoNg7AmCsIXACAOCjmw/sk0Wd7fJ40WR5vHiKtze+md1d8qVDtfLnHa/Lv9RVywLnvv/p3O8DcxfLpZWnyS+dx+lKs5U7Nayf1dbcr8FOqxsOy13Oz3ZrZqZcWbFA/jyh0DsCYCwicAKWiCyHYhplUYBgu6TxiKxpOCRb88a7K2/Go/8Z/01Lk6zft0Oe27lZ/vHoQTmSnS3fmDHL7c38SmmFbHMeA7DddUcOyG0H9kpzZpZbE3bT+LGzuBWA2AicgCUiy6GYRlkUILiWOu3mg7XuB+svlFXGnLdZEuqRTx89IM86IfPH+3bKu1qb5feFJW6vz/vmvk0eKJkmLZaXNEmF48578Ep+Qb8Gu3xif418/vB+Oer8W7iscqFsS3J4OQC7ETgBAEixgt4+We981aGgGjaj521qrczv7d/jDpv950P7JatP5O6pZfKueUvk+plzWRAsyhbn/VvthPDoBkv09cntddVy0ZGDUpedIx+pPE120mMPpA0CJwAAKXZLa4fbw7m+ZJo87S2Gkt/b685d+93uLW7NwQ8dP+b20unqnOfOP12+P6VUDjsfxoGxJMMJmzpf85Kmo1KXmyeXOGGz1vkKIH0QOAFLUBYFsMOy7XVySWe3vOZs3z5jlszr7JCvH9jrljTRuWszerrkPyZNl/dUnS4fnz1f/tsJpCFJr0WAkB6ynbCpK9GuOn7MnYP8xfmL5VCarKwM4CQCJwAAKTK1sVXOfa1amp38+O/O7Ydrtskfdr8pH204LLtyx8kXS8MlTb45vVyq6eVJGmVR7JPX2+vW2LygpUk2jpsgV1YslGZ68IG0ROAEACAF8rp65KI/bXW3e512r9POaG+Tx4ony0VzFsnFc05ztzsz+K93sCiLYpeJoZA8WLNd3ul8j17KL3AXwWrNYvErIF3xvx5gCcqiAMF28QtbpKA9/G+yTzLkKefrP82cK/eXTHMXvQHSQXFPjztHeVlHqzw7oVDWzJ4vnZl83ATSGb8BAEtQFgUIrqr9R6Un6+R/qcV9fXKh8/Xfa3fKb/ZslV1bX5WN2zbJg84H8TvqquUG59/vRxqPyl+1NktBqCd8J8RFWRQ7TOvukser35LTOtvldwXFcu2sedKTwfxkIN0ROAEAGKZdMyfLYytPl3WXvVN+uOqvZHVRvlzs7L9nSqk8XjTZCUcTpTkrS85ua5FLm47K2iP18i/11fLw3u2yaftrbiC90wmiiI2yKMFX3tXphs3K7k551PmZ1/I+IcImAAeBEwCAFOrMzZZXcrLlCWd73dQyuams0glHC+XceUvc1aXPrTpdVs9eILdPL3cD6dMTi9xAWkhPJyw1r7NdfuGEzbKebrcU0Jecn3khbALwEDgBS0SXRNFGWRTAPvtz8+SVCQWyftJ0N5B+atY8N5DqV8A2p7e3yqPV22RyqEfudn6etRQQAEQicAIAgECjLEowLW1vkYed70NBb0humTFbvj+lNHwAACIQOAEAQKBRFiV43tF63C19Mr6vV24sq5SHSqZ6RwDgVAROwBKURQEABMF7mhtl/d4dkt3X5y4O9GTRZO8IAPRH4AQsQVkUAOmKsijB8bdNR+W+2l3Sm5Hhlj35fWGJdwQAYiNwAgCAQKMsSjCsbjgsd9VVS0dGpnxs9nx5bmKRdwQA4iNwAgAAIKHPHKmX2w7slebMLLnCCfsb6GEGkCQCJ2AJyqIAAEbDzQf2yY2H6+RoVrZcVrlQ3hg/wTsCAAMjcAIAgECjLMoo6euT79RVy5qGQ3IwO0c+Unma7Mwb7x0EgOQQOAEAQKBRFmXkZTlh8979u+WypqOyLydXLnHCZm1unncUAJJH4AQsQVkUAMBI0HInP963Uz7Q3Cg7cse5PZv1TugEgKEgcAKWoCwKgHRFWZSRk9fb69bYXNl6XDaPy3fnbB7LzvGOAsDgETgBAECgURZlZEwMheTBmu3yzrZm+cv4ie5qtM1Z2d5RABgaAicAAECaK+7pkUdqtsmyjlZ5dkKhW2ezPTPLOwoAQ0fgBCxBWRQAgB+mdXfJ49VvyWmd7fL0xCK5dtY86crkIyKA1OC3CQAACDTKovinvKvTDZuV3Z3yq8JJ8unyKgllZHhHAWD4CJwAACDQKIvij3md7fILJ2yW9XTLg8VT5MaySukjbAJIMQInYIlYH7YKQyHvKAAAyTu9vVUerd4mk0M98v0ppfLV0goRwiYAHxA4AUvEGk62uLPNOwoAYxdlUVJrRVuzPOz8H6I9x7dNL5e7p5Z5RwAg9QicAAAg0CiLkjrntTTJT/fukPF9vfLF0gq5f9J07wgA+IPACQAAkAbe09woP963U3L6+uT6mXPlseIp3hEA8A+BE7DElRUL+rUtefneUQAA4vvbpqNyX+0u6XO2dSXa3xeWhA8AgM8InIAltOZmdDueRVFuAGMfZVGGZ3XDYbmrrlq6MjJkzez58seCYu8IAPiPwAkAAAKNsihD909H6uW2A3ulJTPTHRnz5wmF3hEAGBkETsASsT5sURYFABDPzQf2yecO10lDVpZcXrFQNo2f6B0BgJFD4AQsEWs4GWVRAKQDyqIMUl+ffKeuWtY0HJKD2TlySeVpsm0cc/4BjA4CJwAACDTKoiQvywmb9+7fLZc1HZU6L2zW5I7zjgLAyCNwAgAAjAG5vb1u2ZMPNDdKdU6eGzbrc3K9owAwOgicgCWiS6JooywKAECN7w3JT/fukJWtx+WtvPFu2DxE2AQQAAROwBKURQGQrsq7u+SGI/X9GsImhkLycM12eXt7i2wcN8FdIKgxO9s7CgCji8AJAAACrby7U9YeruvXIFLc0yOP1GyTJR1t8lJ+gTv6pYU/RgIIEAInYAnKogAAIk3r7pLHq9+S0zrb5emJRbJm9nzpzOSjHYBg4bcSYAnKogAAjPKuTjdsVnZ3yq8KJ8mny6ukJyPDOwoAwUHgBAAAgaZz1qsWLe/X0tW8znb5hRM2y3q65dGiyXJjWaX0ETYBBBSBEwAAwBKnt7fKo9XbZHKoR9aXTJMvOWFTCJsAAozACVgiuiSKNsqiAED6WNHW7K5GW9gbkrumlsntM2Z5RwAguAicgCWiS6JooywKgHRAWRSR81qa3Dqb4/t65ZYZs+XfppR6RwAg2AicAAAg0IZaFqWhoVE2vLrJu2Wv9x9vkB/v2yk5fX3ufM2HSqZ6RwAg+AicgCUoiwIA6efSxiNy7/7d0uds60q0TxZNDh8AAEsQOAFLUBYFANLL6obDckd9jXRlZLg1Nv9YUOwdAQB7EDgBAECg6Zz1dCuLcv2RerntwF5py8iUjzlh888TCr0jAGAXAicAAECA3Hxgn3z2cJ0cz8ySKyoWyAYncAOArQicgCUoiwIAY1xfn3ynrlrWNBySo1nZclnlQnlj/ATvIADYicAJWCK6JIo2yqIASAfpUBYlywmbujjQZU1HpS47Rz5SeZrszBvvHQUAexE4AQBAoA21LIotcnt73bInH2hulOqcPLnECZu1uXneUQCwG4ETsARlUQBg7BnfG5Kf7t0hK1uPy47ccW7YPJST6x0FAPsROAFLUBYFAMaWglCPPOz8Ln97e4tsHpfvztlszM72jgLA2EDgBAAAgaZz1sdaWZRJPd3yaPU2WdLRJn8ZP9FdjbY5i7AJYOwhcAIAAIygad1d8ovqt2R+V4c8O6HQrbPZnskicADGJgInYAnKogCA/cq7OuVxJ2zOckLn7wqK5dpZ86Qrk49jAMYufsMBloguiaKNsigA0sFYKYsyr7Pd7dks0+G0RZPl+plzJZSR4R0FgLGJwAkAAAJtqGVRSkqKZcXypd6t0XV6e6s7Z3NyqEceLJ4iXyqrFCFsAkgDBE7AEpRFAQA7rXB+X+tqtIW9Ibl3Sql8tbTCOwIAYx+BE7AEZVEAwD7ntTS5dTbz+3rltunl8r2pZd4RAEgPBE4AABBoOmfdxrIo7z/eID/et1Ny+/rki6UVcv+k6d4RAEgfBE4AAIAUu7TxiNy7f7e7rYsDPVY8xd0GgHRD4AQsQVkUALDD1ccOyh31NdKVkeGWPfl9YYl3BADSD4ETsER0SRRtlEUBkA5sKouiq+fecrBWOpyw+bHZ8+W5iUXeEQBITwROAAAQaEMtizLSbj6wzw3CzZmZ7iiUDfkF3hEASF8ETgAAgOHo65Pv1FXLmoZD0pCVJZdXLJRN4yd6BwEgvRE4AUvs2vpqv3Z2W7N3FAAwGrKcsKmLA13WdFQOZufIJZWnybZxzK8HAIPACQAAAk3nrAexLEpub69b9uQDzY2yLyfXDZs1ueO8owAAReAEAAAYpPG9Ifnp3h2ysvW47HBC5kecsFnvhE4AwKkInIAl7plS2q/V5uR5RwEAI6Ug1CMP12yXt7e3yFt54+WyyoVyLDvHOwoAiETgBCyxbmpZv1bLX9MBpIEglUWZ1NMtj1ZvkyUdbbJx3AR3gaDmrGzvKAAgGoETAAAEWlDKopQ6wfcX1W/J/K4OeSm/wC190kI9ZABIiMAJAADGpIaGRtnw6ibv1vBUOCHzcSdsznJC59MTi2TN7PnSmcnHKAAYCL8pAUtQFgUARse8znY3bE7v6ZZfFU6ST5dXSU9GhncUAJBIRp9DN6oWr3B3BNmLz/xWLrzocmluafH2xPbUk4/INZ9cK3X1B7w99lickyV7ekLS7n5X4kv2PATTuu9+U/565TnereTkT5jgbZ3U+dRTEjrn5ONMcM5595L58v/ddZO3B8Bo+Osb75Q/bd4hra2t3h745S+vbnT/z09kxfKlct21awY8L5bT21vlZ3t3SGFvSB4sniJfnTHb+fRE2BwsXXFgYW6WbO4KhXfAGru2bPC2gKEhcAYMgRORPlM0Tl7q6JGNnT1uj2Y0nT+k9emM3c45c6cUyg3nn+7tAdLbaQvmSVlZqfx/z77g7RkZ9zzzhuw+clzmBqBW5FiWbJAcauBc0dYs6/fulPy+Xrlv8gz57rSZ3hEMFoHTXgRODBdDagFLUBYFAEbOeS1Nbp1NDZu3TS8nbALAEBE4AUtQFgVAuhrpsijvP94gP963U3L7+uSWGbPl/knTvSMAgMEicAIAgEAbybIolzYekXv373Y/IN1YVikPlUwNHwAADAmBEwAAwHH1sYNyR32N9DjbuhLtk0WTwwcAAENG4AQsEV0SRRtlUQAgNT57uE5uOVgrHRkZbo3NPxYUe0cAAMNB4AQAAIG2JS/fXZU7uqVEX598o75Grj9SL82Zme7j/nlCoXcQADBcBE4AABBox7Oy3BJQ0W3YnLB5V121XNl4RI5nZsnlFQtl0/iJ3kEAQCoQOAFLUBYFAFInywmbujjQquPH5GhWtlxWuVC2jcv3jgIAUoXACViCsigA0lVhKCRntTX3a0OV29vrlj35QHOj1GXnyEcqT5OdeeO9owCAVCJwAgCAQFvc2SYP1Wzv14ZifG9Ifrp3h6xsPS7VOXlyiRM2a3MZLQIAfiFwAgCAtFAQ6pGHnaD69vYWeStvvBs2DzFSBAB8ReAELEFZFAAYnJKSYlmxfKm7ndPQII9Wb5MlHW2ycdwEd4Ggxuxs9xgAwD8ETgAAEGixyqJ8uXS2VBw76p2R2OTWFln2qWtlfleH/GX8RPf+LVlZ3lEAgJ8InAAAINBilUWZ39Ehd/7uCSneuNE7K7YZx5vk9qd+LePr6+XZCYXysdnzpTOTjz8AMFL4jQtYgrIoAHDSe1sapS0nVxqXLfP29DevtdkNm5Pa2+TwyvPl2lnzpIuwCQAjit+6gCUoiwIgXUWXRfm7xsMys7tL/jKrwjujv6XtLfLvb7wqBV2d8kzVfNly6zcklJHhHQUAjBQCJwAACLTosijfrt/r7n9z+gz3a7QVTih90DlvohNUf3fa2+SH7zhXhLAJAKOCwAkAAKwUq4fzvJYmt87muL4++dGsufLAirO9IwCA0UDgBCxBWRQAOFVb7qnz2N9/vEF+vG+n5Dlh85YZs+Uns+Z4RwAAo4XACQAAAi2yLMqPJk939/2sZKr71bi08Yjcu3+3aLGTL5ZWyENRxwEAo4PACQAAAi2yLMrczg53308mhYOnuvrYQbmjvkZCzvb1M+fKY8VTwgcAAKMuo8+hG1WLV7g7guzFZ34rF150uTS3tHh7YnvqyUfkmk+ulbr6A94eeyzOyZI9PSFpd78r8SV7Huz2maJx8lJHj2zs7JG1h+u8vSc97nyoilypdvfWV2W887NRWjTB2wOkt/zx4yQ3L1caG497e0ZGfVOrtHeHZO6i5d4epMqmbZvcAHruvCWyYvlSuTOzRyp++oB0ZmTIp8ur5LmJRd6ZIiUlxVI1t9Ldvu7aNe5nA4wO/Z9qYW6WbO7SPwvAJru2bPC2gKEZs4Hz7utvlKMHDnp77PJmV09SgTM/kxX3cKr/2vSKtwUgCAicqaFlURZ1tsmKtha58XCd/L6g2B1Se3Velrx3x1vSlpEpa2bPkw35Bd49wgicwaGB84y87PANWOWRjS97W8DQ0MMJBFhkDyeAwVv1oQtlxfJlcsut3/b2wEa6QJqWOYmlZ+JEuWRKubwxvv/IDg2cZ0+bLIsPHpDln71eVn/9O94RAMmihxPDxRxOAABgpebcPNn4g/tOCZuLOtrCczrrquXJV1+U7z/xX3Ldn5+XKX96wTsDADCSCJyAJSiLAgCnuvnCiyS3odENmPft2yUbt22S3+zZKrccrJVLm45KYU+P/KV8tjyw/Cw58u5zvHsBAEYSgRMAAASalkV5OGLl2daMTNmRO07WPfmYnLn2ejdgvrelUZqzsuTxoslyU2mFfGjOIll51nny3ZUXyO8WnS4dpaXevQEAI4nACQAAAs1dlbb15ErDE/p6ZX5Xh9SUTJL9l17mBsxzq053V669qazSXcF767h872wAwGgicAKWuGdKab9Wm5PnHQWAsasg1CMzu7tkX06uPFQ8VT5VXiVLF5wpN33wYtl5w1o3YO7P5fchAAQRgROwxLqpZf1aZA1OABirCkO9srpigXyxrFJ+U1Ti9ngu7mz3jgIAgozACQAAAm1WT6c8VLO9XwMABB+BEwAAAADgi4w+h25ULV7h7giyF5/5rVx40eXS3NLi7YntqScfkbuvv1GOHjjo7bHLm1090u5+V+JbnJMl+ZkZ3i2kg0c2veJtnfSNeYvkzYmF3i0A0d71/vfJlDPPkFtu/ba3BzbSElAPxujRvPyqT8h1166Raz651ttzqpKSYqmaW+luJzoP/tMJIGfkZYdvwCqPbHzZ2wKGZswGTv1Ppa7+gLfHHhok9/SEkgqcyZwHu32maJy81NEjGzt73Lqb0a6sWCAv5xd4twBEW/WhC2XF8mUETssVhkKyuLPNu3VSzznnEDgtoYFzYW6WbO4KhXfAGru2bPC2gKFhSC0AAAg0XSRI/7gW3QAAwUfgBCzxivPhKrodz8zyjgIAAADBQ+AELKElAaLbFgqbA0gDOqT2rLbmfg0AEHwETgAAEGg6f5OyKABgJwInAAAAAMAXBE7AErH+ur+4o/+qjQAAAEBQEDgBS8Sav1TYy/LyOOnT166RzRueT0m76cbrvUcFRt+WvHy3DFR0AwAEH4ETACwVHTDVkhXnpqTV1def8tiRjTCKkUZZFACwF4ETsARlUTBQwLzvx+vdfanw84cfO+WxI5sJowRPAAAwEAInYAnKoqSXWMNjVWTwS2XAHAwNo3f86z3eLcB/lEUBAHsROAEgAJIZHjtaARMYbZRFAQB7ETgBYBSM5PBYP2gvpw6tZVgtAABIhMAJWCLWX/cpi2InDZvKpoAJAAAwFAROwBKx5i9RFsU+JmwSMIHk1ebkyT1TSvs1AEDwETgBAECg1ebkyrqpZf0aACD4CJyAJSiLAgAAANsQOAFLUBYFAAAAtiFwAgCAQDu7rVl2bX21XwMABB+BEwBGgCmDcp23aBAAAEA6IHAClqAsysjQupKR9TGvuuJS78jgRdbaVFr+5AesTgsAANIIgROwBGVR/Kdhs66+/pT6mGWlpYMOnSZoKvM4WgZF99PDCQweZVEAwF4ETgBwmLD584cf8/aE3XnXvUmHTtM7qkzIVJEBlB5OYPAoiwIA9iJwApagLMroMaFTQ2Os4GmCpukdNUFTadhU0fsBAADSAYETsARlUfwTr3czkoZODY3RvZ2Rw3Cj72/C5lgOmh9dfZkbtmM1fW8AAEB6I3ACwCAkM8Q2cgjtaIZNcx3xmgnEQ6GvX98HDdrR7Y5/vcc9J1YYJYRiKCiLAgD2InACSGsagDQYDUbkENvo+w40hNbs0/sOJ/BFixUuVXQYjGwq+j6puCbt6Y31fNq0Nzjy+QigAACMbQROwBKURfGP9sglGk4bixli+7OHHvX2JE9Dpy4epCvWRoYv05IJfdEBU0WHu4F6V/V49H1U5ONqiw6FpndT34PBigyj+r6bXlCCJwAAYxOBE7AEZVFSbyi9m9GSGWIbj4bOyLBnmooOfdFNRd5noHCZrFghNLpXcqhhM1pk+Ix8DsInolEWBQDsReAEkNaG0rsZLXKIbSrqbMYKfdEtVQEzGdFDZFMRNqPFCp8ETxiURQEAexE4AUtQFiXYNIRpWKLO5vBp+DTDbQmdAADYjcAJWIKyKKmViuG0sZiex1QuCJSOTI+n9nYSOgEAsBeBE0DaSsVw2lgInamj3x9CJyiLAgD2InACSDt+9W5GGih0EkoHh+G1AADYicAJWIKyKPYhVKaGmdMJAADsQ+AELEFZlNQwvZt+DaeFPxham94oiwIA9iJwAgCAQKMsCgDYi8AJWIKyKKlD7yYAAMDIIHAClqAsyvCNxGJByTLzOs08TwCp19DQKBte3eTdAgCMBgInAMAKzONMX5RFAQB7ETgBpBWG0wIAAIwcAidgCcqiAAAAwDYETsASlEUZHh2GqcMxg9C7yfzN4dF5uAyrTS+URQEAexE4AQDW0D8Y6LBopBfKogCAvQicAAAAAABfEDgBS1QtWt6vvZxf4B1FIkEaTovUYFgtAAB2IHACwAhi/iYweJRFAQB7ETgBAFZhHicAAPYgcAKWuOFIfb9W3t3lHQXSD8NqAQAIPgInYIm1h+v6tfLuTu8o4mH+JmA/yqIAgL0InAAwQpi/CQwNZVEAwF4ETgCAdZjHCQCAHQicgCUoiwIAAADbEDgBANZi4aD0MNSyKCUlxbJi+VLvFgBgNBA4AYxZGkQ0kAQB8zcBAEA6InAClqAsCnAq5nECABB8BE7AEpRFAZCuKIsCAPYicAIY07QHjBqcgN0oiwIA9iJwAoDPrmP+JgAASFMETsASlEUB+tPe67r6elaqBQAgoAicAAAg0BZ3tMlDNdv7NQBA8BE4AYxJQSqJAmB4CntDclZbc78GAAg+AidgCcqiAAAAwDYETsASlEUBkK6OZ2bJK/kF/RoAIPgInAAAINC2jMuX1RUL+jUAQPAROAEAAAAAviBwApagLMrg3fGv97hlMwAAADA6CJwAACDQKIsCAPYicAIAgEAbalmUhoZG2fDqJu8WAGA0EDgBS1AWBQAAALYhcAKWoCwKgHRFWRQAsBeBEwAABBplUQDAXgROAAAAAIAvCJyAJSiLAgAAANsQOAEAQKBRFgUA7EXgBAAAgTbUsigAgNFH4AQsQVkUAAAA2IbACViCsigA0hVlUQDAXgROAAAQaJRFAQB7ETgBAAAAAL4gcAKWoCwKAAAAbEPgBDBmffHzN8hVV1zq3QJgK8qiAIC9CJwAACDQKIsCAPYicAKWoCwKAAxOSUmxrFi+1LsFABgNBE7AEpRFAZCuKIsCAPYicAIAgECjLAoA2IvACWBMuvOue+VnDz3q3QIAAMBoIHAClqAsCtCfrkKsqxEDAIBgInACAKymPdnao42xi7IoAGAvAicA+OwHP17vfv30tWvcrwAGh7IoAGAvAidgiVgftgpDIe8o4tHhljrsEgAAACOPwAlYItZwssWdbd5RABi7KIsCAPYicAIArMSCQemDsigAYC8CJ4AxK0ilUe5jHicAAEhDBE7AEldWLOjXtuTle0eB9MQKtQAABBuBE7CE1tyMbsezsryjADB2URYFAOxF4AQAWIf5m+mFsigAYC8CJ2CJWB+2KItiF+ZxAgCAdEPgBCwRazgZZVEGpvP7ykpLqcUJWIyyKABgLwInAMBKLBiUPiiLAgD2InACAKzC/E0AAOxB4AQsQVmUsYF5nAAAIJ0QOAFLUBZl6JjHOfYwnDa9UBYFAOxF4AQAAIFGWRQAsBeBE7BErA9blEVBumH+JgAAdiFwApaINZyMsijJC9KwWuZxDg/DaQEAsAeBEwAABJrOWa9atLxfAwAEH4ETQFrR4ZgsHgQAADAyCJyAJSiLgnTH/E0AAOxD4AQsEV0SRRtlUQZH5/3p/L8gYB7n0DB/Mz2Vd3fJDUfq+zUAQPAROAGkHYbVAnYp7+6UtYfr+jUAQPAROAFLUBYFAAAAtiFwApagLEpqmGG19HLaRb9XWtaG4bQAANiFwAkAPjHzM818TQwNiwVB56xTFgUA7ETgBJB2RmLxoIHCJmF0cFgsCAAAOxE4AUtQFiX1/BpWS5hMHYbSAgBgNwInYInIciimURZl6Pzq5SRspoYGzc0bnidswkVZFACwF4ETAFLgphuvdwPSdV7gxNCZOZsMo4VBWRQAsBeBE7AEZVH8kYphtRo26+rrZcmKc+UHKejZ1F5SDa+JmulJHQmmt9E0fb2pFvkc2qup7yVhEwAA+xE4AUtQFiX1UjGs1oTNnz/8mLcnedobGhnkTFMauBI1FXmfVAXQWGHXBEDT9PWmInTGCpnaCJoAAIwdBE4AaW8ovZxmCO1HV1/m7UmehjoNm9obGhnkTEtm/qeeE3kfZcKbaQOF0FjhUkU+rrboAKjheqihk5CJodA565RFAQA7ETgBpLWh9HKaXk0NStH3NWFRA1WswGf26X1TubBQdADVpky4i9VU9H1ScU3RQ3AjGyETAID0QuAELEFZlGBIZgitCX9qoF5GP8UKoZFtOOHS9HLGCpXaY6w0jEc/JyETAID0QuAELBFdEkUbZVFSQ0OQ9rwlGlZrhtBGh01zXz0WfX8T6EYzdPotVqg0jXCJVKEsCgDYi8AJAAOIHEIbq2dTg5UeM8EzMmCa0Bm9H0DyKIsCAPYicAKWoCyKv+L1ciYzhNYwwVNFBszIIbbU6QQAAOmEwAlYgrIo/oscHmtasmEzUmTANI+j4VP3p6JOJwAAgC0InAAQwfRSmjbYsBnJBM/I8EkPJzB4OmedsigAYCcCJwCMABM+6eEEAADphMAJWIKyKAAAALANgROwRHRJFG2URQGQDiiLAgD2InACAIBAoywKANiLwAlYgrIoAAAAsA2BE7AEZVHGBl08SJlSKQAAAGMZgRMARpipx6klUiLrdAKITeesUxYFAOxE4ASAURBZozOyTqctAfSqKy6VstJSt24pAABAPAROwBL3TCnt12pz8ryjsN1AAdSGEAoAABCNwAlYYt3Usn6tNifXO4qxJjqAxgqhoxVAtXfzi5+/wbsF+I+yKABgLwInAFhiJIfhaqiMfOzIpkNp9fkZTouRQlkUALAXgRMALJXMMNyhNhMqYzWCJgAASBaBE7DErq2v9mtntzV7R4HYw3CH2giVAAAgFQicAAAg0CiLAgD2InACAAAAAHxB4AQsQVkUABichoZG2fDqJu8WAGA0ZPQ5dKOtrc3dMVa876K/k7r6A94teyzOyZI9PSFpd78r8SV7Huz2maJx8lJHj2zs7PH2ABiMVR+6UFYsXya33Pptbw9spGVRPtJ01Lt10kvve79cd+0aueaTa709sa1YvjSp8+AfLeK1MDdLNneFwjtgjV1bNnhbwNCcCJxVi1e4O4LsxWd+KxdedLk0t7R4e8YeAiciETiB4SFwjg26QNqDNdu9WyddftUnCJyWIHDai8CJ4WJILQAAAADAFwROwBKURQEAAIBtCJwAACDQtuTly5UVC/o1AEDwETgBAECgHc/KcmtxRjcAQPAROAFLUBYFAAAAtiFwApZYN7WsX6vN0XX/AGBsKwyF5Ky25n4NABB8BE4AABBoizvb5KGa7f0aACD4CJwAAAAAAF9k9Dl0o62tzd0RdO9c+QFpbmnxbo09i3OyZE9PSNrd70p8yZ4Hu32maJy81NEjGzt73DIo0XSVRhbOAOJb9aELZcXyZXLLrd/29sBGWgLqwRg9mpdf9Qm57to1cs0n13p7YluxfGlS58E/OgFkYW6WbO4KhXfAGru2bPC2gKE5ETirFq9wd2B0ETgRicAJDA+Bc2zQOZw6rDZazznnEDgtQeC0F4ETw8WQWgAAEGiURQEAexE4AUtQFgUAAAC2IXAClqAsCoB0NdSyKCUlxe5wWgDA6CFwAgCAQKMsCgDYi8AJAAAAAPAFgROwhK5SG920VAAAAAAQVAROAAAQaFvy8t0yUNENABB8BE4AABBolEUBAHsROAFLUBYFAAAAtiFwApagLAqAdDXUsigAgNFH4AQAAIFGWRQAsBeBEwAAAADgCwInYAnKogAAAMA2GX0O3ahavMLdgdG1OCdL9vSEpN39rsSX7Hmw22eKxslLHT2ysbPHDZjRbps+S35RNNldwVHpPKdFnW3uttqalz9qx1TkHKv9OXmnzDkN6rHmzCzZMi7fu+X8W+tok4LekLsdpGPqlYhVOsu7u2Rmd6d3K7jHRvrn8O8vWCnnlxTJf9z/c/f2UB8zSD+jiY4F6Wd0MMcG+nla5Nx3UWe7e/t/8ye6X1XPOefIddeukWs+udbbc6qSkmKpmlvpbic6D/7Tn9iFuVmyuSv8MwB77NqywdsChobAGTAETkQaKHAqrUVnygNoj+eDEfOaRvOYirxmXVVXFzoygnpMP+iudl6HofPEzAf6IB1TVYuWe1siaw/XyQ1H6r1bwT020j+Hnz9zkVz3n+GwqYb6mEH6GU10LEg/o4M5NtSfpxXLlxI4LUHgtBeBE8PFkFrAEvohU5v2aAIAAAA2IHACltAeDW2PFxM4AQAAYAcCJwAAGJMaGhplw6ubvFsAgNHAHM6AYQ4nIukczv8zLse7FVbc2ChLN538ALVp6VJpLC52t4N0TK189llvS6S6stJtRlCP6fXr6zD09enrVEE6pp5dudLbEqmsrnabEbRj01etkoprr5WsF16QvAsv9I6IdD71lITOOcfdDvKx7i9/Wbq/8hXvlkj+hAneVrCOhd79bun8wx+8WyJ573ufZP3pT+52kI/lfPObkvOtb3m3RNpaW72txMcG4y+vbmQO5yhiDqe9mMOJ4SJwBgyBE8BYdNUVl0pZaancede93h5g+AZaNAjBQeC0F4ETw8WQWgAAAACALwicAAAAAABfEDgBAAAAAL4gcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFxl9Dt2oWrzC3YHRtTgnS/b0hKTd/a7El+x5sNtnisbJ/xmX490C7DV91SqpuPZa7xYw8v7y6ka55pNrvVsYablOW5ibJZu7QuEdsMauLRu8LWBoCJwBQ+BEJA2cL3X0yMbOHm8PgMFY9aELZcXyZXLLrd/29mAsWbF8qVx37ZoBg2Sy58E/BE57ETgxXAypBQAAAAD4gsAJAAAAAPAFgRMAAIxJJSXF7nBaAMDoIXACAAAAAHxB4AQAAAAA+ILACQAAAADwBYETAAAAAOALAicAAAAAwBcETgAAAACALwicAAAAAABfEDgBAAAAAL4gcAIAAAAAfEHgBAAAAAD4gsAJAAAAAPAFgRMAAAAA4AsCJwAAAADAFwROAAAAAIAvCJwAAAAAAF8QOAEAAAAAviBwAgAAAAB8QeAEAAAAAPiCwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXBE4AAAAAgC8InAAAAAAAXxA4AQAAAAC+IHACAAAAAHxB4AQAAAAA+ILACQAAAADwBYETAAAAAOALAicAAAAAwBcETgAYoz597Rq3AQAAjBYCJwCMARosN294/pRmRO8farvpxuu9RwQAAEhORp9DN6oWr3B3YHQtzsmSPT0haXe/K/Elex7s9pmicfJSR49s7Ozx9gBhGjCvi+i9/MGP18t9TvPTVVdcKl/8/A3u9s8eelTuvOtedzvIVn3oQlmxfJnccuu3vT0YS1YsX+r+O7jmk2u9PacqKSmWqrmV7nai8+C/XKctzM2SzV2h8A5YY9eWDd4WMDT0cAJAwMXrvVyy4twTze+wqX7+8GMnnq+uvp4eTwAAMCACJwAETHTAVJHhUttIBEwAAIDhInACwCgbKGAGNVx+dPVl9HICAICECJwAMAoiQ6ayIWBG0uG1d/zrPd4tAACA2AicADDCNGwqmwImAADAUBA4AWAEmbBJyAQAAOmAwAkAAAAA8AWBEwAAAADgCwInAAAAAMAXBE4AAAAAgC8InADgo+gam9d5iwYBAACkAwInAES46cbrTwmIV11xqXdkcEzQVJE1Nn/A6rQAACCNEDgBwGGCZl19/SkBsay0dFChMzpomvInZj89nAAAIJ0QOAHAc8e/3iM/f/gx71bYnXfd64bOgXo7TWBVkUFTmdqbup8eTgAAkE4InAAwAA2diXo7NWyantHIoKlM2IzeDwAAkA4InADSngmM0b2b0UxvZ2TojHffyKG1YzlsfnT1Ze7rjNf0/QEAAOmLwAkAg5DMENvIIbTRYdPcNuf4wYTdZNtQrkVfu74P+hrjNR2iHCuQEkIBAEgfBE4AaS3Z3s1IkUNso+9rwttAvZq6eNBQw1606ICposNfoqYi75+qQKjvS6zn0/cs1c8FAACCicAJAEMUa4htMjSM6uJBZgGhyLAX2WKF0ehwqU1FBrrBDuHV8yPvHxkITTPBUF+r3tbXra9/KCKDKOETAICxjcAJIG1pwNEhn8ORzBDbRKLDXmRTJoyZpqLPG2zAHEisnkkTDM0w2qGGzWixwifBEwCAsYPACSCtxSqFMliRQ2xTWWczVhhNdbhMlgmGqQqasZjnIHgCADB2EDgBpKVU9G5G0zBGnc3hiwyehE4AAOxG4ASAFDI9kKlYDCjdafAkdAIAYLeMPoe3DQAAAABAytDDCQAAAADwBYETAAAAAOALAicAAAAAwBcETgAAAACAD0T+f5rK7RcLKlU3AAAAAElFTkSuQmCC)
So I was wondering if there is a way to turn off the room separation lines for the other design option? I looked into using a filter, but room separation lines aren't available in the filter elements selection. Maybe the trick is to remove the separation lines from the cubicle groups and use them in the design options instead? Appreciate any help!
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