Activity

Although it’s not required, you may need to restart the computer to ensure the setting applies correctly for all supported applications. For instance, we now have to attract a butterfly on a piece of paper in order to examine its elements. Since the butterfly is small in measurement, we would prefer to scale it up, as shown beneath.

scaling and polishing price Singapore ” 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g2iAgA1eMnmSXu7K+GLSx9L9njLrh316TuxFJUykQm2IVukInKIkBRy6SHcXQ2iJgAQ1GoVhjh+v61uI68ZO7bdZhjqGVmXdkqdoRUKoebWQcPicgDCZMEjpLkDcUoCVwYAAQDWvrg1wPkzGc3csvlqMRRVg2aNj2cqDpJcylutHLhZFbzDGFPmFWQIJDCBtGxREoa0G8sbiPt+Dx5aZuffF/Tl4XHNQsM2XbR6Ek8VaOXHO1+NSbESSKiIFMJyiJAJ03CIVOLqz/E2oytBBewrueXPe6q6MVardq3LJiZuXc5MpzViIJppBoJlBV2DvJtMbcXWkWmE71iOHuHsS8eHYl/umlzzsqLJpczaOko060i4VaO2jgTlIUwpLCJhKuQ5QMAaG1MUMqOxLxHWIzw/lJ+zDI942MxnoibiDTKSbtxHyKqZ25U3jjYmss2K3QIc6gl5oAcdRHTUPrE/E2kwmOIjIWTXVzxtuWbPRrZtDybcTO48xmSRTNUkSGMAmUXHQvLMYpxOBgMIDuq37S4go6ev+PxldGO7wsiemo1aViEp9BoCcigiJecVJRs4WKCqYHIJkjiU4AYB00qhQ4fM/XtD5vlZ63oG27ku267cu22G55IHTNRSNK2WTbrqJhvDz24JKG2AG7cJAMTQw2Zb8DmbLeZrJyXkbGKWO4jHbeUFBk4mm0i8k3z1AqG8gthMmm3TTBQdTmA5jHL5hQLQaaI4/cbSti25lI+MMmtLNuh4SLYTJ4NJUhn59wJtgQRWO4OY5yCmU5EjJCcQKB9atXG2borId23DYLq0LjtS5bbbM3zqMnEm4KKNHW/krpnbrKpmKIpHKIbgMUQ0MUBqhce8P2WYLhEwhiyUtgiNzWbedty8yy7c3MDZq0miuVzgoU4pn2ogJtpDCI+gAEelW5DY8u9pxc3NlJeLAlsyFix0K3edoTEVHiTxdQ6fLA28NCHKO4SgUd2gCI66BBeM9fOWPbJl8t424g5q3G7VeMaJQKUBEumxRWdJIKKc1w2OsIiCgm0E+gCHQNKksVkufxNcSmHpeevvON7qNRuBYrKJiGKkZGmEEkwVMUWjYAMoRTYAiZUwibptAK2/Fxj27co4Ml7MseLCQl3b6LWSbiumiBiIvkFVB3qGKUNCEMPUeumgajoFRu8bVy/jLiBns143xwTIMXelvx0NIRbeXbR71g5ZKLGSWKZyYqR0TFcGAwAbeAlAQKIUElJxT44cY0h8jsI+4Hak9NDbTG3U2QFmDzBVFE1GJkDnAqapBSVE+85SFKQTibboNaif4pCo23kePjscXNF5AsS3xnRtmXIyBZZscp+U7TUTdGbrIFMQwqbFt4AQxdu8SlGAfBzy1bdr21kiLjoiWyBE5Gk8iyVupv+U0XLIJLIKsEHKhQAFE0VEtqhwAhjpn12gYBDexuIMo5avq/cvZAthCw3VxY9Ux9DQS8gi/cIkOouqd06VbiZINVFgApEzHHaAiIgPSgid08S2Q5Lh1w3mCZtm5baeTN22oMolHJpKjNNnJN65GiDddZQySojtKkptUHoAlroDHGcIjIN43Djt5aNx2pdFtNmj53FzabfmKNHO8EV0lGyyyRyCKZyiG/cUQ0EAqjraxlm+VwdhjHlxYtGDk8X3jawPBGbZuSPI+OKBV36QkP0IOmpUzaKj18z+dowOOrvZcXd25ScxQEtmUseKhmr3tCYio8RduVFE+WBuYGhFCDuEoFHdoAiIDoF0UpSgVXtx/LpYv1euL/OjKsKq9uP5dLF+r1xf50ZQWFSlKBSlKBVV8UdzX9ZGA7xvjGT0G9w20yLMobkU1SrItlSLOETFUKYNFECKk1ANxd2pRAQAatSseRj2UtHuYqSbEcNHiJ266KgalUTOUSmKIfOAgIhQci8SfFvdllXnh57jBwgrZ8ig1uy9lVECHH9n3TtmyQ0MYoiQ296ZTzRKbVAA127gGf3jlm5HuZ8h2hFXG9jLTx9jQ8rLrRzZuq5LLPDKHbqJiqUQ3otmpzkIIgQxlg3gIFDSuMH8LWRQxllTH+Y4hBLt0AXHtqOO1pLnVg2hXItHWpDDyzmO5KYQNocDIkEQDQKlWE8SZeQ4e8jOMrW82aZSyI0eFftEniKpd6ccVi0SBUhxTApgR5n72hRXNqIdaCQ23xLQjGCx/a0LAX1kG47jsxK6wTbt2Cb8Y0oJkM6c8xdFEFDHUKHLSMYRMI7S6dalt4Z/iLavFhjyEsS7Ltud3DftC4i4Zu3BWPjxPyyrOBcrIkIJjgYhUwMZQwkNoUdBGqIvHCeRlcOYxtFLASsxeFt2i1jGNzxN4IRMjbMmCBSKb1QMUx24GKQxgROqB9ohyx6CMqLYXEBinKkflSHtZrlB9cNiw9q3LyZNCLURlWRlDGf8Ax+hRbqisfcQmqhRABAhtdADXYB4mk2WCT5AvhW6bhf3DkOZgLfjCtTKSjo5n6wNmZUlRLy+WkQ2oKGKVMqZtwgBasUeKq0WDDIA3ZZd2W1N43gRuWVgpJBqLxeO2KGKu2OiuogsUwpHJqCoABw2m2jVQWZgbPtoY4tW6RtiFd37Y+TJ+7xgiSZSNZVk/7YgqmguOoJnMi8E6Qq7dBKAHAgiOmyvTEmbcxx+XslXDYKNrzNy4wdWFbVqnlmzp2c5hXWFZy4TN2cgqKqkIQoKGKUpdTCURGgmJONS0e22myXxJk5E2QGpnNoGGGROM4JQIYxEykXE7cQIoCgmclRIBAMfdtDWrNxPlyFy0wm1WEJLwclbMurBTMRLppFdMniaaam03JUUTOUyaqZynIcxTAboPQdK7RxXfRJ/htfGhi8nHzB2hcJu0pf7Gc8IZqUADdqpqsIF8zd/P0da3uFsf3baOT80XJcEYDWOu652khDqc9M4uG5I5uiY+0phEnxiZy6HAB83XTQQEQrTiAjuIS0r9skLT4pbijIzIF6lg/JxbZg1iRjVRu4WAEVFGhlDiXklKAqGMIgI6iI1LGGe3Ngpz9iHi8i5klsfpge6bgi4eNR5B1CiuVEUiqNyrLFREoim2TObTbqG42gyXO1hXVely4kkLbjQdN7XvlCZlTiumn2dmVm6TFTQ5gE/nqphtLqbztdNAEQgTKB4gsIX7kkmOMUML7h8j3Ca6I6RNPIMCxD1Vog3VSfJq6KGRAWxDgZAFDbRMG0B0oJ3I8TVinb2SFkRM3e8lkGMPNQcZBJIc9SPIQhjuVTuFUkkUy8whfjFCiJh2lARAQCts2cZL23uHG+sq4usmT/aeyZLyLLxE43QIeEdlMmJhdpg4LzEhIoTadudQDcwohqAGENVAcPeUeHeUxjfePbdSyM7tWxVLHnohCQRj1197krrtbU7kSpaAtzAEhzEHYJdBEQEKxry4ZMr5FwNnkJNlFxV9ZjdoyTWEB6CqEem1SQI3aqOADYdYwIm3nL5gGOAAIgXcISnK+b7ztnL2DlD2TfEejchrlbPLSb9lcPHqqbdDs4qAguduBSiYygHOsBSFERMJetXBibL8FltpOjHw0vCSlryykHNREsmkR0xdkIRTaYUVFEjlMRUhinTOYogb06gIBXysDlTImWMKZTuHGa1qJ24jcxJyPcSzR2pHi5bpJNtTonEqnMFMw/F7toabtK3GDce3dZuSs1XDccWDVhd12oScOqC6anaWxY9siJ9pDCJPjEzl0OAD5uumggIhclKUoFKUoFVTlj5WcLfWOT+5H1WtVU5Y+VnC31jk/uR9QWtSlKCq+Ij+HbQ+v9rfeiFWpVV8RH8O2h9f7W+9EKtSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgrvGf8e5b+tbP7hi6sSq7xn/AB7lv61s/uGLqxKBSlKBSlcyo3znjiByLfkJhzIMRj208bzX7NqyK8ESXdzMomimq4LtUOQiKCYKpk6anMIiOodAAOmqVUE5muSxfGWzad+wD28sjy7VZY0LYzLnGcJIGAqjwpXKiZUEfPS15qgABz7CmPpqOAtxfYma41Vyc8QuBs0j7ka2nMRisdpJREksumjynLfdqGwVSHHlifUg6kA+oAIXdSqftfihsGbf3XEXLB3RY8lZ0T+0L9lc0cVuseJHeAPkgSOoBkhFM4bREFAEuhiFHQKQnEtAyuMbsy1I43v2AgbUglbk3S0YiipKR5G6i4KtNqximExEh0IoZM4CYm4pQMA0FwUqvZTN1pxEnjWKcsZUyuU1joQxiIpiVAxWR3gi41OAkDlpiHmAfzhAPRqYObpXivyljbDkreZLYkr1kTZZkrXTVBsidFnHllytyImDnIm5gpnFNEQ3BvAOZoXURDtOlVNNZ9fw0LEyQYCyu/fybc7paIZQzZRzHplUMT/aFO0g23jtEwJprKH2iUdoahUAyBxiuI1xh6WxZjO470tzJjpUTuWLJDnHRKydK9mQKs6R2OyqIFMcFA2AmRUAHftCg6YpVIssxxsdme9mV1XfMRcTbtjxlyvYmSjmyTSJSVO45iouU1DKnV0SEDpiXYXaG0x9dA+7N4rLOuy5LfgX1iX3a7W8BEtsTM/EkbR80flCqUiJyqnOmc6RTKEIuRIxilHQBENKC66Vz3IcbONI4J5+rZd/HgbSuJ9bdyT6cMQY2GcNXQtlFV1ebqZITABtUiqGKQ5TKFJrpXQYCBgAxRAQHqAhQftKUoFQXPPyG5E+qcv/AKNWp1UFzz8huRPqnL/6NWgmUd/6e2/wSf8AxCsiseO/9Pbf4JP/AIhWRQKUpQKUpQKVyLi/ImQsk33cpJPi7hbeVjMhzkAzs0ImJM5VZMpJVBFIBU/2gTKJJgG7QTddQq0Zviwxtbh7tjZqLuBrP2nOsreGAM3RGRlHD0QBidkmColVScBuEhzGJoCam8CbDAAXTSuebL4mL0uPicvnB73D1xlhLcMwSaS6LZsBUOamqY7h2cXYiKCgplFHlpCfQR3lKPo2eOuLizspJSr60Mc5GdRkKSRK8kSwQKIA6ZrmROzJy1DHVXPtBQhSFMUSnLuMU2pAC86VVdhcQ1u3ndElZU5Zt2WNOR0WacBldLNBsZzGlUBM7tI6KypBTIcxSmAximKJi6lDWtbafEywvlsvK2phvJz+GUj1pGHlwh0E2k4mQm8oNRO4KYoqhpyxXKiQ+oaG60FzUrjC3OMC8cg8Fj7OF3wlzY7kWzRo4UnoiGZu2rkVHoJCMegu7MY5QAAKfnimIbhEu7QAq9b94i7fsq7nOP4Wxr1vy4YtkjISzK1Y1JyeMbK7uSouZVVIgCpyziVMgmUMBRECaUFtUqkpbi9xMxgMe3LDN7iuRnk8XSdvBDRgrrLLIJic6R0jGKch9QEmghoUwDvEhQEwTLE+YIPLbKYMwgZ63pW3X/k2YhJ5qRu/YLikRUgKFTOcglOkomoUxDmKJTB111AAndKUoFKUoFV7cfy6WL9Xri/zoyrCqvbj+XSxfq9cX+dGUFhUpSgUpSgUpSgUpSgUpXK2Jso5by/le52XfTb9rPLQul3HvMbOIBJR4MOgvsI5UWOoCwmXS2qFVTAUg3lDQ1B1TSoHH5ltaSnsj26gykyucXmblmDHSTAiwrME3pOziB9TfFKFAdwE84BDqHnVA5PjHxywgcdTDS1LzlXWVII87bMRHRyS750UhEFBbCTnAUq2xfePncsCpKiZQAANQvilc+ZA4zrSsJtMPCYmybcSFsNmy9yqw0S1MSCUWRTWKg6FdykHNKmqQxwT3lIA+cYKkU/xLQsM7jYKPxlf1wXI6im01I2/Dx7Zw+hGi+oEM91cFSKbcU5diaihzCQwlAwBrQXDSqXuri0xZbVu2NczRtcNwtsj89O3UYWMFw5dOEk94txSMYpyKiICTQwABTAbmCQpTGDe48zzbuQLrmrHVte5bWnYKIjpt0yuBsi3U7K8IcSmLy1T68syaiamugAcogAmDrQWXSopizI0RlzH8Nki346SZRc8kZyyTkUiJrnQ5hipqiUhzgBFClBQnnaiQ5RECjqUJXQKUpQKUpQKUpQKqnLHys4W+scn9yPqtaqpyx8rOFvrHJ/cj6gtalKUFV8RH8O2h9f7W+9EKtSqp4i1E0ratJVU5SELf1riYxh0AA8qIdRGrJ8tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40GbSsLy1D/SzP7cn408tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40GbSsLy1D/SzP7cn408tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40GbSsLy1D/SzP7cn408tQ/0sz+3J+NBCMZ/x7lv61s/uGLqxKrDGkvElvzLRjSjQANdTMSiK5eoeQosOnX+lWF5ah/pZn9uT8aDNpWF5ah/pZn9uT8aeWof6WZ/bk/Ggza5jtS1s18O+TMlntHEy2Q7LyHcJ7tZqRUyxZPIyQWQSScIuE3iqRTJCKJTFOmcxgD0kER6dH+Wof6WZ/bk/GnlqH+lmf25PxoOc3drZ4hMz2zxGvsZNrgkH9nuLUuC24GYblViwB+d00VQVeHRScDsU5a3nE84u4gCHm1DpHh4y/N2tdF1PbYbtrivvL1t3mrBJP0DDFRTF0zKPNW3gkosCLY6hwTMYBEQKTePp698tQ/0sz+3J+NPLUP8ASzP7cn40FE3ZjK93PFLcOUEbEbXBbDvEqdskQcvkEkn78JFysdmcphMYpTJKl1OYgk87TXXUKglp4CyY9tbLmO4K3rhsHH94WK7gIW27mnm8r2GXcIrpCs0FBdfs7QqahA5QqdTdSlIBQ16x8tQ/0sz+3J+NPLUP9LM/tyfjQcrM7Rz/AHnffDu4nMKq2zEYxcuBn3bqfYODmUGIWalUbpoKmE6AnEAAxtqnnl1TKAGEMOcwDltfh3u21mNrJrXEOVXF6R0YaQbkF+yJNleJgVUT8tM6iRREAOYugiAG211r5ah/pZn9uT8aeWof6WZ/bk/Gg5fy3Z2askZFh7nn8YXvJ2KpbIoo2hEXu3g3EfOdpOJl36zV4nzkzI8kCiiqts0N8XqI66ezMJ5ix5hDh4IGPlZe4sV3E6fTNvs5VpzztnDaRbiZFwuqRFQxO1pH0MoAmLu6gYNK648tQ/0sz+3J+NPLUP8ASzP7cn40HLuUeHrIuWL9zS4CLLCxmQsWxtuRj1y6RMBJIijs50VCpnMcAJzUwMcCiUQMO0TaDW2c29m3MLzE9vXpiBSyGFizrG5ZyUXmWLpNy4ZIKESbsU26qigkUVUAROsVISplENoibp0Z5ah/pZn9uT8aeWof6WZ/bk/Gg5TnMD5VecKnEFjVta4HuO+Lru+TgWXbm4drbPX51Wp+YKnLT3kEB0OYol9BgAeldXRKCrWKZtly7VEW6aZw110MBQAa+fLUP9LM/tyfjTy1D/SzP7cn40GbSsLy1D/SzP7cn408tQ/0sz+3J+NBm1Bc8/IbkT6py/8Ao1alvlqH+lmf25PxqDZ3mIk+D8hkJKNDGNaksAAC5RER7Gr/AFoJ9Hf+ntv8En/xCsitVHzMP2Bt/wCLM/8AySf/AHy/8of1rI8tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40HMmH7KujHFy3US4uFJ7MP5LIlwzrG6W68AfRk8k1lm6+5V2VyXakoURLs3hoIAGvStHkvCebrmz0fipgrLa+XLDk2cNbVsuHDITTsEAKFeujrCfYkuftKhm+85RTKjoYAFQSh1v5ah/pZn9uT8aeWof6WZ/bk/Ggpa37QyBZvFXe16lsh1K2tkCLhUSS7V60ISLWZJrEUI4RVVKsYDbiCUyRFP3tB001qG4+xHnmzODO5cc20kFvZFcyFwOY3R8juKm5ll1yCRcgnImoo3U8wwj5hjlE2glEA6b8tQ/0sz+3J+NPLUP9LM/tyfjQcbWFw1Xe/zFOzXdld1k2xP4pmrPcSFzXqWfkDSTt00MBxJ2twCReWRQwcswFESDuAgiXddPD+9zTA2tZuMb1w75CRtiHSipObGaZrtHXZkCpJHZppHMsIKCUDCCxEthdQ84dKuDy1D/AEsz+3J+NPLUP9LM/tyfjQcUdwmcR4AZbha7tHIXRAN0I9g58qsOyTRSyPOFZA3P3Jl5QAYQXBM2o6AAjVwLROX8VZ2yNfNsYocX3AZBaxLluaNlmTRxHvmbYWxklyu1UwFE5QIcDpicxR36lHUNL38tQ/0sz+3J+NPLUP8ASzP7cn40HK9kcPGU7Vd8PakpGMXK9pzt0z11qMXSYN49WVBwuCaQHEp1SFVccsNpRHQoCOgdat3GFjXRbua8y3fMRgN4m7JGFXiF+emftJG8YkgqO0phMTaoUxdDgAjpqGodasvy1D/SzP7cn408tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40GbVe3H8uli/V64v86Mqa+Wof6WZ/bk/Gq/uOXiRzlYxwlGglLb9wgI88ugCK0Zp8/9BoLNpWF5ah/pZn9uT8aeWof6WZ/bk/GgzaVheWof6WZ/bk/GnlqH+lmf25PxoM2lYXlqH+lmf25Pxp5ah/pZn9uT8aDNpWF5ah/pZn9uT8aeWof6WZ/bk/Ggza5FzVYeVs7v4RolwzFsy74i4GLppkQ9wxqoRTVByU6ijcyJ+1rioiU6fIURIT40dw9K6t8tQ/0sz+3J+NPLUP8ASzP7cn40HNtx2Zmqz8k5weWZi79qmWWWrBeKkSzLRo2j3KMURgok7KqcFtuqRVCmRTU1AwlHbprWPh7CWS7VkeGpeetsGxMfY8fwVxG7Y3P2J8o3ZEIl5px5mpkVQ3J7iht6j1DXpry1D/SzP7cn408tQ/0sz+3J+NB/Py77YnbzyZnrIB7Ye3Zj2GubZcDOOv8APANnpY6Pbc1u4YdmMDkyYpCUVBXTBT93USlLpOJfDn7f5XccSDHFV53xaGU7UgpBk2gryUt2RiFU23mpro9takVTOkdMdeYYxDgcNug6je92cOHC/fV1ub2u3HFpScy+UTVeuFdujw6YABDOEwMBFxAAAAFQpvRVpJy0GimVJKSYkIQAKUpViABQD0AAa9AoKBh8HvrcuPh+GyMdnty27Gc3A5lI9SZB8eL7axXAoGWVUMo4MddYdRKJ9BOPXaGtQPj1te9guawpTF79sym8lA7xFJnMptU8nyRBVByUA6m7MKCqnTqAKG003CNdeeWof6WZ/bk/GtFN29jm5LigLsnEYt7LWuqutDuVXACZmosny1DEDdpqYnm6iA9PRpQbi2rfjLStyLtaFQ5MfDskWDVP/lSSIBCB/wDooVsqwvLUP9LM/tyfjTy1D/SzP7cn40GbSsLy1D/SzP7cn408tQ/0sz+3J+NBm0rC8tQ/0sz+3J+NPLUP9LM/tyfjQZtKwvLUP9LM/tyfjTy1D/SzP7cn40GbVU5Y+VnC31jk/uR9Vk+Wof6WZ/bk/Gquyg/Yu8uYXI1eoLGC4pMRBNQphAPIr7r0Ggt6lKUFQ8TUZGzNn2vFy8e2fMnV92wku3cpFUSVIaTQASmKYBAwCAiAgNSXuKwl7H7K8Ba/krScRH8O2h9f7W+9EKtSgg3cVhL2P2V4C1/JTuKwl7H7K8Ba/kqc0oIN3FYS9j9leAtfyU7isJex+yvAWv5KnNKCDdxWEvY/ZXgLX8lO4rCXsfsrwFr+SpzSgg3cVhL2P2V4C1/JTuKwl7H7K8Ba/kqc0oIN3FYS9j9leAtfyU7isJex+yvAWv5KnNKCDdxWEvY/ZXgLX8lO4rCXsfsrwFr+SpzSgg3cVhL2P2V4C1/JTuKwl7H7K8Ba/kqc0oIN3FYS9j9leAtfyU7isJex+yvAWv5KnNKCDdxWEvY/ZXgLX8lO4rCXsfsrwFr+SpzSg5ahMP4lPkrKTY+MLTMi1uNmmgmMM3EqRBhI44lKGzQoCYxjaB85hH56kvcvh/2VWh4I2/JWVA/Kjln6zMvuKMqUV9XoyfHHi6lvKob3L4f9lVoeCNvyU7l8P+yq0PBG35KmVK66jO6hvcvh/wBlVoeCNvyU7l8P+yq0PBG35KmCqqaKZ1llCppplExzmHQCgHURER9AVVEFxS4auWVYR8NNyi7SVfFjI+a8hvSxDx2Y+wiKL8UgbqHMfzSgB/OEQANdQqXjPJN1J+5fD/sqtDwRt+Sncvh/2VWh4I2/JUypV1DdQ3uXw/7KrQ8Ebfkp3L4f9lVoeCNvyVMqU1DdQ3uXw/7KrQ8Ebfkp3L4f9lVoeCNvyVk5RyLB4kx9O5JuRs9cRdvNDPHSTJMh1zkAQAQIU5ilEevzmD/rWyC7bcG7BsUJVLy8Ef5WFjoO/snM5XN9Gmm/zfTrrU/x8HdpO5fD/sqtDwRt+Sncvh/2VWh4I2/JUyrUMLutyUnJq2o6UTcylvAgMm1TKYTt+cmKiWvTQdxAEQ01pqG60ncvh/2VWh4I2/JTuXw/7KrQ8EbfkrdWhcyN4281uJCGmYojvfo0l2B2btPacxPPROAGLrt1DX0lEB+etxTUpuob3L4f9lVoeCNvyU7l8P8AsqtDwRt+SplSrqG6hvcvh/2VWh4I2/JTuXw/7KrQ8EbfkqZUpqG6hvcvh/2VWh4I2/JUQzFiDE7PEd7vGmMrUQXQtyTUSVTh25TkOVqoIGKIE1AQEAEBCrhqGZr+Rq/PqxKf6VSpZNEt28mOGcQGZNzGxXaIiKRBERhW38g/9le3cvh/2VWh4I2/JUrYf7i3/wAIn/YK96SQ3UN7l8P+yq0PBG35Kdy+H/ZVaHgjb8lTKlXUN1De5fD/ALKrQ8Ebfkp3L4f9lVoeCNvyVMqU1DdQ3uXw/wCyq0PBG35Kdy+H/ZVaHgjb8lTKlNQ3UN7l8P8AsqtDwRt+Sncvh/2VWh4I2/JUypTUN1De5fD/ALKrQ8Ebfkp3L4f9lVoeCNvyVMqU1DdQ3uXw/wCyq0PBG35Kdy+H/ZVaHgjb8lTKlNQ3UN7l8P8AsqtDwRt+Sncvh/2VWh4I2/JUypTUN1De5fD/ALKrQ8Ebfkp3L4f9lVoeCNvyVMqU1DdQ3uXw/wCyq0PBG35Kdy+H/ZVaHgjb8lTKlNQ3UN7l8P8AsqtDwRt+SoVO4ixQnl60GZMZ2qVBaEmzqJBDtwIcxVY/aIhs0EQ3G0H5tw/zq56gs/8ALPZn9hnv82OrOUmiWsjuXw/7KrQ8Ebfkp3L4f9lVoeCNvyVMqVrUN1De5fD/ALKrQ8Ebfkp3L4f9lVoeCNvyVMqU1DdQ3uXw/wCyq0PBG35Kdy+H/ZVaHgjb8lTKlNQ3UN7l8P8AsqtDwRt+Sncvh/2VWh4I2/JUVv8A4jLZs+6iWnERM1cTmLeJEug8RDPXycE1UQOqVRc7dI5SnHRLRMR3bVN4gBQEald9ZbsfHRIclxv3ZnlwKmRiY9gwXevXxyk3mBJuiQyhgKXqYduhQ9IhWd4r3fncvh/2VWh4I2/JTuXw/wCyq0PBG35K187nSybcs6NvWXZXOi1l5AIpmy/Zx8aRUdCJ9EwZglz9R5ZxDzOoBqHQQrMicwWfIWbL39JozttwsEChny1yQbuIOmQhAOZQE3SZDmJoOm4oCAiAgHUBCm8U7vTuXw/7KrQ8Ebfkp3L4f9lVoeCNvyVrrIz3ji/7hTtOHeSrOXcMPKjRnLw7qOUeM9QAV0AcJk5pAEQ1EuumoVYdWcb4LueUN7l8P+yq0PBG35Kdy+H/AGVWh4I2/JW8uy7LdsW25C7rtlkIyIi0RcO3S5tCpkDp/wBREREAAoaiIiAAAiIBULxTmZPJUtNxLi0rhgVGa5lozyrCvGXb47amBXJRXSIGoqGOGwBEQACiIBrT/GXR38tx3L4f9lVoeCNvyU7l8P8AsqtDwRt+SsOz874qyBfczjizLsby83b7cHL8jUhzopl5nLEAW05ZzAfzRAphEB6D6BrfX/fls4xs2Wv68np2cLCodperkROqYieoBqBCAJjdRDoAU/x1s7+Gt7l8P+yq0PBG35Kdy+H/AGVWh4I2/JXnZGW4G/F3reOtu9IvsKPPUUnrUkYpMxddNCHdIkKc3/tKIjp1rR484j7Byk5jU7Phb4XaS5DKM5RezpNvHKEAoju7WogCIFHaIAIn0EdADqNTeK90g7l8P+yq0PBG35Kdy+H/AGVWh4I2/JWguniWxHZ0xKRE1MyOyCXSazEi2iHbiOi1lAKJU3TtNMUUTaHJqBjBt3BrpVoFMU5QOQwGKYNQEB1AQqzjfCd4h3cvh/2VWh4I2/JTuXw/7KrQ8EbfkqZUq6huob3L4f8AZVaHgjb8lO5fD/sqtDwRt+SplSmobqG9y+H/AGVWh4I2/JUcXsGxbTzjiB7a1mQcO4WmpRJRVhHpNznJ5HeDtExCgIhqADp/SrVqEXN8tGHP77J/cz2uPXk+Ot9O3lHQtKUr5b2Kr4iP4dtD6/2t96IValVXxEfw7aH1/tb70Qq1KBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKCiYH5Ucs/WZl9xRlSiovA/Kjln6zMvuKMqUV9bo/jjxdT7qUpSurCruKRtPvOHLJLW2Cqmk1LZflQKkAicw8k24C6ddRLuAP61kYvu7FA4bsmSt+YhW9ruGMa0iQOqmRMFRBMqKIAI/+cB9pdv7wH/rVk1W8Nw3YFt68u8KDxJbDK4gVM4JIIx5CqEVH0qEDTQpuo+cAAPUaxZd7jUs1quZRiIu/wDCWVeIG9rznmF/25MT5GbxvOuWpIFSPWUIzaptiKAiAbSJbimIIqCpqbcIhU2ZWy7zfmeCi8quJxqg6xJCzUtBsZJxHonklHLkp+ZyTFP5gqHAC7gDUCiICJC6XZM8P+FLivHvAnMY2+9uEVUlzv1mhTKKKpBomocP3TmKABtMYBENOlS4ttQJLlUvAsWgE0qxJGne6fGmalUMoVLX/lA5zG/6iNYnTv7W5enH1mwGR8t8OFlRjWeXuEbcu2WQfQz64V45zcMYzcukEmxniY8wTJhyTecO03LLvH56kkTeMNKr8Obu0ST8NCjdU5DLsZaRO4XRXQavUjNVVzKHBfaqkcpB3nAQIXQR0q8ZbAWGZ2229oS+OYZ1EM3q8i2bKI9EXKxzHVVIbXcUxzHMIiAhrqNZsrhzFk3Y7TGsnYUMta8eKZmkV2UpW7cxBESGTKXTYYBER3BoPUevUaTp2HKOTc53AWbtfjGbtZrt7SPi4RBMhHHNTbqA0HmkAAEQKbcHnAHzh161YUjijH8tx2+UZKJWO7NYic8QQkXJNXqUkQhVAKVQAEAKBAEmmz5xKIjVzMcEYdi7dmLRjMcwjOFuBuk1k2KDYE0XaSYCBCnKXQB03G6+kRERHUR1rYXXijG98T8NdV3WZFysvb6gKxj1wiBlWxgOBw2m9OgGKU2g6hqADprT47+/7vV5+nGMzcDJ5JWjmvGsBcEW0lclNYslxy19OlnkmQ78zdyh5NMJkwbiG8CkExRIUoDsD57ZxXiyxmnFZmu40YlcklEqQzxkoMg5EEzumCorG2CptMBjCfQDAIF9BdNKtkOG/BAXKteBcU26WZWelkjPAZlBQHQKlV5xfmIcVCFMJi6CYQ661vn+LMdyl8s8lyFnxq10x6Atm8qZH/aCJCBi7dwekNFDgGuum4dPTSdOzvS5z9OOsZSsjeGJeHDHN2XVLNrcvWYuMk4qlILN1pEzVV2o1ZnckMChSHOAalAwCYEwL89bXIqSuNbV4kceY+uWXPbUFa0VKMyKyazo8JJuRcAu2SVVOY5QFNFBXYJh2ip8wG0rqR5hTE0hYrbGT+wIZza7NUV20Wq3A6KConMcVCa9Sm3HOO4BAfOHr1r9isL4pg7LkMdw9hQ7O3JbeL+PRbgVN0Y+gGMqIdTmECgG4REegdelT47r+9HOKWiLNZYfz/idvac1cK37eRMy3uM0pNOnwSB0GyThJcxFjmIRUD7tDJlKG05i6aaAF4Y4ta1LVZzaNpTjmUSkZx5IvTryQvBReKCXmolERHllKJQAE/8Ah6/zrbO7Rtp9Mw9wvIZsrJW+VYkY5MXz2pVSARQCD824oAA/0r4tey7VspGQb2pBNItKVkFpV6VuTaC7tXTmLG/mY20NR/oFdMceNZt23VKUrbJUMzX8jV+fViU/0qlTOoZmv5Gr8+rEp/pVKl8LPKWMP9xb/wCET/sFe9eDD/cW/wDhE/7BXvSIUpSqFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFQWf+WezP7DPf5sdU6qCz/yz2Z/YZ7/Njqzl4WJ1SlK0hSlKBSlKDnDIlpXxiWQvzOuEcg28LJ2c0vdFt3AkCjRdy1QAigou0zgdqqKaQFEpgOXdp0L6Kiwy2Qso8TVo3XZtxMrLSuDDzOWYhMw4yCyRl3oqukEU+ckUqpSmaAoYd3QpQ066haVxcJmGbpyynlWas6IcqHaLEexx2BBbv3p1Ujkerh6FFSAmYobgH/zDCI61OL/xHjPKbVkzyFZUXOpxpzHZ9qR1M3EwABthg0MUBAAAQAdB0DWuPC1vlFN2A7m+JOw2yF7XgWEuOxb8etmE1AIoEJKrR4HTK5QRclWJsEqxgMXzwAxDaCHzV1lbIN5P8fZrxpf88hdUTj6ctRRWeIyTbmXYLv2qzxs4IkAJCokkQ+8SAXUp+pS10/M4OxBcFpxdiy2OYJaAhDb4xgDQpEmRtBDcjt0FMR3G1EogI6jrWwt/F2ObUtBewLdsiGYW47KqRzFpMydncAoGinMIIaKbg6GE2uoemlwys0corDJrmMkeKHBiUUskvIN2lyPVhREphJGnZpk3GEOoEMsKG0fQIlHTXSrOvWZyNFHaBYdixNwkVA4ujPp40cKIhptAoA3W366m1/d00D069MTH+FsU4rXdusd2FDwK74hUnCzRuBVDpl6lT3DqIEAfQUB2h/KppW5L32zbEIzFYFr5VxrJ4/veQPGx8z2YnaEXJUlEXJF01W5kzG6CYqyaYgUQEDCGggICIVX+P76y5Z+ZGmC8rTsBd5ZSEczEVOxbMWTtNNuomQ5XrXcYhd/NDaoQQKIlMGnXpbt5WXauQbdd2nelvsJqJegXnM3yBVkjiUQMURKbpqBgAQH0gIVDcGcP1gYGtpCIteLbKypm5EJKcO3KV5IiUREDKn6iIBr0LroFS43luLLNd0LtuNjojjSl42JYNmTRDGTMqSDdIqaaYeUlOhSlAAAP+lWHlu0rNzJj26MUzd0EZtZRJONkVGblLtDUyhimIXQ2oFObzdoGDrqGgDWqjuF3AMTcTe7Y7GMWhMNVyOUXhTK8wqhD7ym1E/zGDXT0a19QfD/ZZWl9I3zGR90HyHMmlJkjtoHIUTJtK0QBMwj0RTTJobXUT7j9NQAEl1qwtnlEoO8L8tTiDUwxdORCXfAyNouJ47t4ybNX0QdNYqeixmxE0hSUKcwlExCiAkHqIB1jbeKuzhcXw7Ydo5UXui1pyaQtcIOVYs+eVqdFVTtTZZumQ4lS2AJuZvDacPODprd1mYYxVj1jJxtmWDDRaE0XZJAk2ATPC6CXasY2plC6GMAAYRAAEf51hWVw/YUx1NhclkYygYiUImZFN23ahzEUzfvETEdeWUfnAugDU4ZLyjnzHslAx/CdnhG5VkEXLaevRGaKuJQMLhVVXlgYB9InIdECh8+oAGtdH4TYT0Vhmwoy6gUCbZ2xFoSQKfvg6I0TKru/rvA2tYs5gLC9y3iGQJ/GcA/uEFEVjSCzQplFFEg0SOf5jmIAABTGARAADQan1XDG4+UyuylKV0ZKUpQKhFzfLRhz++yf3M9qb1CLm+WjDn99k/uZ7XHr/jrfT++OhaUpXyntVXxEfw7aH1/tb70Qq1KqviI/h20Pr/a33ohVqUClKUClKUClKUClKUClKUClKUClKUClKUClKUFEwPyo5Z+szL7ijKlFReB+VHLP1mZfcUZUor63R/HHi6n3UpSldWClKUGBPT0La0K9uO4pNvHRkagdy7duDgRJFIoamMYw+gACq6xPxB23lW4LigmsVIxQxSxlotR+zdN/K8YVNDc/TBdFMCkBZYyW0BMPmAYdAOWpNlzH0RlbG0/judkFmDOeai0M6REAOicTAJDl3dBEDgUdB6D6PnqtbPyVlqyMwQGC8vKwFx/tDEvH0PckQmdquqLTZzAetDCYqZjAfUDpn2CYNAKGuhcZWyz01JLEttziRwvdl2NbIhbyE8vIczsCbiNdtUn+wNTdmXWSKk40ANfijm6da+rt4jMM2PPO7bua8ytnkcKRZAyTB04bx4qaCQHThJMyLYRAQEOacnQQH0VX0sKfEjmy1XVtJCexsSy60k6niGDZJzZCGSKzbD/xJo7hMqqGpRNoQOoGGo5jhxapMIcRwXKoiTZdN4FuAVxKA7BR+L3bumgtxRAvzfN/Osc8l4x1Wisk4SIugoVRNQoHIco6lMUQ1AQH5wEK+qrXD611RHDjYqykOpKXG0syKFRiouVAzh2VkluTMoYNpBE4CAiIaBUjsGfve4Yxw6vrH/7JPE1+Wk18qov+antAeZvSAAL1EQ2j16a/PXSXbOkHyDxN2JYV6x9miR1KGI9FC5HjNo6WQt1EW51U1XJ0UVCAJjgkTYJiiAKgcdClGt7f+fMYYyuFtad2ysqSXeMxkEmkdb8jJn7MB9gqG7IgqBQ3dPO0qsMgRGTOHcuQc0YvnYCetZ87VuaeteaKZBRJciRCOVGb1MR2nOVEvxSpDF3F6CXXQZFM2DP5KuCDz7jfKDizJB7aSDUGzqHbvCGarHB0UFyqDqQddoDtEB80dBrHLLvP21qJ3NZkx1blnRt+T06swiZkyZI8HEe5I7dKKAIkSTZin2gyogAjywT39B6dKzLBybY+T491JWROA/TYOBaPElG6rZw1XAAEU1kFikVSNoIDocoDoOtcy2XlV7l++eG2/L5Ysmjl6rd7UnZd3Y1ZJBHkpqpbxEQA6SbgSAIj+8IAIjoNWnioGZ+J7OTiKOUzYWtrJuxJt2+UCtnXNARD/iBAWeuvX93+lJnbf9f/AJsuOl30pSurBSlKBUMzX8jV+fViU/0qlTOoZmv5Gr8+rEp/pVKl8LPKWMP9xb/4RP8AsFe9eDD/AHFv/hE/7BXvSIUpSqFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFQWf8Alnsz+wz3+bHVOqgs/wDLPZn9hnv82OrOXhYnVKVDLwyKa2b2suxGEGaTf3e5dgce0corFk2R5i7o3mm3gBjIJgXpqZYvnB89t15TymdKjVm5Dte/XNxNLbdKrKWtMLQMkCiJk+W8SIQxyl1/eDRQvnB0r7sO/wC2skQq1wWo6VXZIP3cac6iJkx57ZYyKoaG66AchgAfn9NNymkipSlUKV4P3iUcxcSC5TCm2SOscChqYSlARHT+vSq3tbiFsq7RxuEbGzSfegwdyEPz0Eg5CbdEFTg40UHaYSjoGzeGvpEPTUtk8rq1Z9KUqoUpSgUpURvDJsBZN1WdaEq1fqvb3frx0edumQySSiTc65hVExgEpdpBABKBh1EOgB1qW68iXUpSqFKUoFKUoFKUoFKVFr5yNB4/eWoymWz5Y94T6NuMRbJkMCblRBdYpldxi6J7W5wES7h1EvTTUQlujylNQi5vlow5/fZP7me1N6hFzfLRhz++yf3M9rl1/wAdb6f3x0LSlK+U9qq+Ij+HbQ+v9rfeiFTO/r/tHF9pP76vuXCLgovlC8eGRUVKiCipUymMVMpjbdxy6m00KGphEAARCGcRH8O2h9f7W+9EKkuXsfMsr4suzGr8xCo3LDuo3eYNQTOomJSH0/8AaYSm/wDxQfd85Wx7jaQtmKvi528S7vGWTgoNJUihhePlAESJBsKIF1003G0LqJQ11MUB9p3I9o27cbez5GQWNOO4p7NoMGzNZwqozaimCynxZBANDLJlABEBOYwAUDDrp/PiXiLm4r8fxtxkdnG4sHYuTeET3aqpXgm/ATk1DoCmkEqmI/MDko/PV7YuucMz3nlriUhX4nhWtkR1rW4ukoICURY+U3Zy6fuiCjxuURD/AIkhKPUnQOjofJdoS7e1znkFI13eTY7qHjpNE7R6uUiYKKF5CgAcpyEEBMUQ1L89Ytu5Xtm58m3hiiOQflmbJbxzmRUVSKDc5XqZzogkYDCYwgCY7tSl0EQ01+bjWDs6LyXJcGcve0hcD97OWnJkfui3A/bqrGTi01Sm3pLFMU4mMYTHKIGOHQwmAAAJpD4jhcn8ZmfY6ZuO6Y5q0gLVRRThZ11HDzjtFgIuY6ByHUOntHaBzCTU5hMUw6aB2TSuGMc5CvPNMRwu2Ff14TLaKvazZKenXDGRWYupx8yTQIkgZyiYipS6KnWOUhiicShr0AQHVZHu68cf2PxP46tq+LhWt2wnVtOoGScyrhd3GHeHRO7Zg8OcVTEJtAdDnExSqCAjoIUHflam17rtq9YZO4bSm2ktGrKKpJumigKJmOmcSHKBg+cpymKP9QGqKyDNKy3GVYWPQuN75Jk8f3EpJRjSSVRKcDLNSJqmKkcBKfaKgEUDQwedtEB1rS//AE7rIt+38BM5+N8pdtkJGWbuO0SztwkBUpJwUoFRVUMmmbQOokKUTD1MIjQXW/zhi2Ly1HYMkLrIhe8sxGRZRZmq/wAcgAKCIgts5IG0RVHYJwMIEMIBoFfOXM6YpwTFxkzle70YFrMvyRjAxmy7gy7kwCIEAiJDm00AREwgBQ6aiGoVylxKWVO3PxFX9c1mnOS6sfWLbd5wQkEdyrhjIvVDt+nzLIc5HT0DzeuoahUM4hr3huKGwL+ztAE7VZVkQ0LCWw4OXTmyb92xcyCwAP7p00TNm4/OURWLrqJgAP6OUrjfMUvk6/eKW4cax1oztywVs2nGvmMTGX2pbHx7tVwCr0x0hKo5EvJImUNwkT6iJRE4VhMm+YJCU4fMEZ2veWjjy6Vwup00bOmI5mjsQAWTVV62FM4jyT8xTlmATikOuvpAOjnuebNYu7/YnjLhcrY3fR0fLpsYtR4oqq9bt10RbpI71FCgR0nuHaG3Q4j5pd1WMA6gA/zr+eU+LnHVicXaVlZAmn6kTdlroNJg0qZZ6kXs0YQyAuSjvMKQCZuImMJ9E9DiY24RtPNq9xYzy/MZnyo6umUxc3LDhHSNtXMs1PaS6ZylWB3HEUIR4ksochjHEFTgU23l6daDrulcJcVd5PXrTMl44thMgOpbHiBgd3KF+KRMbBP27FJYqbWPBTY7KACQyhVEvjDKnKUw6htkuUs3XBw6X/ed1yEk9km+RsfIz1qRa66iiJLkaAVuZk3TER2lW7S1U2k6iJVR06BqHZFK4KlWmYkMsWtw9PIu5b6a2pjVhJumaN/LW+4fyi6xyOnyrohgWcbTE2lIBthN+uno06l4bIvJ8JiKLhsvKqq3CxcvUAUXkiP3AswcqdlBdwQpSqLFQ5ZTmAOpiiPQR0AIzA/Kjln6zMvuKMqUVF4H5Ucs/WZl9xRlSivrdH8ceLqfdSlKV1YKUpQam7LStu+reeWpd0O3lIl+UpXDVcBEh9pwOUenUBKYpTAICAgJQEBAQqAYV4c7EwzBA2ZtCSk+5bGayM845pnTpMTCPLAyqih00wAQACFPp5oD6etWrSs8Zbtd3WlJ2zwYcN1nSbCXtnH7lg5i3BHbQSXBJmImqU28DcszgSD53XQQEB+cBqS3Nw54TvG7TXxcmPY95MKmSUcqCdUiTw6enLM5QIYEnBigAAAqkMIAAB6ACrHpThjO2jlfb8KUpCgUpQAoBoAAHQAr9pStIpWT4S8TTWWHGS5WBaOGjtuKjmDMVXsbiTFcVTP1U+byVDiA6CUyXUdTCIiPSUX5gDEWTJdGdvSzyPnyKBGvNSeOG3NQKIiVJUEVCAqQBMbzTgYOo9KsKlZ4Y+l5VD7pw/jG87SZ2LcVlxq8FGimaPaIpi3BiZMNCGbmSEp0DFDUAMmJR0EQ10EQrNsTHdlYyhP2dsW3m0SxMqZdQqYmOouqb95RVQ4idU46Bqc5hN0Dr0qR0q6m9m74KUpVQpSlAqGZr+Rq/PqxKf6VSpnUMzX8jV+fViU/0qlS+FnlLGH+4t/8In/YK968GH+4t/8ACJ/2CvekQpSlUKqfJ/EZZ+N7hZ2om1ezkqV21CabxzJ25GGYKgYReOBboKgUAAoCCZtomAdQEAARq2KoDIdmZKxnc99Z1w1dNvPAl0G7647auBMxG6yjJqVLmoO0x3N1OQkQu05TEEQAR26iNYztk7Ljq3usvIOZ8XYqtRK98gXmwhoZwQFG66u453BRLuDlJEAVFB2jroUojp1rPujJVj2ZaiN73PcCLCGc8ns650zmMuZbTlETSKUVFFD6htIUomEegBVH53nbay1wWXHmVO2EmzyWx67esjOkiHcsknLYDnSKppqADoUBEugG2gNe2RlWiMzwxqTYlCG8vkBbmacvtgwjkGeuvz88Sbf/AHafPpWbnf8AxrjFr2xm3F13xk7LRF1ppIWwUTzRJJsvHLRxNnM3rouiJqJFEgCYDGKACAagI1j2TnvFWQpwltWvciykmu1M+bN3kW7YmdtiiACs3FykmC6Yah56YmLoIDroNcq8ZHKUu3MriJMqdk3xrbyNxg100A3lpYwFPp139mFTXUf3BJ81Xnl0zF1nLh8C3lUjOySsw4T5IlEAivJCxVjf4YnM2AB9G4SfPpU53ev7ycYvesOZmYq3ol5PTkggxjo5A7p26XOBE0UiFExzmMPQAAAERGo3kC5cjW8LILCxkndoL7+0iecRj+z6abf/ADCG366j6NNNP6195JsqKyhjKdsK7FDx7K5IxSPdmTVDe3FUu3Uph6CJTCGnzCIf1rrb6Z0jGLeIO2sp3ROW7HxUnHpMzFXhXb1g7bkmmPKSMo7S5yCZQKVVUU9oGMIgUD9CmCs2K4iMQTNzMLRZ3SuSQllToRxnUS9bNX6pQERI3cqpFQWNoAiAEOYRAOmtQi18h5cxnly08H5YfwV2s7qYPTw1yRyJmb7mM0ynOD1pqZMAMQeiiRgKJg/cDXpE+Isl6weQcVXtfk1AXNY7W+2pI+Ii2SjB6i8X3pslzqmWWB2CO7cJSAjuEN2mnmhy52TbXGbXJePERh6wZp7b90XcZB5FppqyXZ4127RjiHDUhnayCR02wCHUOaYnTr6OtbG8cz43sPyWW4LgUOtNImcx7aNYOZJw5QKACZYiLVNRQUwAxdT7dobg69apfD7q10Lb4lRu5VNMqV7zxpwXIlAexCwQ5Ym3dOXyOga9Ohv61EuEQki0yvANLx3lmAwdagMQXDQ4NynU5xQ/qBhS3fPqHWnO7k9nGOsbPvK2MgW4yu6zZlvKxEgUxm7pAR2n2mEpg0EAEpgMUxRKIAICAgIAIVuaofhITc+S8ouyH3w7zJ8+vDHLoKZm25IqgpiHQS9qK669eutXxXTG8ptmzVKUpWkKgs/8s9mf2Ge/zY6p1UFn/lnsz+wz3+bHVnLwsTqqKUXeLccKTV4JuxtMWirHgIebzlZUQc6f12pNdf8A8VetV7e2P5+UynYeS7Xcx6Ktv9vjJlN0c5BdRTtMomKmJSm1UIug3OUDaBoB/ODXqymyK34ZJaMhr2z7BS0g3ZyDTIb2WXbrqlIdNmu1bmSXEBHomYpTCBvR0qs7Bsm5MmcNkOztKWaHbP8AIU1OGh3MorHJ3RFg/dH7MVwl8YUp9xFAEAEo7A3Bp1rpy+sE4bydKt5zIOM7duCRakBNJ0/YkVVKQBEQLuENRKAiPQenUa2Vz4txxedvsrUumyIaSh40SCyZLNCCk1EhdpOUUA+L0L0Dbp06Vz4Xw1yjnKPvO3X9nYNC1o6ZtlhE5ZWgH0dKSRnSjRwRnKkO2FyJzgskCxiETEDmLpyyhoIAUMK48jW5b+VOKGcn5GVkIKDgLZQctoaSMi4IoZJch0klSnLyDicxQMYBKJdRERDSulXeI8YP7HSxo7sKDUtVDTlRAsydlTEDCYDFJpoBtwiOoddREdeteENhbEtvR0pEQmOoBkxmmabCRbIsSFSdtyb9qahdNDAHNUHr85xH56cMv7/rRyjmLG7WXx9xEymPmVtIWjDzWMns08gW92OJwpnSblMiTlQViByltihyjsExTh13G0Aax8NN0XaXCE1cJgokta0+moQfQYox5QEP/wBV09aOCMN2C+NJ2XjWAhnijRVgdwzZlTUO3UEonTMYOolEUydB/wCUK3EbjixIf9n/ACXakc1/ZRBVtCctEA8npKEAihEv+UDFAAH+lJ07/f8AwvOOSbIm5O45Oz+DmZkpEZexbzduJlbnjzlrejNjqPOqbXXav2lgnqP7wJqD6auDivknxiYzsleWdxlt3nerWGuFdq4O2Oo0FBdQrfnkEDpAqqmmQRKYBENS6+cIDKLJxK9iM45AzNcKEOZ3cTaPh4czPeKyMa3T1PzxMUocxRYwiIBuDYkkGvSp3dVpWxfEC6te8YFjMxD0AK4ZPUCqoqAAgYNSmDToIAID8wgA1ZheNiXKbc/ZKtXD1hwERiK07ZlZ9S5rrTaI262vF2zbpvAZqLmK4XFUxkUQRTFQUQ13m2bSGEapeZnbktjhm4mLZZOAikbMmUE4hmznFpROK3pNFDooulSEUMQFBMO0ShtExi6V2GfA2GVLQGwT4yt4beF2D8Y/sJOULkPQsPTXmfNv1106a16McHYfi7WlrIjMbwDSAndnlKNQZEI3diUpSlFQgBoYQAhf/wBVL07fCzKRUEbZMZh3itsaBsuSmys7ytecVnk30s4eA/ctVGhknKgKnMALarKAJigHQ2gAAdK+OLuHgrhyVgaBuWWdR0bIXU+bLrNn52ShgPHqgCQLEEDE5giCY7RAwgcQAQEa6Gd2vbz64Y+7HkO1WmIpBdsyenIAqt0ltnNIQ3zAblk1/ntCsC88b2FkVFo3vu0IqfSYmVM2TkGxVipComKZxADdNRIYQ/8AzVuHayM8u+3Ht+ztx4Qg+IS0cNSL5OAgC2udoKkiquEGvILGTkipKnFQ6QFb8tbXryRPv00HSrUwxii8rCyhGzUHCwds2pIwzkspHN76fTppRbVIyDwhHLcgFOXzgOoU3nAqGuo6VddsYxx5ZduOrQtWy4eMhXwqC7Yt2hCouBUDaoKhdPP3B0HdrqHSsCyMJ4jxrJLTFhY6gYJ8uiLc7lkzImpyhMBhTAwBqBBMADtDQNQDpUnTsu1uXZWWcGTa+s+41xHeTt2SzZeKmZRZii8VaklJBsKAJIqHSMUxykIoopy9dDekQEC1HLktKwZbLWOsAjPP+7fyLOyKEenPOTFk5Zs6QTBkovzBVUKiRVycERPoAphqHmaV0He+OrFyTGow9+2nGTzNuuVyik+blVBJUOgHJr1KbqPUNBrWyuFcSTdqR1jyuObfcQEQYDx8eZimCLQ3XzkgAPMHqOohoI6jrVuFtpMnK0xETMBa2VUsa3DKyEJhK9Yu47dKd+q6MRJFoivKRhVjGEyiZSqOCgQRHQTAQfQNfeScgXTclp5jz3aFyKoQi7+EsS35Bs+M2TTiiOkiyLxNYoH5WqjtcvPAgmJyddB2BXX0BYtmWrbP7GW3a8ZGQWxRMY9q2KmgYp9d4CQA0HdqOoj6deteMNjqxLfswMdw1oxTW2AQUbeSCNii1FJQRE5BTENolMJjagPp1Gp8d9nOOeLRxZeuOpmdmYiNh7VtOQs2RB3ENL3ezYvXhSlFB6mVw3T5ZgKKhTnKbzt5Neoa1W0Hbx8dcE1r5Ltqbmi3HfTK2Y24Zt7cDlIUY9dwikptV88rQhEjimCyaYmIUd3nCHXrq0sG4fsNR4tZ2N4CIUkGxmblRqzIQ6jcfSkJvSBP/aHT+lbxvY9nNbPTx+jbMb+zSTMI8kUZuUzUGwF2glyxAQEunTQafGc3MbSyMoYUbX1eFnRcPbEKWxJB0hAs7xdzplpREu9B8kR03Jy/NESnEoiBh2CICPWokrYONrW+DFdFs3lKyk7dd1Rcg+VeTi7oZrdGOzqv1EVTm+MKooBd5QLtBYSDr5unWVk4XxPjhw5d2Lj2ChF3iPZ11WjMhDqI668sTaa7PR5vo6eisSAwDhS1ZBOWtvFttxjxJ0R6ku1YJpnTWJu2mIIB5um8+gBoHnD0p8dXmn1Qi5vlow5/fZP7me1N6hFzfLRhz++yf3M9p1/x1On98dC0pSvlPaqviI/h20Pr/a33ohVqVVfER/DtofX+1vvRCrUoIfZWIcbY6cXM7su02sWreMipKzhkznN210cBA6hgOYQLrqPml0L1Hp1GvmwcPY1xfY6mN7CtRtEW2qZwZRgkoocphXERVETHMJx3aj8/QNADQACplSgrm4OHfDN02Lb+Np2xmzm3rU5PkVsDldM7HlJimTlrEOCoeYIlHz/OARA2tSOEx5ZluXZN3xCwabWcuNBm2lHZVDiLhJqQxG5RKJhKXYU5g80A11669KkdKCt5ThzwpM46hcTyVgslrXtwCBEM+csU7ASAIFMiuBwWTMAGENxTgOgiAjWygsKYptqwHuLYexIpG1pJNVN9GnSFUjzmhooZcxxEypzBpqc4iYdA69AqbUoKysHhqwfjCbY3LY1gNYyWjm7hog+ByusuCK/L5hDHUUMZQNEUgLvEdgF0LtARAdxZOGcZY4uGeumx7TbxEjcy4uZM6CyvLWVMYTmMVITCmmJjGExuWUu4R1HUamtKDQo2NaiF4vsgJQyQT8lHIxLp6JziKrRI5zppCUR2aAZQ46gGo7uoj0qNMuH3DcbjBXDEfYjJtZayxl1IlFRUiZlBXBcTbgPv15oAb975gD0dKsOlBX+TMCYizC6YyGQ7KbSb6NIZNq+TXWau0kzdTJgugcinLEeokE20f5V8XDw94XumyYrHU1j2MUgIJQFYpsjvbnYKBr8YgskYqqRx3G1MUwCbcbUR1GrDpQVs14cMIMLVm7Hj8dxrSCuMzQ8oxbmUSTcmbAmCJh2mAQMHKIIiAgJhARNqIiIp7hxwlc99o5Knsex7y4UVkXAuTnVBNVZIABJVVADAisoTaXadQhjF2l0ENAqyaUFUX1wrcPuS7kkbtvnGEZLSku3Bs/VVUWKR0UqfLIdRIhwTOoUnmlVEonKABtMGgaSW78PY0v5xaru8LRZya1kSKUrAHVE4CxdJAAEULtMGumhR2m1KIlKIgIgAhMqUEEybgzFGYxYK5Gs1tKuYvd2J4VZVs7bgbTeUjhA5FSkNoG4oG2joGoDpUjtG0LZsO3WVp2fCtoqIjyCRs0bl0ImAiJh9PURERERERERERERERrcUoKJgflRyz9ZmX3FGVKKi8D8qOWfrMy+4oypRX1uj+OPF1PupUCvzOeN8b3EytK6JGXGZkGSki3YxdvyMoqZqQ5UzqiVmgrtKBzFLqbTqYP51Pa5lygtk1DjIt0+KY22HssOMpMFk7heuGrYG3lVnuMU6CSphU38sAASgGgmHXUAAdZ5XGdkxm73dEW3cMbdcG0uGIK9Bm9IKiQPGC7JbQBEPPRXIRVMdQHoYoD8/oGtRknI0Fi22yXTcSD1ZopIMo0CtEynU5rpwRBMdDGKG0DKFER11AAHQBHpVbTk1ebbP2E4y6HbZi7krcukZVjGPFTsFnaYRokAu8pBV2gKokExAMACfoHWqHuu431xWDmc7idXk2zHOkQ0ZCd0KyaCJXEZ8UnqIgUoGE3mh0ARH59azlnqf3pZjt2Fb2RIK5b3uuwWCDwkjZ3Ye3nVTKCJ+1pCqnyzAYRNoUo7tQLoPo19NSiqPxL//AFMZ4/62x/oFK1F42ibI/FBcFpTt13M2t9jjuJfhFxcwuxSUdqP5NMFzGQMVTcUpfQBgKYQLuA2wmlmV0nHu6HpXB1iOLsRwJirPUhka7pK7l74ZwrpdzMLC3cxvlRWP7KdsAggYBSIU4nEgqGPqYTjrVkw8Mjmy8s4P8i3rccWpZU0aDhUI2ecxqcMyTZJLEdgRFQhVDqHOdQTrAcBAu0PNDSpOpv8AS8XVFaq6LrtuyYVa47tmWsVGNzJkVdOT7EyGUOUhAEf6mMUA/qIVzZiLId63bO8N8tdss6K6uGyLlVflE4pJyKqRo0EHB09QKY5k96odOnMPt0ARqocvLEvvAfEI8mJt/KoQeWyJRhiyiwpIJc1gmKZdh9opgCimhB1KBh3AAGABCXq9tz+7bJh37u3rgyJB23e9qWC/QeGkbx7cDA6SZRRJ2REFVOYYTAJdSj5ugDqPp09NSiuYcwYwgD5jwJYEbJzsdEAtch1DN5hyZ2on2IqhkhdHOZcCnHzREDgbaIgAhUn4Y3MlHXFlzHyk1JyMRaV3g0hwknqrtZs2VZN1hR5ypjKGIU5zbdxhEAH01qZ3lq/3ZLj23FpReSLJmLnuKzWM8n5ZtMiCsw1WSURFsmsQTpqblCgU5BKA+eQTFAQEBEBAQrKsq9LayJbDG8rPkTP4aSKY7R0LdREFiFOJd5SqFKYSiJR2m00MGhiiICAjyNxrtl52/k0MaN3y01CWu4XyOEWqCSq9pKLF3M9wlEBcHEix0gAQMUpVR1ADhr0InetwI25ajjBuMY657QfxbdVo6TnE45Ns3EoAkQiR0zCYAT0H5tNNPTSZ3dlLj22tClc0WZbp704m8syl13dcpoyyHkK5iopvLuEGbdZRkVRVUyaRi84BBIA5Z9yfnHHbuNrVbQV1v/2wxBkGxYG8o6273uUjDyzP3wq9WnWThs4EeZGiodNHUSFUKYm0SbQDaXXSp8n+l4u4KVxdFXdeCC8dwg/tJKu7ja5FO2eSB3iovf2TS/8AFE3BlgHcG9PltRER6iJygPortGtY5cmbNFQzNfyNX59WJT/SqVM6hma/kavz6sSn+lUrV8E8pYw/3Fv/AIRP+wV714MP9xb/AOET/sFe9IhSlKoVTN6cKWKr7yi1yROwbVRIWzgstFARQreYcmFHkuHJSqAmoKRUlCgUxDbuaImHzQq5qVm4zLystnhA8j4KxZlqPZRF+2waQYR6R0G7VF+5aIlSMAAJBI3UIUxdClDQwCAadNK8W3D9iBtYC+LhsxJ1bC64OTMXrtw72LBptORRZQyiZi7S7RIYBKIahpVhUpxnnRuobaOHMYWLbcjaNtWXHIRUxv8AKaC5Rci/3l2G7QdYTHX1L5vxgm83p6OlYePMDYjxVIuJewrJaRj5yl2czkVVV1SI668lMypzCknroPLJtL0Dp0Cp9SnGejdK1dz2vb16QLy17qiG0pFSCfLctHBNyahQEBDUP5gIAICHUBABDqFbSlVFVYW4csfYWZnWio1F/OrgskvMuCqKODNzqmORuQyqihk0iFEhNpTaDsARDWsm2uGnBloXMjd9v46j20o0UMs0UOossmzUN+8duiocyaBhARDVMpR06VZlKkwxnbS7qurv4dsKX7dH7ZXbjyNkZc4JguscVCEdgn+4DlIhgTcbdAAOaU+gAAegNKz8hYUxdlQsf+3doNpFSKA5WS5FVWyyBDAAHTKqiYhwIYADUmu0dA1AdKm1KcZ6N1rrctyBtGDZW1a8Q1i4qOSBBqzapAmkiQPmKUPR/P8AqIiNbGlKqFKUqhUFn/lnsz+wz3+bHVOqgs/8s9mf2Ge/zY6s5eFjNdZMt9plSPxAq3fDNSUG5uBFUqZezA2RXSROUxt24DiZYogAFENAHqHQBltcvZYtKHvXjXseBnZqSYs1MfSxzosJJVio9Er5vogKqRiqbf8AjEpDAI8sNfN3AMJZTd5WfaS99ML5mJKAw3lx5FLrO5FRwLy2ViIorlWOI/H9mUdG0MfUSg3MOuoVj5LLdtcdu16hTTM+M32UnuFW10pmvSPZlkHEWZssUSoGApgMCpiAkcdDAO0pxMAajp0HSHcOsjP3o+yBleUlHC8Vc1yKtLcbiuYyCUWwDspFUyD0LzVU11BEP3gMUdRAQrnjJcU6i+IXNWa4ZNY8til1ZlxlTQDz3Mf2R6lIN/8A/psoob//ACTLTLOySwmO7p1vkHNOMMVzFtQF+3WjFyN4PixsK2Fussd24E5CAUASIbYXcqmAnPtKAnDUQ1qbVwblOVj8zyqHEC0IVxBtci2laFnuwERKsySk0VXrkn9FXIgTX/lal/rUmvQcp5TzVli3463ZuZJa5mUZB9gv1SACHBRkRYHZUEw+POdVQw71NxdEgJpoAgM+XucHZlQKLzRa0vGy8myjJ5VOFulS0XJEY47hQXhFiJGUAqO8QQATgIqG00KAiIBpVHMmt63/AJgx/iPNV2SLcI/GZp6RaQsuszJKzHaEkFVTOGxkzHBMoiYCgIBqfdpoA1DrLdurbwlcCVu3lISJSZ/aMQlge7l3qBpxkmcVFU9AU3kEQOPoNqOvpGl6lJi7fpXLF1ml8d5wd33lFW4pG2Zy6IxjbM7B3IsVGJUUBNEsc8jAOVMUzrAoBlClVMIKajsHQSwLPF6vkWF5ZUxhBXjzrUu0scvdD69lW7ZB63fJIrtUIsFBTWb9TpaGTKJtRMG7QDVb1NQmG3clK49ydkW6MSXFlnD0fOP3U9kNxGPLDBVyc6qBpVQrF0CRhERKVssBlylDzSgcodOta2Xa5GvDNN74uZ27cFzRdgQ8LFw6Ta/VoFZoVRruM9MJA3OljnDTmKbgDl6CA7h1XqfrRwdqUqHYdQvpri212mTXKDi6UI1FKVXQXBYiy5Q0E+8AADCYAAREA01Ea5as+/J0nAtYEvI3k+LPyF2QrIXK8gcHbg37SJFVR3ibeceSBwMXUfMAwCGmtauekmO3a1K5bUtaOyTnvOEPd+RrlaMLcbRC0dGMbhcMEmJlYwplHm1E5DDoYgCG4RTAdwiURMI1YPCzcNw5O4Y7Lmb/AF3LqRmIQUXjgyhk1nKep0irCcuhgMdMCm3lEB1NuAfnpM93RcdRZ9uXTbt3sFJS2JhtJNEXK7JRZufcUq6JxTVTEf8AmKcolEP5hW0rhCwkRxBwkZLyRYCsk0uFG5ZiG7WpJunBWTU84Dc7gElVDJlURROZXmCXcIk1MIgI62pLW6hhjNWHWWO7xuR4leLh9GTcfJTrqTJItCMzrA9EF1DgmcihSeemBQEFNPR0rM6l1Nz+q3FeeQck2hjGIRmLtkjNyvFwZsW6LdVw4eOTFExUUUUimUUOIFEdClHoAiPQK02K8xROQscp31NslLVcsm5TT8dJlVbmh3AJFUUSVOumkIgQpgHmbQKIdQHSsfMuLnmRFrXlbavX9l7stKRUlYN8ZqR2mJzIHQWTVQMYvMTOmsYptDFMGoCAgNRzEV/zmV32QMQZmtO3HMtZL5qzkTxwmcxckiukC6JwTWDUhw089M27aIB1H5rbZlpNTSf42yxj3L0S9nccXIlNx8e+Ujl3CSKpCAuQCiYpRUKXeGhiiBy6lEB6CNe195Ls3GzVo6u2Rcoi/UMk0QaR7l85cGKGpgTQbJqKn0DqOhR0+eqv4WSESksyppkKQhMmyxSlKGgAAJoaAAVY2Q8r2hja0DXhMO1HqCqpWrBpHF7S6knZxEqbZsmUdVVTGAQAoejQRHQAEQsy3julnfTXsM/YjlMcSWWo67iuLXhznSfu02TkVWypDAUyR2/L55VAMYoCTZu6h0rYWNlmzsirPELaJcJDMCFUWGVtmSii7TCIBtM8bpAceg6gUREPn01qo7E4fJh5hK9reyRLpW/cOVp91ckqDISKki3DlZM6TdMTABVDEKkmURENDG3aah1HRZGu3MtsPcg4SdXoS9HMliueuKKkUo1JnIRzxIvJSSUKh8WcqhlQEhtpB3EEPO9NZ55Sbq8ZfC4Lf4j8MXROR9vwt4iq4l3CrSNXUjXaLKQXT13ptnaiRW65g2m81NQwjoOmulbO5vlow5/fZP7me1z9kxSCfcNfD63to6R3C1wWX5CI32iO4gJibaH8iogrrp6NOtdA3N8tGHP77J/cz2ufVyt6eW2sJrKOhaUpXzXrVXxEfw7aH1/tb70Qq1KqviI/h20Pr/a33ohVqUClKUClKUClKUClKUClKUClKUClKUClKUClKUFEwPyo5Z+szL7ijKlFReB+VHLP1mZfcUZUor63R/HHi6n3UrTns+2lLwRv88UmNwN4xSHTfbjbys1FSKnS0126CokQ2umvm+mtxSujCJ5ExTj3K7BpG5BthtMIx6/amgqHOmo3V00ExFEzFOXUOg6DoIdB1CtYwwHh6KgHtqxdhRzOHkZRvNOGTfemiZ6hyuSqBSmAC7ezo+aXQvmdQHUdZ/SpxnnS7rTxloW3DXBNXVGRSaErcPZ/KbkpjCZzyCCRHUBHQNpREA0APT11r6JalvJ3S6vUkYmE29j0Ypd5uNuO0SUVUTS0126AddUdQDXzx1H0aaq3Ml21cy11mZrGQYWfJKRT6RcHTI2MukkRRfYfd+6kJ9hxMBQA5Dh1261E7a4q+H67rmRtGAyUxXkXSvIaCq2cINnqg+grZyqmVBwI6DoCRza/NrTeMNVJGuG8ZsrPjLAa2m3Tt+GkCSrFiCqmxF0VwLkqgCJtwiCxjH0ERDUfRp0rX3xw9YXyRcBLpvbH0bKSgJERUcHFQnaEyDqUi5SGAq5QH0FUAwB/KsW/eJLDeMrrGyLyud41mSsk5FRu2hH70EWyhjFKqoo3QORMoiQ/7xg001HQKlLjJWPmllJ5IdXpDI2sq3K6TlzvEytTpG/dEFBHQdfQAB1EemmvSp/he3Zf8owr8w/jTJsVHQt72gykmcQoCseTU6JmhgLt+KOkJTEDb5ogAgAh0EBCsaOwZiKJtOdsSOsCJQt25VRXlIwqQ9ncHFNNPXYI6E0Kknpt00EoCGg9axsdcQWH8ryS0NYt5JvZFAgqizcM3DJdRMBABUTTcJpmVIGoanIBi9Q69Qre47v+IyTbg3FENnTQEnruOdNHYFKu1dNlzoqpqAUxgAQMQRDQRASiUQ6CFJxveJ3jDt/DuNrXC3Ag7YSbjaXaxhjGcLKGai5LtXEDHOInE4DoInE39NK3EDZlsWzKTkzBRKbR7cjwr+UVKYwi5cFTKkBxAREAHYQoaBoHT+dbk5yplE5zAUpQERER0AA/nVS2ZxOYyvzJzzHFuSnaikapKR0oRBx2STcAK/aUEFhSBFTkkTSPuIoYD84QD/yzVf8AHHsd6n8LZFq27Mztww8Mi3krmXTcyzrUx1HR00wTT3CYR0KUgaAQNChqOgaiOv7ZllWvj23m9p2ZEJxcQ0OqduzSOcyaPMUMocCAYR2l3HMIFDzQ10AADpVVXFxqcOFpvZFhcN6SzJSJWVbvDHtSYMkkdMwlP8YVqJBABAfOARKPpARCpZe3EJh/HZIw123gVspLtAftEEGLl24FqIAPaDooJnUSS69VDlKUB1ARAQqcsPa6ySuJs22YKem7niYlNvKXGdBSUcFMYTOTIp8tITAIiAbSdOgB/WoTC8MWBLduNC7YTGUU0lmj3yg1ckFTVqvqYRFEom2pFETCIkIAFEeogOgVYULNQ9yRLOet+TayMbIIlcNXbVUFElkzBqU5DF6CAh84Vm1dSpuxU9vYeftOJO7M7TBYgCSFusLbhytROLkEU1DrODuNxAKBjKCmUu0xvMTDXTTSrYpSrJJ4LdlQzNfyNX59WJT/AEqlTOoZmv5Gr8+rEp/pVKXwTyljD/cW/wDhE/7BXvXgw/3Fv/hE/wCwV70iFKUqhSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBUFn/lnsz+wz3+bHVOqgs/8ALPZn9hnv82OrOXhY/b9wfinJ8mlM35ZjSXft2Ro9ByqooRVBAypVRBMxDAJDbyFHeXQ3pDXQRAdTfmHWXcFcmG8SQMBDEkod1GMGzkDJM0jrlEplFBIU5xHzzHE2hjGN1EeojVn0pxhuo9jqyYzG9h2/YMN1ZW/Gt45EwhoJwTIBdwh/MRARH+o0Qx7ZbaauS4Urfb+ULvQbtZtUwmN25JBM6aRDlERLoUihw6AGoGHXWpDSrqJtDEMNYya2XB47bWi1Sty2nTV7FMCHUAjZdurzUVAEDbhEqgbvOEdR1111rCvzAOHcmTSdx3tYjGRlE0QbC8A6iCyqIDqCSpkjFFVMBEdCH3FDUenWrAqE5Py7amJ28Qa4W8s+ez77ydFRsRHqPXjxcEzKGKmkQNdCkIYwiOgAAempZjJ3WW77PK8cFYiv6Oh4q67CjHja30+TFlIUyBmaW0CikmdISmKmJSlASAO0wFDUB0CshphrF8fb/wCysdZce0hwlm86Vk3AySJHyCiaiSpSlEALtOikIFDQvmAGmmoVKot+nKxrSURQcoJvEE3BUnKJkViAcoGAp0zABiGDXQSiACA6gNZNOM86N1ABwFhw1995ZrAjRuLtPbu1iBxJ2rTTtHJ3crnf/wAuzfr111rW3Fwv4Cu24ZC6bixjFPpOUUBd2qcVAKosGnx2wDAQFfND4wAA4/ONS/Id/W9i+zZK+7qUXJFRRUzODIJCocAOoVMuhQ9PnHLUgTOVVMqhP3TgBg/6DTjj40bqNzmM7EuW8rfyDO2y0eXFawLliH6m7mNAWLtU2gA6DqH/ADAOnpDQetajIOB8R5Tk201fdkMpKRaJdnTeAdRBcUdRHlHUSMUx09REdhhEvUenUantKtxl/RusSIiIuAimkHCR6DGPYIkbtWyBAImikQNCkKUOgAAAAAFV8PDRggZ97c/dnE+U5B6SSWXADho6KsRbnJl3bUjiomUxhIBd+nnbgEQGX2besHfcY4lrfF4Ldq+cR6namarY3OQUEimhVClES7gHQwBoPzCNb2pqZQ3Yop5wsWVeeVb+vrKNsw06yuNeLUiS8xYrlBNBmVBdNUS7PMOcoDy9xyGAA3BqGlXcwYMYti3jIxmg0ZtEioN26CYJppJlDQpClDoUoAAAAB0AAr3pSYyeC21B4nB+JoKduK44qxY1B9diaqUyO0xknhVRAVQMiYRTDmCACfQobxABNrXjj7AmIMVyS0zYVisYp8uj2YXIHUWUTQ115SZlTGFJPXQdhNpdQDp0Cp9SnGejdV5m7CNpZxtXyBcLdJF82ETxsoVMwuI9Qwl3nSMQ5DAJilAB84AHoIgOmlZ0ThbF8DYz3G8HaDWOt+S3C8bNFFETuDG03HUWIYFTHHaGpxPu0AA1qa1GUL/ilckO8YKtHaEo3h0ZxFVQpOQ6bHWMkflCBhMJkzlKBwEA05qY9d1LMd7N3wiFq8OGMcXKSs9iO2U4K4nrRwkk7XkHjlLnKFDQ6iaipgN5xSCI6btA01rTRXB7hQcU2Vim8rb/AGlZWQ3MVk4cOFkFBcKdV1vijl0E59R01HTXQKu6lThj6OVVfB8MeCbctWXsiKx60LBzqqK79mu5cOCqqJDqkcBVUMYhij1ASiAgPWt/j3D2NMVpvSWFaLSLPJCUXi4GOs4c7ddoKLKmMocA1HQBMIBqOnpqY0qzGTxDdqu7S4eMK2JdJ70tLHcXGzAiqZNdMDiVuKmvMFBMxhIhu1EB5ZS6gOg9Kzbm+WjDn99k/uZ7U3qEXN8tGHP77J/cz2uXWknTum+nd5zboWlKV8t7FV8RH8O2h9f7W+9EKtSqr4iP4dtD6/2t96IValApSlApSlApSlApSlApSlApSlApSlApSlApSlBRMD8qOWfrMy+4oypRUXgflRyz9ZmX3FGVKK+t0fxx4up91KUpXVgr8OIgQwlDUQARAP51+0oOC2zhyv8A/T3VmXy4g2m71Xc3Yr1KYWKtzmK8E4h8wpBocR6bBNrV5cbDa1g4VrmQFFsAAiyJb5GpSgPbhXS7IDcC/Pv26AX/AIddOlS7E2IzWNEXxYE4xZSNqS9wv5OLRWAqpTsnwFWXbKpCGgARc65QAdQEglH06hXza/CzgazpxlcMFYRCu4xQFo8juRePG7BQPQZs3XVOigIfMKZC6fNpXCYXjr/WnS5Te1Tpr5VQ4urnJYkNbT+VUxtBFejPyS7VNI3aXXnACKCoqju11KIk6f8AF16aWUxqTD9xcNGL78lG8najOYnHD5ysiCbBe4lgO5ZAJDCIF0UWc8gpv+Xp1AK6qa2JajO932Rm0UBLiko9CKdPecoPMaonOdNPYJtgaGUOO4CgYdeoiABp6XjZVpZBgHFrXtbzGaiXWnNaPEQUIIh6DBr+6YB6gYNBAeoCFa+PsnJXjy+7vi85WrYl32Haws58kyvBy7OSVXeNk2hE9eYmo2ICZlE1igIEUMAecGoh1GE4ft0bkuriTx61npiEj3t3lMlIwzrszxou6jGxl1EFNB5agGABA2g9asywuHjEGNJ0LntK1lk5YiJ26T1/KvJFZBI+m4iRnSqgpFHQNQJtAdArSY6wSxLjy9rdylHIv3GTJmTlrjaJOlOXy3JuWm3IqQSnACN00SiJRDzgMIaa045b7m5+lnPLdZyNrL2lIOXblq6jzRy6yiuq6qZk+WYxj6dTiAiIm09I61z9aL7KfC+awcW3opA3dYknKN7Rg5lmmdnKsVDpnFsV0gO5JYuiZiiomYohpqJR6jXQi9uQjq3T2m6jkl4hRmMedorqch24k2CmbXqICXp1HWqvxdww2Hje4n11LGczsiWTcOoJSQcuVwgmahCkK1blXWUKXbofVUoFMbmCHQoAFXKW2WJLNd2l4hlnGSL5sjhvizpqNZ5x+0d4E1ARTgWZwMCZw9IFcOQTSD/mAqoegDV64pMCvE1nwJYCiqiFspNOaAebGjGmMAF1/wDt9oF3/Tduq1I7H1oRV7y+R2MRtuOdaNmL58dwqoJ26G4UkykMYSJlATmEQIUu4R1NqOlaS/cE4sybMIXBeNtKOJJBv2PtbSRdMVVW+4TclUzZRMVktREeWpuL1Hp1Glxu9m5rSA8DxCJ8PcaVpv8AJgTM15LE2nVl5RccoQ06aaVfdYcPDxNvRTSCgo5tHxzBErdq1bJgmkimUNClKUOgAAfNWZWsZxkiW7uylKVpCoZmv5Gr8+rEp/pVKmdQzNfyNX59WJT/AEqlS+FnlLGH+4t/8In/AGCvevBh/uLf/CJ/2CvekQpSlUKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKgs/8ALPZn9hnv82OqdVBZ/wCWezP7DPf5sdWcvCxOqUpWkKUpQK5g4n7Gjbn4g8BC9mLiadvl5Vkp5NnHbLlkTjHCoHT5KheWoIjtMoTQ5iaEERKGldP1oZ6xLUue4Ldumciu0ylpuV3cOvz1CdmVWRMiobaUwFPqmcxdDgYA11AAEAGsZ48ppcbq7c1wyE/li38w3/OZZu+AkbNnpiIhUYqcWZtIlBgiUUjrNymBNwY4/GHFcp9QHQNAryt5/fmeb5xYzuO/rrtZjPYmTuibj4CRVjxdvTLtigO8ggdEAMsJtSCBxAoEEdomAbtufhwwveNxurquCyiLv5AxDSBUnzpBtICUAAoumyShUXIgAAGqpD9A09FS8lk2undje+E4khJppFHhEXJVDlAjIypFRSBMB2ab0yDrt1DTQB01Cs8L+2uU/So+NhEUOFG+W5HZyCmzZkBdUd5i6O0A3mEfSPzjr6aj6xZ3DmdMURMVkG6rhi77ZS6FwN5uVVepADVn2kj5EhvMbCBygQQSAiYlUAALrpV93tZNr5Gtd/Zd6RJJOFkylI7aHUOQqpSnKcAExBAwecUo9B+b+VR+ycFYpx1NuLitC0yM5BduLMFVHbhyDdsIgYUG5VjmK3SEQAeWkBCdA6dAq5YW5biTKSacyW5ka6hv7Fd7WZG5UTtK9LkLHDNXVdSTplNs12zg5TEjQWMLcRFMqiZypJaAXQQDXbU7g5S6LAz4mxzJIXykrdNyPkLWl2c4Za3H7dQip20cqw3CDZVNEv73L1OdITc0QEQGyIThdwVbs5HXHEWKCL6GejIRgmkniiTBYd2vZ0jqimgQdw6pkKUg9NS9A02cPgLEkFeBb8jbSAswkuq6bnVfOVm7VZXXmKN2yihkEDm3G1MmQojuN16jWZhlGrlHOsHfN9TmPbXtl1kKcYBd2ZZi238uV8ftiUcku9VI1RXMImS39nTQKJRASgcAJoOldS2LaEdZLN5Cxtzz8wQXHOEJqYVkl2wmIX4sFVjGVAo6bgAxh6mHTQNADUuMFYnd2a8x+6s5utBPpNaZVbKOFjGK+VWFY7hNUT8xJTmGExTEMUSj+7tCt1Y2PbQxvFKw1nxRmaDhYXLg6rlZyu4VEoF5iq6xjqqm2lKXccwjoUA9ABWscbPLNsvhR2HWkjmKRvjIl6ZHutg5gL4kYdixjJ5dixYNGSpSJpqNimBJUTgAmOZUphHf00DSq0zpk+6I011ZHxZH5Tcp2pdJI51cDm6kkIJFwi9TQctCxgrBz0AEToibkibdqIGHTdXTkjw/YglryUv19ZiR5hdwk7cCV24I2cuE9OWss1KoCCypdpRBQ6ZjAJQ0HoFaq4+FjA12SsnM3BYnalph0D96kEm8TbKOtwG7QDcioIlWESgIqFIBx66iOo1m4ZWajUym9q7y5KXPjzMK1+ZJeXyTHrh1Et4eWtudMiyhFTGTROlIsAOALkWcGAOaJFdCqFLoUQ1qBXTceecnZCy0ztC2sgSC1qy5oK3V7evFpDs4tQjRJQiq7VVdMXYnUV3iKpTkEmhS6aGrpicwHiW5Lv8A25nLT7XKi4ReKAd+57Is4RAoJLKNAU7OooXYTQ50xMGwvXoFfF3cP2JL3uNW7Z+11fKzhMiTpywk3bAXhCdCFcA2VTK4AA6ACgG0Dp6KXDKpMpFK5UUzFbilu5HyiS9FLRj7TajPpWVPdjcQcsTz3b1dBM5SvUQDTzQFQpQIb4swD1leSJcg8UeA5iBcgslPR1xtVjk9CzIWaTgoiP8Ay700zf8A4Cp/dfD9iK9n7aQuS0xcGbNkmfJSkHTduu3S/wDLSXQSUKk4IXqAFVKcNBENNK8Vcdy0rn5lkiTSbJwts2ypFQiZVNTmdulgM6VMXTzAKkgimXr13qf0q8b/AOG4smlKV1YKUpQKhFzfLRhz++yf3M9qb1CLm+WjDn99k/uZ7XHr/jrfT++OhaUpXyntU/xPyXkiyrak+wPHvZr6tlXs7NLmLq6SaA7SF1DUw6aAGoda2vfYf2P5K8CL72sbiI/h20Pr/a33ohVqUFad9h/Y/krwIvvad9h/Y/krwIvvasulBWnfYf2P5K8CL72nfYf2P5K8CL72rLpQVp32H9j+SvAi+9p32H9j+SvAi+9qy6UFad9h/Y/krwIvvad9h/Y/krwIvvasulBWnfYf2P5K8CL72nfYf2P5K8CL72rLpQVp32H9j+SvAi+9p32H9j+SvAi+9qy6UFad9h/Y/krwIvvad9h/Y/krwIvvasulBWnfYf2P5K8CL72nfYf2P5K8CL72rLpQVp32H9j+SvAi+9p32H9j+SvAi+9qy6UHJcJlkxMkZPc92F+m7TcTNTllhwE6WkLHF2nDmeaYdu4A/wCUxR+epL3wG9leQvBQ95W5gflRyz9ZmX3FGVKK+r0Zfjnd4+prlVfd8BvZXkLwUPeU74DeyvIXgoe8qwaV01fbG4r7vgN7K8heCh7ynfAb2V5C8FD3lWDSmr7NxX3fAb2V5C8FD3lO+A3sryF4KHvKsGlNX2bivu+A3sryF4KHvKd8BvZXkLwUPeVYNKavs3Ffd8BvZXkLwUPeU74DeyvIXgoe8qwaU1fZuK+74DeyvIXgoe8p3wG9leQvBQ95Vg0pq+zcV93wG9leQvBQ95TvgN7K8heCh7yrBpTV9m4r7vgN7K8heCh7ynfAb2V5C8FD3lWDSmr7NxX3fAb2V5C8FD3lO+A3sryF4KHvKsGlNX2bivu+A3sryF4KHvKjeSsiSVz45uq2orFF/mey0I+YtiniClKKqqByEAR5nQNxg61ctKWW/s3FctcuKpNUUj4qyDuImUo/+DF9IB/iV698BvZXkLwUPeVYNKavs3Ffd8BvZXkLwUPeU74DeyvIXgoe8qwaU1fZuK+74DeyvIXgoe8p3wG9leQvBQ95Vg0pq+zcV93wG9leQvBQ95TvgN7K8heCh7yrBpTV9m4r7vgN7K8heCh7ynfAb2V5C8FD3lWDSmr7NxX3fAb2V5C8FD3lO+A3sryF4KHvKsGlNX2bivu+A3sryF4KHvKd8BvZXkLwUPeVYNKavs3Ffd8BvZXkLwUPeU74DeyvIXgoe8qwaU1fZuK+74DeyvIXgoe8p3wG9leQvBQ95Vg0pq+zcV93wG9leQvBQ95TvgN7K8heCh7yrBpTV9m4r7vgN7K8heCh7yoXOZWMfLlou+7O+y8qFmyco0QAKH3KsOpQ5nUA29R+bcX+dXrUFn/lnsz+wz3+bHVMpdeVljw74DeyvIXgoe8p3wG9leQvBQ95Vg0q6vtNxX3fAb2V5C8FD3lO+A3sryF4KHvKsGlNX2bivu+A3sryF4KHvKd8BvZXkLwUPeVYNKavs3Ffd8BvZXkLwUPeU74DeyvIXgoe8qwaU1fZuK+74DeyvIXgoe8p3wG9leQvBQ95Vg0pq+zcV93wG9leQvBQ95TvgN7K8heCh7yrBpTV9m4r7vgN7K8heCh7ynfAb2V5C8FD3lWDSmr7NxX3fAb2V5C8FD3lO+A3sryF4KHvKsGlNX2bivu+A3sryF4KHvKd8BvZXkLwUPeVYNKavs3Ffd8BvZXkLwUPeU74DeyvIXgoe8qwaU1fZuK+74DeyvIXgoe8p3wG9leQvBQ95Vg0pq+zcV93wG9leQvBQ95TvgN7K8heCh7yrBpTV9m4r7vgN7K8heCh7ytEnfI3TnTELMbNueH5UzKKc2VYAgmf/wAHeBtKIGHU3XXT+QDVvVCLm+WjDn99k/uZ7XLry/HW+nrlHQtKUr5b2Kr4iP4dtD6/2t96IValVXxEfw7aH1/tb70Qq1KBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKCiYH5Ucs/WZl9xRlSiovA/Kjln6zMvuKMqUV9bo/jjxdT7qUpSurBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSsM81DpyxIE8szLJqoi5IyFcgLmRAdBUBPXcJdQEN2mmteqUgwXerxyL5uo7akTUXQKqUVEin3bDGKA6lA202gj6do6egag96V4vnzKMZrSMk8QaNWxBVWXXUBNNMgBqJjGHQAAA+ca/Wjto/apPmLpJy2cEBRJZE4HIoQQ1AxTB0EBDqAhVHrSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBUFn/lnsz+wz3+bHVOqgs/8s9mf2Ge/zY6s5eFidUpStIUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVCLm+WjDn99k/uZ7U3qEXN8tGHP77J/cz2uPX/AB1vp/fHQtKUr5T2qr4iP4dtD6/2t96IValVXxEfw7aH1/tb70Qq1KBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKCiYH5Ucs/WZl9xRlSiovA/Kjln6zMvuKMqUV9bo/jjxdT7qUpSurBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKDi3iFsq5Zzi6Xv7H6Sq1546xxFXHCtiG0B/tlJFNwyP/Mq6B1CdOu7Z/UBsjh6vmDyXnbJd+22sKkbOWjZbxDd+8TcEruIYPmMU2pTB8wlEKt5LGsIjlh1mArt6Mu7t1vbR0BOTswNkXKrgpwLt3cwTrmAR3aaAHTXURh1j8Mli43lsmTNlTE/FL5PAovezuyFCMOAOPPYiBNUTb3aqgaiYAMICAAAaVxmFmW43ylmkV4x8iWbb8FaGNL1lGrCJvyfRbzC7gTbE4hqIOXQDtAREFOWk30/k4H5wCvPgmv+BuCx7ixzATzeXZY9nnEXFu0TCIKxCphWYj5wAOhUjCj6OnI06iAjVo27iOMgbuib2dXLPTUpDWslajdWTcEWEyJVCqKuTmAgGM4WMmlzD66G5ZdCh11ym+MYdnld5l1pJSCMlJQiMG9ZlOTsjhNJUyiSpi7d/NJvUKAgbTacQ0+erxy5cjc1pMKUpXVgpSlApSlApSlApSlApSlApSlApSlApSlAqCz/AMs9mf2Ge/zY6p1UFn/lnsz+wz3+bHVnLwsTqlKiWRMqWRi1nHvLymm7PypINo5qmZZMiiiiypUwMAHMXUhROBjiH7pQEatuu9TyltKwJa4YCAjBmp2cj46PDbq7duSIohu/d88wgXr83XrWQwkGEqzRkYt63eNHBQOiu3UKomoUfQJTFEQEP6hQe9KVHbkyNYVny0VA3VeETFSU4qCMa0duyJquziYCgCZBHU3nGKHT5xAKW68iRUpSqFKVr3FwwDSYa287nI9CVekMo2YqOSFcLkLruMRMR3GANB1EAHTQaDYUrBmZ2DtxiMncMyxi2YHKmLh64IgkBjDoUu44gGoj0ANetZwCBgAxRAQHqAhQKUqPvMhWLHrzjV/d0S2VtlJFeZKs7ITyemqXckZbUfiwMUNQEdNam9CQUr4QWRcopuG6pFUlSgchyDqUxRDUBAQ9ICFfdUKUpQKUpQKVroa5IC4TyCcFMNH54p4ePfA3VA4t3JAATpH0/dOAGDUB69Qr2lpeLgYx1NTci2YR7JIy7l05VBNJFMoamMYxuhQAPnGoMulebV02etknrNdNdu4IVVJVMwGIchg1AxRDoICAgIDXpVCoRc3y0Yc/vsn9zPam9Qi5vlow5/fZP7me1x6/4630/vjoWlKV8p7VV8RH8O2h9f7W+9EKtSqr4iP4dtD6/wBrfeiFWpQKUqrJfKNx2/xI2/iiXaxadsXba7x/DuwIcHZ5dmuQXDcxt+wSC2WIoUAIBvi1dREAAAC06Vzzgniff5UzFlXH09EsIuLtJzzbYdkAwHlI5BdZo9XOInEDct23OXUpSgBVCAICOojr8c8RV5X9CYqu2WmLYtprka6ZhrHxi0U8VcSUUkDgzMiShTGIkuKSAKnUU2pmDoUAEQAQ6WpXN1g8Y8DlmEyklbVuzURLWOtMt487yIf8h2mzQA5HCp1mySbdQxjBq1UNzQAOoda2XD5xY46ybZmNY2evJE173bbjF2sQIxy3Zu5LsZFXiDdwZMG6ihDipuSTUMYu0wCHmjoF/wBKpni3y9fGEcLPL4xxFQ8jcRpWLi2KEuRQ7Ux3bxJDzwTOQ3oUHTQwaDoI6h0H8tbiYtuR4YfhI3IyPHt46EXfTEcQR5jZ823EcMy7tBE4LkMkXXTURLrprQXPSubuGnignr3wrdOT+IdvbtlurUud9BPyNOaRugCPJAhB5hznOqJ1dmhepjaAUuo6VaVmZ4xTfqcyaBugyKlvNgeyreWj3UU4ZthAwguoi8TSUKkIEOIKCXb5o9eg0E/pXN8zxc2bc2Q8T2nie6yPU7uuZVnIEdxLpsLuMLGvVgXaGcJkBZPnIo/HJbydQDXzg1mEJnS34GEva48iX9DumMHeru3GgRUO9BZAwAlymBkdp1XbsBOOpkCiU+4NoeaaguClV6vnzFjazWl+Kzr7yU/eHj25Cwr4z07ou7cj2IERcgoAEMIlFMBAA1ENOtY0PxH4YnmsM7jbxESz0+NqtE1o12gqSXBIyvY10lEinbKimQTACwE1DTTXUNQsulQqczPjC2pm4YGfu5qweWpFN5qZ56ahUmTRc5yInOrt5e45kzgVMDCcdOheoa+WPc3Y1yjIPYez5x0pJRyKblwwkYp5GOyoHEQIsCDtJJQyQiAgChSiXUBDXWgnVKUoKJgflRyz9ZmX3FGVKKi8D8qOWfrMy+4oypRX1uj+OPF1PupSlK6sFKUoFKV8qKJopmWWUKRMhRMYxh0AoB6REfmCg+qVgQc/BXNHJzFtzTCWYLCYE3TFyRdE4lHQwAcgiUdBAQHr6Qr8Z3Fb8jKvYKPnY9zJRgEF6zRdEOu2A4ak5iYDuJuDqG4A1+apsbClKwJ+4IS1YV5cVxyjaNjI9IV3TtyoBEkUw9JjGHoAVRn0rWNrott7NHtxpOsVpVNom/OyIuUVytjiJSKiTXcBBEBADaaDpWzqBSlKoUpSgUpSgUpSgUpSgUrXW/ckDdUd5WtuXayTLnKt+e2UA5OakcyahNQ+cpymKIfMIDWxqBStbFXLb84/lIuImGrx3COCtZFFFQDHarGIVQCKAH7phIYptB+YQrZUClKVQpSlApStfGXDBzTuTYRMq2duYZ0DKQSSUAxmq4pkVBM4B+6blqJm0H5jAPz1BsKUpVClKUClKUClKUCoLP8Ayz2Z/YZ7/NjqnVQWf+WezP7DPf5sdWcvCxOq5byrjW4rXzbcuZZnCkVl20bghmLBdmYEFpSCTagsKoNW7kvLWTV5gGEhTlMJi+jp53UlVPfmJr9ue8SLwWYrrg7XmEXBJ5gzdNt5B5RCIgzMo2UUQ3aHE4lULoPUuhhEamc3FxuqqOMeY1zZxCYsiY+MYyeOWuMXty2/EumgC0ByLxs2TMLc4bd6aJjlKAgOzztNPTU+4aY5nal4Zlx9bzUjW24G8U1ItqkTaizF1HtXC6CRQ6FICpzHAodA5o9K3rvhqsRBCzP2Mk5uzn9hR6kTCyEMuiK6bJQCgogoVwkqmqUwkKbzyCIGDUBARGpbjbGsFjCFdxMM7kX60nILy0lISK4LOnzxYQ5iypgApdRApSgBSlKUpSgAAAAFZxxsu6tymnOHERny77DmLrnbEy9JP1bLOidzbUZYpnsWkGiZjt5GRAhxRUMUTDuKqkBdQ1L065Z7avmf46Xr+PyvKxSB8axskRslGMViEbHkHBBZgKiRh2cxMVeZrzBE20TbSlKFgXdwmWddiV5xhb7vWHhL+eGkpyHjHjZNsu8MUpTLAY6BliiPLIIkBTlmEuglEBEBnzHFdvR+Tz5YReSAy57ab2sKJlCdn7Ii4UXKfbs3cwTqmAR3bdADzQHqM4ZW915STs5JxTdF94CwzmTMEjkSUupCCu2aj0YNzFtE0XEmq+QRTenOgkVbUVFAEyZDATQTbSgOlWfh7J+XVcoQtsTjq+7tgrhau1X7+bx04t9GDcppgokCawopkURU0UTAqgmU3bPPHUQqwGvDXZSLW94FzNzz22L+XePJO3XKqBmSTpyJBVXQOCIOEz6kAxfjRKUwiYAAdBCQWTjKTs523WeZYvW5GzNuLZuzmF2YpEL0ADGFBukoqYAAAAypzj6R9IiNMcMpouUqu+FqZzVkW3GOU8hZIau4p8WQYt4FrEIJF+JeKJEdKrgAHFUQSMGwuie0S9BMAmGrOKa35BxxFHyHbjAzu5Ma48bXfEpkEQMsLaWP2hDp1EFWxl09OvUwDpqAV1RjPHkLiqymFiW85euGEedyoko8OU6wisuoubcJSlDoZUwBoAdAD0j1r8HHMGbJx8rGcPDSp4ALcMgJyC2FsDgV923bu37hENd2mnza9atwtxkqTLV25E4v7qaZ7s+TLbahHdm2XZhLyeLekFZN+UCRyQ/1TQFwsIddBMkI6ebrZGZM0Xg1ycyw5aM3dVuJMrYbT76WtuzVLieKHWWUSSQBIElU0UwBE5jHOTUwiUpRDQRqY23wj4stPEt24bg15pCFvJys4fLi4TM6SA+0CJJHFPaVNMiZCEKJTaFDQdfTUpu7C8Vcl1x1+Q923FalyR8cMQMlCqN97lkJ94ILpuEVUlClPqYoiTUomNoIajWeGXldzwp+NzJm69Lbx1YYpr2PeN6zMwwdTMhb6iCycdHEOp2tFi6DzFVycjaVQDFLvOOhgAAqrbicXtYy3F06uGfjbinYm2YA5JBxDtxSdAVkpyzrNFCnQMbbpuLs5YiAiBQDoHVdw4PjLmhbcZyN83YE3asipKRdykdIeU0nCgKFU1EURRMmYipyCmKWzZoG3QAqNfBMsVaJyRGyd23fJL5UZIM7gfu3qB3BuUU5QUR0RAiZtD6bQJywApQKQoBpS4ZX+/0TKREMi5RyBa19W8lO3+4x3YwxEWqxlkrZTfxsm/VMYF2r5cSj2IhQBECAUUt3MOO/zdAweJnNd12VI3W4sPMkglJWdCmlzW1DWOaWbkEqAqlCVd7FOzpqbR84pkNhBAwiOm4bavnAcdfzFxb8tkO8ULbkGiDKQgW7lr2N4ikUpdphUQMqmBwKAHBJRMDddQ6jWrvPhetS8JK8XaN73hAs8gNE2dyR0U7bEbvykRFABEVUDqJiKY7Tcs5QMAaGAQ11txz76JcUXjOIS4bfvcJG/l007TufGqV7w6YJpkKzcs0wPINynAAOcBIsioG8R26DpoA6BA1s4ZwOwsKwLkuG5IS4560zXnOyluWSM2+agu6ErZiRsmiomkUhBMU6ihDD8WUNdxhNV25B4Y8fZJs2zrInZCcQaWUKJGThm5TScOECIchRuuYUxA6SqfRQoAXdoGmlb6+cOxN5XREXzH3RcFrXJCtVmCEnCLIFUUaKiUx26qa6SqSqe4hTABiDtMGoCA0uOftJcWt4dL5v6/LAWf5It6RjJaOlXkYRZ9Drxakm1SPoi97KsAHS5pBARL6AMBtNA6BF7Dk8x5ZuufvKPyelbduW3eEhbza3UYRu5Tft2DgUFlHK6nxxVFDkV28o5AKGwRA3XW4LUt5e2YgsY6uWXnluYdVR9KqpnXUMYddB5ZCEKUPQBSkKAB81QVtw/wALG3LLTcFfV4RMbPTIT8nAs3qJGDl9uIc6mooiumChkyioRNUpT+dqA7h11q6ibinLPvFKyLVzdLqZBbWaZbLEg0SklIoZJYTqAgBUm7YB+MXP6ChtOHpESiAdNMjm2/5LE3ERbFwS7+fWsa2DSEXJXPaKcY8WKuxVPy3UeqiVE5SnTHbqiBTlHqBgq75fhhsOWjJdiMzcDVzKXkF9ov27hEHEfLFEolOhuSEmwu3oVQp/SOuvTTyS4X7TUjsjNJm9LumXWUYokTOv3zpsK4JFSUSKZACIFTSMBFRAAAgkDaXzfTrjjn4jXLFATXdmW7cu2xiazMjN7SiX2K2NxOF0YNq5VRdi5FMToFOXYXUoFLtMBkwKA6EARAwRxll3iIYYjjc7XPkKEO1t+5Rt2VgmUGQiEs3RlhjnDlRY4mVSWESnUICW0geaAlNqNdEQuGbXgsgx2SGj6TPJxlqI2eikoqmKBmaa3NKcwAQDCru6CIGAun/D89ap9w7WS/xS8w+tJzQQz6YcTaixVkgcgutJGkDFA3L27OacSgG3XZoGoj51XhkcotKoRc3y0Yc/vsn9zPam9Qi5vlow5/fZP7me06/46nT++OhaUpXyntVXxEfw7aH1/tb70Qq1KqviI/h20Pr/AGt96IValArnnjLt+7mts2fmrHVryNx3Riu5EZttExrY7h3Is10ztHbdMhAExhFNfeIAGuiQ10NSg4FyTh3LWLcU4iu3HdoTUxeq1qSti3GhHMzrOEV5xEXAvlgIHmpt5ABOcw6AHNEREKuPJuLZC3ry4Xbcsu2X7mCsSdVauVWjU6qTBolCuEEzrHKAgmUTbSgYwgAmMAa6jXS9KDkjHETddpn4kcZzNhXSSQuqeuO5oZ8lELqRr1m6aJgiVN2UopGWE2peTrv1Aenz1rj4+vRHD3BdGN7KmSPbVl7ZUnm5I5UFYopIJdNczooF1QAqpgIcT6ABzAA9R0rsilBQnGxbNx3ZhZtFWtASMw9Ld1tuRbMGp3CoIpSrc6imwgCO0hCmMY2mhSgIjoADVVTGIMum4nHWH4+3le5W5bkb5UlJLlm7ORyiA86K102iKz9Nq6FPUBEvMN1ATBXaFKD+f1wYOyvc+EMhsYu2boZPWHEC5vErRqiDWRfxKTtE5l2PaC8tU+0BUSEQMQxkw03egZEphFXKVh5ZeWdM51mLwn7BdWqyc5KYJxiRynOKpGyRTNm5xEVAEBOIGIAKG87qNdv0oOPPL105IvDhzYRWBb4gm9izomn30pBnZoRRiwrtv2dMThqqkKhgDnk+J1KkAGMY5QDyVsJuFkZPRyJYWSiEcZmkp6DkrUi1VJWMOCCXZ5VsmACoonqCiYGTTVAeYICUS7hL2RSg4wXuviwPhe2z3QtfrJkteT1lKTkHbKKt2HtgqSvYXJ44EjgkuoqCJVdiW8hB3bAHWofZuF8mXBiLiD8mRV/luX9rGN3WNIXmzIjLPnzFm1WbLeaQiYmMojyuhQ0AdhwAQMWu/wClBwXcGI8y5t4aryyfJ2fPwV833e0bdS1u7AaSyENGOUkmzMhXACUq5UEDLkKoG0VD9Q1NVrcOtkQb7Ki+TTTnEBLzDCAXhCuMjxibBskgs4RVOikUWqCip96BB3BvTAAN11EK6epQKUpQUTA/Kjln6zMvuKMqUVF4H5Ucs/WZl9xRlSivrdH8ceLqfdSlKV1YKUpQK0V+/wAC3H/aXn+Sat7WLLRqEzFPYd0Y5UXzdRsoKYgBgKcolEQEQENdB/lUo4r4X75juG+w0Yq40QbWnOYxh8kxAl6b3ZI5unKtyCPpOZQG623/AJnBh+fpk4f8pYUvDJeTrxihNci+KGd/XI3L5plHx3su5Oj/AE5aZEkA/wDakWr0uThXxjddpY0sybUl1mWKxYhDqA4TBVym2RIkCToeXtUTOCSYnKUCbhKGmgdKmTvFlrSN6zt7yRXDtxcdut7YfsljEM0OySVcqAGzbu3GF2qU2phASgXQA6iPGdPKa/06XKVzni/N2b5O7rFfOwvu5WF4LpJz0e7xu5i4yCSVQMoC7R8KJROmRTYQRWUU3lHcAlGtBmeczNlThuynlUuQGLG2APMxLO1QikjJHj2bw7Q6yjkQ54OTGQUOUANy9NpRJ1EwdH2JhEMfnimkZlW/X0JBl5bCFfvmyjVJICCQiRjlblcKkIUdClUVMAbS+nQKi9z8IdiXRFXPa6163uwti7HziUfwDGRQTZFerDuOunqiKpfjNFOWKgpCfqJB1EBcMtaOU3tGFrwv1jnC74WxoiKkpSPw9HSkO1WZIEUcSAuXJSEO5AoLGTESkDlipsAdRACiIjWRi3MLlTGt6yd5Z5WJOW+yRcShbntNOOdWyschtd7VMEuekJg0S/eEwlEN6moAFnOcH22teUrfjafuFhLStrtrUMqzdkS5DZBVRVNVIQJuKtuUHUwmEugB5vp10j/hisq4oy6mV93Jc12PLuj2sU8k5Nw3I6QbNlTLIEQ7MikmnsWMKmuwREwBu3AABV45Twm4pm2ctZsuO4LwxtZmQrompB7Yru4rblbisdOFcISCK5EyEQIogRJw3U5pNDGIYS/OYdalbTiXuC8XuPZa1CglEhYkjkC8ESIlMIppI8lFkBjlESCLkVh6bT/7NprpvAbOs3BUZad/kya/v68Lnn04ZSBKtNOmxkytDKpq6FSQQSIUwGSDzigAjuNu3ebt/MZcPNgYqd3g4gTybxO9XJ1nraQXIqi2SMosoLVuUpC8tDmOXB9gibqqYdetJjn7W3FQmMs+51uGYx/c/KvWea3o8aFnIRbHTplEQzFykJwcNJLkgKgJGFMBOqocihTGMXb0q9+IG+LvtCEtiGsRy0ZTV53OxtpCQdI84jAiwKHVcAmIgChypon2FN5omEuuoahX7YmB22OyxcZb+UL7G3YUweT7fcPmx2aCRddiG8G4OTJFAdCkOsYAAAD0AABIsn4wt3LFvIW/cK8g0Fk/byrB9HLgi6YvED7kl0jiBgAxR19JRAQEQEBAauOOUxsvlLZtX97v7vxDjVwa9+IpXtT6UQasJpa1G68kcVAH/ZG7VsBU11zCURKIIm0KBtSm03BVDLiEyo0xBnRUtyS7yZxyizXhZiftgsRInK5blU0csjpEIAlMBwKblFAxRAdPnq65rhxgLkimyFw39ekjNMJptPsLgWfN+3MniCZk0xRIVAGxSAQ6gCTkCU28wiAmHWsYvC7Zy1v5Bgpi8Lvl1MmJN052QfPUDuhFEgkIZISogmn5ugbQJsAChoUKlxz32JZ+2lhLoy1ZGarItG+sgoXVHZEjJFYWqcOiyTiXbRJNYOzmJ8YdIxTHKIKmObUCiBg6hUlzXed4s7msTFdhTSEFLX09elUmlWhXQsGjNsKypkkj+YdYwimQu8BKAGMYQNpoMqmMYwE3e9oX87dPyyFlIvUY9NNQgIqFdIlSUFUBKJjCBSht2mLoOuuvoryyViuDyalDqv5WXhpS3X4SURLw7gqLxkvsMQ2wxyHIYpyHMQ5DkMUxR0EBrXGyWJubc+31mDM2K7fzXYspfKc5OWVZze6reuY0Y2Rc7FzLJ8twgQnZzHIogbQQTABKIahrUxty68xWpl3HUJemQGtyxWS4qScLMCxCLQkQ5at0ly9mOT4w6ZgUOUwLGOOpQEBDUQCTOeGOyZK176gJ64rll5DIrMrCdnnjpAZBRAhBKmmnsRKgkUgGNtKVIA1EREBGpc/xbb0jdNlXcs7kCvLEQeN40hFCAkqVygRFTnAJNTCBSAIbRL11119FZmOX9/3/APS2xzNhu9bzx9ZmM5qPel/ZCXyJcVuXG1FBMdp3kk5KyccwQ3k2uCkTHQQAecACA9BC9MEX1c+S1r4vGQebraNczmKthuCKZQK0ZADdVYDlDcfmuSLm84R0AAANAqJZkwwS2OFO9cY45iZy4Hz/ALW7i0CqkF2Ei6e9oIoU5CkApUl1AOA9BKVPqOoa1beL7Ia41x3blhM1AUJBRqDIyvXVVQhAA6giPURMfcYRHqImERphjlLqmVlm3NdtQGX5jKXEI8xtk1paQRtxNnCJDxSDvtrssWgIJuDLgIJt9AKA8vafzjDvKBQAcWZ4qb0vju5t63lrmtlS6bFb3pKyFsWmpPvUzqHKmVuk3FJUqaW/eJlTkN02FKICOtW/NcLttSk/edwR2Rb8glL/AFQNPoRcigmi5TBAiIJFA6BhSDYQfPIJVfPN5+m0C7eZ4e7OdObYlLVmJyzZW0YryFGSEEsiVYI7QodlUK4SVSVTASFEN5BEo6iAgIiNTjlPC8p+33w93nfF72Co/wAgQ8myk2Mo8j015GFWiVpFqkf4h2LRYAMkKhBKIl9G4DadNKr5nlzIK2L+Ie4zzwDIWJMXA1gFuyo/7Gk2ZlUQLt2bVNpxEdTgYR9A6h0q97WgFrah04pzccvOqlOdQ76VVTO4VMYwiOvLIQgAGugFKQoAAAABVX3fwsWZd6l4tj3leURDX4oLidhYuQRQZuXJkipmX1FEyxTGAhBMUqgJnEvnEMAmAd2ZammZZvugWS8tZKgZCz5OcyC+sOzXtsx79S5W9tJyjJzLKiPNQkDCUeyIATlGKJeXu5h/jS7dA88p5yvt/l2cxzaNx3ZBRtrRka8GQtWxVLkUkHLsh1ClWEElSIoFIQugBtOcTG0OAFq0rx4fIm9IQ1qPMh3syt1zEowj+GaPW/ZXzVMmzQ/MQOdMTk804omT3B6fmr2l8AwC10kvOz7vueyZY0Y3h3SsCu25bxo315BFknKCyZhTAxgKcCgcAMIa6DpWbjmsuKrIrLedsmFxTj4wmxndF2wMjPXK6PEbnbMjNRNHlN2zwolIKqipDfGlMJSCOnXrUk4WW1ysrozYzu+UaSUshfZE13jVAUE3ABER4EU5eo7DGJtExQEQAwmAOmlTO5sEQtyqWrKjed2R9x2eRdKOuFq8RM/MmuUCrEW5ySiSpTgAagZPoIBt26VsMU4btjD6dwltySmXylzyvlqRWlXnaVTuxQSROcD7QHz+SBxAdQAxzbdpdpS2Y5blv92LZrsp+3bUvY3GrfcmTLMukxa23APlo8saxFNw0M5kNjIxxR3lIQSnEDlMCg8wdxhAC6R82Vc+SuD5biyjsgMWcZG9vk0LI8ktzsloxo5USMRR0IdpBwdNIx9xTgQDiUNmmtdBv8TRjnKKWWY65p2JlDR6EXINGSjfsko2RVUUSI4Iokc2pTLK6GTOQ2hhARENKhYcJ1ikjnVqI3beCVlPZM8qvaBHyARZ1Tr886f/AJPaARMrqYUgWAg6iG3QRCpcMv1/s3P2udo5TeNUXiQGAi6ZVCgYNBADBqGofz61609FK7MFKUoFKUoFQWf+WezP7DPf5sdU6qCz/wAs9mf2Ge/zY6s5eFidUpStIUpSgUEQANRHpSoNnRKaWw1ewW9OGh5AkE8VSeFQBUU9iRjGACiIdTFAxdddS7tQ6hUt1Nk7t/bN72XepHalm3fCTxY9bs7s0ZIJOgbq/wD9tTlmHYb+g6DW6rjXEM7ku08bYUw3Z13RCM7kOENLJTS9vpcuHi2bRAx0QQIcoOVjGWIBTnMAaCcTAPQB295cQOXsXWVmu3rlk4qaurGMdHTMZON48GyT9m7HzSqt9xykUIJFCiIDoICUQANOvOdSa3f79t8O/Z1nWHGzUNMmeFh5Zk+GPdHZOwbOCKi3cEABMiptEdhwAxREo6CG4OnWo3jKKyhGRDk2VruiJyUduO0JFi4wWaDFMxQ1bFETmMsBTbtFDbTCHpAK5gi32dbbh+ILIGOLxtqKjLSvSdlyxr6IM7UlFUGqCqyaqvNICKYpkApdgbtwiIm00CtZZ61dJMduz6VzNkLONwScXbU1auYoqzVZy1UbgQgU7Qcz8kqdQm7eoCJhFNuAiUm7lgIju84OlaaX4i8l3DijFOQkJppYULdcS4fXLcwW8rLtoxymUgJpmSA4chFQ3NEVFBECgQCiICO6p8kOFdUqSkYlIpRCsi1I/XTMsk1MsUFlEyiAGOUmu4SgIhqIBoGoVk1zxLZFPH5qx66eBbU6k4x1MzTiZYx6Yqr8kWptWq5hMdNFTcY2wDiA+brroA1ssCy2eMjwtrZiuO/beSt26mnlQ1rIQIgZo0XTE7YqbznbjKlAUxOYxNptTABS9Ksz3dFx1Nr1pVQZjvq+k8g2RhrG8uxgpa7kZKSdTbxj20rJkyKlvKmgJyAdVQ66YAJh2lADCID0rR5GubItgQVr29c3EFbsRNvlnZVHray1nz+WKQdyZWzBJU+0SkH4wwAcNdBACgNLnrZMdr7pXJkZxE5gujh5Y3jEFSJLNrwcW1PTzO23DnscegsoQ8kWNEwKgbaVPcmOuwTGHTpoGyvPiLmrfsDHMZbuSoe5JbIEi7ZJ3jF26u8botWxTKKrFjm5jnOuBQInywHaBxMYdAKJanyTycK6hpXLDTN2dS40yIWEjXd1TdruYwIifUsx9G9sZOzgDhYI9badZZqUqxhIkbQ+ifQNdBt3Ad4OLztB4+c5Shr9M2klW5JFhFjHKolAiY8h02EwimuUwn1DQnmiTUoDqI2ZzK6hcbO6yqUpW2SlKUCoRc3y0Yc/vsn9zPam9Qi5vlow5/fZP7me1x6/4630/vjoWlKV8p7VV8RH8O2h9f7W+9EKtSqr4iP4dtD6/wBrfeiFWpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQUTA/Kjln6zMvuKMqUVF4H5Ucs/WZl9xRlSivrdH8ceLqfdSlKV1YKUpQKUpQKUrlAmQuJO7zZmnbTyBbUSwxjcck0jWLqCBweRTbtUVwbrq8wvKT0MIbygJxE4iIgBQAc5ZcVk26vpXNF45ruG5Y+zZO1MyRtlq3PaTK5EINtZzm4ZVUzgm/eomiJjJtgASE15YCJgP53QADyxlxFX7crnCd4XSixa2tlC23iD0qKIFIznkC88glUERMBFUUnO0giP7np1Drn5JvS8a6crRoX3Y7q6FrHbXlBrXG3T5y0OnIomepp6AO8yAG5gF0EOohp1CoXw93zdeUceOMgXAYiLefl5BxAJggBDIxALGTaCb/nMYhOYJh9PM/lpXLmKrjyLhu2c05ENdbO55U+S3lsM2jyIRbkWmHKjFFJ8qsmPMKmUFB1QKO3TXQQEdQXqa1SY727zpVCRF15hxjmKyseZOvmMvSNyIhIIs3LaFLHLRz9m37SYuhDmBRA6ZVQDXzymKXUR1GvnhXuTOmS7Yi8rZGvaCVhJdiui2gmERy1SqJr7CulHIn6mNy1NUykAoAYnURARGzPd1o4/tftK5zzVlfItoZbRhHN8xmO7LSjWrhjNylvnfMJaQUWOVVo5dAcpGZSkKnpqJTGFQRAw6AWrAtu+7hk83ZIshy4RNE21BW+/jiFSADFVdjIc4TG9JgHsyWgD6NB09I0mct0cb5WZSuN4PPmeb0x9gEbduWFY3Dk6RnGEo+dxhVUUyNiORIqVIoh5xASAwFAQAxigBhABGvvMucco2VOzmPlM9QNt3Ba1tMnDABtYHbi7pNYihjFSS3mBHUyZSAkQDHAVN3UugDn5Zra8L4deKScalIIxKsg2I+cJnWRbGVKCqiZBADHKTXUSgJi6iAaBqH86ya56Qum5bZyVjNK/SsZOTUx9cMvLSCsO3RfkURUjzikmYoapFAFTFMQogU4kKIhqAaZ+FpbOV723B5nunJFvtoG4o08sNtFggKmwbqpCduHbObvMcmpBUMYu0wbgAC9BrUz3dJx/a9qwYiegrhRXcQE0wkkmrlVmudm5IsVJwmO1RIwkEQKco9DFHqA9BCuWLK4hb0Ty1YECpleOyFBX67ex652dmuYtmzUSbnWIqyenEU3JdUxIYu846Dr0qecHv8ACF+f/wCyLk/1Y1MepMrqFx1O6+aVy+9vXiPvCYzEpZF+23CMcbzSzeMbu4UHR34kjmzkG6595QTS1Ofzy6qCKnpACABsZbMmassXljS3cXXPDWg0vnHv7WvXD2K7edopzEeiSZjF3D8Zs0MYAApjG6mAKfJDi6ppXPDe4+IDLdz323xrkC37Uj7AlAttBN5B9tGXk02yK6yi5hUAUEP9oTIUEwE3Qw6j0CtLAZ8yRnB5jmzcfSbGyZK5rOUvCcklo8sgLYpFwbdmbpHOBB1W5gicwjoQoaAIjqD5IcXUNK5ryZlXJ1oXLaeGl76TZzbmFczk1dEZZTuUOokmuVFJNFghzQSMcT6nOcRIXYIB1MUK1jfPmanuM4WHLGNmF73BfQ2VHzclAumLZdoG5XyqVi42qAItyGEExNt5gD1082nySdjjXTRZuFPNKW4SXZGlkWpHyjAHBBckbHOYhFhT13AmY5DlA2mgiQwAOoDWbXIwO8oY+zflaWuy64yenYLDaD6LlG8d2XmppPJNRIV0NxiAoVQDgOwdpilKOgCIgFgv8t3q3trAMmm8b8/IEjHNpwRbl0VItGKrnAgf8HxhCj09ABp6KTqT9lxXxSuZoDKuYFneUsoXDdkS3sHFUzcDVWFbxIKPZRuyQFbUXAmAEdhRIUoAUwmEDiYeoAGlxvnjMMlcViy8jKv7njr1cooysI2x3Jx6EAmukY6a6UgqnsWTTNsIcxx0MAiYu0KfJDhXWdK52xdlO/5vMb62cgZCjIR4aQk0ULFe26dsudiic4NnLN+Y4A73EKRQ5igYuhzBtIJa6JrWOXKbiWaKUpWkKUpQKUpQKgs/8s9mf2Ge/wA2OqdVBZ/5Z7M/sM9/mx1Zy8LE6pSlaQpSlArWXRAoXTbMvbDpc6KMuxcMFFEwATEKqmYgmDXpqAG1rZ0qCoJPhxiVrTsCIgLwloK4MatStIK4miSJ3JEhQKismokqUySiapSE3EEvpKUQENK10lwrW/PY+v8AtO5LymZWdyURJOeuVdNArpQiQFBFNNJMhUk00ylECkAv/EYRERGrwpWeGK8qVQc5wnllFL1Zx2YrviIPIsg5fXHENStTIuCrAUpyJGUTMdATELsMYggJi6ahqADV+Uq3GZeSWzwpu5eHBF3cpbisHI09Y3Pt5ta79tFt2qxHEe3McUSFFwmcUjkBVQoHJ10N/MNa+Inh5nLTx5a+O7CzVc1vM7cjVIpVRJkyc9uSObdvORdI4EUDUQA5NOgjqA1c9KnCHKqnt7hwsm2Jiyn0W6edhsi1XVpNGC205HDVflbjqm01E/xPzaAO4a8cZ8PzvGTmIjY7Ld2PbTtsyowtuL9mKg3IcpilSVWImCzhNMDm2FOcQAQKI67Qq3qVeGJyqvso4iRyHJ29dMTdUlat02qqueLmY9JFU5ElyARdBRJYpk1ElAKQRAQ1ASFEBAQqNy/DxLPnVs3LG5oupleFuJSDYbgO3ZOVXaD05FF0joKIiiUoGTTEgEIAEAgAGoVctKXGU3Ypm0eHeTx9YY2fZGY7ojHo3A8n1Jg7do4XcqOTGFRJdNRIU1CiJtdQKUQMACAhpXgfhYt0tnRUOxvOeZ3PDTzu6Wt2Ilbg+CVdGOLlYyYp8gSKAoYpkuXs27Q01ABq7aVOGJyqt0sX34a2H0W+z1da805doum8wmyj0RaAn6EiNyocoyZuu4DgYR19IaBWVijEjTGI3DJr3G/uGeuyRCUmJV6kikZdUqRUiFKkiUqaZCkIAAABr6RER1qfUq8Z5N0pSlaQpSlAqEXN8tGHP77J/cz2pvUIub5aMOf32T+5ntcev+Ot9P746FpSlfKe1VfER/DtofX+1vvRCrUqq+Ij+HbQ+v8Aa33ohVqUClKUClKUClKUClKUClKUClKUClKUClKUClKUFEwPyo5Z+szL7ijKlFReB+VHLP1mZfcUZUor63R/HHi6n3UpSldWClKUClKUCuR7C4e7yvK485oTF73vZcHdV7vkXDBs2RTRmI47ZuHNROukY5APuVTFVEwbgDTXUoadcUrOWMy8rLpTs9w3sFbsQu6wb/uCxnP7PNrWdkiU2yhV45uYwokLz0jiicm8wAcmg6CHzhrVeZ2wCvB8Kdt4GxylPychHS8THwsg3TMZwxMLvz3ix0w0STIidbcfoAAPX09epaVL05ZVmVjXW3AR1q29F2xDoFRYRDNFi1TKGgESSIBCAAf0AoVWJuGSx3dk37YktISbpjf1yObocLFUBJdi8U5IkMgcodBTO3TOUR16+nUOlW/SrcZfKbsVfZ+EXMRebG/76yRPXxNQzFWPh1JNBqglHpq7QWUIm3SIUyygEKUyhtR26gGgCNSTFGOo3E2PofHkQ/cvWkOmomku5AoKHA6p1B3bQAPScQ6fyqWUpMZPBbaqrKmC32VRlYmSytczC1rgbptZa326TQ6C6RdAMVNVREyqG8A0NsOGvUQ0HrXzdWAUpi8lrxtPIlxWcrJQ7eBmG8SDcxH7NAygohqsmcyShAVVKVUggYAOOggPWrXpTjKcqpazuFy1bLjMVRbG45VdPE7uRdxxlgTEzsXiaxDgsOn/AAguYQ26D5oa1U+TYG4IvNd/zr6MzZEKzoRwW+5x6ms4YyHJaFT5rvaB0k1gUEUxBYCEBNMg9dTGrsGlZvTmtRZlf2qLHWM7rmW2Pch5le8294O1XkJLNUypC3cHeGbGWMpsDaJw7KQB2eYImPp00rxszhxJZ7FG1AyldcjZTBu7Zx9tOBbFQbt10zpcoyxEgXVImRQwJlOcQL5o9dpdLjpV4ROVUJanCinbszj5/IZduqaj8YGEluRbpBmmggh2Y7cqZxSRKdUSpmKAHMYR0IH8zCNk4uxjF4si5mLipF08JNTz+fVM4AoCRV0rzDkLtAPNKPQNetTKlWYTHwW2uVLdwDd963znMzy+r1sqIum5xaLIM0Eioy0eMa0KKqBl0jCQdRWTFZEQ10EoiIkDS6InCNrQF/W3fMKu5aBa1rntNjHl2igDQVEzgYREN24OUUPT841YdKkwkW5WqduHh2Wd3Pc1w2Rli67KRvUSKXAyiitTpuVypgkLhI6yRzt1jJlKUTpiAjtKPpABr0leG63UD2e/xtckpYstZMUaBjX0akg4E8aYC7myybghyKF3EAwGENwG1EB6jVvUpwxTlVRzHD4LxW2Z+GyjdcXd9stnLIlx7m7ly/buFAUXScpqpCkoQVClMUoFACCUu3TQK97nwMF6WMxti68k3LIzUVMo3BHXIJWqTxm+SNuTMmmmkVEEw6l5YkEBAw6/zq1aVeEOVVJanDvFw91XJed23pO3jKXdBFgJc0qKRElWpTqCBE00SkIiTaqYuwgAHUTDqYwjWjgOFVOLkbGdTOXrvnmeOHZFreYPAakQQSIidIqanKSIZYwEOUoKKCYwAXp+8YRvelThicqg9pYjty14u84VZRWVY3xNSEzIt3ZSiT/bCFIqgAAHVPaXTr16jWhx9hK48fKxEY1zdd8jbECHLYQbtFiJQRKQSJoquAQBdVMgCGgCfXzS6iOlWtSrxhuqljcArBfMBed3ZSua6k7RWdOIFjIptClaKLkFMxjqpJFVXEqZhKUTmH+Y6j1q2qUqySeC3ZSlKqFKUoFKUoFQWf8Alnsz+wz3+bHVOqgs/wDLPZn9hnv82OrOXhYnVKUrSFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFQi5vlow5/fZP7me1N6hFzfLRhz++yf3M9rj1/x1vp/fHQtKUr5T2qr4iP4dtD6/wBrfeiFWpUGzBYs7f8AbLCOtqXYRslGTkZNt1nzY66AnZuiLgQ5CHIYQNs06GD01rOwcSnrVjPwB/8ArKCzKVWfYOJT1qxn4A//AFlOwcSnrVjPwB/+soLMpVZ9g4lPWrGfgD/9ZTsHEp61Yz8Af/rKCzKVWfYOJT1qxn4A/wD1lOwcSnrVjPwB/wDrKCzKVWfYOJT1qxn4A/8A1lOwcSnrVjPwB/8ArKCzKVWfYOJT1qxn4A//AFlOwcSnrVjPwB/+soLMpVZ9g4lPWrGfgD/9ZTsHEp61Yz8Af/rKCzKVWfYOJT1qxn4A/wD1lOwcSnrVjPwB/wDrKCzKVWfYOJT1qxn4A/8A1lOwcSnrVjPwB/8ArKCzKVWfYOJT1qxn4A//AFlOwcSnrVjPwB/+soIrA/Kjln6zMvuKMqUVEGWJOIFlcVzXGW+semWuaQRkF0xgHu1I6bNu1Apf9r10ErYpuuvUw/N0rY93/EP66Y68AffrK+h0/wDkYY4SV5s+llcrY31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yt/U9P2z8OTfUrQ93/ABD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8AEP66Y68AffrKfU9P2fDk31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8Q/rpjrwB9+sp9T0/Z8OTfUrQ93/ABD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8AEP66Y68AffrKfU9P2fDk31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8Q/rpjrwB9+sp9T0/Z8OTfUrQ93/ABD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8AEP66Y68AffrKfU9P2fDk31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8Q/rpjrwB9+sp9T0/Z8OTfUrQ93/ABD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8AEP66Y68AffrKfU9P2fDk31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8Q/rpjrwB9+sp9T0/Z8OTfUrQ93/ABD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9StD3f8Q/rpjrwB9+sp3f8AEP66Y68AffrKfU9P2fDk31K0Pd/xD+umOvAH36ynd/xD+umOvAH36yn1PT9nw5N9UFn/AJZ7M/sM9/mx1bzu/wCIf10x14A+/WVp3uGc/PbsibsPfmPyrxLN6yTTCAe7DlcmQMYR/wBr11Ds5dOvzjUv/J6dJ0ck2pWh7v8AiH9dMdeAPv1lO7/iH9dMdeAPv1lX6np+z4cm+pWh7v8AiH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6laHu/4h/XTHXgD79ZTu/wCIf10x14A+/WU+p6fs+HJvqVoe7/iH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6laHu/4h/XTHXgD79ZTu/4h/XTHXgD79ZT6np+z4cm+pWh7v8AiH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6laHu/4h/XTHXgD79ZTu/wCIf10x14A+/WU+p6fs+HJvqVoe7/iH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6laHu/4h/XTHXgD79ZTu/4h/XTHXgD79ZT6np+z4cm+pWh7v8AiH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6laHu/4h/XTHXgD79ZTu/wCIf10x14A+/WU+p6fs+HJvqVoe7/iH9dMdeAPv1lO7/iH9dMdeAPv1lPqen7Phyb6oRc3y0Yc/vsn9zPa3Pd/xD+umOvAH36yvmJw/lV3kS0Lwva8LUXY2o7dvCtoqIcoKrHWZrNgATqOFAAA52793XpXPq9fDPCyNYdLLHKWrupSleB6SlKgOfMnL4YwxeOVWsQnKLWvErSRGaiopFXEgagQTgAiUB/noNBPqVQEJxGXZbGQ29gZ3tW3oBOTtR7dzCZhJZZ40K1ZcsXSbgqqCSiZyEVKcBADFEAHrr0rcrcTWObhk7fY4zyFZ0uV5dLa3pEXLtwUdyyC6gJNRTSOVVwIojoUwlJ5igCcDABRC5qVXiHELhN1kbukbZJhVbtBY7UYwiwmODgpBOZDeAbOaBQERT3b9AHpX1CcQGF7jvIMfweR4Z5PHWXbItU1h0cLoa89JFQQ5ayie028hDGMXabUA0HQLBpUItXNmK73uh5Zlp3mylJdjz+ci3KoJBFE4JrARXby1BIcQKYCGHaPQdBrFyTxA4XxBItYjJWRoeAevEe0pN3KoioCG4S845SgIppbgEvMPoTUBDXUBoLBpVd3hxDYUsGRYxF3ZGiI95JtEX7JExzKGct1TCVNRPYA7yiJTDqGugAJh0KGtei+f8Mtr4LjhfIkSS4jvCxwNBUHQHhigYrYVNOWC4lEBBITbxAQ82gsClR2+b8t3HUKWeuVR9yFXCbRFJjHrvXC659diaaCBDqHMOg9ClH0DUZgOIbE1wW/dVyftEtEtrHDdcaM0wcRrqKLy+YUy6DghFCFMTUxR26GAB260FkUqsoHiLxfOxUrOqO5yFjYaKNOuXk9b76LQGPKGpnCZ3KRCqEANB1IIj1D+YVjN+JnFylrT95vf2nioi24k068cStryLEDsAARFZEF0SiuXQPQnuHqHTqFBa1KizjJtmtZa0IRaTOV5fZVjwROQoPaQSbC5U1HTQmiQbvO019Hp6VBovi1wbNSE6wibkknZbY7eWZdIQb5RpHqsznKsisuVIUyK/FmEqYm3nLoJQEDBqFxUqr7e4jsa3LKSdvsiXO2m4yJNOjESFsSDN+6YlESis2brIlUcBuDbomBh3CAaajUNwTxf2lk/AZM5X1FvbKYtGQvZNR6ydFYphzTplBu5USKV0IiUA0S3DuMBdNRABDoKlQCwc44+yPPPbUg3MsynWDROQVipqGdxbwWhzbSuCIuk0zHSEwbd5QEAHoIgNMl57w5hxyzZ5NyDFW+4fpmXQRcnMKhkiiBTKiUoCJUwEdBOYAKHzjQT+lQG5s84fs95Ex0/f0Yi5m2pH7FJExnBlWhxApHAgkBtiIiIACptCD/PoNSq57otyyoB9dV3TjGGh41IV3b56uVFFAgfOY5hAA66B/URAA60G0pVMSHFtg5XGV45KtK/Yucb2ayBy+boioCyaigaNiqJCTmEKqcSlKfZtHUR10ARD74VcuXJm/Dkbky4Ja3JBzLJprlQg450zTYmOgmoZop2lRQVVEzHEoql2kN00KGnULkpVFx+bMsW/l2ycb5Yxtb0S0yISRJDuoWeUfKtHLRuZydF2RRBIA1RIbQ6YnKBw2+gQMPzc/EutHZ/t3D1tWwhLRTuT8hzkyLoSdgkjsV3qbVMm0QVOCKBTqecG0F0vSIiABe1K5viOJa9bg/Z+bSxbcSCKtyXTBuIZoePXcSJIxVwiVRM53BSJiUUBE4HUT88pikFQokMezLszHFRfD3NcQFsNRlY1lZzm749BURQF0iRkZ0mQ2oCKe4oAA9BENfR0oLEpVM4I4im2UMKPcq3xCEtF3bx3qNxMDLisRgZuXmCcpxKUTkOgZJUo6dSqBpr6RiWCeMqGv8AxpdOTcvxTHG7GAuIkMkm8eiodQizRu5bgYNoDzzFclAUiAYdSjprQdJ0qA2xnrDt6IW85tbIEXJJXU8cx0QZExh7S7bpGVWQ6h5ihEyGMJD7TaB6KkcJelrXHNz1uQcyg8kbYcJNJdBPURaLKIlWIQw6abhTOQ2gCOm4NdBoN3SqBu7PWWMa3zZrPIeL4Fpal83SFqMHMfcB3Mk1XVKqZssugKBUthwSETARQwk1DqI9K0l18VWQIyKvjJltYrjJPG2O5laJlny00dGTdkbGKR86atwQFIU0TCcNDqlE3KPpp0Cg6ZpVDZzznlbENtTOV2ONrdlseW6g3evFz3AdKVdNDgQVVW7fkClqTf0KosUT7R001Lrn5pz7dGMbgsWPg8YuZeFum4YSGfzrl6Rs2ZBIvSNiFTJ5yiywbxOJdpSFAA1NqYAoLqpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqm+Ma3J+7+FvJ1s2tDPJaWkrddN2bFmiZVdwqJehCELqJjD/IKuSlBzZPcMkFa2I8hTsUrdt4X3M4/k4Jo8n5RaTepJqMz6MmpTeakU6u3UpCgJjAXUR0CtRf2Nro/YrhWh4GzHoBaV3QDmXbNWYgEYglFuCKnVKUNEylOYCiI6ABjAHpGuqqUHLmBHd1WFCr8PVxYevFGfGannJrpSjUzw65HLpy4RkDPQMAbxIqmUSac0Debt0DpXHD/AImfR4Y2xlkyyc3eX8eSSTvec7f9lmzpuVQpXqLkALzE1CnMOwpjKfGiBg9I13VSg5W4fByPbuVy2RZ1m3/C4tRayjqVj7zjkEyREkdwQ6KUY6IYTukTmUcGENVCEAC7TBrtD34jpDMT69bgsiJtW4xtictEGcc6ty3GsieWfKC4Kq0fOXIGTaIEKYghvKQB5pxA4jqWuoqUHIHD/jS9onO+M7muWzJNs0h8Cs4Rd68ZmKVrJg8biZsJjB5iwJgpqX97brr0qKWfiaZjpl9iHJ1vZykFHd8OJlNzCnRNbblFSUF4g9O5MACkJPMMoQxubuIIFA3Su6qUFNcVMhlqMxyxdYmTnjKeXWJLgNbzVFzLkhROIOjMk1QEpltNumhRMACIlDUAEOTo/BGVr9triaYQVn5AEbzjbaXtscgKlK+mBaAc6iKiph2l3CnsAhxASFOQDgXWv6LUoOWcxSOQeKXAd52HaGG7utZ2VmwepBc6Ccf2x41fIOTRyRBMInKciB0xWHRLzy6CYBNt3GQJy8+JnAuS8d21iC77WeSdqPI9opdTVOOBeRUTMUrZMonExigPpW6J9Q0EeunR1KDkW1ZjIORcqcPrwcJXtbkRYqMo0m386xBsCTs8MoiBCEATGMlvLpzh2kMJyAQTiJtu2sK3M12JwoZGQxpbJ4/I6txXhJQjZ62IQ66isw6OgqBVdCHE6IkMmJ/NMHL11LXUlKDibA9sXxJcUltZDeQOaFYclmSrF7K5CSBMSPzrtDmSRRKAcgg+cIBtKU+0dmoEEQjtrYpyrKcEjTh5HHl4R14Ywl4547T0KxSmiNZYXJyRrwxuWqYyRNxD/ugcSa9a77pQcv8ADrZkBIZRVyKFv56CWj4RWKCRyOtsSTTVWTOZsimcQUUHcTdvKUUw2j52ohruM9T2Vm+RgtuFt66DWpJ2yCaLu2rbaSbiQkjrrFUZOlnQGRaoFS5RgMoUCGFVTU4bdB6IpQcIo29lHHNi4tlMd4/yWwy62xnb9vmWbxaLyCkToIkEzGVBU2rTlKCpqt8UcAOO0x9NldF8VVp3LdeNo5S2LbWuRS3rohLhewSJkwUlWbN6msu3KCggQ5hIUTFIYQAxiAX56uOlByLKRd35lvq/MuwmJ7oteJTxVJ2kgScjxZSUy/WMZUhCNdROKaQBtKYwBuMqIE1ANavTh4ipW2OHbGcJOxbpnJxNlwzV4yWSEi6K6TFIqiRiD1A5TFEogPUBDSrGpQcd4cyDceSM1HyXlPEGVIG43IOYG0Wb2z3YRVtR5zecusucAILlfYUyqnQoFAiYCIAJh1Ujw28SdjTuIYqLzFC3IjH3o9l30qTHyhFUHLhi9Mu+emK/MCnMMqKX/wBsAMonoOhQIPbNKCFwmHceW7JqS8RCOEVzyT+XKU0k6URRdvQN2o6SJ1BTSBQTnMYhClLvOY+m4wmGLZtx8lHcJd/4sxzb7lRNvjyWgYOLbCo4WMARqqLdAm4THUMPmFDURMI6dREat2lBxDc2Ecv/ALZWrZVtwbk1h5igYBrkEx0zFCGUiESC4369CmeNwSaaaajyx19AabhJnmLHCuU5i17KmkG8zmQrtZ40t/yi8QgzRDchnzBqbouPPTIjqUD7QMqO02wS12NSg4YeWTeDPCuWMsT0LcTCctDJKOTLdVn2bdi8doNIqN5xjJtwKkUF0yPUhAAAQMYd4cwpgroPhQt1ywxMle8zHHaT+R5B1ecuRTXmEVen3opG19HKbA3S0/8A4/61Z112pbl826/tK7ohvKw0olyHjJwGqS6eoCJDh85R06h8/oGtqUpSFAhCgUpQ0AADQAD+VBx5GZEmckcRTW58rYVyo1ibQllI6x40LLdHZIOFPiFZl45D4swmKJgSDqVFMTH1ExtS6yfjsuQ+McscK7TD10SErfMzPpQNwN2pDwgxcwsdQ7lw7E21A6IOFwMmYN4imXYA7gGu16UHHWb7rn5vJEXh28sR5OfYus1Jg9fKwFquZFK7H6YEURbmOmXYVmiYpTHLqIqqABRACkHdv+Lm+ZSUiscRdv4myTNqtrvtW83IxlrOXJGzJrIJrrpqiQB2OCkTNqkPna6B89dTUoNbbk2S5ICPn042RjySLZNyVpJNTNnSAHKA7FUjecmcNdBKPUB6VsqUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoP/Z”/>

In this how-to information, I will explain the means to change the dimensions settings on a desktop monitor or laptop computer display. If parts are too small and text too exhausting to read, you in all probability need to adjust the scale settings. Find similar words to scaling using the buttons beneath. All content on this website, including dictionary, thesaurus, literature, geography, and other reference knowledge is for informational functions solely. This data should not be considered full, up to date, and is not supposed for use in place of a go to, session, or recommendation of a authorized, medical, or any other professional.

Words Ending With

Scale factor, however, is a quantity by which all of the components of an object are multiplied in order to create an enlarged or lowered determine. Scale and scale factor are largely used in blueprints which are used for the development of buildings. Once you full the steps, the model new scale configuration will apply.

Scaling is used when the scale of any geometrical figure or shape or an object could be modified with respect to its original dimension. When issues are too massive, we use scale elements to calculate smaller measurements. When things are too small, we use scale components to calculate larger measurements. Scale issue, then again, is a quantity that is used to extend or lower the size of a figure.

• Scaling in geometry means that we are either enlarging or shrinking figures so that they preserve their basic shape.
• Although it is not required, you may must restart the computer to ensure the setting applies correctly for all supported functions.
• Scale is the ratio to symbolize the relation between the scale of a model or scaled figure and the corresponding dimensions of the actual determine or an object.
• Once you full the steps, the model new scale configuration will apply.
• When issues are too small, we use scale elements to calculate greater measurements.

What Is A Scale Factor

The scale issue can be calculated if the dimensions of the original figure and the size of the increased or decreased figures are known. You should be wondering what does scaling mean in Math? Scaling is a process via which we draw an object that is proportional to the precise measurement of the item. Scaling in geometry implies that we are both enlarging or shrinking figures so that they retain their fundamental shape. When we scale figures, they’re often identified as related figures. For example, if you do not have excellent eyesight, making the weather greater on the display may make issues simpler to see and use, avoiding stressing your eyes.

In the above example of scaling, the 2 rectangles are comparable as a end result of their fundamental shapes are the same even if one is smaller and the other is larger. Once you complete the steps, the screen will flash a “Please wait” message to use the new textual content dimension. After you full the steps, the system will apply the setting you specified. You should not change the dimensions settings utilizing customized values as a end result of it impacts the viewing expertise. However, if it is necessary, and you do it correctly, it may help you hit that candy spot. For instance, we have to assemble a bed room of measurement one hundred eighty inches by 168 inches.

You can all the time revert the adjustments utilizing the same instructions outlined above, however in step four, click on the “Turn off customized scaling and sign out” choice.

We need to attract its blueprint first to set up the furnishings, like bed, nightstands, and so on. So, we will scale down the bedroom to fifteen inches by 14 inches. If you want to make the text more readable, you should not regulate the dimensions settings. If the system is not scaling parts correctly, repeat the steps to pick a different value to increase or lower the scaling worth till you attain the correct configuration.

If you connect an external monitor, using a customized scale setting may help enhance the dimensions of the text, icons, and menus across the shows. Changing the show scale may also enhance content material visibility whereas displaying a PowerPoint presentation on a projector. Scale is the ratio to characterize the relation between the scale of a mannequin or scaled figure and the corresponding dimensions of the actual figure or an object.