画楼梯疑问
画楼梯代码学习疑问,帮忙解释一下,为何此处没有执行执行画多线pline命令,画出了多线?此为李小科30集入门视频之第八集,
如有需要学习入门朋友,大神推荐,感谢论坛,感谢大神。百度网盘下载链接:https://pan.baidu.com/s/1sS3hoafjfJekGPH8pTNhtg提取码:1111
bilibili网址如下:AutoLISP入门实例视频教程_哔哩哔哩_bilibili
https://www.bilibili.com/video/BV15b411T74a/?spm_id_from=333.337.search-card.all.click&vd_source=8f0b874732a8b06a25e898707279ce59
(defun c:8demo3()
此代码动图如附件:
(defun c:88()
(setvar "cmdecho" 0)
(setq osm (getvar "osmode"))
(setvar "osmode" 0)
(setq pa (getpoint"选择基点"))
(setq w (getdistpa "输入楼梯踏面宽度:" ))
(setqpb (polar pa 0 w ))
(setq h (getdist pa "输入楼梯高度:" ))
(setq pc (polar pb (/ pi 2) h ))
(setq n (getint "输入楼梯阶数:"))
(setq dw (/ w n))
(setq dh (/ h n))
(command "pline"pc pb pa)
(setq p1 (polar pa(/ pi 2)dh ))
(setq p2 (polar p1 0 dw ))
(repeatn
(commandp1 p2)"""帮忙解释一下,为何此处没有执行执行画多线pline命令,画出了多线?
(setq p1 (polar p2(/ pi 2)dh ))
(setq p2 (polar p1 0 dw ))
(princ)
)
(command "")
)
(defun c:88(/ dh dw h n p1 p2 pa pb pc pts w)
(setq pa(getpoint "\n选择基点:"))
(setq w (getdist pa "\n输入楼梯踏面宽度:" ))
(setq pb(polar pa 0 w))
(setq h (getdist pa "\n输入楼梯高度:" ))
(setq pc(polar pb (/ pi 2) h ))
(setq n (getint "\n输入楼梯阶数:"))
(setq dw (/ w n))
(setq dh (/ h n))
(setq pts '())
(setq pts (append pts (list pc pb pa)))
(setq p1 (polar pa(/ pi 2)dh ))
(setq p2 (polar p1 0 dw ))
(repeatn
(setq pts (append pts (list p1 p2)))
(setq p1 (polar p2 (/ pi 2) dh ))
(setq p2 (polar p1 0 dw ))
)
(entmake (append (list
'(0 . "LWPOLYLINE")
'(100 . "AcDbEntity")
'(100 . "AcDbPolyline")
(cons 90 (length pts))
(cons 70 1)
)
(mapcar '(lambda (a) (cons 10 a)) pts))
)
(princ)
)
用entmake 就通用了 (defun c:88()
(setvar "cmdecho" 0)
(setq osm (getvar "osmode"))
(setvar "osmode" 0)
(setq pa (getpoint"选择基点"))
(setq w (getdistpa "输入楼梯踏面宽度:" ))
(setqpb (polar pa 0 w ))
(setq h (getdist pa "输入楼梯高度:" ))
(setq pc (polar pb (/ pi 2) h ))
(setq n (getint "输入楼梯阶数:"))
(setq dw (/ w n))
(setq dh (/ h n))
(command "pline"pc pb pa)
(setq p1 (polar pa(/ pi 2)dh ))
(setq p2 (polar p1 0 dw ))
(repeatn
(command p1 p2)
(setq p1 (polar p2 (/ pi 2) dh ))
(setq p2 (polar p1 0 dw ))
(princ)
)
(command "")
)
可能是版本问题 command 会有不通用的情况 我在07上测试没问题 1,你的录制动态gif?为何看不见?试试我之前的软件?
2,为何command没有执行完毕?没有完毕怎么会进入下个语句?执行赋值?
3,你的entake,里面为什么又在执行画线?如果没有退出,那不是重复?
4,打破砂锅问到底,万望见谅!
作为回报,还是世界经典纯音乐奉上,淘宝购买一百多元。
链接永久有效:https://pan.baidu.com/s/1gA-yfGJFLNcqm-vUKlj3QQ
提取码:1111
我测试command也是无问题,想问下用command的话(commmand p1 p2)是什么意思? 飞雪神光 发表于 2023-5-3 19:38
用entmake 就通用了
数字行号是用什么做出来的?
ferious 发表于 2023-5-3 20:24
我测试command也是无问题,想问下用command的话(commmand p1 p2)是什么意思?
相当于鼠标在绘图区点了两个点 1,点了两点怎么能画出多线,2,你有没有command函数调用cad命令的语法示例讲解资料,3,序号是什么? ferious 发表于 2023-5-3 20:31
数字行号是用什么做出来的?
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aOBrPqaBupsyd2cn+9zK4KuHy5p1shhBBCuPVoyDp9+rQ7SA0bNozhw4cD0Nzc7F4+ePBgd/AyaKiiZMtBmqCXh4Z6alxgnamGqIZTSpsBmMiDqROpryyhoMTKnEQbfqNWQxUlOyHB7zrKtowOsq2glpjUB+mtz06XOPRXaDoDE+7s6ZYIIYQQbj0ask6cOAHAwIEDDZUqbfkNN9yAxWIxeWQ9VTsPwoQ5pHagAnRwewFVXKFg1lCDEysJWk5sPAmW7xuCUlRcIqm62/WVJWw91ISZrQUHvZaEMXFuIjaTHNr+tuqCKwCjsOkDmuF+/X3eVTR9m+qpKtnKQd3hjIpL5cEJ/hphVpELdIwHOfjS80wEavr0o6ygxP+6bR2fYd+Bn1ef18hf0Ff3SZdUK4UQQlxNeixktbS0cOHCBfft06dPM3ToUADOnj1rutyjkZNNEHZTx05aE2enXrnKTuNJmpqOeoWjrRQc8rP+aBupsxNJjfNa3mYlqws0njQE14PbC6gqqSJC69rc4sQ6N1UJHoe2UaDd13CKJl3IqK8sYeuWbQxLfZCJDTU4h9pITVSf8UPbKKgsoSoicDAMHMR0DtUy4qt6IIRx8/+ZsHF49t2u46unqqQK4lJJnYAajvxsB2g8AxO150INZyWVEV5B6iDb1FAXFsShCCGEuLb0WMjSB6xz587R0tLiE6a+/fZbjh496rVcORkeBagsoKBSqzj4qUI0VFGyxYl1QhgHDx0lbMIcJp3ZyoEhnsqCoSrhHRZcnm4879sHtxdQ9aXarLCJ5t19Ex5UTtrutv+FYYltdd/5H1/lU8nqyq7SCQ+SqLs58TujqKo8SSMoQYowYrRgFBFOWJOTmgYbUZE2Emd7Hhd1m5WwQ05ONQBe9xERThjmVboOGWsn8vDPgFb4u78niiP+1w10fDRysimM8Aj1zshhhHGQ2kMwcYL2HglzV74mzjZsiZjRVVSdUbakUF5D4uYw8aOtOLvuiIUQQlwlenzgu+bbb7/1e19zczOhoaHqrShsiTZOFihVB6XaoQSvJrVKUV9ZwtadVYxzh54mDp6ZRGrqgwAc3K7b+KFt6skzkYlq15ZvRcLEoW1UnZ7InFQ1cFVWtX2QDTU4m45ysKAA37X13VMm46sCVrICD3o/ara/IMJZ/ddNEGYlApSKXFg4WgZRQoif6NB4kibCGGZSqar/m5Om0ZPa7N48WllAQSW02R26/y9w4TyEhMCEOzm4/b8JmzAnqEql4fi8QyQRhIfBySC2A/WcOg1hlgj3be39mDgBqj4KaiNCCCGuMb0mZHVKQw3OplFMUoORVkmpadACSRgTp5mfdg9+cVR3Uo5inCWMg64a6tvolKv/ugmaQKtdTIyztdnMg3ucWCeM4uRNDxq7wg5to+CjcMb5GcOk5zsmC8ImzCExNdVk7U4MfG+oouxQE6Pi1Cre101AuNdKTZxsBAwB6CDbKo/6BB19tXBU3ET3PvRjpMImzCExzhgw9V2PEYZxUGr4+u9KAC73789vCgrU5UF0qHodnxIMfTV9XQ9EKePmvLtw3W0s42DTKGzubsitOC1apbS+7bYIIYS4JvVYyAoNDeWOO+4wvc/fcr8aT9LEUaoMFZtgRsEoFQiGtG93AFFxCUx0bXXvM6ytgc0NVRw4bSVh9jhqtldRP0ELgPVUfXSUUd99UL0dhS0xFUNkO7SNgi9isHGAU9OMA8o9J/MupIafMN24qKibwsDlvaKuew0gwJQU7pDSUEXJFm1Mlo3E1MDhNCpuEqMOVSnddmZB5/0yAPqMiCQ1NVV5rgKMpfJ3fEo3pm/dqq1xf97diHCQ2i+hyXvc3aGtFJzpzVfBCiGE6GrXRiUrIpwwYJLZibUh0AOjGDaUDo6X0YWhQ9soqCyj6jb/3VoH9xwk7LupRAFR02ooKakiIdFG4/atHBxq043b8nqc15WQ2woKKACUik0qiV1xVaGeWQABdQzWSXflTpuKwlPbCnLOL3Wsk28FzF97lG48a4TJfWdOK92FAKPHeNqJNh6sHcendn96HqdcXBGIb8AC367ebgzDQggherVeMeN7p0WOwxp2lAOVnq6Zg9u34dux5mvid0bRdOgv6roH+cuhJsIs45QwdFMYqMFCu09TX7mNKi3ARYQT5mcMEqCM38LmOalH2kicCWUFAaaSOLSNgoICahmlby0Pps5hYhgQxLimdvMXQEANIU1KCAF1jJZV7eIMELAObaNE97pwqJajPhUw/+sf3HNQtx8valchhIA1BlDHfPl7LQIdHxGEh6ndn6CGu1HEqOvVV5ZQUOB5T5kHLCGEEMLj2qhkuQfD67poRtswG6XkY8KD2L4o8HQ1jrZ55t6a8H0mfqR1CY5i4oQwjqpdZlE3wdYtBe6T7qg4P9NCNFRRUgm2VP0UBkdR5mhKhe0FFBTU6k7W6pisoTZloP6hbRR8oXvcaBupianYDm2joEDpHG2zqzJISkCBJvegc8+xPThhIg/OPUWJ+5hHYVMH/SvBCaVLTNdFFjZhDom3hUOlfnkbA9kjvNfX7cfbbq1zuJX3m8/zaUEBvnNfBXt8yntoW4FxwL15gKqnxtUENHl1UfvftxBCiOtPyFcnzrQGu/L2nZVMvsV/+WTq1Kld0qhrRz1VJWUwM5Fhe9TpHkyv6vNcHegdmNwDxoOeqsFr4Hyvng2/kxLugsN/A0Lgt3+Au/2MTBdCCCF6gIQscXX60gm276o3QqDqf2C0tUebJIQQQuhdG2OyxPXnvyuNtyVgCSGE6GUkZImrk3s8VgiEef/skhBCCNHzJGSJq5O7ktUKN9/co00RQgghzEjIElefw58pY7IACIEx3+nR5gghhBBmJGSJq897O3Q3WmU8lhBCiF5JQpa4+uz2+rnriK6elVUIIYToPAlZ4uojVxYKIYS4CkjIEleX/XuU3ywEIET5X6RUsoQQQvQ+V/3P6rg2Z5KzoxFiHyZ/6j4yv5rL7GM5bGiwk7VqHhaAXXmk7Z1CfrqV0uU5OPQ/Gh37MPnpNve2tty8mnTyyPxqLqvnW0x2WEpmQR0jqYYf5pM+/Uoc5ZVQRV7adqKzVjPP5LCr8tLYNzXA8bpKycxx0OjnbiJ1rwcu39fBRMSsLPdr4N7/bq/xWMDTr67jRPEbQCwP56dj82lLBPZZI3HsqPbdie71b6+qvEzq5irPV1VeGht8Nq+2B+PzZ76utv5c6oJ4bjTac+R/mzqG1+AqtyuPtD9H646niry0fUxRn2/8LlMem0e6n/dyFXlpG1CeSs/rJ/zweR16mvrZEun9d61/Xc2YvNauUjK3RLNatx3933zAVmzOZB1LzM8hJqry0tiA/88i93kukE58lonuc3WGrF15pK1X/lwiZmWRn6++kXftA8CWnq+caNPymJ2fjm16OvnkkZZXh50I7FqQcJWSuUXZXuZXc1mibX96OrPz0sjcnGX+RxI5hfT0uZQuz6TU0vYf3FXJHUzb8Ufr9yReRd7yOt1tC/NW5TNPf7/ZyVDHlp4PeWnUbqslxr00BGhlzYY33dtw033gVOVlUnd3OvnzUUMyLOnEScEQaKrTcETasUfq3le6Y/Juf+ZXWaxOzzc5Tm197+cm+DbHPqILwbu8vyh4vwbXmF37ODZrrleYMlkGMH0u0drfrsvzWaKIwJ6VT3p73xy78khbj4Sydgn8xa7tx+pCk/uzx8K8VVmwPIe8XTavIO0vNLsoXb7Fd+mH+xk5dZ7P8ja5Sll3YDJLVvk7KH+BbwNpaRt0t42fKfovnT5/39q5TNuD/jPqWvpydRW6OkPW9HTyp6O+0fysY5nH6nzvx7goXb4f90k9K9rvLmzpWdTl7aY0LweHydeftDT1H1uqmHfdfHswfjgYTuoADQ5y0hzmD420MzfQpiOj8TuySvtASX0F8rymaxjh54exq/UfWBHY5xqrZ0o7vYNRcGzp+di8ThBVeQ425KRhPPpYpujbbxquRGd5vuVXk7YDtJMpe6tprNaWeZbbsDBv1Wzy8qogXf0sAbQgeld7z0auUjL/HE1WvpzIguUJARH4/xQOwFUHs7LIn29Bq16t23yXGjoszPthLGl/LsU1Xf+aVLMhLY0NphuM5WFjC9myYyRT8k1XDtQwSgscjPxhvq5qvw5S9Z8zNtLzbWifpxg+R83WVzTuyNG9l5XjMdyO1Y6girqRWeSne3oBPM9NYM3NzTidTlpbPb+2N378ePr06cPf/vY3Wlpa3MtvvvlmwsLCCAkJaXO717OrMGR5dzVVB37jRdp5MNLBhyOzWD2/PfuxMC/dAswzVhXUD+K5Pt8MzAOI/huFJ5QoJ2hiobq6EeVkvwQK1OMyVGHS2K6sSCPKt5klrFNPKp5vZsZysic8KGXoWGKrq5W2Bey28/rAq/b6ZlW9j4fz80lX9+fz3S/oSlYH7f8LXDhvWPT5t5f40y58u368K1nKQsM3Wc/y9nNt3k41jVTnpFH3SD5TfAKbV2XNvU/fbj2fsNpB1evTSFtvWOLzt+AOuoYuVa3t+veD/niCfb8Gu57X+879vlGW74/0vN8NXSDe3cCRnner8W9rH7hK2c7D5Odrr7Z3tcJGenoVeWlpPhWFav0XhSC6YKq26E+qHXh+XaVk5tQxMraa6mpQ3qdT2Kd+nrgrGF29Xje8DrongNLlOdRFxlJd7el10E70+i8q/gXYhmWertpo4a5JETiOOUF7FabPxf7ndex2zcPiXq8dlaxd+6iOjA78xdBEVV4O+ydlsVr9e3ZtXsf+SUtYbdGv4/UZ4PN3C2hf2NTXxHDs0EYly8Y83bnOOjKinUchutJVGLJ03SmmbzRjH7riLi4szyHv5qwgvjV5PniCP/m5KF2+gWPub1aqXXnK2LD8eVhcpWTm6LsXGzmmftuoyktjQ8467Fn55FNKZs52Sl029wm7sSGarPx0LLvySFufw7pZWeTnQ+nyHLZvdmGbb8Eyf7XSHabuN62glLvUP06qYUp+PulqENyyax7p05UPAAdq+9wfeLqw6BX29k31fEA5jzWC90TrQVay/I0fqjZ5bOwjSqgD4F39B7LSVRhtGWK+P59KlnaH55tih75BA9q33NhYiJ47m7qCUuoiG3H4q2QZGMOYaVg1tZ91aQ5GBnhPBt9dWEVejrKt1bptuTavU8ayrLIp76GcPKLdJ6Vg36/BrGfsEvV801Zuu9/vLv1jlAqBu3qxK4+0P/t/tvZt2c/kuWZdPZ73d+wj+WpFQXef6ReoQKrY12Bn7nTjsvY/v9UwNZ/8dOXzZ0MayheaXXmkrd9C1fzuWK/7X4dqppCfn64Gs3WU3t3+ynHb23Cx+0AjEZP0tXAL0ZGN7HOB58UMtpLlovTP1UC0YWiKp0G6v3PdF0v3uCrd+cis29A9nMX0XKXwHgPrMl0rCK5S1u0Yyez84J700NBQv/fdcMMNnDt3rqMtuW5dhSHLyFNCjcCeNZuRDXUof1f67hzlw0T542lri8q6d6knP+8BhxGz7Iz0fohrN/sbYpntVY6t2ltNxKS5yt+45S4mRzrY/6FL/YCIYPLdyvrKN43Z6vJoRrLfsJ2ISXep24gmAtz7iY7Ea03tEJT13GKnqB+8VuUxXyl/srsPNBL7Q+8TilrK3pVH2l6/TxIQQbT+gZZ5rM4PbvyCzavbzH3Bgb9Au0v9v2HqBqWcfekmk5Bl2hYXpe5/jzS2vZ1cm7dzbNYSZh9bRx020ldBVd7+oCpZHdYwktn5s9mXlkbaXrPqSkTwx7RrH9WRdrIMz7dLfT+o250+hdj1G9i3C2zTle0H934N/n2t8f6mrX+/j8RBnQvA/G9MY6zixfJw+hLqlmdS6tPtory/gw+3bdi1j+rIKZ4vAu5l7Xh+LUqbp0wHJRxAxCR1LJklmghDvbWr1/PoitfBW+xU9XjVz786Q+gJTpvb2LUFR0MsD3u1yToygu1faSvbvAK1f0oYjiW2Ac/QFJW/ge9VeWnqxUCbPZkAACAASURBVFa6ymlBHbNXpfs/XO+eAi+xU423g+8u1I4jk5wDk5Wg7HcvvqKjozlx4gQXLlwwLL/ppps4efIk586do7W1lQEDBkhXYRCuypClr4QYSqi4KGUfTlcp69RvkvqKwTpmM1nbSKAxQDpKhUgpJ0evSseGi9IDW9AVpv1wUdcAnkRm8R+KfDQG/WHU6C6R+w4E7T7qsamCurJNZXy9wDP2wf9YBIAbzzXBob/qliiVrMuDvb95+blyMdZO1zwjLnYfm8ySdAvOPP3yYCtZHRQZjRUbtnwbVXlppKXt8+r6MNt/gO5CH07Da6oF8uC6U4N9v+rW86oQRMwKakd++XQXYmHeqiXKxSl+3lMa7/evu6LapVdrdeb5PaYGnC5erxtehyvOVUrm+mPYs1b7He8Y1JV5mtiHeZiRPJw+hX3BDnHQeix0FdCqvBzqfqhUCf1ekRjg/VWVl4b+K5qhpwJwuVxYLIH/4JzHzL5Et23o0KGcOHECgEGDBrmXDxkyhNOnlelzbrjhBvr27dvOLV+frsqQ5a6E+Ax8txAdWc2GnGPYs/INb2rnMZg81woHgA+1b59t/xFVbS7FOv8ur30cC+Kk4h2qvENXV/IMoMyfjvtqtO7aj3tslyuPzA/NB3QHewmzVhWyga7S5OuWw3/xWqJUsjb7XPig6wIxlOTVcReu3exvoBNdhdpYPbCkr1aXVbGvOtjL/X3DUOwj7WuBLT0f26480vKqsKnHVtfgNSas3VcXep/0vUNBF3JfiZfvHk+4rlt2pA5wX16Ka9VdAdf0GRrQZiW3va7g8xusK/Y6dBdPt6xZiHYea2TkVAuW6caAArRx9bQyvjDoOrRXtcu1OZPtIz3jsmzp2nvQK/AEXcnSvoAugQLl/9Fb1rFupOfz1aw3wLvHIBgtLS3U1dW5q1g33XQTISEhtLS00NjYyDfffENrayvh4eH06SPTbAbjGnqWlEGsG6qB2NmeAbvLS3FRxb7qkURblG+3HKiG6g1kfniXcgKenm4eBvbmseFYtE+Wso6E/R+6lJP48lJclruYHFnN9s3Gr5G2qbE0Htit9Ke7drO/wdOV0vU83UWuD/f7n6/KTQmB1XvVn6jZtS/AHDIaG+n5+eTn55O/ah58dYyRN+uqiMszKdU9BY07ckhLS/P8l2f8ORytnL3EXxDblUem+pze+uku01V++vTTvt2MrlIytX1Vb1D37WReajTbcxyMfGQK+9K8v126KF2eRp75bny3v7wUFy5Kl+dRhY30rGi265epIciXMkVAfr7nvw4Nep+erjtBOKljcvBXxU2fQmyDgy2GY1UGDxvfD1qXUzdwV5KVbrQ2WaIZSTX71DZX7Q2ydIqN9FXzsJiGmiry0vKCP5n6aVeEOkTBrTc8v8G6Uq+D2qXXqePVb8NVSmbadqKz/P39KF889F3oVXlef9/aZ4P23/LSjo990va6OZOcY7O9zic20lNhi/78YJnHat1nQNasCJSB+eqyLDvH/lzqOXcY/r4t2NJXM/vYOkpdWsBaQvSf9Z+/7fg802loaKCpqQlQKlqDBg0iJCSEkydPcvLkSVpbWxkyZAhDhw6VkBWkq7KS5U0p98eqV74p3UV5u2yko1asXHUci52idPUtV67+yFcncPQ7FxZQ3RCt9rG78AyajOXhrMmQs4Wqu6MhMhoLFiypdvbnePrMlW/G6Ty8N809GDzWzzeuzrMxd9Z2ctQKSURsLMFcT2JLf5h9aeq3qdhYYgOu6/utyHkMou9W/l2Vp3bR6aa08O0a9PCMYfBfznbpQtytn1Sar2TykzquD/fTWO0gk1h3Sd61OZO0nJHub+1Mt3p1JTmpC/Ik4PpwP0xaggXYrS20zGP1KoAqthDNXdPnqXOzQb5ubIXNXf3qOq7N26mOnG0cFxSQjfRH9pHmHsekVsHmL8G+PEf9dh0RsAumU6bPxf7nHPc0GrGxQb1bDW2OjTW+W73HZPl007rqOOY1RKB6/QZiH8lnyt40Nphd4RUbRGev5S4m430VWw8/v8HqhtfBW7XXc+C5stfTRVudk4YjQNeZ6TZcdTT6VIV11eRdW3AwmSzdcJEN1UCDblqHLp680z0GapVnegZjBN2vDtrX5gWcS502DMXdHegZNrE6Vfkyd3ek5+pVp64aqnyWuCgtgOi7LcxLnUymesFTR08zERERnDt3jqFDh7qrWADh4eGcPXuWgQMHMmLECAlY7RDy1YkzrW2vpti+s5LJt/j/CZOpU6f6va9L6cYRmF8B6HUFEXlkfjWFyQc2UPdDkzlJJmmzgeunPlAqHXd9qJtRXvcHqfXzd9Xl971PWzMkoz4nVsMMy22Nf4iY9TMmH/i1cpmzVwDzfaz6euxbBU+8pFuujMcCcL3wmOcx7vYoH1zWIMZiGC57D3C1j66VuvF55uPRfMKlT9edn2P296EfcDJSP2PZtH3evMUz5uYanRHa2FWim9jWa6oB4y8IGGfr9/k1g/ZMxhv0e+d6ok6/0KlfxejoNoyPM3yhM7taUE8/HYnJlaZ+x1f5bNf/DPKz2aB0J87HfPxogMlDTT9fr9G/62vF1RmyxPVl8yb45eO+y0dEwZ5Prnx7hPDiqWLIhKSKngpZ/n5WR4ieISFL9H6/fFwJWt4mfx+2vHvl2yOEEEIEQTpWRe/3zp/Ml0f6D/xCCCFET5OQJXq3Q3+FM6fN7zMZ9C6EEEL0FhKyRO/2336uKgSIkEqWEEKI3ktClujddpvNNaWSSpYQQoheTEKW6L0uXID3dvq/X8ZkCSGE6MUkZInea/9f4MJ5//dLJUsIIUQvJiFL9F6BxmOBhCwhhBC9moQs0XsFGo81IurKtUMIIYToAAlZone6cAH27fF/v1SxhBBC9HISskTv9N6OwOOxZNC7EEKIXk5CluidAnUVglSyhBBC9HoSskTv1Nagd5mIVAghRC8nIUv0PmdOKz+nE4hUsoQQQvRyErJE7+PvB6H1ZEyWEEKIXk5CluhZZj/+3NZ4LJBKlhBCiF5PQpboWRcuQPpPjWGrrfFYICFLCCFErychS/SsEZFKwJp7nzIO60un8l/Ax8hEpEIIIXo/CVmi5y14FA7/TQlamU+2vb53FevCBTje0D1tE0IIITpIQpboeffOUqpTF84rk5C2RRv0fvgzJZTNtcOAAd3bRiGEEKKd+vV0A4RgwAD48U+g8LXg1nc5larX/r/AgBvht3+EIUO7t41CCCFEO0klS/QOC5OCX/fQX5WABfCrZ2DytO5pkxBCCNEJPVLJKigo6Indil5u7s1jiPzqSNDru8aO588tfUHeT0IIIXqhHusuTExM7Kldi16q/8B+kBXEwHegNSKS8MJNJEaM6OZWCSGEEB0j3YWi17j4wx8rY6yCcO75PFolYAkhhOjFJGSJ3mPAAC7Ond/mat8+9nNavv/3V6BBQgghRMdJyBK9ysU58wLe3zJpChce+/kVao0QoqP6HP2yp5sgRI+TkCV6lZZJk7l8+0TT+1rDhnD+hf+4wi0SQrRX/y2bGXTfdAY+1o6rhoW4Bsk8WaLXuThnHgM+Oeiz/HzOi1weNbrd2wvhMt8eO0Lo2QpO1r5vuC885h6aB8/ghpFjaJXvHEJ0Wv8tm7kx60lahw7j4vyFPd0cIXrUdR+yfvmkcjXbCy++2Knt/PXLLzlz8mSHHjskPJw7R7c/PFyrLv7wxwz4939TZoBXfbs4hUsz72/3tkK4TL+aN2k820To4DCG/OB/0f/SHgAu11nU0PU+ly7+E6GWWRK0hOgEd8AaOJALGdlcip/V000Sokdd1yHryy9dAHxx5Ahffuli9GhLh7d15uRJHpg+vUOPfXvXLpCQ5dYaMYJLM++n3/atAFyOGceF/72sQ9tqdu1gWMgBRtxhZ8ANt3Ox+U0A+p9ywUAXw6ffwuUT+2g4uhaAgZb7uuYghLjOaAGL/v359vFfcPHBf+zpJgnRpg9WxfPmmNcpeHiMnzWO8ObPHuWLheX8oCKeFWXe999KSlEBi2LUm7VvkroGMn+9iDH0spD1t7/9jeeee870vpvCw1mWkUFERESX7e9P7zqYOm0aXxw5QkVFZafn7rp46RIzfnPJ7/3fG6ZMTzA8/BLfG6E89fOntG8fX37p4pjrCOcutRqWx8R8B8DvfZ0JkFfClm3bqCwvd1cUXz32NU8ADLiRc6/8ut2/TRjCZZrONnP+2LsMmmRnUMTXwC5oNq53+cQ+AKzhLZze9xxnw6czePDgzh+QENcRd8Dq249v//lhvn00raebJIQXJSwV1pjd9yjxxV6LxqXw+q8XwYbVfDDjdQruBe4tJ5t4PphRTta9AB+Q8zMnM2J8t6jtr1eFrNtuu42kpCSKi5WjXbZsGbfddhtbtm3jD2+9ReWHHzL3wQe7bH+7Kyt59tlsPv/8cxwOB4sWLaKlpaVD22o+f57+/frxvWHKUzo8/BJjIvpxpFEJXWMilOVHGpWA9fcxFzn9LUB/ms+f97NVoy+/dPHxx58wZswYvnPTTe7lX3/9NRUVlQBMnTrV576PP/4EoENBq7GxkSVLlvDQQw+RmJjoc7sraAFrWUaGe9k/vPR/OPHDGXz64EPcGTO23dtspQ/hx96C8EncGPE13x77nK3PKl9B5j1xKwB7X91Gy5fj+O6q4QBc6nOa8GNvcWncIuk2FCJI7oAFXEq4jwu/WtHDLRLCzBgW/bqcRRzhzZ+thqd11Sc3JTQtVqtQ1L5JDpkUPAxv/iyeD2a8ziL92qtWwMJyZV2vEPdofCEzV5T3rpAVEhJCVFQUZ86c8bnPbFln9uNyOQE4efIUt9xyC++99x5HjnzR6YrPLQP+gmX0aMIHRQNgtfTDMvwirhO4bwOc/haG3tC+bX/88SeMHDmSvXv38vnnnwMQFhbGiBGeSTn37t3L8ePHaWpqUtpzyy3Exsby8cefdOjYNm3axJAhQ9yByvt2Z+kDlr5KGRERwZm837B+81vEbdvWrnAdwmVaQ0I5Wfs+4TH38O2xz933fWfwHVwcFk3/Uy6G3Tie/SPhuwCnvuWmAWc4XvtfDBz3cJccmxDXOn3Aapk0mXMvr+vhFgkRjM8oTI6n0OyucSksVv/5wZuF7CwrZGcxkJBN+cNj+GAVOJ3Kz785nbAzO56d2TPJLs9i0a/LmbEhlUcrfsDrv17EmPdyelfIam1t5cKFC+7bTz/9tOH+sWP89Zm2fz9vvfV7XC4Xv/jFLwAYOnQob731e5544okObbNZHaRdXrsOamHhHQ8xeYrdfb9l+EVlP7pgNTj0MqcuXHA/ti3fXLhAePgwzpw7R2ZmJqtXryY+Pp7w8GEMGxYOwPnz56mrq+MPf/gDy5Yt4zfr1xMePozDR4L/TUC9P/7xjyQnJ9O3b19aWlp8bndGSUkJDoeDtWvXMmLECFpbjd2cQ+62sWzceJ566inONTWxYMECn3XMtNIHWs9TF3KecNTxV8CcZxLc61wcZmH0I8cZDdx4/mtaTzUAcPr8KUJDQoLajxDXM33AuhwzluZNW3u4RUIEQ6tote0Hy8spX6SOsVr+A/fyzyoqOPLwInU7SvVLSydHjnwGNZ/x6Cor5TN62ZgszenTpwF46qmnGDlyJNXV1RQVFfHyyy/z7wUFDOnXuWb37duXDz74gOLiIsaM+Q4tLS2sXr2aDz74oMMhC+DihXPs2VPNtGmxbPz4d+zpv48f9JlO6JBbGTkshP5hUe51B4de7tA+6uqOERUZSX5REWFhYfzhD3/wu+5v1q8nKjKSurpjHdrX5ctKG4uKiti7Zw9rn3/ecLszV2T+9a9/5Xe/+x0rVqwgIiLCb6gZMWIEP//5z8nOziY2NpY777wzqO337duX6NYb6RNyAIDjh74EjJMj9j1fB8CFposM0Q31k4AlRGD6gNUaPpxv/ljewy0SIhgfkBO/gp1trqcNZv+AnOQvWFSe5e4SdDpv5VYKeeO9RWTdC0c2vIlzRqa7e/FN563cOu4HLBrzJjkV1t4ZsjQjR440nFRdLhdHPv446BOtmZaWFpKTk9n7l//HM8+sYO3atezfv5/fFOQzNPwmkpOTeeWVV9o9+Pmbs9/wDX0YfnoiX/whktZB9UAtn1ILwIBLkwEYEXobA24czF3fGUrMd0YRawnlm7PfEBJE9WT08GG88+67TPzud4mPi6Pv0ChaTtdz5MgRPv74Y5qampj43e8y4bbbeOPkn1l/6v8y2jmBuM9vYfr32znCHujTxzMu6aMDBwzt++jAAVpaWujbt2+7twtw55138tBDD/Hyyy+zdu1avxc0HD9+nJdffpmHHnqIiRPNJyk1o1XZ+t94lpBvPsX53mfs23WGsIF9uXXyIPqdaOazhj5cOt/CrZMHcevEmxgScY6hNw4L6rUQ4nplCFhhQ/hmi6OHWyREO6gD2gP1i32wKhUnwHsfsJOd7IzfiRK8FvFFjZVFRT/gzTVvcuTeGVRUWFn0a2VrH7xZiHVGCs4KGPNwAVm9rbsQ4Ngx36qLfll4+LBO7+OVV17hvG6w+eTJk/nL3n2d2uagwYP4prmZIaPv5uKpZoaPnsHFr2DEqAiGD73E4IHDGRE1hLDQAYREDyOq37c0A80tysk8mJP67Xd+jy9PnOLgRx9x8KOPDPdN/O53ATj40UdUlpez676/MuF7t3KIQ1gvzuL2O7/XruNpaWnh3Llz3HvvvWzevJn58+dz8uRJw+1z584xcODADgctbVzXU089ZRq0Ghsbeeqpp7Db7R0aAxYecw+uLzcQGa1cCBA2sC/9buxLvxPNXBoeSsxw6HeimYs3zmXouP2croEhf/e/uCgBSwhThoA1YADn1pfSOrzrrvgW4ko5siGVR4s/My7UrijU3JtF+b1Zntu1b5I67juMiVnEIms8j8YXcmvS6xRo949JYfEMWF3heXyvCVktLS3s2rWLf/3Xf3UvW7x4sWGd+fPnc+ONAzl79myHL7Pv27cvgwcP7vLL9L85+w0hAwYC0H9YqOG+E6f7MXggHK8/wzdD+jKo+QJ/BcLCo4kdHtx4LIDLN95I3N13E3f33X7X2VS3gy+nHTIsW9v/FTaV7OAPT+Rz4dw37bpyLi0tjbS0NL+3OysxMZEz586xZMkS1q1b5w5a2lWM9tmzOzzI/uTIn3Bj7X9BNET++HZqP/4fw/2f7f+GWycP4s4ffk7r1w0wyELz4Bnc2AXjzYS41ugDFv36ca5gIy233d6zjRKiE2au0KZiwD2/lY/3cojP3gnMZGbCTpjxOmOAMTNmQtlOrFZPTewHDy+C2jfVW0rXZK8JWQB33HEHO3bs6PLthv0t3nD7XG2T+9/fnvgWgNaGy1w+5RkndbnWM9/VgPV/a3MfZ5uaCO0bwpaX23Nl2nn3Y4MxpF8/8NOtFsJlBgwcxJfWQwz+e2UQvJNG97+/5FC7AlZ3hVE9rVr20I9/TGNdHYmJifz+978HlPB177338tCPf8zZs2fbXTEL4TJhg0Npvv0JvvmfDCwDzjB03ijeLT3K//v0EnCG8PAbsN77PeAyX18YQsuUZYRG3yIBSwgvhoDVpw/ns5+nZerf9WyjhOgk5cpA3YJxKYb7P1gVzwpnCq+XlzPmvRziN6bw+vIxyvKymWSXZ/NBfDzxFdmU6wbGK35AVnkvmsKhb9++XTrR6JU2OCyM5//jPzv0WKvVwuXLlw1joNqrlT5cOPcNo50T+BKlkjX478M5+9/KT/3MHPYjQi6eo6XvwE7tp7t4V8hKSko6tT0tTIZaZtEMHP/kFfqG1XHfvFE0hA3hzNn+WCIGMaL1U46fHA/fy1V+Vke6CoUwMAQsQrjwL09ycc5DPdomITprzMMFlBtqIkrl6dH4QmAm2cvVqwsBOMKbG52kPL2YCnW+rPJypYL1g/JyfrAqnvhVXkFLrYCFfHXiTNBnle07K5l8S6Tf+6dOnRrUdgoKCrpsnqVgXIlKVktLCyc7+NuF4eHhHR7XpAnhMn0GDKR/awsXW1q5a/tMd8j6MOH3nAoZ0OmrMq9W+h+IPlP7X+7lLUTJD0QLEYAhYIXAxX/8J84/+3zPNkqIq8h1cdZtus3r8uLbPP/sGxICKAPPOxNzeroS10ofLl84xwWAkL6Mdk4AJwwjmpDBNzH0wjng8nUZJFrpQ/+RMVxijHui0RCUQH0JuAEgpC9IFUsIN+8KVovtHglYQrTTdRGyArmWuoda6aNUtPr04XdL8tzLWy5cgOswXHnTB0yfsHkNvQ+E6CxjwILLt91O8//5dQ+2SIir03Ufsq41rfThcstFw7IQTEKFEEKY8A5YreHDaV6/ud0/0i6EkJB1Teqtger48eM93QQhRABhb/+RsH9b6b7dOuBGXK++zqXzF+B87/77vemmmwgJCemVF/aI65eELHFFaD/RExPj87PnQojeYPMmQnQBi3794P/+AcvkaT3XpiDV1tZy9uxZbrzxRvr37y9BS/Qa8k4UV8S1NPZNiGvO5k2E/Ou/GBa1/mcxXAUBS9PY2Mj58+fls0b0Kj1Wyfrss8/aXklcMy5dunRVz4MmxDXLJ2CF0Lo8B+7/UY81qSMOHTpEZGQkQ4YMod91Ol2N6H167J04ZUr7f7BYXL0uXryIy+Xq6WYIIfRMKlgsSoKUpT3Tnk649dZbsVgsDB8+nP79+/d0c4QAZEyWEEJcn0wqWNw7k9acF3qsSUJca2RMlhBCXG/MKlh3TKQ1/42eaY8Q1yipZAkhxPXEO2CFANGjad1QKnNhCdHFpJIlhBDXC7OANXgIrb/ZCCP8/y6tEKJjpJIlhBDXA7OA1X8ArXmFMOHOLtlFiPpbsB0l0y+Ia42ELCGEuNaZDXJvbaV19Ytw78wu2UVISAh/+tOfOrWNH/3oRxK0xDWll4WsGoqTNzKmaAUJ1FCcvJRNJlf9xz3tYEU81BSlsNS5EMfKBOWO8mxSahdSmDwOgLKVdnLJUO/3vz0DywJeK0pinL5VRSksLXFiTXzNvW1zZWQnH2FhURLjKCPbnkulzzpWFqwrJGms93HnQqb3ci/l2djfn+E5XoDDxaQscbLQsYIE/bqHi0lZsglnoGM1tCfI58e0/epRFKWwMaaQFfEmD3tvFYx9tM3WCCG6mFkFq7UVHvs5zF/QJbsICQnhj3/8Y6e388c//pF/+Id/kKAlrhm9LGR5iyPDKzzUFKWwUf33uORCHOXZ2O0VxvXUgGF92oHDfcIfR1KRgyT95r1CmZEudNgycDi0oGY3BBEt8PlKYIUjwewO93EsLfGKQEvsbDJb2bKA14pmUPGGkwWZhmeD4tWbsNriyF1ZRsJKr/3ZjAHTudi7rWq48xyNz/PdXpVr7NjXeC20ZbA9cznIPFlCXFl+Klj8+CFan1repbuSYCSEr14TsspW2smtUm/Y7eTaFhDUd6z4FbogpRqbRKEjyXT19vEOHcag5gl8xipQpX1Tm1WvccmFOJKVf5ettFNxj7+wpjpcTK51IYVjy8i2VzDDsQJWLqUyTtlP2Uo7KUVW032WrVTbZghAVhasyzDZkZ+q2uFiUlZDhleVz5u/0Hnx4sUAjxJCdDmzaRpohb+Po/X5/+jy3Wm/TyqE8Og1ISthpYMEPAFC6y7MtdvJ9Vo37mnAb3dcJfYSw9qdqM5UGvYf9/RrWN9Y6lXJAnf4CjKIGBwuZqNzARnuYKJ/DjzK3qgkbnESNUUpOBMzQOsKVUNVwkoHrLRjX5mh60484qm86bpBa4pSyCWDpLFQ7NOgcSQVZVCcbCdFDXD6LknDcZVnY1/j/Qp4VbJsGcbuTSFE9zMNWMDY25S5sLphqgapZAnhq9eELICaoo1U4qTSng2OhQTuLgzcHaeuTXHyRgKPx/IOZbi750wDWrxZJUu97XQCTnLtlVhtUFnlZ0SUO/Co3X2LHW2EsjIqqpxUVtnZZFlARlwuuSxggTMXu93Y3bcgcSP2leBYDDDGU3k7XEyK3a6M0bJl4Fg5Dqjxsz8lNI5Zacdux/x50AQKUYeLSZG5DYWJNWu8+5RFV5n0aTX/8P7bPsvPDhzE6393D6f/4z+D39akSTz44INBrWsWsn7yk58A8NZbbwW1XIhrTS8KWTVUOK3EWazMKJpBRbISX8Z0ybZNxmNBm2OyKrwqWWaUShZAGRvfB6vLyoynYWPtQjXI+N9PTVEum1xxZMT7VuUq3ftVBpqvcCRQU5RNxT1JJIxNUgNPku8xgTtU+VSyHGqYK89WwpkljjjA6ufYEu6JI7eqEixWv+sI0VFz587t6SZcc4Y5tnOzScBqvWEADatfIv72ie3a3uDBg4NeN1B34U9+8hNKS0sBmDdvXlCPEeJa0GtCVk1RLpXWhcQ5K4AEVhRZ2+gu9DN43EccZiOPgqOv4OivfAT3lYTxWlsqsC6egdN5BGt8EoXxurFW6tbKVtrZaPV0weWWOFEijr4qZ95dyOFicp0zKByrrWPWVerdZq2SpVTylto36dZxqF2y5hGypiiFpZVxvOZwQFEKS+1O82pWlXc1zYut48++uLZNnNi+E75ow+ZN8LJ5hTDkPwq55f4ftXuTR44cCXpds0rW5s2bmT9/PmAMV9p9Qlzrek3IchJHRrKVCkNyCOLqwuRAW9W6CzvuSFEKdudCHCut7tspZFCYDLicOIFxgBMrM8bi6T7Uj7UqVxYlLF7AxiUbKUteAW9UErcuA+eSiiBaoXQrOl0ogcaWgcPhIOipH7wreYdr/HYUugOcLQNHkfrMJxfyGikstadwRD99g9lFB0KIK2/zJvjl414LQ4BWeGYNdCBgtZe/qtRvf/tb/umf/slnmRDXg17zszoJye0YLH4FjUkuxHFPBfaVFe7bGeSSUgRWCygVrWKsXu0ve2MT1sVexzQ2iYW2SjYW1ZCwsq1gpKeEJIdD/U8dA1VTlEtlJThnKwAAIABJREFUnDKAvaYohexys8eWkW23Y1f/yy4Hxo7z/1yXwwzdPtwtSC7E4chghm5ZTVEKKUU1ytir5GIluJVnY19Zpm4rW7lfCNF9TAMWQCukLFX+uwJaW1v9/teZdYW4mvWaSpY58zFRcU/j58o2M53pLgQoI3tNJdbEDHA6gTI2ljgh0coYayUV5TN8H1KeTa5zAa+ZVHkSFi9g4+oKapIDBB1/3MccR8bTkOv0jPsal1zIjJV2stFNoVCVqw5c9/Cdx8pqnCojPiHAlZjjGKcFw8PF5FbGkVGk7D+OXCoOJzEufgZxayooI4GE+BUsfD+F4sOFLJJBXUJ0vUAVrHtnKVWsK8RfQEpMTPRZ9s///M+UlHhfcSTEtaeXh6wA3YVBdVWZdRcarzSMe3qFz6MUTpyuSjbZnSxY52AFxaSUVLLJjjqeCTi8gI1LciHxNWNgUttWU5SCXR0z5t7P2CQKi4x7qtDPEaaq1IdLy3S+59rF/9gycDhWoHXpQaXveKiqFIqthUrXYJvTJ3iPyWp7oL9yLA5mvF9JXGahetzjmBEHue/XkDQ2gRm2XCrKISEeEhbHkfJGGYsyTcJoO9TX1/O73/2Oxx57zGf56tWryczMJCoqynDfgQMHePfdd/nlL3/pXnb27FmefvppnE4nzz77LJMmTfLZV3FxMS6Xi2eeecZve3bu3Mm//du/BdX2xMREkpKS2LlzJ06nk6Qk38sVDhw4wDPPPENzczO/+tWvmDnT81MnwbRHO7acnBwWLFjgPi6zZd773bRpE1lZWQC89NJLpKWl8cYbb3Dfffe5H1NcXGw4KY4YMYLhw4fzySefGLZ3++23s2bNmnYNmDZz4MABNm7cyPLlyoSZL774IkuWLGHDhg3cf//97nYVFRUF3a7c3FyfdhUVKX+MyckBxx2Y8vfY559/3t3GnTt38txzz5k+ftmyZcTGxvLzn/+c48eP+9ynvQfOnj3rPn7DezxQBWvCnVDwZruPqTPMugsXLlzo/vfGjRsNyxITE93LhLhWhXx14kzQ9dntOyuZfIv/X2qfOnVqUNspKCggNTU12N2Ka8DFixdxuVzExMR0eBvFxZ5ZvQJ9C/YXaoqLi9m6dSvPPvssUVFR/OIXvyA5OdkQaLz3ZRaIvJ09e9YdTgC/oU/fnmeffZbKSk8ltq1wEkx7zEKl2TJ/29UfR319Pc899xzLli0zhLPi4mKsVqvpc+YvCJtZs2YNmZmZfu/XBxh9yKivryc3N5eMjAxDu4qKihgzZozfdpWWlvL444+7122ripKYmOjed0ZGhiG0aYHtv/7rv9xt9N7funXrePLJJ9m9ezdHjhzxWSc7O5u4uDhiY2Pd62qvvXYsAJWVlTz55JO+IcssYKkFLEZbYYsDRvj/rA7WkSNHsFrbLkOHhITw5pu+oW7RokUAPvf5W67d195uw9raWk6cOIHFYmH48OH079+/XY8Xorv08kqWEB7z589n/fr1PPLII+6wYVbJOnv2LE888YT7xKidUK1WK83Nze7AMWLECLZu3crWrVt9As78+fPJycnhwIEDphUgrSKmP/nqQ9PixYsB5YScmZnJ6tWr3evu37+fNWvWuCtTL7zwAvfdd1/A6k9b7dFX1t59911CQ0N59tln2bt3L++++y7vvvsugHv5pEmTqK+vZ//+/aZhZ9KkSSxbtox3333XUBVrbm7mrrvuAoxVsMGDB1NdXc348eP9HkOwtHZp1TXvdmVkZPDOO+8EbJdWBdPadfvttxu2o68Uedu5c6f7qrrBgweTl5dnuP/AgQMsXLiQ5uZmwPP+0oJZVFQUcXFx7N69uxPPQgCBAtaQobCh1DRgadVJ7/BfX1/PRx99xH333depZplVsjZs2GC6rr/lQlxrJGSJq8bgwYN5/PHHDV1rGi3UAPzqV79izZo15OTk0NjYyBNPPGEaTAL55ptvcLlcbNmyxe9jIyIieOONNxg0aJBpJQsgPz+fQYMG8corr7grWbNnzyYtLc3QRaSFIDCvagXTHq2Cp3URHj9+HJfLxVtvveXe1gsvvOBev7q6GoBBgwYByvMbGhrKyy+/zL59+9zrDR8+nKSkJHbv3k1oaKihXREREe7b+/fvN5yoi4uL3YGyPd2H/tr10ksv+bQrOTm5zXbt27eP+++/37CP5557zm83HpiPI9JMmjSJrVu3Gqpt2r81WoDbuXNnm8f76aef8o//+I+GZcuWLTNfOVDAGnAj/PpNGHurz8PeeOMNNmzYwDvvvMOLL77oDlr19fU8//zzfPTRRwCdCloyaF0IXxKyRK+nrxppQWLLli2A/zFZBw4cIDQ0lIiICMA4pkgfYvx1f1VXV2OxWGhubvZbPWpsbDSEO3+VLL0TJ06Qn59Pfn6+Ifjoxz+ZCaY93hwOB3a73TTg1NfXU1RUxPDhw1m/fj1bt2513xcXF2cIfaC8Blu3buWTTz6hpKSExMRErFYrw4cPd9/f3NzsUyVpr/r6egoLCxk+fDivv/66T7uUqUuM7dqyZYuhXWPGjGmzXcFWsvyNqTILQd9++y3p6enu92mw47zGjx/P9OnTueOOO5g5c6ZPYNMM3PZ7eNb7Mh71B58BVr8Id8eZPva+++7jnXfeob6+3t39CLgDVlRUVLdUsoS43knIEr3e4MGD3ZWgTz75xNAVqNGHndtvv52JEycyfPhwQ7UrMTGR2bNnk5+fT3l5OY2Njab70wLFnDlzAEyrR1qbQAkGWVlZpKen+w0/2jZPnDjBqlWr3KHx9ttvJyIigoqKCnc3pvfA92DaA0q3lRYktW5BLYx6B4rt27djsVgAeOSRR9zjlfTj3vR2796N0+nkhRde4Pjx4zidTp99ghI0tSCs/dcef/rTn9ztevTRR/mXf1F+f89f8NDa9eKLL3L8+HF3OPLXrvYOcJ85c6Y7+HiP+dLGVWluuOEG8vLyDCHNrC2auLg4oqKiWLFiheH4tDbqq2Df++wQQ4r+3biBEDwB63//CuYvwJ+oqChefPFFnnzySXfQGjlypDtgmY2Nai+pZAnhS0KWuKqEhobyyiuvmFZ/6uvryc/P5xe/+AUvvfSSu7KkhZl9+/ZRUlLiU13ypo2l0cb4OBwOQ/XIbDwW4Hdw+a233kpoaCjjx48nNDSUyMhId1djVFQUL7zwAjNmzODxxx83DTlttUfj3V0I8Mwzz/Dss88CxqAVGhrKnDlzDJUiUC5e8a5igdKl5f28aQFET6sMdtSgQYOYO3euOxxqpk2bxjvvvOOzvvbattUu/WByaF93oVYNi4mJIT09naysLAYNGkRzczMjRoxo85jMwl12dra7XfoAprVJq8gB9N+ymTkVvq8JWqaZvwB+7qd7Ucc7aNXX13dpwEpOTqawsLBT20lJSZGwJq4pErLEVUk/gF1PO+E+88wzhukL9u7dy/jx492VLH+0brTk5GR3N5vdbjdUj/RVrJ07d1JVVWWYXuHAgQPk5eWRk5Nj6KbSxmSBp6vRXyXr/7d373FxlHf//1+cQs4eyMFDGKSsObeNGrWVJQi6am9t72/bu9VAomFXY/BuPVYjCQpoAsZYNdqWGGWxEqDW1ra/alu7ukjY9I4az4kxdZEwqK0mMSYeUgPs/v6YnWX2BAsBdsHP8/HYB+zsNTPXAnHffq5rrulPf/qih8758+f7t1166aW88cYbIW2nT5+Oqqr+D2DdNddcEzCfa//+/RQWFgbMK5s9ezbjx4+POmSF+zD98Y9/7O+XcXHKadOmoaoq//73v0P6tX79en/bffv2UVBQELFfervgaqGRXonSz71t2zZmz55NZmYmCxYs4M033/SHq8zMTP8xMzIyQhbWzM/PD/tejX8vRUVF/qqYXjXT9//mP3eSGlzBMvq2Ge+an/dUtPowbdo07rnnHv/fWl1d3aCFGq/Xi81mO+pjCDGaSMgSI9L48eO55557wlayjPQwpigKqqr2Wcl66KGHOP/88wM+gM877zy2bt1KbW1twPDXZ599xttvv83u3bu54IILmDp1Kt/73vdobGz0LxMRSbSVrP70J5KJEyf6Q2ekIVLd9OnTmTJlCn/5y18oKioKWUdLl5aWFnaNI71qBoET3/VJ7LpoPkyDQ1ZaWhpPP/102H7p7dLS0sJWZvR+Gc/bVx+8Xi+fffYZLpeLq6++moqKClwul3+IcObMmUyYMAGv10tHR4c/ZOlef/113n77baZMmcIf//hHKisrefHFF/3f66H5ww8/ZN++fcybN8+/f0ZGBidtfZ65Lkdox3RZM/FsfAzGjIk6ZIH2s1y/fn1U8+fCrcKekJDQa3shRA8JWWJE2b9/P3fccUevlazPP//cP5ynh7GXX36Z7OxsfyUrLy/PP/EdeoYAp0yZEja43Hjjjaxapd2ZXH9dv9pRD0eNjY3+4ZJ169Zx7733RvwgC540bxyiW7ly5YD6EzwnK9jnn38e1eT0q6++mhtvvNFfkdKv3DP+zMNdfRcpxEX64O1te7jbrCxfvpybbrrJ369x48YxYcIEPv/8c3+/LrvsspDj6v0yHrOv4UL9OO+++y6vvPIKS5cuZeXKlf4+pKWlccMNN/jPFdznxsZGXn31VWbOnMmuXbvYsGEDAHl5eXi9Xq6++mp+/vOfM2HCBNauXcuCBQuYNm0aXq8XVVX5Vse7zK39VcT+MXU63bW/gUmT+xWwdPq5+hLpljjQe9gSQmgkZIkRQ1VVXn31Ve69917q6uoiVrL0JROMc5NAm1f0pz/9idNPP50XXniBdevW+SeI33vvvZx22mkRK0MTJ06ksrLSH2wURQlY8X3x4sUBQenDDz/kxhtvJC0tjcrKSv8cMX0o0FjJMtJD30D6E25Olt4PffhMn2zdm+nTp3Pvvff699P7rAdW48R3CFyja/bs2Zx99tl4vV6WLVvGsmXL/O2CP7D7G7KMQ1179+7llltuwev1Mn78eNavX+/vl76P0+nk7rvvBrQr+M4880z/a7fccot/KC+Y0+n0H2f+/Pk8+eST/tc+++wzZsyYQUFBAV6vl2uvvZbdu3czdepUli9fjtfrpb29ncsuu4yOjg7Gjx/PNddcE/A+8vLymDJlCvfddx9jxoxhwYIFnHHGGXz/+9/niy++4IrxKcx7fVvkX1DqWLprf4P35PQBBSyjaAKTse/GdhK2hOibrPguhsVgrPhuZJz4bvyQ14OGiJ2+wpTX6/Wv2t5bu6+ixN//hqSV1/baprv613gs3xmS8wcHJlVVURQlZHtfz4ebrPgu4pVUssSIZBwqDHc1mYiN3gKWcWgt3NdIx/iqSHrycZJuva7XNl2r7qD7vAthkNek0kNScHUquJpo3B5c1Yp10BIiHknIEkIMid5ClfHDW0KWFrCSS67vtU3XFVfRdcVVRz1E2F/hfh8JCQkSrISIgoQsIcSg6KtqFWmSeKR9g78frZL/8FtSVt/Ya5vu8y/iy5Vl0N09aOc1BqTg7/UA5fF4wl5dqL9uDFoSuoQIJSFLCDGooqlczZ8/nz179gS8btznq+JYx1846d61vbY5PHs+e366Eq9hFfmhoAekhISEgO/7qmRJuBIiMglZQoijFu2VgvrjoosuCvu68VijPXCN+dPvmNBHwPKcNIMjv7RzQtqUIemDMUzpX40P0O5JaHwevK+RBC4hAknIEkIMmkhDgpEe+nBUpGHF0Wrsn59kQvnKXtt4J03m4IM1dB973KAOExpFql4lJCSQmJgYVWCSapYQkUnIEkIMqUjByuPxRBWyRlvYGvfUH5h456pe23jHpHLg7gc5MkOBrq5B70OkCpbxez046YErMTExZH8hRO8kZAkhhoUerLq7u0NCljFsjeaQNeEvf+KYytv6bPfxqjv54uunQWfnkPSjr2FCY7AyzssyBi0hRN8kZAkhBkW4ocLgEKV/ff/990lKSvpKfWgf8/enOf6eO/tst3/plew7ZxF88cUw9Coyr9dLV1cX06dPJykpyb89MTERj8cTUtmSIUMhQknIEiPGrbfeGusuiF5Esy6WHrSuueaaXm/UPeo80QBRBCx+VEDamvWkDX2PorJr1y4qKipISEggKSkpbMULQitjA9Xb/SSFGIkkZIkR4dZbbw24V6CIH71NdjdWsLq7u+nu7qarq4uPP/44xr0eRk80wM/+t+92554Pa+8d+v70Q2JiIitXriQlJYXk5OSAhz6U2Fvo6q+VK1dK0BKjioQsIcSgi7T4qD4P6ysj2oA19+vw4COQmjr0feqnzs7OgHla+u9wsKpXQoxmErKEEEMm0tINfWqtxbYWSuxFmHBTa60nw14G5Tbal9ZQlKU1c9ttFDeqhh3NmLNduLYGHS+9gGp7EaagzW67jSpKqLEGv9K3SPs69T6+El3A+iwphRWH4cMf/k/Pu1jloCzPfyb/+8/vdy+PXldXl38SfFJSUsDvUQKWEL2TkCWEGFThQlRwNasv7mYXmEtCQlH+UjO2FTbYqAUtk7UGh1ULPPWZNYZgYuSkohz/sUKDWTGWxsA9lMXVvvDkptZaTEOH4UVfYIskv7yQP110DexqjNjGL3UM9Qt+SvlvSwP6Vw/QVIGlOQdHudL3cYZQV1cXycnJEYOyhC0hIpOQJYQYUsEfyH1XspzUNyoUOsJUl7KKqNkItjonReV6XcdNi2qm0Op7GlAFA5paILcs4DCBlaIgTRXY2vQnJorsDgIiVWstNosFLab1BDR/MHvi3/x3NAELYNNK/v3YcdG1jRF9Ll3wmmZCiL5JyBJCDJre7lcY9XBhUwuudIVC/wYTGYpKS7mNqq09FSibXdFCTVM9LqUwMAgpGf7KkLNZRVkaeApXpQVLZeQuKIsLI7+YVUSNoyhguFD7nujnYAFPX3EvF5+bAWurKLY0BLxm7n2t0mGlz8EKXjzWOGQo1SwhwpOQJYQYUsGhqveQ5aSi0gXpBajBw3rZJTgcwbOS3NTWuVA7XFgafdWkTBWUHP/r7apCRlbgXlFXspoqsFS6QpqYVzkIjmHZr/0a/vSLXt5bj45509meV8TFOCG9gBKzixbfcKd/uDBO6MFKJ5UsIaInIUsIcdT6qlBFW8Vy2+tRs80oKii++VbadhtVhJmb1FRPQ4dCwcYaitSecKQ2Bs2zslio98+z6oe8Mhx54ed8OZtVlFzteJNfa8f6pyejOuTWicdS3pmOGYB8yuzgtvcEOZO1hjKApv51dShF8/vTX5OKlhA9JGQJIYZMpEnwkaiYKVkKVWsDt5tyzVCnQtBUeGczmLODDuILRkZaSOrZt3/DhfqcLycVlhZyHGXk+ypkigI80cC0P70c+WBGp51J9uN/pqTqEloInoTf0yetIhfdIYdaf3+HQogeErKEEHEj31oErbWhL2RloGxtwUl+wDIG+eW+ZR38W1qosBQTMMCXXkCBooIhtEQ/8R1oqkfNLcMEFC6up74J8pUWXJipinKZBgBmKPDYE5CaSn65Q3sfeVq1zlluoSXX4R8urIruiMNGQpUQA/PVuXGYEGIEyycn20W93a09ba3FZq3FHdIuhzKHA4fxYS8iY8DndVNbBzl5WhAqblRxNTtx1jWQPfEg06IMWJ8lj0N97Hfw8v1YQvrtpGWrmRxD6FMy+79ulxAi/kglSwgxIuSXl9BiKaYi00EZKqqSgwlQUWlYYaGBSFcFumlXA7dEPVy4qwlXh4sGiwXzKgeOcicVlipeTjqVm3dVRNXvI0ljmFj/WyZmnQpZZTiowGKpoMQ37FhrrUJdXO2v0Kmqr+rmH/YMjZJCiJFBQpYQYoTIp8wBFRYLFsC8Sl/7KnTiOxB4ZWB6AdWGSlHUw4XvpFHjcBheVDgvyYs52nWwgDH3V8O3zD0b8spwKFol7kOlAZe5mprcFmyWYm3tLb2vwf2P+oxCiHghIUsIEV+yiqixR3oxn7KgZRzyy2t8+5VRYwxOYSbAg+HqvUjyDMepvh++94Oe1554EfOuKCe5A6wsC9xf53+PRSzWekWNI2gV+Qj9F0KMHDInSwghwjl0EN56E97zjTX2Y6FRAJZY4Zrrh6ZvQogRQSpZQggRzv/5hup2vql935+Ade75cHsvk76EEF8JErKEEDGxcuXKWHehV9954yXOBT645TpO+mR/1Pt9cGwam9JmcPj224euc8PEarX23UgIEZEMFwohRBjK/g8B+hWwDkyYxGM5F3A4ZcxQdUsIMYJIyBJCiDCUfR/1q31XUjKP5VzAgQmThqhHQoiRRoYLhRDx4/SllF6aQfvja6h7pWfzgqWlLJ6vh5cP2LJyA0+zgKWli5lvyDQfNK9kw19Ct/PeFlY++HTU3Tjpk/0kd3f1q+uPmS/gg2PT+rWPEGJ0k5AlhIh7r9Wt4bX/uo51p39M45o6XvMFrIz2RlbWvaY1On0p181b4N/n0x2NrKl7DbiY69YtonTp+77nffvahx/0q39/WJjD7hNn9GsfIcToJ8OFQogR6GSOn/Qp7TsNoemVOjaEDVFP07zjUyZlfJ0FYV4N58R+zMN6fu5pbDPNibq9EOKrQ0KWEGIEep+PP53E/P9aGnVw4uDHRFfHgqyP/hVVuw+OTeN15WvR9kAI8RUjw4VCiBHoNerWwNLSxSxet05bNf3THb6hxGAXkzt/Eh80Rzcna1znEY77/NOo2p70yX6u+9vvAXh3+kmoadPZljVbJr8LIQAJWUKIEes16tbokUqbo7X4pxfz2oPvAzBp/mLWrdNuWvPpjkbW/CW6o/Z3PhbAzhmn8Hp6FjtnnEJXUlK/9xdCjE4SsoQQo8Br1L2Sy7rTj2cBWsjqmfjeP8rHe6Nq9+70k3g9PYvXM7JkXSwhRFgSsoQQI9DFXFd6PM2G4cGLs06Cg25eA75+FEfWFyENZ+/k49iWNZudM06RIUEhRJ8kZAkh4swk5l+6jnWX6s8/4O0dk5g9fxJwEovXXcfJKzfgPriuZz4WGNbCinoqfFjBi5AemDCJ1zNMbD/lVPZOPvaoji2E+GqRkCWEiB+v1LHmlb6bAfDgSsJPZTfO1eoffRHST8eOZ+eMU3g5cyZq2rQBHUsIISRkCSGEwWPmC9g545RYd0MIMQpIyBJCCJ8Pjk2TW+MIIQaNhCwhREysW7cu1l0Qfdi9e3esuyDEiCYrvgshhBBCDAEJWUIIIYQQQ0CGC4UQ8aO1FtuKBlTjtuwSHOX5fbQzU+IopN1ajMtcTY3VNCzdFUKI3kjIEkLEGYWCjTUUZQG4qbUWY7G2U20vwgT+gKWsclCTp+3httuobwIldp0WQogQMlwohIhjJors1RTQQH2TtsVZ14CaXUJZnqGVtSbguRBCxAMJWUKIOGcix6zganYCbtpVMOfm97mXEELEmoQsIcQIoqJ2KCgyLiiEGAEkZAkhRhgVVe27lRBCxJqELCFEnHPT4lJ9Q4T55GTjGzoUQoj4JiFLCBHHtKsLGyig0DexPX9pAcrWKiqaDK3stoDnQggRD2QJByFEnFFpWGGhQX8avE5WVhE1G8G2woKl0rctvYBqK7TUgdpYjKWxp7l5lUOuPBRCxISELCFE/MgqosZRNOB2JruDKPYWQohhIcOFQgghhBBDQEKWEEIIIcQQkJAlhBBCCDEEJGQJIYQQQgwBCVlCCCGEEENAQpYQ4qujqQJL+eAsZOq227DZ3YNyLCHE6CQhSwgRJ9zUWi2hi4q21mKz2Kht1V63WIyPCgIjk5MKiwWLtZZw8cfZ7MKcqwzCedy0uMCcq1JhsVHbGnSspgptn9ZabJagYw1SyANwllsk6AkRxyRkCSHihIkcsxJyyxx3sws1u5CiLO25srgah8OBw+GgJNtFlTG0NLXgyjZj7nDREhx8cNOuKijKIJzHd6PqjKx8crJVXM2BQcfZ7EJZXIi2hKpCwUaH71glmINWqxdCjF4SsoQQccOUa0bZ2mKoGhnvWxhKURRQ2/1VK2ezC0UpDBt8aG3BhZmcrKM/jxbmcsgH8nPNqK4WQ+XMSctWBXOuKdyRUNJBbQutPjnLLVjKK7RKXJhqnLO8pxpW0QQ0VVC11bfCvUUqWkLEIwlZQoj4kZWDOd1Fi7/So6J2mMkJe1scLRgp5hy0ONMTbkKDj1apQm97VOfRhx19gSwvJ7By1tqOmq6FuRCtLbg6IgUwYCvk6BWvjgbqff1z221UqQVUOxw4NhagVlbgzCujJLun4lZjjXBMIUTMSMgSQsSRoKE8Q8VIp1duLJZiGjrMFOrhoqkFlx5ugoOPfw6V6ejPg5OWrcZAFjhkGBDmtCPRsMJXhVrREDAkGcLfB2PFy1dlW1oUISAKIeKVhCwhRFwxDuUFVIx8jHOlHKugyjcp3dnsMlSbFJR045ChPofq6M+jVaoUFEPbnspZcJjT+tIzJ8tBCVUDmvzuqrQYQl+/dxdCxICELCFEfPFXaoIrRmHk5WBGpb3VTbsaXH2iZ8gwTKVqYOcJV6mip3LW1DPvK5L8XHPg/K4omVf1BDWHw0FZb/0VQsQFCVlCiDjjG8qrrAoNRkHc9nptiJAWXB1mSgwhxLGxAMU3ZBiuUjWg82SFq1SBPmTYUNkQGsACj0RtnV5x05aK6HvCuq+fdT0T4d32CmpbtQn5qqr2sb8QIlaSY90BIYQIZso1ozQ2oIS52k9tLMbSqD8zU+IoArsNNbswTKWqAVdzE6jhK1X9PY8JJ/WYKQxTqcrPNVO1VQ0TwLQ5WQ360+wSHFYT9KOWZbLWUKJaKLboRzFTYgUTZpQVVVgsVSiLq2XyuxBxJuH9/Ye80Tb+y3MuTvvatIivn3HGGVEdZ9OmTSxfvjza04pRoLOzk46ODjIzMwe0/6233sq6desGuVdiMHi93pCHx+PB6/XS3d2Nx+Ohu7ub7u5uOjs7OXLkCIcPH2bWrFnD08HWWmxrocRe1EuFKUpNFViac3B21RyIAAAgAElEQVSU91b3Gj12797N559/ztixYxk/fjypqamMGTOGlJQUUlJSSExMJDExkYSEhJDHQKxcuZK77rqr3/u1tbWxf/9+0tPTSUtLIyUlZUDnF2KwyXChEGJUCzuHaoDCDzsKIUR4MlwohBjVTNYaagbpWPnljl7nbgkhhJFUsoQQQgghhoCELCGEEEKIISAhSwghhBBiCEjIEkLEHbfd5r8ZssViCbNCupvacm3dKH3NKCGEiDcSsoQQccVtt1HcqBgWFq2mQNVuf+PX2oKLDEy+29hk9LLCuhBCxIpcXSiEiCNO6htVzKtqDFfxmSiyl2nfttZiW9GAvsa5xdLzTcsqudWMECK+SMgSQsSP1nZUzBRGCktZRdQ4inDbK2jJLaNIrcDWVigrnQsh4pIMFwoh4oeqoqYrKL02ctOiKuRkgbst3H0EhRAiPkglSwgRXzpUVAizQrubWmsxDR3aswb9Pn6NFhqyS74yt7oRQowcUskSQsSPvBzMuGhpCveiiSK7A8cqM8riahyOEszZJdrkeAlYQog4JCFLCBFH8ilcrOCqrDBcTeim1trz3D9E2NSCqvQ+sCiEELEkw4VCiLhistZQjY1ii4Uq3zZlcTVFAPqSDVZwN6somTIfSwgRvyRkCSHijslag8Ma9pWe5RysNZQNZ6eEEKKfZLhQCCGEEGIISMgSQgghhBgCErKEEEIIIYaAhCwhhBBCiCEgIUsIIYQQYghIyBJCCCGEGAKyhIMQIu647TaKG9WeDXLbHCHECCQhSwgRV7SApVDiqEGLVW5qrfU4yUdilhBiJJGQJYSII07qG1XMq2oMgcqwAKkQQowgMidLCBE/WttRMZOTF+uOCCHE0ZOQJYSIH6qKmq4gt30WQowGErKEEPGlQ0Xtu5UQQsQ9CVlCiPiRl4MZFy1Nse6IEEIcvZhMfD/xxBN5+eWXY3FqESNdXV1MnTo11t0QcS+fwsX1FFdW4MwrC7i6MMNeJlcXiojefvttDhw4wDHHHENyslzTJeJDTP4Sv/vd78bitCKGOjs76ejoiHU3xAhgstZQjY1ii4Uq3zZlcTVFMe2ViHezZ88mPT2dtLQ0UlJSYt0dIQBZwkEIEYdM1hoc1lj3Qgghjo7MyRJCCCGEGAISsoQQQgghhoCELCGEEEKIISBzssSIcNddd7Fy5cpYd0NE4PV6Q74GPzweDx6Ph+7ubq6//vpYdlf0wwMPPEBycjLJyckkJSX5H4mJiSQkJJCQkAAQ8nUg7rrrrkHpsxDxQkKWGDHkP8DxKVKg8nq9dHd3+4NVd3c3nZ2dHDlyhP/85z+x7raI0k9/+lPGjh3L+PHjSU1NZcyYMaSkpJCSkkJiYmJA2DI+hBASsoQQcchtt1HcaFj3PbsER7mskiWEGFkkZAkh4ooWsBRKHDUBi5E6yZfFSIUQI4pMfBdCxBEn9Y0q5lXG1d1NFIWs9u6m1mqjtrWXQ7XWYrPW4h6ingohRF8GtZIlt8oRkchtdURUWttRMVOYF+uOiJFGbqsj4tGg/iXOnDlzMA8nRpHOzk4++eSTWHdDxDtVRU1XUGLdDzHiKIrCySefzPHHHy+31RFxQ+K+ECK+dKiogCnMS85yC1VbDRtWWGgAQKFgYw1FWU4qLFW4DE2KLVoL0guotheFPa4QQgwFCVlCiPiRl4O5soqWJsgPM2SYX+4wTIavgtU1FGUFtKDM4Zu91VqLbS2USLASQsSITHwXQsSRfAoXK7gqK3D6t7mptRqfCyHEyCCVLCFEXDFZa6jGRrHFQpVvm7K4mqKY9koIIfpPQpYYEU4t/FWsuzAg79Rf4//+4YcfjmFPBu6qq64a9nOarDU4rL22oMhe0/tBsoqosQ9mr4QQon8kZIkR4xtn58S6C/3yxgstIduWL18eg54M3KZNm2LdBSGEGLEkZIkRw733SKy7cNS+OHw41l0QQggxTGISsk67+rFYnFaE8epDl8e6C1Hzeryx7sLRGw3vQQghRFRiVskaaUM/o1G44ay45vHEugdHzYuELCGE+KqIWcgaDUM/Ynh5vSM/oIyCtyCEECJKMQtZo2LoRwyvflSyHr/uGxw7Ppkb6v7Jd76ZRtG5J4e0OXS4i1sb32HLrgMB22+6OIOic09m53ufcemGN4662wGiTFnr7l7Htm3bAralpaXxxRdfcDhoXtf1118PwNNPP03Z7WXs2bOHJ373BDf/7Ga2v7yd+++/n+uvv565c+ay/p713Pyzm+P3PpKttdhWNKAaNplXOSjL8632TgmO8p5bRbvtNopdZm0l96YKLJXGtd71VeCHrfdCCBEgdhPfR8HQjxhm3n78zehZxusBvHzZ5eG+p/ewueUDADYsm8OZWceA18vj136DeekTQw4xb8ZEdqw/J2Dbzo7PuHTDawN8A+Ahuvdw9rfOZtu2bVx3/XXMmTOH1atXk5uby/vvv8/H+z/mtttv4+WXX2bD/Rvw4mXcuHF8fOBjHvzlg5x88sm8/vrrPPjLB/nWt74FwBdffMH6e9bzzjvv8Le//43CwsIBv4ehZwhHTRVYKm3UKjVkRLWvmRJHGfn4AtiKCjJ8z4UQo1v7Y8tZy2o2XR7uvxZbWHOVytKHFerytrCoqZRFYfZfVvsOpxY9ajjGFtbklfFcfgUVlFEWZlXk88qaKD036Fy+c8SukiXjJqKfoql+zpsxkXuXzWHG8WMBuPfy2Wx9+wCpyYnc+t9f49b//pq/7aHDXeD18uP7XvVv++0Np/GC+xN+/uc2/3MgoM1RvYco/+71dhvu32DYqD0+/vhjPv/8c7xeLVylHZ/G3HlzGT9uPA8//DDLli1jxowZ1G+u59RTTwWgo6OD/R/v54477mDuvLkj599fXiEFdcW4mt1RhqweJmsh5sbIt+gRQny16aHKL7+CpiYtem25M88XqM6joqmJUmDLnaGBqv2x5dQFHpXNV5VBWROLGImVrDNm8fxlY3nq5te5p6925i85d8OeKA88hftvz4SnX+I98zksm9H3Hvt2/JNzf73P9+wUnlg/lfd/8xLXvxzlKXUXf5MdpoPMj9DXi684k3XzDXeV/3Q/zx5M4/wwfdz1/D/40dP9PP9IEUUla2fHIS688wV+e+PpHDM+hRt//RYXLZiqVbL+/C51W94HYIN1HmdlHasN3/mO+9sbT2de+kSOGZ/M3179CIAX3jlA4aKTeWb1mdz467fY2fHpUb6H/rW79tprmTNnDqWlpQCcfPLJvPHGG+z9aC/vdbzH+PHjmTp1Kg31Dbz//vvcd999AEzNmcqinEVs2bIFgFNPPRWbzda/PsQRJdNEwBhi9HuiKIPdGyFErIUEJL9l5NUGbtEqU+GPE1qF0iy6rYmm29rZfFVd6IuRe8Xmq5axJedRNvmOGbuQ1Z+hHwCmcn/ZLM5nPyt/9ipPAz+7zswlB3dz7qN7Q5ufkAqf7Iv+PGeksYBDrN/uYU427HrexY+e6qX9JQt4fkrPB/TPrjuJOcCcy85hx2WRdjrCs40vhoawp15l5bKzeP6KT8O/F7yG/mTyRNlYHPe7uB64eNlZ3ExbhP1GF28/grleqPF6POD1apWs75u49fs9two+9EUXXq8Hr8fDb29ayLz0STz7xl6urdnhb7Oj/SAvuQ+wbslc7r1iLjfU7jiqoDWQCpK+j9frJT09ncOHD9PR0cGbb76JyWRiypQppKWl8de//pX6+nrS09N54IEHAo7xwAMP8MADDzBu3DhuvfVW5s6dO+D3MKya6mnoMFOSBzQDW6uwWKoC26SH39Vtr8eVbqZa5mQJMepkXL6JJmNwatvMcmsN73AeFWGGAqG9H0fXwlKN2/c07zkw2bD19j9svvMTMNQ4Yia+Z/K7e2cwB4A01t1jZp3+Uvosdlw3gXn3tQXscXHaGKbMn8WOe2ZFPuyn+7ilbBdPA5yQypRPPuEpj1c7j9fbez7zDd14PV4uLjqbS449wq6mF/ifP4drPI0NFSfzXtmrrAduviGHZWE/GIL66+uf1wtzzjWz49ye7d7TZ/N8wRSmGPczvp/RqJ8BZUbaWMp+PIsf3/MS9/zJHbHdA1d+nVNPnEDVk+8w/ZhUHrDN59pH3vS/pu49zC//1saN383i6gsy/K8N7C1EFxT1doFhycvxxx/HuHHj2LZtG++99x4XXXQhXq8Hi+V8xo5NpaGhkYsuuhCAn/70J+Tk9CyV0tjYyN/+9owWLPv9PznDSaVhhYUGQJ+flQ/aDaKzw018N+7rosp/z0MzJY4iTAghRrd2NlfuYVHRqcApbLlzC4tuC41ZuGtY5ps68Fwe2IrguYo8nqswNjoVm30TSx5uYknbZpZb97DEF9q23FlDpLGxLZu3sMjexJLMwO0jpJLVyv/c0Kp9+90z2HnqJ8y7t9X/6sXWb/O7S1oDAs7cY8ewy9kcIfSEutk0kV3vvBw4Ydqbxe/u08Od7jMeveFl1nsBPHDGHG459iPu3jONu/Ny2Blx7sdnPOp7z+vvbWZ9wGvT2HBHOu/d/nLQdt/7A8N7yeJ3d4zV+tnxnuHnoG+P5w/PoxRFJWueMpn7bF9nRto43tt/mM3Pq2y7K4fJ41PCtn9v/2FuqHmTaze97t936uRUli7SxmJz5qSx9+QvuaHmTU67IcyMx36/hWjnZGlff/KTnzBr1izKy8vxeiE9XeHkk0/mzTffJC0tjZkzZ/mPmZ1tJjvbjMulpY4HH/wFDz74i4Djjhs3Dq83+n7ExtFcFdgz8V0I8dWw5c5l7ClsYqm6nC3kUJpTx/LHMkInwJtsPPrwEv/8zvbHlrMn/zzUjKW+ttrwoOILSu0tW3iHdyjLU7HZN6EQLpTBeWWw6LZN8Pwa8qzPBbwWw0pWlGHgzPlsWTLVV7HRTWTnfcETknJpnvIWi2o+1I7vPcJ7H3iizBwmzk7/jG33eLQClRfwerRq26G93HLbDp7ytfv9huPwejy+Nl68L77JohfhEts0dj3XxA//v3DHn86GOxVtv7Dn9/qmBkV43Qtz8nPZqX9yHNqL3lHvGXPZ8j24+7b/4Pv0HIlTbqISzVDbjvaDWG538cTKszl2Qgruf33GE/94nyW5Cg8908YPvn0Sn3zeyY/WvRB237omlRv/+1SutGj/DPce+pLrH3mDneqhQXoT/WznDdw2YfwE5s+bj9vt5rjjjmP8uPHghc8//5yqu7T6Te6iXAB+8r8/wWw2+3f/zW9+wzN/f8ZfhRVCiJFuy515bM7Q5kC16zeTObeUJXfmsfyxwKE7rZJVA74hRdrfgYxF0NJC++UZZLS1sEVZhHbH1i3UtSicZ1JY9PAituStYU9+HxPfzy2l6dxSbeiwElY/vCSWlawo/yvvCzEwnQ1r5jHjpZ28d+Y8LJM/pfY5KDr1AHPvCR4Kms6MY8dgWZLHW0siHPfQXm4pfVMLT/99LHPUj/mhN+gTzT+xx/iJp2/3BrYB5pyXx1vnRXojn1Ib8T2HHsvoqUdchEwPO/Pr3IJX2/WTwzzlhaKAvo5C/blYQv8VeTxkTBnn26b9vOYrk9n1SwsANY427nnyn/7dHntuD2eajuX8BdMB2NF+iJ17PhmkNwDeKJdw0Nu9+NIL/OKXWjXqmb8/wze++XU++Jc2ed/tdvPKqy9jNpv54vDnHDhwgKysrzF2XCoAv/jlL/z76saNG4cXT9T9EEKI+GSYZB5myYZFtzXBnXnk3VlBkz50aLLx6MM5tBgnsytLWKLkUfd8DqfUb2HRKi1itT+2GTVnCYtatgCLKG1aBJSGnCfj8k2hW9v3QM5SMhgpVxee9Q22XD5Nq2adNw+efZa5H2jbYBJvPXActT95wTDU9i+uW/Wv3o/3/3r6cMmUVPYdOBTYJ69Hu8/c5Knc/UA+d/tf+JRtHo+/kqTv89SmLXDVIu4+7l/MvTvcFQ8G/+9s3jp/Uuj2B/K1oOSz69ln+eEHhvdufO31jwgIfB58X0fvh2d/Jr7rpZpF86aQM28qqSmJXPtdbXbOjvaD/E/lP0L2mJdxDBuWn8aMKePY0X4QgPkZx7Cr+kJq/t7G+t+/PQjvIboQ/OKLL2ntvfDAhg1U3HEH5uxsXn/tdd58cwc33XQTf/zjH/nNbx5n1sxZvL17N/v37+fSSy/15+xrrrkGc3a2/5iPP/44f3c48Hq88bsYcFYRNY6isC/llztChgFN1hocVt+TvDIcslSDEF8J+hDhJtaQl2ccotOvLjwVm72Jis2+oLVERVUUMgDthnJb2OI8j0W3waJzK9iSt4wtRY+ySR8qZBGrL8+gJeDuc1qw21PYROm57Wy+ai2s2hQ0D6udzfUqi1ZpwS/+18n6/rfYddZhbv71m/Div3nqrG/ScsX5vMURHL92cO2LM3nylxkU/eJ8itR9OI6dgmVyL8c79BE3/6GnD15OwJIJr/7hX0FFIG0Ij0MfcXPJ675K0kye/OXx2jCdv4323SXLc7n7m2OADN76RbgVfT6l9n+3aWHtD9uY8wfjayfwQNUpvFeyzRDmdK+T4xvZumR5Lta9zfzgD8BZ36QlDy7+5rFM4bCh6DaK744X5d/M71ZnMz/jGHa0H2TaMakc+qKT2x57kx+aZ2A57QTmZxzD2w99ByAgTAHUPPNuSJh6sPh0bBdkYrsgUwtoa7cO+C14onwP1113nf/7ffv24fV6+fjAAd59911uuukmZs+ezcyZM7n77rup27wZgOOPP56ZM2eye/duQPtb8Hi9bNiwgZdeesnfJm3KlKj7IYQQ8WjRbU2+Kwh9Q3REWIz0tiaafK+Rsbpn+/NbeC5/EaW+da2eM53KqbXLWKNow4GLLl8CtNOTsYwBCyCDJQ8vYU3ecjbb9aClLVyqGsJa/Feyfv8P5vx+Fk9Wf505V3yd9cAuxzPkPHkiD6yzsOuKQ9QWP8MP+nPuH3yb9Qc+5imPB86exmkcYN02YxULXyXrbX6w0rjj2/ygWG/jqyJ5pvPAum9g4UNuLn4Nrv42F7z2f1yrT/k5ewEty47l1Uf/wd0R37JejQrf4JKrz8W693nsXi9zzrew63ztZ7Du43NZv+A/1DqOY1fVYW5e+WrosOJoEuXfzP/cGXjj63JfZfj51/89oNP+9JfbB7RfOANZwiEtLY0NGzYEbPN6vYwfP57y8vKQ9ueccw7nnHOOv9211147KP0QQoiRqr0dFi3RJrcDbGlRsWVsIS9PxWZvoikTtCCVR16LYYgRfftaWNVEaUDVahGldpXllZvJKdzDsgrtWKX+Yy0bARPfAdhFTe1Bntr2Afwwm7cvuJBdli9x1P6V2dv63jvYJVNS2ffxQa0PJ42D1jb+HNSfOZYL2WXp/Tj7XvXiPesE2PZXZv/et7G6jQvWX8iuZb7nhz7kZ1c7+wg/vg+8sJPWT+KCr6UyZ8G5FLXDW3//Kz/4/Uk8uP5C1h9oY/bVWtVl3Xun41q3AO/Nr4zaoDUagsFoeA9CCBGPMi7f5Ju0HmrRbforGSx5uGcW1ZKARUoztKUbAp772j4c4ciZS9j0sPZtU8Ciptqx4n/iOwBzsBZlck/RN6G9jdnLXX3vYrBy9X9RFDCCd4ja5drk4ZWzJvPR2++HXG311jN/4Qe/J7IfmnFN88L/vcx7q/+Ltx/SX/gSh/0vPeHvW6fjeug7vtXpv8Sx5QCnLTohZI4VAA99h+DZKG+9+W+mHWhj9s8O8uA9C7Bc8B3evsD34uRM3n7IGKu/5MKzvTw1gOA5IoyC+WYyTCeEEF8d8T9cCMBOfnDlzgGfat2dT/UsXhpgLmdnHOSFOz0h7fv0xBb0i+MjHx/4x3bMwXOsHwvbsk8/vfG9ge04SsT3AppRGg3vQQghRFTif+L7kNrJ922x7oOIWrxeEdcP8b0IqBBCiME0QipZQoCnq5dlOUaIv/71r7HuwsjQVIGl0oWyuJoaq/HGOE4qLFX0TBjwrQ6vau0J3i73LRRCxFAMK1kSskT0ttzz/Vh34ahdcsklse7CiOFsdmHONuNyteC2mnz3H9QCFqscPethNVVQoep79dxSx223Ubyiggy5xY4QIoZiWMmSYRMRvRNPPDHWXThqo+E9DA8nLVsVlI05mFfU09JahCkLaG1HxUyhccHRvDLKAJoCj2CyFmJurKKlCfJlgVIhRIzELGSNhqEfIcQQaGrBlW6mOisfNbuK+mY3RVkmyMpAoYGqcif55dHUpxQUZch7K4QQEcUkZI2GoR8hxNBwNrtQzNWYAFOumao6fcgwnzIHVFiqsFi0m2GTXYIjTOBy2+t9QW14+y6EEEYxCVmTJoW5b58QQviGCs1LfZPdFQWlw9UzZEg+ZY58f9sKSxU2u0JNJoCLKosFLX6ZKXEUYQo9gRBCDJvYzckSQohgre2oqLhWWGgwbHbpQ4YB8ilcXE+xqkImGCe+CyFEPJCQJYSIG+5mF2rQEKDbbqPY1YI7t4Wqugxq/K+5aXGpKGaZeCWEiE8SsoQQcUILTealgbUoU64ZpdFFCyWY1eKe+VjQs45WU/CxhBAi9iRkCSHihIkiuyN0c1YRNQ7fXT3tjpD7ewKQV9azdpYQQsSJxFh3QAghhBBiNJKQJYQQQggxBCRkCSGEEEIMAQlZQgghhBBDILn13wf7tcPeQ19EfG3m0fZGCCFizG23UUWJdtWiEEIchUG9unDr9tcG83BiFOnq6mJuVgZtbW2x7ooYZF6v1//Qn3s8HrxeL93d3f6vHo+Hzs5OOjs7mTp1aviDtdZiW+HCvLGGIv8tcbSV3VlVApVVuMLuaKZko0L9ioaQdbac5RaqtoJ5lYOyPDe11mJc5uoIIcpNiwvMq6HWaqFBCXMstYDq1VAV034Onw8++IDU1FTGjh3LmDFjGDNmDMnJySQnJ5OYmEhiYiIJCQkAJCQk+B/D7fVd/+SDfZ8wafJkkpPlwnkRH+QvUQybF1/fwb69e/ns00/p6uqKdXfEIDGGK/2r/r0etrweDx6vF093N93d3Vy5bOkAzmS4pU64MNZaSz3A1npqW/N92520bO3POVTUDoWcLBP59hJUSxUVTfmU5fmOv9V3u57W2hj3c/j81eEkOSWZMSljSEpOIikpmaSkRBITk0JCVfDX4ZKcnMzESZNISBz+cCdEb/oVshKTZAqXGJjExERSklMYN248oH34itEhUsjSw5XX68Xj9eDxaBWt7iEN2ArmbMNteJpaUBcXYG5s6HtXgKYWXNk5lAGQT9mqFiyVFTjzCmlf24CyyjFIt+05yn4Oo4kTJ5KckuKvYCUlJ5OUlERSUvyErMTERMaNG09KcgqJifI5JeJHctYJx0Td+F/vTWbq5DFD2B0xWnk8HrrGjyFt0jg6Ozv9H8hi5AsbrnwP47Chx+Ohu7ubzs7OIe2PkmtGrWvBbTWhNquYl+agNka3r7PZhTm3rGdDXiEFdcXUW1VUpWRQFzw9mn4Op1NmnMiYMWNITU0lJSXFP1SYlJTkHyqMFLaGS0JCAikpKaSmpvqHMYWIB/2qZE2cPBn4zxB1RYxmiYmJ/v84SxVrdAmejxUcsvRw5fF46OrqimKoWKUh6AbRAOZoO6TkYKaKltYMVNVMYRba8FyfnLRsNZNTbtxmomh1Aa4VLgpWB9ewYtXP4TVp0qSAkKU/woUsIGZzsvRgJQFLxJP+haxJk5k2eTIfffTRUPVHjGLyH8HRKVzA0oO0HrISExPxeDxRfvgqFISbUB41EzlmqFpbD+YSTKjR7dbajpquEHy7aWddA6QrNKytJcdeRM809Bj1c5glJSX5/wcpuJKVkJAQMWgJIfq5TlZCQgLTp0+PfGWQEEL0YTg+gE25ZugAc270V+a5m11gziFgj6YKqtQCSuyFmDsaqB/kG1EPpJ/DLfj3JQFKiOj1++rCMWPGkJ6ezoQJEzh06BCHDx/m8OHDQ9E3IcQIk5CQgNfrDfiqbx9WxptKR0VfusEYdpxUVKoUbCzDBIZJ8GWDNPl9IP2MjXBLM0jlSoi+DWgJh4SEBNLS0khLSxvs/gghRpjg4UL/sg1Bc7K6u7vp6uqis7OTTz/9NKZ9VhuLsRgmmZtXlQDavCiNm1prFa7sEhz6trwySpotVFlrUVbHqp8ObTmJYTRv3jzGjh3L2LFjSU1NZcyYMf5hQ32o0DhkCBK6hNAlvL//UNSXebX++yA5c2cMZX+EECNMpDlZxpClBy09ZB06dIhZs2bFuOcGTRVYmnMCFgcVsHv3bo4cORIQsvSJ78GLkUrIEiKUzEAWQgyZ4Mv7Y3XlWV+0pRskYEUyUn6PQsQbWfFdCDHo9A9gfV5WvH8455cP1iKjo09vASsef5dCxBOpZAkhhky4e9olJCTQ3d0d456JaBw5ciTifCsJWEL0TSpZQoijol9JqH9vFHyloT6HZ9++fbzxxhukpqbGossiCl1dXRw4cIATTjjBv/BouMAV7qpDIYQm5iGr+9ffJenDVwa27/TTSbriz4PcIyHEQAQv2wD4FyFNTEwMuJXSrFmzOHLkCF9++SWdnZ10dXX5r0DUFzKVWy8NvUiVxsTERJKSkpg2bVqvq7rL0KEQvYt5yEr68BW4pBgOvdW/HSfPJemp6qHplBBi0CUkJJCUlOS/8lC/xZL+oa4HrHA3nBaDK1wwCg5O+k2gg2+jo4cuIUTfYh6yADi4E9p/0799Mi4bmr4IIQaV/oGs304pKSnJv93r9fqrJt3d3SH3QRRDK9w8q+BqlvG2OuGGDIUQkcVByPJCdxcE3TP4w09A/yc89RgI+ffc3aXtGwW33UZ9Zg1leeAst9CS66Asz02ttZ4Mexn5TRXY2gqpsYa5tcUA18/519svc/CYM5h9YvT79PRNO6/eJ7fdRrHLTHXAfdP62D/0VSosVbj66kR2iawVFAcG8vdDq53CS3/F7l6azFrxBPVXZgJOShfewt/6PHdHHzUAAAydSURBVOhF3L19Dfmtdkqb8lhzZWboOW+DO+uLyCTMkOFzt3P5niJ+XZTBntpllHlvp+Zy7e6AehvjDaT9Iav9cX56D9z8wI9J78ePQPRPXyFLf+hhq7ebQgshQsU+ZHk9WmDq6tnk3An/+wgkeSA1CW7+PlyWE7Rfd5e2bz/llzug3EIF1dqNYP0hKkJ8ySujus2Gza6ED2GDxk27aibHF5DcbSpKpnY+k7UGR24tNksFhQ7tlh5uu43ixjA3lN1qwVJp3KDfxDafMkdgeDKGzz57F3S+wJWn3dRai2noMJ4PaK3FtqKh57a3hgDnLLdQtTW4j9GdO3L7oCCZXhAxmPZ6fmO/ezlGb+/PeJ56pXqI/3YMLryb7WsjhORnSyncoz/JZ8327awxvOxcXcgeaz3WcL+HLCv59oWUPrudNecHbl+TX8iPSk/hpTWhf0jPN+/hvGWZJCS00fw85Jd9jcRE7d+t/iHt8XhISkqive5qrI+6A/b/3+9t1k5zxSOUUMWVLTk8srEg5CbOYuAiDR0aV3M3hq3ehgslbAkRKPYhCy90dYLhiu7GFkjuhnGJMNYLm/4Ml10CfGzYrauTPitZAR+CFix1Zsy4cHUAW4u1NpUALiyWFkocZRDw4WsUeHuLXj98B6K1BZeSg34XM1UFJdfwelYRNY6epyZrDQ5r4CF6r2QdHVVVKHHUaGsJNVUE3MPNba/CZa7GYTVpP/O1teTYizCpKsoqBzV5oAegiqZ8yvLctFNAtUP7+bntNopXVJDh6OWecNFU2FrbYbGvH77gV1yeEWa/MOfX+4yb2rUuzBsdFGVpr1XZc8KHpDDvzx/GmyqwVGpxT4nLRNCGveBH/OqfQZufWcivAjb4KllA/tq7cRbYce55jls2BtfLbuHMZ3zfXriOF+/MI+HdR7G35XNHVgIJz9by0Dv/hCXn8BCBQ4HerCv59SOFZBXV0Fzke61tM1ethdUPF5LRVs9y21WsK6qlqSZjkH8OX12RrggMrmoZhwiliiVE/8Q+ZHm90B0YsiYkw+RxMOYITEyB1HFACgFt6O7U9u1NVhE1jhxqrcWoSwPDh7PcRr0KKGZKyg1hKWRRQsOw4oDfZBRUFXVrAxZLVc+2rRYawrXNLsFRTvjhv+BK1iAN/+WXl/U8ycvBXFlPeyuQ5abFpaIs9f0EszJQOuppaS3ClFdGz1755GRXUd/mhjwTRYbKoSnXjBKuKtdfWUWU+aswJnLMCg1hDxv+/Cpgam3B1aH472FnylRQ61pwW02YfEEKvYoX7v3pT/PKcPiGp/3b4kom1obtaDldC1zvWoOqVCHyWdMAYGX7lfiHCtc0WNEHEY3h6d3nn+OfmTYyaeL2Vc9wYeUL3MHtLPUNHwL+KwnftV9B3iPvhJzRep5d+yYhAR61ct6jgOkq6mov55SjefsiQKSQBfQarGTpBiF6FwchywOdRwKGC+8vgDuehHHHaKulXncVcICANnQeiW64sLUFVweolRYqcFCGVmEwr6rGXFdPxlKostgw9zJcNSx8H8pan2ux1WVQ00c4Ch7+i1zJ6m0+VvDwIn0Hs6YWXCiUZAGoqB2KoVqjoKSrqCoQ8PN00rIVlNzQipC72YWaXdh7iN1a5Q+g0d0kVwt/5qV9B0x3sws13awNQakqarrSMxylKCgdvgDW61GctGxVMC8dpmHBo+RcvZBbngnaeOvC8HO0Zi5mMY00/tM4p6sN+23Pcd6d9b6A1Ya9oBTvHZt9w41Oah/6J1wAe+x22lb8lrrzE+C5nuqIPukdwHRlHf9nM/5P0/OUn7OKPVc18GiRxKnhEhyUZD0sIY5O/ISsbjj0Hyh9EpIT4N7FwEStSel90HkQvn8WfOtU335Rhix3s4qSraDk1pDTbMGy1UyJw0E+bmrr8FW7Mqiw2KiNddDycdY1oG4lsKoF9MwdMs6BChIyJwuUxdXUOBwhTfszJ8uwF7V1LpTF1f2q7Lnt9bjSC6g2nss/pGamxBH5aAFDo0FDleH451tll/QE14ic1DeqmFdFM/QbOq/NOB9NWVxtqKTFt/y129m+FqAN+yNtWK8M/Wm2PVJIzSn1vurWTfzgkUJK/a+V8q61njVZ+CfcZ961nTUmrZrV9ogdri5m1h7ItG1ms37QBNj90KWc/VDPeS6sfIE7ztP222O/nMs2GcYwHy7gnIf9LanaVsEQjIYLn95CVjTthBCB4iNkHdEqWWffCWO82nBhbjl0dcGYZEhJhM5ueOmf8Lsb4PiJaPv0GbKc1LsUcswqLRjvT+am1loFq31zjIwfnoa5NAEsFoyRJ7pqykA4aVELKMhWySg3BInWWmwrVDKyAEwU2R3++VugDX+255pxNfdUwJzlFqooGdRJ187yYhqUEt+8pyg1VVDcqFDiCAoyevWuVZvUT/CcuHAVtbwczJVVtDQBzeHb6r9nt92GpZxeqnLa34G6uNo3r2ogen4XznILNvswTnIP55lbWBhcoTKYtcIW8LztkVJ+tXE3v9oYvv1Fd4Xb6qRm427+Rk/la9aKJ1hzvlbN4s56MsjHmge31Qbex1Br+1s22zIDhhabbjuLlc/ArJmzmHX14zxmDa5e7eHRpXatmhL57YkBinYie7h2ErCEiCw+Qlbnl9CtTbtK9cDYLkj0QkoCzDkF7rsd9rwFlY9AQhbwAdo+fYWs1naUpUUobb7QFBygVhjnPPmqRMZhO2DY5mT5OMurYKmDIqUWW7mT/PJ8rQ9rG1BWhbuJrTtgzllOmy1gWK3vSk703HYbVWoB1XZjL4KHB4OGD1trsVWqFGysifzzy8pAwUV7KxRFdaNe7fh93dTXlKmAqx034Yf6wgbG4OHB4OHD3nqlKKhq3wOLQyrqqwuBVjs1zsj7tD1SSE3YA2lXJtoeKeRHG+Gax+uxZjkpXVjD1x73XZ2YZYNWe8Be2odxAnpMMn445695iZfWAM/dxlkll/GtTeHWybqIdRKyBlU0AUmuJBRi4GJ/g2iv11/JSkmA1AQYC4z3aqOFl10Eyf8CUwIsyECbl9WFr5LV98T3ImPIyCvDsbEAJbsEh8OBw+GgerGCsrgahyMOhgqbKqhSCyjMQxvGzG3BYrFgsYRO3NfbWyxVuOgJNSZrDdWLFaBnOYjB4Cy3UKwW4gi5olKbYK62+S69b21HTTeTk+Xr3wqVwuCfbasWIHvehzbHKyPsz99JhbUW/cJ+bdjRd/wgbruNiibDns0uUDLCRB43tVZtaYWQKldWDuZ0VZvUj28pDXOO7xhOKiwW/zmc5TZqW3uO2eJSUWJ5KWGWlfq1+bQ9UsjCAjttvs3O1QspfKQNzl/jm0+Ff9K6zZqpVb8WLgx5/CjkCkLQhhdLKV24kFLWsH17Pda2UhYudJK/PdzyD6GLVu5+6MecddZZ/sfSmj09c35IYNbVv+Wll14KevyWa2aGrkouj6F/hPxGI2wXQoSKfSXL4xsu7Aa8MCYJEnyVrCQP/OoROOsaeON9ePo1WNKN1vbIEW3ffnKrGZTkthjmO5kpccTBZOXWWmyV9AyptdZiq3ShV4pcAfOQfPOAlBIcjnxtqNA/N8hMiaMGh1ULBFX45mQd1RCWm3YV6KgKmCemH9dkLcFs1Ze40CqCJrSAAipVxqHW9AKq7TmY1WLDsZReKl0KClUUW/Saozl02NHHlGtGXWGYk5YeXHXTqagdoDYGLsuhDQGbKFptxqZXOdMLqLaH/9nl5ypYjNXQbENVzFg13VqMpdFMSW9LVAwG39woVjzB9oaeRUPz124n85FCFi7c7Z+47rS/i61hDZnPlvarkrV74y3a3Kvta7TzLfwRuy+8m+3boXThQmr8E+MD+T+UE3omz0da0X33Qz/mzIfCvSKVrOEmYUqIo5Pw/v5DUd+7ovXfB8mZO2Nwe1A+DtLS4JP3OfQfuOMZGD9WS39eLyQkwRHgSDd8/3z4tgnYAxx7MuzfD+WH+zyFNsG7BKWuZ7J4z5wq/co7MyUbFeqNi0v2obd5Wf1bsVufI1aIusJ3FWDIOlw9VwgGhiY9XPW+oGcP45WG0e4jhlt/V3x3rl7ILW3X8IRhOYWI7TCEqmdLWXhr5HXfL7qrZ1kH5+qFOPO2s+Z832rxM0PP51y9kJpMX9BqtVNoP4V6Y4B7tpTCPbawQaz319uwF9RwSsOaYRm2F0KIwRD7kFWWCpOPgU/3as/HAhOC2hh7+AnaLXgmTYVDB6Hiy8HtzyAZ0G1RhPCRvx8hhBj54mO48MsjPQuNfu579OXLgQ0XDpcTZ5+BfD6KgZK/HyGEGPn+f6i8ukFRY/YiAAAAAElFTkSuQmCC
ferious 发表于 2023-5-3 20:40
1,点了两点怎么能画出多线,2,你有没有command函数调用cad命令的语法示例讲解资料,3,序号是什么?
command 命令流 都是在CAD上自己测试 输入命令一步步操作 对应command后的内容 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用这个有序号 (command "pline"pc pb pa)这里开始执行命令 但是没有结束 之后的每一次command 点都是画线 给多少点都能画