jzf1987 发表于 2021-3-29 22:20:12

过一点画多段线一条边的平行xline线怎么写?

过一点画多段线一条边的平行xline线怎么写?最好能注释下.

yshf 发表于 2021-3-29 22:20:13

(defun c:ccc()
    (if (progn
          (progn "\n请选择多段线: ")
          (setq EntSsa (ssget ":S" '((0 . "lwpolyline"))))
        )
      (progn
          (mapcar 'set '(pai Ent pan PPt) (car (ssnamex EntSsa)))
          (setq PPt (cadr PPt)) ;选择多段线时的拾取点
          (If (setq Pt (getpoint PPt "\n请指定构造线通过点: "))
                (progn
                  (setq OBj (vlax-ename->vla-object Ent))
                  ;多段线上距拾取点最近的点
                  (setq Pt0 (vlax-curve-getclosestpointto OBj PPt))
                  (setq par (vlax-curve-getParamAtPoint OBj Pt0))
                    (setq pai (fix par))
                    (setq pan (vlax-curve-getendparam Obj))
                  ;拾取点所在子段的凸度(等于0为直线段,否则为圆弧段)
                    (setq bul (vla-GetBulge OBj pai))
                  (if (and (or (not (equal pai 0   1e-6)) ;不是起点
                                 (not (equal pai pan 1e-6)) ;不是止点
                           )
                           (equal bul 0 1e-6) ;子段不是圆弧
                        )
                      (progn
                          ;过Pt0点的切线方向向量
                            (setq ptv (vlax-curve-getFirstDeriv Obj par))
                            ;; 创建构造线
                            (entmake (list '(0 . "XLINE")
                                           '(100 . "AcDbEntity")
                                           '(100 . "AcDbXline")
                                          (cons 10 Pt)
                                          (cons 11 Ptv)
                                     )
                           )
                        )
                    )
                  
                )
          )
      )
    )
)

caoyin 发表于 2021-3-30 00:46:23

本帖最后由 caoyin 于 2021-3-30 07:57 编辑


;; 绘制多段线指定段的平行线(构造线)
(defun C:TT (/ EName PckPnt Point PckPnt2 Vector)

(if (and (setq EName (entsel "\n选择多段线: ")) ; 选择对象,返回图元名+选择框位置点
         (progn
         (mapcar 'set '(EName PckPnt) EName) ; 将返回的图元名、选择框位置点赋予变量
         (or (wcmatch (cdr (assoc 0 (entget EName))) "*POLYLINE") ; 读取DXF组码,判断对象类型
               (not (princ "\n所选的对象不是多段线!")) ; 提示条件不满足,并结束命令
         )
         )
         (progn
         (setq PckPnt (trans PckPnt 1 0) ; 将选择框位置点从UCS转换为WCS
               PckPnt (vlax-curve-getClosestPointTo EName PckPnt) ; 获取选择框位置点在多段线上的最近的(确保点的多段线上)
               PckPnt (fix (vlax-curve-getParamAtPoint EName PckPnt)) ; 获取用户选择多段线所在段的参数
         )
         (or (equal (vlax-curve-getSecondDeriv EName PckPnt) '(0 0 0) 1E-8) ; 判断所选是否是直线段
               (not (princ "\n所选的多段线的段不能是圆弧!")) ; 提示条件不满足,并结束命令
         )
         )
         (setq Point (getpoint "\n指定构造线通过点: ")) ; 拾取构造线通过点
    )
(progn
    (setq PckPnt2 (vlax-curve-getPointAtParam EName (1+ PckPnt)) ; 获得多段线顶点2
          PckPnt (vlax-curve-getPointAtParam EName PckPnt) ; 获取多段线段的顶点1
          Vector (mapcar '- PckPnt2 PckPnt) ; 获取两顶点的向量
          Point(trans Point 1 Vector) ; 将拾取点从UCS转换到向量
          PckPnt (trans (vl-list* (car Point) (cadr Point) (cddr (trans PckPnt 0 Vector))) Vector 0) ; 将顶点1投影到通过拾取点的平行线上
    )
    ;; 创建构造线
    (entmake (list '(0 . "XLINE")
                   '(100 . "AcDbEntity")
                   '(100 . "AcDbXline")
                   (cons 10 PckPnt)
                   (cons 11 Vector)
            )
    )
)
)

(princ)

)




jzf1987 发表于 2021-3-30 01:49:48

caoyin 发表于 2021-3-30 00:46


指定构造线通过点: ; 错误: 参数类型错误: numberp: (2362.37 1507.18 0.0)

jzf1987 发表于 2021-3-30 08:15:02

caoyin 发表于 2021-3-30 00:46


选择多段线:
所选的多段线的段不能是圆弧!

多段线标高不为0时提示这个!

jzf1987 发表于 2021-3-30 08:19:44

caoyin 发表于 2021-3-30 00:46


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

jzf1987 发表于 2021-3-30 08:32:01

caoyin 发表于 2021-3-30 00:46


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9fL/J1kfaCuHrSC+J7FBoCH89xqp2Uzto3vT/6ztP75+otgl68iBhpr15Kcuf36LPwMb+44AXmNL42/D1S9fR9QeNyc8dlI6QdK+sp0g5bIV+chAOR9u18k7RV9tZqsF1oRi5D2KuOaPX8yaLW7926LFcoX16GffIv4xbhAbYYePvhRe94xWT5dXh8h1fR45VzkEOOKVeOsaIek/Z5QSJLEm9+976ylwK3wvz0XrzyXNgb4t91Q05tNzo9bMYT47qHcbAxPbwMD27Bh1bjebz3QjjCdhsb01xM1/xlCLgnyzaWDYkvyXT5l7VZmOGFJyLt1ZxUK/Q8F/M5z9/TcO/O4/C4/ktKNUfFnFRzgLkY8KJWz8MY0m5En0j66YPUKr290A5bbQfZ+uIXR+HoJ5+Fr4nswJaTRry8LacDSRviDx+fC3VI+EFCD+n1XPc+sKWk+Q49ED/EH74sfb98vfDtIO02jx/f+bo1LyUZTpN2tAGJ/vg69JBst7I/4JeSHAs7dHYO8ctFQ9qz5yfS3vtcqu83mfuo7DeXqPPcT5q095L6zAq8Vto3D+7cnuvsirkRRRD1+TyYX008q3pE8IsbW7m6XBP4gqCOJO1EsmMCGI9hTRQLws0EOybtBaGvyGVJ7uFrfiD6Ze465+CbdNee6MxKe0HMm5ec7PgXZLwi9NWLEEi8vRRg7PPx8XjxTSYm7W4cbDxB1HkcatJeknIm+dG4RfNXknv48lxYf+J+5PvLfS/KI0i7razv/619h+NNePDXe2H/bx+Eo9bWGpvHYd9JAGG6KmkHYUM+EDDUTUIH35Ts8k/lgD9ysQ/bUIZEX1L+OR1i12VHnyCz7WRJu9tG4l/AilVqI9e0lcbNC9rEeHqZGwP02Uv25zL8UrqatNfnie0/3edXYNheHqKtQ1ppb91v+D6osl52HAamS9rPjsNsdhzOMsQ8WpF3PiLtIwiJA8SqbiA50j7H6i5Wgqv2C5LuV9TJJ0kWPUn39cy5GemrV3aZSNdEsT1+TQxIOHxKoljnIwIak0Qjnxsi7TSO0fz6v1JgT3ziBQqkPTd/UV437gV5rle4+a8a8xARcI4ryHg5TyDhaKOZC7PzmNpc0PzYCwHtn4/nA/M3QI4m7acFYT/6T5bbtsu0t9Zkrw8eg/k8sSIbb5tgUuXLntCl6hzjiRrqkOxrZeRjfZ8vx6DMErk4D5dTdtZxLi7DBzKVEzaTKTt0OVnH12QWcwVSazK1NQZ+lQR5T+xp923XbfoXADc/Pg71VDxskPBBHaT9i18ch+Nf2AvGF+G4+CvQsPMDecdqPa5ryQH3Ind/0JjdvDGbJmkvCPtyX0I1Mi/Svnkg95ISR96TpJxuUEm7J+m+TvF8c+skikS6WzHFVhcmiTbOjihSmzFJnBppf19smanJuF9pd3/1aPwqbLn547Hy5XgcYmz2zUWx1YWIt+XOxvi52ABpn9v2mKO9UBL2eZgnCX/XX0zi8QFhGiuNYIFkpWJTNq9DHRJ5rI4jpUvZzA95IDkWZcg+H2/n/MgBOcZ3SAzyeYnY0yxpt5Vov7XEEfaafLcJMNqzdqzsD7TPetYhjiXsLH07sEH/9Z2Pw8d3vgif3fkifH3nOHz2CKR9xPnZGFXbvfz9QvX4HqDx0HgwBqZH2m0f+yxP2O1LrH0r8CLtEwB5dk879Y1XdItVX9pvTeTXAFusxPsV4yim2ivvfVwey9VN+uKVYFwsdUyxAszE/Wqk3a8io72cTO1pL33dViGcd/ZFpiTt2AJTjO+QlXbkNcnzx3pX7iLtZuveHlPOF6+Y13Ph2mm9QCVIO+fJjXFLnyTehOOoH/HKerGnnfa4l7mX3NPutk2ATHkJcgVpdi6n6l7H/ihDoj1f9zngBwl/SK9H3WSXj7chbozefPsO5IVE/pyE36nbv20kF1tCivKQeSxyxKvy6G/dTk3w2+NlPtxPxHrpcyEGeq6jXJB2W2W3vfmPPgvHdz4Lx9VfBYaeX+En0q6tH9G9M3dPlZ6fSRsh7cVedfpzuW0tKH8x5nk4uc1bF8oyfk3GVtFF2rcFwOlfj/FfmgRpNFCWxBFfmKQvRhYXdkXKiy00zR7tJt8iPHD74BnoXM6Tvnkov0jaYDD1RdS5kcEZyP3ypD1ui7Z1dN3Isr8e48YPLy9Z0j4P9VaXPduzftn8ZKQj4/xXjma8y3ni+eMx5nIXaTc/m4/W9qJoq1K5rx3kPj9/bi4caS9JPdriF6/MNVWQdfsiKR0tAp6IrVbbizj/k4/V/12Q/pJ2OxfIU0mGhq7Slqu3IFnIwXUue3vO5vWom8wdyG2S/VH3cfCHb6rubX0+OX/EDZE+R18d82V+fo96bMOc2sp6PI7YPlLmKG3oK3RW931hH5TZb6g/x3J88ZeEeptPubqOlxLzS54ftvzU59js2+d7hcrte4DGRGPCGNgIae/aj74Km1baJwLyFf5OO4M2W+4iqF1EeMtsY34yMDtWW3bOO3MeHS9dqXOsiZNbva31tNrqdTlyZn7ehjqkz5Wqp3xTOsTCBgl9SuZ8cnrLwbZcGW3BDtkV721D6mhnlZL7irymS+l9H71PXx35WfoYtl2lnMK9dBN5hus5Mbm/hoi0C5RrBWV+O8cabko3hLTbA633OwPC9VpxvRypGL6XHfmNDJVf3Iu3SgwhSSmSZTocyOH9YE9JjvFxZkvpOAY+qdwci3LOD/q+fPCDhD/65OvmBxvKkF6POqT3g35Vsiu/t1kdOkjfD+ghvd3qZsORsq9CB6xLruGZqOfABJ8DV5tnkXaBeudArZv/1W4KGr/pjN8qSJFy5L7sKf0UsKH7zXTuN5qL6c+FSLtIu0i7MCAMCAPCgDAgDAgDwsDEMSDSPvEJ0pvv9N98NUeaI2FAGBAGhAFhQBhYNwZE2kXa9WYtDAgDwoAwIAwIA8KAMDBxDIi0T3yC1v3WpvxaGRAGhAFhQBgQBoQBYWD6GBBpF2nXm7UwIAwIA8KAMCAMCAPCwMQxINI+8QnSm+/033w1R5ojYUAYEAaEAWFAGFg3BkTaRdr1Zi0MCAPCgDAgDAgDwoAwMHEMiLRPfILW/dam/FoZEAaEAWFAGBAGhAFhYPoYEGkXadebtTAgDAgDwoAwIAwIA8LAxDEg0j7xCdKb7/TffDVHmiNhQBi4KRiYwv+iqj7of/PdZQx03UtE2kXa9WYtDAgDwoAwIAwMwsBVyNLR3lFIxef0Kd+cLpcjp7c8sJlMHb4t+Ht9ru79fZ3jUu17Hfv7clfuq/ha7LK5+/qfygsdpO/7mP6kcqR0aMNsuQM+kEPywBcyFZPSibTrZjzoZtwFFNmmtZJ4cbgXFk+m1SdhZLfn4/VXh2F253F4rfvpDt1P34TLW/vh8uVw7IKAjJE5IpTSW96UPkVufB/YB2VI74t2oPd+vs7+ZssdyMf+fTrvi7YhvZ3zoTykP+yL8hCZyu3j4MP6vv6zHXGs4zLsJnP6IT5dsTnbEL354OB+oDwkB3y7nqUbW2l//uggzGazMLt7Fs7Pz+uj1pttdhBOXjQ29usqP3v2bIduqsNvpl0TLVszjk/vG7aa4/Cr1714sZh7T5sczXg+Dfco12x2GB6/Sfm1dfmcbd+mvXl4/3A/hMPT3j4XMU/v1ec65Dy5HZXnYf7mcTjMENWCxNZzj3l/HR7fAbbuhacbI7iGy3b7cZ9nYXb/6TAczedhPGlP9cFfL+VYXQWbrXPCfFXYb67bVH+6r7UrXwOGnxojdq7tOWm30dHPpfJ143j+8kFY7B2Fi4FYBbFYRo4hLuyLskk+uvrAfih7f9OzDnVItlkZekhv5/oQH+9vMV0H+/tyV3tdOb2tL2+unZSedVy2Nnwd7ZqeD+hZ5mLhw/Eo52zQm4RvSrJfqmwxKX0uL3x9W6Zv3xOa+9RGSPvZ3Vk4ePQ8FATdkfaIjJ8dh9ntk/CcSH1kz+hF2psJ7pr8m2qLyHLxEAThyo9bFBM93OIH7Bhik8+Z78fYByzm2Pp1FWKEPDdOZkh7SRS7CFiMi+sft3T7MQ7MJ/cy2oHBCP9dfuk+lGNRvtw0hLorT7ctPifyNdJ+5zAc1i8mXf2huMHnNyDG4ceu+f4XpY5+LpWvh7TPxy0EgGyMkZ7Q+Lrl8jqup8qs831hG5fhZzo+oE/1Azr2R06vgx4xkCk/6MwndXCulN3rhvoP9bP83tfXuQ9mw5GLRTwk+yGWbZyfy30+3o46JHL11XN+0LP0ubps8IWEL+pdz4uNkHYQ7z7S3mdHHi9F2gc8TFb5YNqyXDFZ9uShJDJYiQep4JiSsIHouwds8RJQkjnzu/cVrbSBPNDqN9oZtgJXPlwXD99Eb+JFf5C7mAvXp2qVtEXaXT9wruX5NYS0IBpYveyca15lntUvCZavadt8MHbl6u3hV4+bv1ZU7VibTYwnHXE76HfXjW4+j2OKca/HLLaV+WId5qnsU2nrbrc9B74P0flFc9GMT3FObIvmIcYq8hXzFa3uNkQxnot5iMaZ24lWhKmdqH2LPwyPv2r/NaerD52kPduH/D3Nn1ONA8t1/2nZx+KvXzQnxXWKv4g0WCty3b9Xro7ff1z91aS5FubcPzcWdbt8jTiSXcRzHOerx5z6CdwipiNfei66cMxjejp4tR0E44tfHIWjn3wWvs6QTvhBgpBAer3V2WZlPrx/zhd+kOwHHaS3oQ4JP0joIb2e694HtpQ036EH4of4w5el75evmy9yo8zSl62e08HmJfLn2vb+vs7xXIafzwsf2CHhB/sQabHsx7lYjzL84Ye62VkHvcnkvaS6r0yStNtKfPmQPA5nmdV0T9S5LtLON2OV/QVghKImXESyQapqGz1865jiIUsP8Tk/YKstBBUZNALQkHHzi8lYnZPa8X2N67n9p3EfCmJQE9Jy/rPEpm47zlH7e5JQ+7dxZecD4sj9rnMVsUYimnGIx6gkkcX4u3Y5Rzxu7XHltlEu2sGYRHNObRb9c/lcP8p88VihjVi2feLxYeIfj0mUx7XP58FjEsXU58E4TeGAztWNSYtcWk7XF2vTzqne5+5zuGsj7iOff4UlH2/XGshqcU5tzFnOYkz4JQUxFm9z/vRehcv2nJR9asa/zHUvPC36YveJxubPn+ciPjfqpxuzCAP+fOtzbPpZjC9wm5gDztc5F64f7f7avWXY92RANMaSdiYlyJHTeT0THJQhU7nMlju6/LldxMOf61aGnmNyOu+fi8nFsx7lVE7YTKbsQ3Wcx+dK5YCP2WBHmWVXXtjYH7lgg8zpc3b2H1tGzpQcksvi2M/X2YZy+/ps7imTJO01AbftMbPxxF2kvZngrsm/qbbi4VY/5BsC6R/KPD5NjCdC9oDFSyYRmNbqNj38q4ez5Uy9IHC7cTlH2mPimcqbJHgVMcEqcvOCYfgpSVVrj76LafrfEI24z1hNx/cG4nFI9qsYH/bjshvvYuybOSxJF+ajmauIYEVkqTtfEhNRfO5a8+PB51DG8LkDX814Nj7N/FTnBRKHVVrUa9Jnsb79dL66PRDcOkci3s4bhDiJYR/j62UfSnzYeDj8D+lD3b8mF49jhL06n7VlWOD+WBk4MVliqM5Vn2szbwWGopjmLxhRu9zHAivUDs1V3Rb7F2XqG/kXbXTki697Ptf0C5fv89Avt6fIS5/OyAgICco5iVzeznorIx/0KR18INkX/t7m64gxPR8c7/WwcSzKkKl2OI8vIw4yFQ+bSW9HPvZJ+bHdx6DOEv6mQxmSdVw2e6puOq9HLpZ9PsjDMhXPedgX+pQulcd0iPFl1LtyIRbSX5tcnzZpPz8Lx0t8GVWkvXmg8WSrXI5L/HCjsaof1KSrHqhFTLHVpSGI5Xi6hyM9gOOHcvPwxzxk+0E54FvKPGkvyGXxgH8a7jliZbFxX+z8StLUrIz78yiJzj3b/jDoi7U+vhnDuO14HGJbE1OcL1ZIbV5q8pJvJx6rdi4mvzVZjYici7F5SGLC+hly1bcAACAASURBVNA3Lr6f8Xmn56RauaZ95p3jA5wkybtvvzy3bL6a4GIMEvGJsYgx7GN8HblNlvhr5mFerIjH+7274ptcQ87JfO49bfJZv5u2mrmpc9XnmrBh3IfIOk/TX+C0bquVp+zn49Sv9XTk65yLjriyPx33Ftc/Ji3LlEFMEOvrKT37oAwJf5NehzokfK2OI6VL2Th/Kh/yQPb5eDvnRw7IMb6pGMRDoi2r88Gx7At/2LvqHNdVTrXLeTmW22Ufr0fdx+bqrO8rsz3VDtu5nOpvzg497hEpOW3Snvgiarl1pnv1XaS9/YBITf5N1cUPNx4re1i61b/qgVXH2MMvImwNEfDjGT+Um4c//CxnQ5q5H/my/XKM39Ne5rP898JTEF33oI37YvnNvzlXs/NKe9234nybFWv0vS3LfKnzKXJXpLtspyG87X7xuZcvIE8LwtXo6765c2z3KY6JCCLFdubLnL/FdG/daOMibiePtWhMMu23ztX8opc1y9+MM/yj3DQGxctJvae62nIS5Uu/wNg5NePqzzndh7IvMf4KnTvXAiu+D9znqpw9p+hF5Gm4d/9e/Ys60VwULz3lWNW56vG0flbj6PqHMe2UdZ4Gi7V/0W7q2mrGsTUGHfk656K370vuad87Dl8M3NMO8gJigjpLK+Pwfr4OP5Y5H+ghEePrpk/pvL/38fVUHvbhMnKnYmBL+Zuu70A8ZC4P7CmJNsyGeEj2Zz/o4QcJfZdM5fH+ffm83deRj/VW5sP7sK+3WZ3tXPa2VN3nq+8RifvdRkh7/LOO5Z8Oj8/Kn3Zs9rPPkr8cI9KeuPknJrZr0m+6LX64ufEsHm7Nn7NBSKKY4mELstI8YP241gSgmB96+GO+orZSD2/XN4vr+Hm24gHviFqpa87HVptxTsW+5erP/eWXQcs+eKJQ5hjSPxuLpq2GwJO++HJfQyYtd+PXPl8bd36ZKMeY8ll7A4gdnytW3OtxKFbbm377fGUfSjv3lfXYXlFuS6FcUf/ifje5Yr0/Xz+H6HfcPs1rha8ojl6amnbj8Y78icCXhN6dU5XP+oD+pLbkRDnrv5ZYuwnS3tqfPgRzA/a0V+NRjleVk689wqT1txgfsxe4iq/b6Hz4WsI17WWdJx5r3CvifDhfwwPK+OsL9TuD9765YLx4DIz5GVkQjK/vfFwQleP7DdGGzUuQIdMzoUEZEnHwZwmbz5HS+3yI8XrUuR1f7srvfZEP7aViUzb45eJZD99lZCpPSpfLbb4p/5ze8qT8kT8Vx/5cRkxfzpR9SB72sbKvc/sowwfS64fWvR/uDym5EdJe71lf4kumQ2K10p5+QKQAIN32jdWYB6zmFwSxeVGwMSnIUkQitw8HmlvN2Uow0LEQkMoPgnH66LPw8ciVdosFwYFEPl+HnmO47P1Rh+T4XDnlm9IhHjZI6FMy55PTWw625cpoC3bIrngfg7qPYT2XrQ1uh20op+zQQbKv15kNOi8RBwk76l6a3R/ex+rI432h9z6cAz6QbPPlrvzsi1yp6w46kXa/MqJ6588NATiSmyUMQ780pnkq5yle0Ry4Oq97ge4FO4+B4XvZcS8xklH8cszex+GzR/2r7CAlIC5WBzmBDbJP7+2oQ3Ie06UO74M6pM8FvUnYUnmhg/8Q36E+yM3+aIf71VVmG+fzZfix3nR9B/rG8RyDfKxDOWVjHcpDJNpH7lzdcrEPl2GDhA11SNabLnWYT8ofsbCzD661lBRp3/mb8mbJZQp00mlOhAFhQBjYTgww2VC5n8xqjDRGYzHQdW8UaRdp12qaMCAMCAPCgDAgDAgDwsDEMSDSPvEJ6nrjkm07V6o0b5o3YUAYEAaEAWFAGBiLAZF2kXa9WQsDwoAwIAwIA8KAMCAMTBwDIu0Tn6Cxb2Hy15u7MCAMCAPCgDAgDAgDu4cBkXaRdr1ZCwPCgDAgDAgDwoAwIAxMHAMi7ROfIL0p796bsuZUcyoMCAPCgDAgDAgDYzEg0i7SrjdrYUAYEAaEAWFAGBAGhIGJY0CkfcQEjf2tTflv/vdZx77Fyl8rH8KAMCAMCAPCgDAwRQyAtD958iTwsRfc57vvvgvn5+dbcTx79mwtb4vLkHD+X65y8UN8UrFD4lI+KZ3PP8QHMexrZT7gA8m+XpeyeR/Uh8opXnTqkx4GwoAwIAwIA8KAMDAWAyLtS6+0fxGO947DF9V/78tElclnTs+kE/7eF3r25XLKn2O47OO4niqncns/+LCe2+QyfPp0KbvF5vTIe3r6dfjsJ+3/VnvsBSF/3USFAWFAGBAGhAFhYIoYEGlfirQbQTwKx/fb2z+YXHI5RzzZh8s5/4akdhNZy+UPxOb0bEfZpO8XbCk967jcl8d8cSA/S5+LbXX50WfhY3qRMv0ULzr1SQ8DYUAYEAaEAWFAGBiLAZH2JUj713c+Dke/+CLUZLFabbd6jlwO0XsfX/ftddm9DXVI5BpbRxzO1eKRAxI+ORv8YEcdcSk5xMfi/NyMvSDkr5uoMCAMCAPCgDAgDEwRAyLto0l7ehuGEUZPLJmUchmkFDpfh94kbMjPtlQZ/rlY2CHhh1xoh6Uv+1jUuyTyoz32TenYbmWO57L3Oz2Nty1N8aJTn/QwEAaEAWFAGBAGhIGxGBBpH0vabQvGTz4LX9PqOoijJ5Mgo5AgnymJHGxjXZcefql2+mwcA1/fVpeP2WBHmSXn9HlhY3/kgg0yp4e9kfHWpbEXhPx1ExUGhAFhQBgQBoSBKWJApH1FpB3E08gjCCZ0XjYEs98XuTgvx3PZ+w5t1+cYmof9kIN1XDZ7qm46r0culkN84P/FL5rvG0zxolOf9DAQBoQBYUAYEAaEgbEYEGlfEWlnUgqC6SX7gGDCB/WUD2wpX9h8nPfN1aE3iTJyDq2zX1fZbDjQBvebY9nOPl7frsfbl8ZeEPLXTVQYEAaEAWFAGBAGpogBkfaxpD3z04JMLEE+QVC9ZKIJX+jYFzpItuXK7IuySd8ObCk9cnNcn5/Pl/KHj5fcnrehPjyf9rRP8UajPukBKAwIA8KAMCAMXA0DIu2jSXv7F0qYWDIBBdGEND8u+zpsXiL/GIkciPH1Pj3bU7GmS+ktLqeHzdu5zmX0AXFcz5X16zFXuyHohqrxEwaEAWFAGBAGpokBkfYlSHv5H/k0+6ZBIEE4czJFPr2v94Gd9Skd21E2Pz5M7w/OxTbEsc6XU7HQQSImlw9+XiIOEnbUk1K/067fpR9xPeuhNM2HkuZF8yIMCAPCQBoDIu0jHvIxUYy3YcS29GpzirimyOgQHfukyqyzvqXqrLMyH/58UvVUPPshH+tQTtlYh/IQWeaM97KjHV346Qtf46JxEQaEAWFAGBAGtgsDIu1Lk/b2qjWIouR0xkY3pO26IWm+NF/CgDAgDAgDwkAaAyLtI0i7QJQGkcZF4yIMCAPCgDAgDAgDwsB6MSDSLtKufdDCgDAgDAgDwoAwIAwIAxPHgEj7xCdIb63rfWvV+Gp8hQFhQBgQBoQBYWAbMCDSLtKuN2thQBgQBoQBYUAYEAaEgYljQKR94hO0DW9+6qNWKIQBYUAYEAaEAWFAGFgvBkTaRdr1Zi0MCAPCgDAgDAgDwoAwMHEMiLRPfIL01rret1aNr8ZXGBAGhAFhQBgQBrYBAyLtIu16sxYGhAFhQBgQBoQBYUAYmDgGRNonPkHb8OanPmqFQhgQBoQBYUAYEAaEgfViQKRdpF1v1sKAMCAMCAPCwKQwoP9ZfDr/s7jmYjNzkXoBEmnXjXpSN+oUSKVb75u7xlfjKwwIA1PDwFWI4tHeUUjF5/Qp33Xp+vqQs+f01k/YTKaO3LkgLmdnPfv6NtjPyuwLG3SQ0LNM2UyX0ufa4Xxc5hzICcl+ubwc7/1zMSk/6Hw+Xze/1DUp0i7SngRGCizSTefBfnG4FxZPhvbnfXhwK4T9h+9XOtfj+jC0r/LTdZbHwOuvDsPszuPwWvftlV7Lq8PcaVjsHYWL1Pw8OQrhME1EUu2D3IyRIGFDpOXN+XW1mYthfVc82u3ysVywowwJPUu2cdl8fN3HmZ0PtiPe5+A6lxHbp2O7lXFwvNfBxpLzsJ7LqTwcx2WL83XkyunHxiBPTqI9k6nrYmOk/fmjgzCbzcLs7lk4Pz9vHbAfn7VtKX/WPXv2LHmyqQGQLv+A3NWxeXp/VmLP8DebhcOvXvfixWLuPU2N1dNwr8pT4Hl2GB6/Sfm1dfmcbV+ei/cP9zMPv4twtBfCXnEswoOXyLN60p7vA9ok+fRePd5DxprPVeV5mL95HA4TRHUZHK9lPK1/yevIro174akjcAXx5mvm/tPe6w/9Hk/a031AvrZ8HR7fSd8fyn7T9Z2Zl3ZOuhbcWIz2rca6vNdYP9vj286ZH4Ol56Lr3I2c33oQ3ifOtXjRf/hm0HwzeRlbBiHycSk961A2yQfngQ90fXXz41y5MvJ5mfJP+bAOfYJkG8re5us5P9OzL5e9DTmgN18csPl4+MLOErFDJOL68rM9lZfzsD2nZx+U4cvSbF11s7Wv5XnYCGk/uzsLB4+eh4KYp0j7i5NwMDsOx3dnQaR9hTf8xE00BYpd10VkuXgI0oM4M0ZRTOQTPxDHkIp8zo45f/kgu5L15uFi5avpSSx09CHpX42XjY1Ie8fcRrgivwxBivAzEMdd87Oszeb13tOn4V7rxSK+NpA/xoH55F6IaQxyY9OrT/cBfWlLI+3p+0HR7zuE4cy8tHOu4jyqHK5Nw8Cs96UnPwZLz4Xrhz/nPDm3lfj9cFkvKOTHhgnN0PIQItTlwzaUIdGHsXWL8zHIBZmzs57LHGd6HNCbTPnD7m2+Dj/k4fzeN2eDH+yoc27kH6Jbxgf50QfUOVefLRfDOVDOnSPb0R5LtOF1/rqy+kZIO1bF06T9eTi5XZJ1I/ci7fmbWmpCpesfr4jszMuVtWYVvSQRWMmCnmPsQTerV9TdA7EgT+Xql/nd+6pchSzy4eFKK89oZ9iK2TzYCvcis1J1ehjCkd8y82RRrbz77THlqny9ZeblZdjfS8QnSFGqD8WY4PyKGDcu83mICUI1T24sMN7lGDeriAU5aZHC1FzHK6V4SYjbjolZaXvc/MWkasfaRHxxXUVEJW4H/e6+/uKYCBMVDoGHMl/Cn1a0GZNzh+NivOrV7GYc5zbe9x/TarKz1TENkS7auV/+teTwq2qc6rmwPloOkw3ZjduvVq4rfMRzMQ/mW49zhAfq25yuy7rtcv6f3j8Mj79q/zWnqw/5eYrPg/3Kfj+tztf9BSTqdzN2Rcz9e8VfIppxb86L+1iPQeKaq/sRYXAeivmk8bD2gKFmGxFfixWmqpj8XJQvYY/rv0pibqt4wom11+q7vdhnVttT94/6/OjcQXS+vvNxONo7Dl+cDvsyIIgTJPJw3ZetjsP7s2+KXCGOJXJA+hzQQ8K+bA7Ep/JBZxL5UWbpy1bP6WDzEvl9f7rycAzivA56bs/rfB2+OT3sLL2v1b3O/KGDfYj07SAH5/Pl1HUxOdLORF6kPUVKpEsBeYzOHpQ1ySKS7YkP56xjiodz89CdF2SiqRcPTSInDRm3BycefCAb1A96WHG7cflNuLzVXqWyFfZySwy2xoSwd3gR/WktvQpvxH0RTufzkCT8yT6l++DHoSSH8bYHTxDic7MxYXJBJN8TlWS/mjFtEYjWC0NMzEqi08xhPdeuXe5/7VP0pT237XMrz6deFY1wVxLXGpPFOBBWXD+QO+qDywefQhZEvZqLAr9Nbj6nKIbmwtopCGAdS/Nk7RLe47EnP5qzuE0aO38O1h4R0qJ/ibGo+2dt+Bx0HvH55e6jbVKKc0K/TRZzlehL2UZz3uZb3AOKftn13mAP+cqYst0GA5n+uTbt3NE/T+Cb8236U4wVvVzHfaC5KMatyV2cB8Xltmw1bXasqHdsn2ni5/XWgbGk3RMfkCUmSdB5X/ZBGRIxY+u+DeRhmctp+tyRiocvt8k6jmEfX2Y/xJuEH+ug9zFcT8XBzvEoQyIOvpBs79Ih3vwRgzLLXA7EIM8QP/bleB+L9lN66Ph6QHlapL3aFnNW7XEXac/cuOkBiImUHD5WxYOrXilqCEzXg6iJachdOeb2oKM9sEQy4gdi87DGXFnO3od0NNc5wlyeexfxTpP2eZhjJd6RfPSxLfN94PPhMnLE41HNV0Vm6tXBaI8uCBTNUU3MmjFvxrAhJ2gTMm47novYxjhiPy67OS/mv+mj5UudT6EH8SnOG1jqzpfDZYNJG4umfTvnuA+0hYIJfIQtEN5mXPHCWc9lHduMczR2jlD6lzCei2Z86Bqo82MOmnYQmxqLun/F+fgYX0funOR5jn2ac622AvH5ZnBcx9S+yG+Sx7osN1iO247On+83wNPcv/hxvI1B1Rb5p3DStO/Gzc9NfT7cDpfz94l5xyp8fZ62kDBwZZ39mAihnJOI83bWW9ns0C1TR4xvx9eHtOH7ghjkQh1tcp3L3h91lvA3HcqQrOOy2VN103l9Vy725TLyex30yMmyz5ftVvZHKpePgQ9iUTfZ5ct2+EGaja8HlCdF2vHlU76hF+XUvvfEl1ex7UZfROWbp8oAO2T8kKfx6XgQFTHFVpeYHOWIibVVP7ALMoGHddNeth+eTNX1jgdhz2p5F2nfP1yE/RWQ9oJQFaQgtb/Zj4eNQ0lc6pXC1qqo2e+Fe7b9YdCXex3RqMfNtx3PRTxPzfwUeHl6r1zJNGzUhCffDjCWlEZ8QJ6ifdw9+TK4zOLH/JnEM+HiMo1P11zU7dSx6G85f3xO8csD/OIxzY53nR/+ifjEWNT9K87Hx/g6cudkjA2eR+53sSXnKb4gXI5DCsd1TN1v5IfM9SOjr/O07fE4sL0cg8f2MkmLCnZudf8iLFisGzc/Nx39KMfs6r8iw8RnmTKTHyZHPhf7pcqsQx7TdR1dbXgbcrI+1WbOD/1APOosvQ31XM6UnfvUVU61y+1wLPQ+hn1SZa/jeLYhP8uhZe/HdbTBEmXzY19fTtVZx3n4/oPypEg7SDdkaqXddLPZccBqPHxZirTzDVtlgB2y++FGK3/0IKtj7GHFhMg/3CgmfiC2H9KWs3nQD5unrv2go1fai33szfaYen87nQPGjGW+D3aO98JTEF2XJx4PO1/zb8bb7Fjdtfbq8SnGHKvSXeNU5kuNaZG7It1lO82LQLtf3Eb5AvIUWyKqc6r75s6Rx8mXawwlYjrzZc4/my/yL8ek3pbjyVfdl/xc1O3UsRWhs3YcCax9i7zm14wzxiM73lG/S0LpSeZyK+3tPqAvbWnjkPaP+v3mcbhne9WL88+PXR1Tj1WT32z1vNTzwNhLlOs8bVuRz81HeX4NAfc+df9a7TcxRY567qt23Vy1xrFjNT1//4jPyYiMHeX2mI/DZ4+G7WkHAWLygzIkcsMXdbOzD5fZB2Ufn6rndJzDl7ndVJl1ufzeJ9UGfLxkX7PBDj3qkNB3yVQe8+ccKEN6O/KzvUuHeO+POmQuh7fn/KDPtQe75fMH2xAPXeu62tQXUVMr6qkvnIq0xzex1ARKN36MYmLh4ouHUfNna/y5OIqxB1i9UuoebvTwix+IzcO6nrOorSGkdB6KPy1nfgc5RdpT+93LL6uWX0RtvrjqvphK51H3F7qOX48pSIEjaqWuGdNm7Kov0lWrz+WXHMtxKGKIgJQ5hoyRzUfTVkPgSV98EbMhZpa78XN4qF4e+GWiHA/KZ+1RX1vjhXGrcMMr08BXubLZ9NvnM/whDn2NMIk2Ktn4V1/SxF8JPPniOOofz0XdTh1bYv7/TJHO2qccx2ju6aUJ5+DHKvLnrVLRtVKNRZWv7l9xLmXf+Gcmo5wYBz7vqFwScIy1SfQ1xknlh3nPjF0dY/0vfPk+4NsagO86TxunNpbNvDMm4zEpfZrrDOcXz0Uck/qOCrflc6z012PuHxdE5+M7X7e2aYDcQIIQefID8gXp/RGXssMXss+nz448XRI5INnXdF6POmwpyTl8Gf5D9eaHNn0MbN7O9VwZucbYUzGs41zQm0zpvc7XEc96K/MBH0j29e122cw3vibLa36jK+28Or7Kslba0zf0FACk276xspWqMf9JyTrmeAp9WMd5rS8nk7UScwWZ7CWR24fP9Y2hxmIrxrbji6Z5Mt+eW5Ce09MvwvHeuJV2Jkd9xKhpJyZyiIOE31XryJOTyA+Z82N9yjel4xgrm0+fX8oOHSTyWt3r0E5Kso5zoJyyj9H1+fq+ov8suS8o+zjoIYfE+xyoQ1qu1PUu0h6tsrRvHKlBk07jtGkMFA8///OO14zlKfRh0/Mwpv1oxXfo6vw1z+mY85Gv7oNtDFx9LztyGmkpt8YcheP7y22NYQIEQmWyT+/tqENyLpTNhoN1KA+RPj/ypSTywYY6pM9levhCwrdLcp5UXEqHfCkb66wMX5O+3qdDrpREXs4JP9iQHz6QsKfqOZ3pcSDeS29HLkj4o45rgaVIux6Kybc5BonKejgLA8KAMCAMXCcGQGAkh7+waKx2a6xS15tIu0i7SLswIAwIA8KAMCAMCAPCwMQxINI+8QlKvWlJpxUvYUAYEAaEAWFAGBAGbhYGRNpF2vVmLQwIA8KAMCAMCAPCgDAwcQyItE98gvQWfbPeojXfmm9hQBgQBoQBYUAYSGFApF2kXW/WwoAwIAwIA8KAMCAMCAMTx4BI+8QnKPWmJZ3ewIUBYUAYEAaEAWFAGLhZGBBpF2nXm7UwIAwIA8KAMCAMCAPCwMQxINI+8QnSW/TNeovWfGu+hQFhQBgQBoQBYSCFAZF2kXa9WQsDwoAwIAwIA8KAMCAMTBwDIu0Tn6DUm5Z0egMXBoQBYUAYEAaEAWHgZmFApF2kXW/WwoAwIAwIA8KAMCAMCAMTx4BI+8QnaDvfot+Ey1v74fLlzXoD3s650hxp3oQBYUAYEAaEgW3AwMZI+/NHB2E2m4XZ3bNwfn5eH7XebAk7++bKz54909vipl9GXj4Ii72jcLHpfqh9XQvCgDAgDAgDwoAwsAMY2AhpP7s7CwePnoeCoCdIu9lyhHyIXqR9Gm/M7x/uh3B4qhvFDtwotmEFQn2cxnWvedA8CAPCgDCwHgxshLSDeIu0r2dSp3OxnGq1XYRdL23CgDAgDAgDwoAwsAIMTJK0F9tiiu0xB+HkRbN1BmS/T2qlfSovA7a3fS8snkylP+rHdF7oNBeaC2FAGBAGhAFhYAwGJkfaI0J+dhxms+NwRnveI3tGL9I+nYvg4lCkfcwFKd/pYFdzobkQBoQBYUAYmBIGpk3az8/CsUj7Fv9JSb8iM6WLXX3Rw0cYEAaEAWFAGNheDEyatBd73m+fhOe0om5fYu1bfddK+1QAqT3tujlOBYvqh7AoDAgDwoAwsN0Y2Ahpb/2s42wWjs/KveslKa9+7tERdtsaI9K+PYDTr8dsz1zpRq65EgaEAWFAGBAGpo2BjZD2IfvSr+KjlfYJgE6/077F25omgJ8VfMteDx/NozAgDAgDwsAuYUCkXeRgDeRSe9l36Sahc9FDTxgQBoQBYUAY2DwGRNpF2tdA2jcPbN1cNAfCgDAgDAgDwoAwsEsYEGkXaRdpFwaEAWFAGBAGhAFhQBiYOAZE2ic+Qbv0hqhz0YqHMCAMCAPCgDAgDAgDy2FApF2kXW/WwoAwIAwIA8KAMCAMCAMTx4BI+8QnSG+jy72Natw0bsKAMCAMCAPCgDCwSxgQaZ/Pw198eqlDYyAMCAPCgDAgDAgDwoAwsHIMrOrFQaRdpH3l4NRLkF4ChQFhQBgQBoQBYUAYKDEg0n5e/g+qqf+Eaex/riRQ6cYiDAgDwoAwIAwIA8KAMLAODIi0i7RrhVx/whMGhAFhQBgQBoQBYWDiGBBpF2nXRTrxi3Qdb+vKqVUgYUAYEAaEAWFguzAg0i7SLtIu0i4MCAPCgDAgDGwAA3/vn/456NAYMAa6XqRE2kXadaPewI2666KUbbtWPjRfmi9hQBhYFgNM1pYphxCypD9lS+nQbs6W0pvOPsvEckyVpiXgY3LMZ2gc+6XK1mZKz7qUD3SQ7G9l1hcV+ge+XVgSaRdp3wrS/ukfQvjzHxbX0NdFeBVC+HILifyX5yG8+r0enl03PNlWiY9F+N3b67ouV9nvXctVzsPvTld/XpO8p/w+hHB+Hc+C5cZz7LMKRG2sBPnzkvPAZjqUU7IwOpIKHfyRA3puB2XvixjYvWR/tuX0q/JJ5TfdkE9fHywHfHyZ6+bDdS53Pae2nrQ/f3QQZrNZmN09C61fgHlxEg7MZsftk/C8g6C3Ys/Pg349ZrmbVhfglrLZTfrtIny6diJdPvw2Q3zLtoureImXBntQDH6Q2XhWn+t5EZoIjlaEn/xDuXzhw9gOno8V9at9bTUvoAU+6o6timivjrT7/tXXe4XV5ppszql9vuvCmZvXEMIQgpwlvKeL4NcOhy0SdJx7lXNYnmacinHP3FsLmyfH3PdMXHte4nvbkLGzHDZ++DTzX/bdbGPvXcgXx7Xn1rfVPp/L4PEan9O45wgI3jIS42MS8akydH3+yGESMX06tnOZ20KZ7Vbu+nhfriOOc7AdZfilJHxy0mJyNtPn7L4t5Ej5s47LKcxBt9Wk/ezuLBw8eh4K4u5Je0HYj8PZSKLO5F2kvbm5AzDXL8ubanxTXE+/kg+ptRGq3Dl0PJhzfbnCAzt+gOX6JD3j3nDSHrdxD2rOt75yg6W4z6sj26vqe9w/wlvxwh7Cn2vy2JzTqtruzxO3WdwnBhDWTtJO8QWZrM+Pzr11vcf98P0u+jUoT9NG9lyS95SyfdyLh7YXEexk3qY/OKc4d9xu6ZPStfPA1/4iZGQ86ksxvt1jiv5E0p+DYdSPu/dpzWXTV5C6ZSWTPU8mYYP09lQd/eCYLh1sLDmWy+xj5ZytSw8b+X9PIwAAIABJREFUJHL6+lXyW67UJ9WW+aEtxMCPJWzsn7KbLsKbw85Wk3YQ7BRpN0J/fJb/DXbEdkmR9ubG0gWitdpSN0S62eJCaFZHqpu5rTxXn8bWdT4lkcEDic+peKhWuWKyVsagHZPFSpfdsOmhbA+gOq66mSOm1tcX5viHSJS/ytN6OLk+2fnl4tC3+nw+rc6zfjCVfWz3PTW+pS9yYi7itnnsqzLNX9lONa+0BSCVw7fD89gut+evfvi6earnFQ2QLDFT5sL5tdqqVoyLMMJG4cc2YMjmMaO38371B1qtrefFxr99Ttb3eKyq3NSPNMZzcxH3LcJBNW684mu5s+NS4bXVP1wP1fVvOTDO9fY1N0d1Pwqsh/DqbTlJv6uwVPeBx5XGoDVn6MOn7pr058j5aP74vO387FOcQ9E/+suhxVf9KM6zhf141bnMlCCKvp91/1PXZaWrxtefe3I+nK/11T481z6P4bGeL+tPNVb1XCT7WOEO13o13vX8VjHJPibzNedvfY7zuP71xJfnV8bgHNo5y/ZMD5/2uDR9AnF79N9CCPOL8PHAL6bWOKCC5bIPcqJMLlER/qzkWK/nOso+B+IhzQ9lL5EjJdkXdq/jupXtwzrEpST7oezjoTfJNs7HPt6PbRzP+lS5Cy87Stqfh5PbB+Hk0XG5NWZWrsh3EfSUTaS9ubF0gWidtvSNzxOk8ibKD/X6xlw9IP+Hvpuxf5AmHwxxu/HNmm7+Llf+4eIeTkWblKevz5W/rSKV507zNaAP+X5VeaKHdNPX3ri63/F4MU7iHE3umnTWRLQZj3xMSWqaByTjgcak7leps3yepJcEpGmz6LONA5G7uB+UvyIkdnOOiExiLtLtUi6L4TzUh6LftS0+1xwmW32m/LGN56ws1331BCz1MlBta/BzEY2HmwcbY5xT/TDEeAODvwfZcnNT5yIMVef26vdN/+tz7JqLOhfNQ6GL2yz6CnzSODK+rVzfuypc1GPg+sBzZuUaa63ccT98e7h2mrH35zG0TmNJY1KPYfViaPfYiJCTb903Otdi3N4uwu96ySzlrcbOXrzqezraoWuibg+2jOSxLmPKtmrchWFEG2NtcbnxjnCS6Y/1AaRtLGlHnPUBZZNcRxnS27nOPqznMvtw2Xy8n9lTH/heVVruq+bw8an+si7ln9KlYryO6ygjVxeed5S0n4XjaJ+71Q/CyYtxK+8i7UNv8uvzqx980U2PbuqVvvFr27ougNpGD5dal1i1tIurvEn7dqjucjUPOxun0g8XqcmYcFOe6JxzY5x+wOKhgheZFLGP+1XmLx403DmQE+tLRSJqUoH+QV/F1Q8xNw7NuPqVXz4HLrtz5nxcTowpj2tBhHBOIIMgiji/6hwKYlURBYQU0sW1CATGwiTiq9ytMbWEZEvmshzoW5G7wUU8bzxejU851k09jmnm8ssejKdwk5/Har6471zmMXLlVv9gr+PL87T+NkSxLPM8FXivsdGMDfKbbH2icXaYo7Gv4wZigXFXE3bLV2GtzkftN/cx6wefa6re7msc37bz3OXLzbixD8YQW03a/Uu0V83Fl/SC3N/H6rxt7quxRtvcn2IcaS4iG/DjpLUdX29+jPkcYnw1ceX4lPXSp7FRfI1d0rn+WJ9B1JaVhiOO5TrKLK1sH8SgDOn1VocNknXwT+ngDwlfqw/9IGaMHJrb/Divr3fZvC+3yXEoe3/Ts47LXVjeUdJerbQTSV9mu4xIe/fNpgtYq7Klb/DtG23j17YN6kv9oOdzTj+8yny+Haq7XPzAsX42ZCyVn/IkbvDtc0nlqM4Bq5PWHyIGyMH9KnTmxy8R/qFT5LFtB/Sn/a4+unFAuybjtvkcuMxzUZZt/IyYWXz9ctAiN+04brsu2/nRp87nz9udY9z3XFvlPKKvyYd6axwoV6sPDS7i9nm8Gp/yHJt6HMPbYzie2i/OuctW+rbyUpwRVcxXPeZuLKFP56n6WWHXfGz1HKQ9ey3VuGv6j/yQaHeYbNr0/l35rH/YxlS+PFfjW/fPjzetzlfjiHMt2833A/a+lyzf/3S9GbfIXl0v9XVi51H/xad9LuiTnYO/59U5kngo2wdhtzw2lq1rqHWN5PrQ6Nt5+sa0ia3Hwtrle2BmHLqwUedakrTTbStZ9EQRTkwUTZeqcyzivC/HwT+lS8WxP5fhyzouc19yZfb35b785t/3QU7vBz1ysIQN7UN6H9YzPnx5R0n7ecCXVMttL+2VdrPPZt1fVBVpT9ywkjfZNfolb8zlTb2+8Vc3zfLBuMRNuHpAph54duNtHjh8nnEfCgKBBxjfxKsyHjjRQ6N6CEYP9CUIaP7hsCgItq1y1WNF89eK435jBbYm++W4goSmx4THx8plTK5t5CjGuH5ZyBAG9Lt6EbG54tXLaFzh2yMtJtU39Duel+bc8phofLCaWuSIxpV8rH8VBvhcipu0iynaTK468njlMRnPdTwv+fPh3K7f1djGeRsf0xcEm8lNx3zk8hTjwxi0Oauus2jO+VqysSvabfpf53fj6h+I6XrHPSU3f7w9pmqzxlPdv2a80G6MSd9uWa/ztMbT+7fzo50+WY9X1Eac3/qKa7grX3ROHePFOaL2/fj1YI/z+HKEmSJPfE7eP1n3GLJzSuA8Ou9oHON5AakrtseEy/Bo4J52xDHZyxFB9uEy++f0OR/vz365so/hupX9x/LgMBvKKZmys87nZhvypXRDbPAxiQ/rcnq0B4mYJO4qDG01aa9/7hE/6zjjL5/aanv1c4+RvtwiI9Ie3zi6QLJZW+ZBVd04cYE05GuJmzA9BNoPofLBj3ZM1gSregCZzkg5yISNV/FAq4Ki/Zjc7/OGVIAocjupB0FyLvxDhB4Q6EfdZ2wLiRpqyCv8zVx8ga8gTGU/8eJhfTXS3B6rBKb4fOutReZXjlfRDTcOqZen5ryruJrIoU3KZ0kTD9EmRxVD84fhqHHkbM25u77Ty0axoohE0bm292zX7STmA3NlxIU/rG/6wxhqXgIsjlelfS5uv55Paqxsy+UmXPl8ZXuYi2YLSNNPslEezEkrH+bP5oHmGvgs+sfYYgyZPkfaE+Mdj0Wqn/G1jT5D+r5jnqyvde4KT0W97l+7rSgm8QIftUXjYn0pbE6HPo6W1djiXOp4vi4wR4n5rP0LW3xt5l86eDyqe0yFyXoc67bKnMNyxfdjwLyMjfvWwnHdHvetfT23xik3fol8IGofv14UXXv5fzVEFbactICczfSwQ7IOcbBBej3qPtb7sz1n83quc5nbRHkZO8dwGTm9NJ+uT86f9RaPOsrICT1L+LAuvn5i7G01aU99eXSVOq20x2DpAtJabfagGPyAuEqfywdF+wExJGf3g32t47PqB3biwbLu/l9//jYhXSnpuRFjOOS6kM+1YHsESRzanylfD/ZyM/SFcOj5rs5v3HOkJmv/7iL8aeRKe4rw1fkcaQdxZGm+yAGJ+GXrPg75vISfl94PdfPr+8DXpH1Skn18GTFez3lQTvlC5yVifN6Un/l0YVGkveN33EXap/PAtQfI9dyklyXfy8atbozjVbrV5e26gWyzrSAldtfE51peDDUv24yZafa9/QK6qn5O8p7i/vqyqnNdVZ6xzyojaeXWmEX49t+tZpUdtzSTnihyne25svmzDfGs4zL8i6DEP7AjD+oJ10IFP6ugnJJs5/KY/EWDPf/k2s61CX+2ownYuI9W7sKiSLtIeydAusAjmwiYMCAMCAPCgDCwPAaYuKk8/KVll8eq63oSaRdpF2nXVgZhQBgQBoQBYUAYEAYmjgGRdpF2XaQTv0i73rplW36FS2OnsRMGhAFhQBjYJgyItIu0i7SLtAsDwoAwIAwIA8KAMDBxDIi0i7TrIp34RbpNqwDqq1athAFhQBgQBoSB9WBApF2kXaRdpF0YEAaEAWFAGBAGVoKBVRFL5ZmHdY3Bn/70p2DHkydPomMPP20D+d1334VV/pb6OnPpJx/X86aoN3CNqzAgDAgDwoAwsJsYWBfRVN7VkXiR9vl8JW+ouont5k1M86p5FQaEAWFAGLgJGBC5Xh25XtdYirSLtOulRX9aFQaEAWFAGBAGbjgG1kU0lXd1LwMi7SLtulHf8Bv1TVhB0jlqpVQYEAaEgW4MiFyvjlyvayxF2kXaRdpF2oUBYUAYWAEGdvl/e9S57c7/+pl7eVkX0VTe1b0MiLSLtOthvYKHde4meFP19gV2f+74Ujv0KR+z5fQ5W5d/X1uws+R8RWfoH/azMvvCBh0k9H3+7MdlzmNl/rDfMmXLxXFc5zJ8uG1fho/JMR+Oy5WRL2efiv6qxNbOEzlwzixhu4rkNvrypHxTur48fXaf09ctfsinr50+e6pdtJ2KTfmndENjU37QDc07xD93vYhcr45cr2ssRdpF2qOHdu5inr5+EV6FEL7cKAFfXR8+/UMI4e0ifLrR8+n+U6rHhD1U8IENdZPQsWQ9ypDsZ+Wxeo4vgt0/bEd+3wbXuYzYPh3buYx4tMt1lM3fPqh7X7aVnsP+RT4fz/nZBn+2sy6lz8Xn4rjnyOd1Ppb9UrbhukX43dsQfneawvu4axqEaVlp54xYLpvO16ErDIl/kIdlwq1WsR/KZrQypC+zX52op8A5elwLM7eBckqac0o/Vufz+DrnS9lyOtMP+XB+lC3OypDQ5yT8IL1f7tpYF9FU3tW9DGyMtD9/dBBms1mY3T2jn5I8C8emi46DcPLinHz6y/rJx9TDZ5d15UP31e9XcI6ni/DnpcjyCvvw6WW4FtJu5xqMrJR9//MfFhVBHEdU8ACwBwTKkCkdbF6ar//Ax+utnrNBD8m+pvP1nJ/39XG+znmKRqp/kId1HNulR05IHwd9TrI/+/g24Qc9+3IZ9pT0fqh3+ZoNfiZRz0n2hT98vc3X62uqxj3dLypd8qX/98NfoD05Glu3c0GMlf0HtmWk5bI4SOTw9ZSefbgM35zs8mUbly2Xr+d03G4qhu2rLnN7RYcz/+Ta5ficj+m9n6/7WG/3dfP31wbqIterI9frGsuNkPazu7Nw8Oh5KIh7RNo9ITcSfxzOOv4jpdTvvYu008Noi1ZqceMYK4uH8TkI5xXPfUnSvtI+XNec1UTFk/bypWHsS5A9HPzcpXTex+rsx2X4eh3qkH1+OTv0JvmDesrubeiDj/exqTpiYeO6z8c29MHrkAeyzw4/SO/fVx8S15UjZ4PeS7QHaXb7oN4l62s0Rdrxopy5j3x5HkLzUpu/x3gCNbRenUZLcLwZuX6VMjeUy8Ptsb8v5+JNzzm6/IbY+nL12fvaKDrb8w9ycFtcNruvc0xh7PgHvpBdueDDcqh/7jrJEc23R0fh7/74x7X9h0G5dqVvv0RshLSDaPeRdrMbuYf/UCnSnn+o5C7W7dWXhNP/adse0K/+UK4kF/fI6GFcriTj3lmS0zIPdJBDHtR/8en4Plj/LLdt6Sk+9ep+SlfOZ9852Z/48RnU75q0XwYjJRFJz7y8dPUBbUMaplIfr/fYs5g+HfLm/NiOfJBoPxfr9ak68nNO+A3RIR4xkBzLZdjHyL549AESuVGHhN5k18f7oZ6KYZvPi3pKIg4SuVHvkobdUNwHcn9Jyukvw19krgffXkOgfggvQwh/ev12FNG280EOnBvLLhv7cRkxJvEZo7MY78/1XNnHpfzQny6JuC4f2OB7FWm5ON7XzcYf9oXN61J6n5fryI841CFZ78uom+SDYz1uUc+R5Pc//nF49/Ofh/n334u4z9tEOjdu69BPmLQvt8puxF6k/QaR9szDtHhA13vcy4dxSexLgt0QVLYNfzjjJlfIgX0wUo124/4NI81xTNzvoSuBUb97VvRbRB6rkclxTa+W24MCbXLZ6/BASUnz9bFcz5XRho9nf+9jNvsgpqrWgv3hk9LVAZSL/dCGz+H1yAM/1CE5J5fZbmW2ocx6LsN+FTk0H/wg0SbqXsIOaXb7oH416e8NfB+Nr7dcOw1Jujppb3LF5Cunt3Hosnl7qs46LnPenN77wA/S27luZfhBeruvD/XzcX11n9fXOZ5tVvafnK/p7dNlZ9syZZ+fc+TwmyOZ7/b3gxF3O+affy7ivkHiPlnS3rcK37XqLtLOD5sdL3cQ5ma1mVfCy4cv712NyGkmX+4mV+gzMUaymz6UW05Q97ZW/kTOOKb7nFr5egh60t/6EP2FIj4H/xcGe0ggD8qQpuey9/N171sEu38Qw7lzcfB1KYoq21CG5HxcNnuqXihpHDgPbJCwcS7OyWX4so7LsI/NZTnw4VjOBz38+iT8IXP+sLO0Mtctluuwr0tG94LomuHrLX9PZWK0TBljZbG5Ty6v+edsKX2ff86e06MN2CFNz2X2Kww9/8Dfy1TOlM8QP47z/r4O35wedi/Nv+/DMd7XbP7T5d/lm7t+sqT9o49q0l6suv/lX2q7zIaI+0RJu62yj/8CKoi8SHv+oZK7WLdWnyC3di5jCG70oM7k6xyfTEzch3I1fatIe2LbT3xOMZHxDwkbM/tg7Lic08EHss/P2xFn0j6wmxxaZ7+ucpGw+ifVTi62qy+pmJQulcPrOM7bfB2+kN5udX+wb87GPqkydCbx4bZNx3XfzmrrMZ7j3O2X/dhejg+TqDFlnLtJH5fSwYdtuTL7mk/XB74m7QM5NgZxqXw5HbcHH+hS9VSf4AcJH9RzEn5DpOXwn5TOfIa01+UDG3JBoj3Y+yTHmW8Ku6YbStoL4r6/H+bffpuNyeWS/mrbayZJ2rtW2e1LrLOeL6eKtLcfsLmLdPv16QdtnlyW/timUuxVLX5BpRozI+D19o+h4zisD7Z/HXvv4/4l2km8CMQx3GZZxgvBSufUfjmDVtvzfYhJsT0krB+Qvow+5uzQe5mKg66rDZ8HdR/r9ahDsn+ubL72YXtfHb7sVyTJ5GE/i8UHeaDjutchBpLtpvOxbEcZsZCIQTwk/Lvs7IM4SLYhB3Tsw7bx5Q5inrgeU/kb8lRujwn/7YcscWt8m+0vdi7Qo2wSH9ggTZ8qm45t8GG5rD0VVzRGfcm172O5jjJkKkeXjc+NyxzD+lzZ+/v6VeOQz0ufF3bTowzJOh/n6xwDWwq7pssR6ndupR1bZUy+/Zf/MhuXyyf98sR9I6S9IOXRzzrOwvEZfjmme5VdpD1B8BKrYLmLchf1RiSZWNo5dpFLEPXiThiafeYYG1t5x2coEc71AXlM1i8Krf7RnFYvDRyHc+s8p09LwoG4of3GOeclvxx0j6u17fOwjsvwgw4SepP4oOxtXEc5lQc2k/iwrksPm/dHPZWP+4AyJMehzBJ+Ju3DNpRzetgh+/zYjrJJ++RydNkQY5L9uJ7TIxZ2llyGH6TZ7IP6VWTqGkY+uycMuaZAiv7eP30bvp1bzy7DI/eFwManIevQWYQvsw42k17v630+7M9ltJHSpXLC38tcPPzMbh/OmatzTKoMnZfI5/W5eso/pUO82exjdUi2oQzJPrky+xZJq39MPzSGc6DMErj2Mkemu0h7ser+j/+xtstc03aZjZB2bGNZl9RKO5HAG0HoS2LJpNjfjNZfb/chJtnbOyddZIbH1R4oy9R9HOdAuXhauX9gY5nLhVD29eVULHSQiMnlg19KIgYSuVgiznRchg90kNCnZJ8P21GGRD6uo+wlfFnCx3Rc9vWcDfqc5LZWUu76C9uSv9P+8etFWNVKOxMuK9tnrM7HjK2jPR8HvZddfrBB+ljU2Y6yl/BdhURuzpXTeb3V/Qd5oEfdpH18nXWpMnQm7cPxXK7MWXvumsmR9reffBLtaeeVdpR/+OlPw/ybb7TqvmbyLtKu/xE1Ilq5i3n6+o4/bV/bi0vch10h7UPm3h4S7OfrZmMdl2ErHBL/wN6VH2HwQR0S+i5pvrCn4lK6of6c22JS9ZRuaH74sfT52GZl2ItC4txZD1/kgC0lkTtlS+nYH+VUO9CtXsZ/TYrzx9d0bGu/iJfEqdoaM78IH49cZbfxsRws/ZgxOUMZPqh7iXzQ5/zZj8uIM5nTs89Qv65cRUNuPNAGbCkJn7Ey15ec3uf3fr7e5+/tqXpfTh9j/vbx+hyOs6T9t7/tJe0g70bwc3mkX35bDMZOpF2kvSYquQtZ+vbDWWOiMREGhAGPAU+OVG9vAdKYbH5MPG5RBzH08u0I0l5sl7HfdH/9WuR9DavuIu0i7SLt17YSL5KDh4OksCAMCAPCwLQw4Mk66mNJuxF32y7z9ssvRdxXTNxF2kXaRdpF2oUBYUAYEAaEgRuOAZB0L5ci7R98oD3uKybsNi8i7SLtulHf8Bu1Vrumtdql+dB8CAPCwCYw4Ml6Xf+P/3HwnvZie8w/+Sf6NZk1EHaR9mpQN3FxqE3dlIUBYUAYEAaEAWFgKhioSbonnCNJu/7Tpat/4TQ3Fzu90h7Cb8OQ40d/81+DjvWPwZC5kM8wzGqcNE7CgDAgDAgD14GBy++ORq20v/9f/sEg7nUdfd+1NkTaw29F2K/ppWXXLh6djx6YwoAwIAwIA7uOgdGk/cc/Dpf/+UjEfeDC8Rj8iLSLtF/bS8sYYMpXD0JhQBgQBoQBYWDzGFi8+N/GrbT/+MdBq+3rmTeRdpF2kfY1vA3rQbOeG5bGVeMqDAgDwsD1YwD/edL7jz4sVtHf/9U/7CXyl1//pVbbV8wvRNpF2kXaV3xR6YFy/Q8UjbnGXBgQBoSB9WEAZB1jvPgvn4QfPvj7ncT9h3/wU5H2FfMLkXaRdpH2FV9UuKlJru8BorHV2AoDwoAwsFkMXPzvv+wk7bY6r9X21c6RSLtIu0i7SLtWQ4QBYUAYEAaEgdEY+OHDDzqJu1bbRdrD+fl55/Hs2bPiv84d+haun3tc9c89/n/hd28X4XdP4rxD50N+q73INZ4aT2FAGBAGhIF1YMB+Jabe725fQE0cWm1fHfY2ttL+8tG/Cj+a/Tb86O53MQF/8e/DR6avjo8evYztPYTdCL1Ie0yWN/JS8uSH8OdwEb6in5Ncxw1DOVd3M9BYaiyFAWFAGBAGxmLg/T/7eZKsg8BrtX11mNoIaf8Pd38bjIwXxD0i7S/Dv7792/AvzrCS/l34F7N/G/7DAKLOq+8i7RMg7X/zX8Nf/7+LEP77vN5+M/ZGIP/VXegaS42lMCAMCAPCwDowsPjTce+XUrXavhrsbYS0g2C3Sft5MEJfr76f/dvwo9v/PrwUaa+J70ZWzWm1fFz78/CKVtvXcbNQztXcCDSOGkdhQBgQBoSBZTFw8W/+1+7V9p/+j8HI/bL5FVdic3Kk3Qh9duvMQPKulfZprLT/6G9sb3sIr/7vsj+66PRAEAaEAWFAGBAGdhMDP/z8f+ok7vZrM5r7q8395Eh7Qdir1fVi1V0r7Vu6yl4S9a/+u0i7blJXu0lp/DR+woAwIAxMHwOL/+efd5L2H7TafuWXlomRdtvD/q/Cv36BPe1+jzv03VIr7VNaaW9+RUY33enfdDVHmiNhQBgQBoSBZTFw8Tf/qJO4a7X9atiaGGn3JN2T+GrPe8+XU0Xap0Latad92Ruf4q52Y9P4afyEAWFAGLh+DPR9KVWr7Vebk42Q9nrPOv20Y/2LMe4nH2t9tZ+92DIj0r4VW2b06zFXuzj1wNH4CQPCgDAgDGwbBuyXYvBzjymp1fblMb0R0o5fj1mX1Er7BFba9TvtV967tm03avV3+Ruxxk5jJwwIA7uEgff/84dZ4q7V9uWxLtIefrsVq9bjfmpx06Rd/yPqLt18dS7L32A1dho7YUAYuIkYWPyXT7Kk3Vbftdq+3HUh0i7Sfm0vLTfxxqVzXu7GpHHTuAkDwoAwsN0YMGKe2h4DnRF7zfG4ORZpF2kXaQ/jLhrdZDRewoAwIAwIA8JANwaKL6V++EGeuP+zn4u0j+QfIu0i7SLtIy8a3ai7b9QaH42PMCAMCAPCgGHg8j8f5Un7j38ctNo+Dici7SLtIu0i7VrtEAaEAWFAGBAG1oKB93/1D/PEXavto8ZcpF2kXaRdN+pRNw2toI1bGdF4abyEAWHgJmPAVtN/+ODvZ4m7VtuHXx87Tdrn83nQoTEQBoQBYUAYEAaEAWFgcxh4+5vfZEn721//WlxtIF8VaR84ULrYN3exa+w19sKAMCAMCAPCwHZj4N3PfpYl7vNXr0TcB/BRkfYBg6QbxXbfKDR/mj9hQBgQBoQBYWDDGPj22yxpf/fRRyLtA/ioSPuAQdKFvuELXXOkm5kwIAwIA8KAMLD1GLCtMPiddi/n33679ee3br4o0q6bgC4SYUAYEAaEAWFAGBAG1o6Bv/vjH8MPH6R/u12r7f0LpCLtukjXfpGu+81T+fsvdI2RxkgYEAaEAWFgEhj4/HOtti/JPUXalxy4SQBffdcLhzAgDAgDwoAwIAxsGQbe/fKXSeKu1fbuF0uR9i0D+vW/LLwJl7f2w+XLbiBdf7/UH425MCAMCAPCgDCwlRj4/vskabd97trbnsf0xkj780cHYTabhdnds3B+fk7HWTg2fXEchJMXbBtWfvbsmd66V/ky8vJBWOwdhYtV5lQuYVQYEAaEAWFAGLixGHj7ySdJ4q7V9omR9rO7s3Dw6HkoiHtE2p+Hk9uzcHxWkfMXJ+Hg9kl4HpH6fuIu0p6f8GXfyN8/3A/h8PTG3lyWHTfFrR6LGlONqTAgDAgD24+Bri+lzr/5Rnwj8UK7sZV2W11vk3ZbZT8OZzVJNxI/frVdpH0dF/OpVtsTF5AeHOvAmnIKV8KAMCAM3AgMfPNNerX9ww9F2hOcY4KknUj62XGYzahek/nu1XaR9nXc7Gxv+15YPFlHbuW8ETfnxA1I5y3sCwPCgDBwszGQ+1Lq2y+/FHF3z82JkfbzcF4Q9WpP+90TrbS7Cdvkze3iUKR9k+Ovtm/2g03zr/kXBoSBncTAq1dabR+ky5WgAAAgAElEQVTI9aZH2qPVdL9dpnuFHV9o1Ur7Om5s+hWZnbxZDrxR6NzXcU0pp3AlDAgDwoBh4O1vfpMk7lptj/ExadKOL6yCjJs03Sza994m8iLt8SSv5qaoPe2rGcd1zI1yam6EAWFAGBAGthcD9qXUd/v7LeL+Tnvboy1CGyHt9c891j/t2PxiDNvsF2aYsIu0b+6C1K/HbG7s9SDS2AsDwoAwIAzsPAa+/bZF2u1327Xa3mB/I6TdE/FV17XS3kzwSi5y/U579Ka7kjHVthSNqTAgDAgDwoAwEGHg3a9+1SLuWm1vOJ1Iuy6Y6IJpE1LtZW+PSXMByaaxEAaEAWFAGBAGVoSBV6/CDx980CLutuddYzwPIu0i7boQhAFhQBgQBoQBYUAYmAYGPv+8Rdp/+OlPg+17v+nEXaRdF+mNvwhu+k1A57+iFSLdS3QvEQaEAWFgJRh497OftYi7Vtu10r4ScIn0iPQIA8KAMCAMCAPCgDCwIgwkvpSq1XaRdpF2rQoIA8KAMCAMCAPCgDAwMQy8/fWvtdru5kTbY9yA6C15RW/JGlc9AIQBYUAYEAaEAWFgSQzYHnb/pdSbvtou0r4kmETuRe6FAWFAGBAGhAFhQBhYHwbsN9rtt9r5uMl720XaRdq1CiAMCAPCgDAgDAgDwsAkMfDul7+MSLutts9fvZpkX9f9AifSrov0RgJ/3ReW8q9v5UVjq7EVBoQBYeAGYeD77yPSXvwvqb/+9Y3kLiLtIu03Evi64d+gG76ucV3jwoAwIAxsNQbefvJJi7jfxNV2kXZdyFt9IYt8i3wLA8KAMCAMCAO7jQH7Uuq7/f2IuNuvy9y0eRdpF2m/caC/aRe5zne3H2aa32Z+T09Pg47tGgPht8GvxqJnLL75JiLttk3mpq22i7SLtIu0CwNbh4GwF+o+cxkPvZTObDk94iC9n6/n/Pr0XXa0AWm+vmx1fyAnJMdAx/Kqds41tfJVCPvR3lGL8Kd0y7bhc/k68o7Vd8UhF6T5+rLV/YGckBwDHcur2KeGIfWnhzhv+Hnpv5R601bbRdo3DMBtukG8f7gfFg/f1GRpm/re7uvTcG82C/eeXs8NarpjdxGO9kI4enI949Ceh+XaZeLpy1xPtddntxjv4+ucFzbIVDz75+y5eNb7WG9DOzm9j4c/S4tNHeyz2vJpWOwdhYvEvXjsdcNEcmw5RTxzOtP7o689n8vXOR42SLNxmX1RTtlZlyv73OyH3N6H9X022C2vP8y2Wiwtdz9RH7Zo3F69utGr7Rsi7c/Dye1ZmM3K4/jsPJyf42DbQTh5Af1w+ezZM90IEg/AK92YnhyFcOtBeL+CvKeHqyKJJfEGjmazw/D4zdCbz3jS/vqrw3D41evx2Frh2L15uAj7D9+P70N23saT9vHzdxEWeyEsnszDxWEI4fCi7v/7h4uwWOJ8mJQywfQYZ1tfmWNz+TkH+1uZbb7Mvpzb6zmObb4MP68fUs+1j9g+O/zGyTwGijzZa+RNuLy1V2BnSHueTI6pe7KKOiTnYh3KJvlgfyvDD2X2RTkVA5uX7Gs2rqPcFQMfSPiiPkbm2keOLvuQeZXP0OfazfCz32nn321/96tf1c+UXcfKZkj72XE4ePS8JOpnx2E2Ow5nFWk/uztrbC9OwgHZGmLfTeBF2ld94dpK2H64fLmavONJX65dI973wtOKkBqpnt15HF5nCWouzzD9cqR9tWO3etI+7Nz5Rjh+/oywLQr8eNI+n1+Exa3LwS+DIKuQ1q8UyYQOkvufKsPPJB99+ZEL8bl6So8Y3x58vWQ/X/a+qHs/rsPHS/PxuqvXuzBQYvDicC/9l7yXD7Ir8b5fIIljJMgqpMV6ktlVZxvKkMhldRzQ+T5yTMrH2xHPepRN4oBfSsInJVP+pkv5QtcVk7P5OVR9/D35Jo6Z/1Lq/Ntv13Dfmt5cbIa016vqRr7PwnFNzLl8Hs4LQj8L8Up8N2E3Yi/SvmKg2SrYYeLPmE8WYW8vVMciPCBSb8QOtnplOPKHfRFOQbKdvY6DvSVj0j5/8zgc1iT+dXh8p/lrDq+QF+S++itPtD3G4u8/prjqhaDI2+QqV/YHrurnxm5ernBjjEzW58vjcOsyvLHzfnkZ9uuxbsauHPOLcHTrMjyox5zn4n14cAv+1MZ8HuwFAO1H22OsrcNLiqvmiPtV94XmrzU/wGFD2FIr60bkbRU+evC8vAyLw8tweQskehFtn/DEkskoylG+bN9cu5Uf8kNarlQ51xb7cj/gn7LndNBD5voCvfmxL7cPH9bBv0uyf1G2+an+etKyJce6GwNlzgdhkflrXkHoPUYS7YAYfn3n43C0dxy+GPHFVCOeIKXIwxJ2+ICoej3sHMu6lL+3sw/ypHSIM1vKntNBD4k8qbbMBwfsXnIe5EJMTiLHMPykr1PF3uBx+fbbeLX9o4/iZ0ji/rALeNk8aTdifvskPDcibyvrVfn5o4NCf3JXpH3TQEs/MI0MMjlsbh7xanBJGpkUJldqC1LaEMA4R5M7HouYtBdk/P7T4sJ9en9GW1lKAh8R9Pk8mE+kq8g5dHGOeVhmpT09dvNgYxCRdCbnKINY03aS9LiULwCpfFE78/Zc2Hi25qN6QcCcxTkS/le9ORoB9KvtjhQWxJ620XSRUsZIFxH1NsRBjzokt+nLiOmSyGOS46H3saxHjPdBHb6QnJ/LyAO/VJ1tWbubHx+zXD3/Vynb255cOHDYAxG8CmnPkU7khh11JqwoQ7KP1/XlMf++A/l9Luh9POsR431Qhy+k6VNl5IEtVWebty+HldwzQfqbNJ62LYa3ydyE1fbNkvZi+wvtW69I+5kR9rtnxfYZ2y6jlfbN3oi6iKet1ILclTeLeGU3tZLbIokVOa1JZ6KevhGV+9LrPe311hgj6fFKeIpwJ0l7naNN0lM50v1q5qtr7OrztRXsiqjz6jfGbm8QaW9eeGzLydGe1dsvVinS35oPI+3uxaHua4rkO+LUNyYp+8VhuX2mtjki71fomayi7GWdy/XPk1jvx3lg8zFc5zL8u6T3tzqOVBz8Ic0nV0Y82/v8vS9yQPbZ4Xd1afvXM9vwsn+xaq41a9+TwzH1HFlN5YAvJHxAbCFZn/Nln1QZui45pD2Ohz+k2XJlxLG9z9/7Igck26+OmxgDyneDxuPVq/DDBx/UxP3dDVht3xxpLwi7J+S2PWZWE/bz8/JLqSLtm70Ic8QTN0cjfQ15bxNF+EG2SGKCpKfIJeIbGa+0N/rpk/aYnDd/seg777QdJL3CSf1Xi/ZcpOJb87EB0j5/soi+oGrbgXj1HaTdCCQOzHeKVHod17mMHJCwQZo+Vc7pTJ86OD/boed2OLfXcyyXOQ/HQM85uZzyRQyk94d+9fLqvyIDUjhGGoHEgTjUWcJm0vSop8pDdZwrF2P61MHtsx36XG6v51gucx6Ogd58U+WUL/wgOXb1ONrs81Lnc83j//nnNWkvfrd9x/e2b4i0l+Q8RcajlXX3JVXbr252/uJq6sup2tO+4otmwCoXk0Er8+qwv4kZSeSV28JOq83Yv93ycSum83mOtJdbX5p97OWKPLa9oD/LrLTPqu03yNErk2PXJtN1nppwp+cwPbYxaWefeKzLbTTxX0YS210GkPb+uUn3vz7P1ly+D5e3aLU9Q9oRz0TSyqkDvib7/Nm3zz9l9zrOx22z3pdxDim96ThProxYtkMH6W1W7zsQW8t1bI+xL5yudE/7x+GzR8P/oyEmklxOkVC2W9nXQU5Zeh/EQQ/J7bEul4v1vow2UnrTcf5cGbFshw7S26zedyC2xlTrnjD2HiL/mzqW7372s5q47/pq+0ZIe0m84y/21b8mU3wxFTbaOkO/LiPSft03p9Re05IA1ls4iu0Y6JeR0ubLj3uRzX+pEts6OGYRHgz6acM8aS8JPXDE+9tLQl9vqSm+kFptpbE97R3bY+Kc8fab/M0yNXbxl0DLMYxX25tx9duPeNwRw7pQb7Up+xTbmGwboed2bJ6KL7b2kHa8VKHf9ReJr/rQ5dX2kaTdj3+KmMLH26BnmfOBHtJiUDaZOzg3YhAHG9dT5ZyO9alcrDPflD98Bss1kPbiL3qp/wdimV+PuX9ckMaP73xdrwaDJOYkE08umz/XU2SUc7LvGD3HoZxqCzrOjT4iDjaup8o5HetTuVhnvil/+PTJwZi76v1F8bv7RU33pdRd3tu+EdKeWh1fpU4r7SDPK5S2YpxZBVvHTZdX7teR/1pztsbOiDReVso5ilfEx85bO9+1nt/KHobNL4z09Z+JJ4iol8gBXy9hT0n4pmymYzuXc/7Qm2/KHzovfVvI0yVTOcb6I8cy7Xe1lbW1rhFcA8v+TvsX4XjvaivtIKOQOfLJhBVlSI5J6XL2Pl8fl/KHzkuLhY7zdJXhD9nly/nZP1fOYmJl9xVgSXKXx/rtJ580q+0///nOvqCItOvGMBjcY/93wqvcIHaKtM/nwY9da5Wbvmw6ftx2hbQPe6gaoewjlbBDYkwRm5LwMenjYEMc1+EPW04ihiV8czqzj8kPf+RD/pREXvj6OufiMvuvpnz1vezohxHG8pdjjsLx/XFbY3KkkkloiqwiDhI+fXX2Y1+UTfYdyMESMTnd2PzwRz7kT0nzSflzrC9j7iSH3f80Tulx+rs//jH6UurbL78czG22aUxB2r20x2L0+e677+h/Le3/rfRVrpyPzaWV9jSotwmY6qvmUBgQBsZiAIRQcvgLy6bHauwcy1/3hRwGjKjjJyDfffihSPtY8rwpf5F2XdS5i1p6YUMYEAaEAWFAGNhNDLz75S9r4r6Lq+1+hR11rbRr28xOvqXqRr2bN2rNq+ZVGBAGhAFhYP799zVp38XVdpB0L0XaRdpF2oUBYUAYEAaEAWFAGNgqDLz9zW9q4r5rq+2erKMu0q6LdKsuUq2waIVFGBAGhAFhQBgQBuxLqe/29wvivmur7SDpXoq0i7SLtAsDwoAwIAwIA8KAMLB9GPjmm3q1ff7559vX/wzmPFlHXaQ9M2B6i9dbvDAgDAgDwoAwIAwIA9PGAL6U+sNPfxps9X0X5gsk3UuRdpH2nQD4LlykOodpPxg0P5ofYUAYEAYmiIFXr+rfbrd97rswR56soy7SLtK+EwDfhYtU5zDBh4HuD7o/CAPCgDAweQzgS6m7stoOku6lSLsuxslfjCKzIrPCgDAgDAgDwoAw0IUBfCl1F1bbPVlHXaRdpF2kXRgQBoQBYUAYEAaEge3GwLffFl9K3YXVdpB0L0XadZFu90Wq+dP8CQPCgDAgDAgDwsB8Ht796lcFcd/21XZP1lEXaZ/Ehf4mXN7aD5cv9aevrj99ySZ8CAPCgDAgDAgDwkAOA/brMT988EHY9tV2kHQv10zan4eT27Mwm5XH8dl5OD9vjrO7pf7g0fNIzz5d5WfPnu3Om+XLB2GxdxQuJvESoRtC7oYgvbAhDAgDwoAwIAxMGAOff16utv/611vLET1ZR329pP3sONSE/Ow4zGbH4awg7SWZNxJvxL32IULfRdZh2ynSPp+H9w/3Qzg83VqQ6SY24ZuYXgZ1XQkDwoAwIAzcEAy8+9nPCuI+f/VqK+ccJN3L9ZL2iISfheOatMer7SLtIHunWm2/ITcUveAA85LCgjAgDAgDwsCKMVB9KfXtlq62e7KO+vWRdltpv30SnkdEXivt8YVqe9v3wuLJisErIryVb9oxNoQJjYcwIAwIA8KAMDAUA28/+WRrV9tB0r28HtL+4iQczA7CyYtmhR1bXLQ9Jr4ALw5F2odekPKLsaPx0HgIA8KAMCAMCAMlBvCl1G1cbfdkHfX1k/aCsM+C/xKqSHvqxqJfkdHNJoUL6YQLYUAYEAaEAWFgLAbefvnlVq62g6R7uWbSbvvY84TdiHtupb38ZRl8cbW9Qm+xu/ZF1Plce9rHXpDy101cGBAGhAFhQBgQBnIYePfLX4ZtW233ZB31tZL2kng3P/loP/2IL522bfH2mZtI2vXrMbrp5G460gsbwoAwIAwIA8LAEhh49apcbf/++635fhtIupdrJe3YArMuuVMr7fqd9q25mHTTXOKmqS9DC9/CgDAgDAgDG8KA/Q+p7z76aGvG35N11EXaNwSgmPhpL3s8HiKFGg9hQBgQBoQBYUAYWA0G7Eup7/b3w/zbb7eCuIOkeynSPgnSvhpQ6uLWOAoDwoAwIAwIA8KAMJDAwDffbM1quyfrqIu0i7RvxVunbkCJG5CwK+wKA8KAMCAMCAM7hwGQdC9F2gX2nQO7CL4IvjAgDAgDwoAwIAxsKwY8WUddpF2kXaRdGBAGhAFhQBgQBoQBYWAiGABJ91KkfSITtK1vg+q3VjKEAWFAGBAGhAFhQBhYHQY8WUddpF2kXW/WwoAwIAwIA8KAMCAMCAMTwQBIupci7ROZIL2hru4NVWOpsRQGhAFhQBgQBoSBbcWAJ+uoi7SLtOvNWhgQBoQBYUAYEAaEAWFgIhgASfdSpH0iE7Stb4Pqt1YyhAFhQBgQBoQBYUAYWB0GPFlHXaRdpF1v1sKAMCAMCAPCgDAgDAgDE8EASLqXIu0TmSC9oa7uDVVjqbEUBoQBYUAYEAaEgW3FgCfrqIu0i7TrzVoYEAaEAWFAGBAGhAFhYCIYAEn3UqR9jRN0cbgXFk/0prutb7rqt7ArDAgDwoAwIAwIA9eNAU/WUV8zaX8eTm7PwmxWHsdn5+H8HMdZOK70s9lBOHkB/XD57Nmzyb4Vvn+4H8Lh6WT7d90AVHu66QkDwoAwIAwIA8KAMNCPAZB0L9dL2s+Ow8Gj5yVRPzsOs9lxOKtI+/NHBwEk3sqz2yfheU3ohxH3yZL2lw/CYu8oXKxxFV+g7we9xkhjJAwIA8KAMCAMCAPbhgFP1lFfL2mPSLitrDekvVlxPw/nL07CwQ6RdltlXzx8E6+yv7wM+4eX4cGtEPb27FiEU5D6J4uw12Ur/F3M/D3lqnIeXhRtnh4uwoOHi6qdEPYfvo/7gnYlNS7CgDAgDAgDwoAwIAxMCgMg6V5eH2m3lfYMMS9W2u+e0daZbV5pfxMub+2Hy5fuzdZI+14IR9Ue9zdGqiuSPTfSvrcID6oYsxVEu4hx5P7WZXgzn4co3vmdHoawV/nNnW3b3jbVX4cj3VgndWMVPoVPYUAYEAaEgVVjwJN11K+HtNtKem7futs2E63ARyv1bSI/ze0xHaQdRNqIl5Fp1IuV9nKVPJr4lv4iHFUr9H2kHS8H83kTE+UW+RP5EwaEAWFAGBAGhAFhYHIYAEn3cv2kvSDss3r/ekTKC8K+3JdQLc9Wk/b/v72vR25jZ7rm0u4O9JSXcANu4toshs7eUl2VEidy5MAOrCovQFb0cQP2DVwlbUAxA1vCV42ZAxz0AMMhJcq0eAJW46fRaDQOZg4gkDJC/gjS3p3O46pNPsE3Ym4n7SLt2vlrkyYMCAPCgDAgDAgDfx4GPFlHfs+kvfuFGHzhtCDsY6fvd3fh+l/7xZnGHfj+BP4wSfs6NO+0g6T3xDrdNR+cqPcAc1db4ul6b6Mk5iUgyzqdtOuBVeJD8VA8hAFhQBgQBoSBw8UASLqXeyXtHfHOP/loP/3Y/ZpM+VOQtZ+E/JNJ+7r26zGRgOeT8XSf3f4s1SLtuLte+yKqtUnlnV2crou0H+5C1ENScyMMCAPCgDAgDAgDYxjwZB35vZL24mR9w/30XXQP9aTdJmLwO+18h/3R98fsl2PyF1etv+KO+6PtazGNLSbVCR/CgDAgDAgDwoAwsC8MgKR7KdK+R4Jb/EfUJyXtPUnnk3a6erMvEMmuHlDCgDAgDAgDwoAwIAzsFwOerCMv0r5H0i5Q7xfUiq/iKwwIA8KAMCAMCAMvDQMg6V6KtIu0H9xPHb20xafx6IUiDAgDwoAwIAwIA1Mx4Mk68iLtIu0i7cKAMCAMCAPCgDAgDAgDB4IBkHQvRdoPZIKm7r6kp526MCAMCAPCgDAgDAgDLxcDnqwjL9Iu0q6dtTAgDAgDwoAwIAwIA8LAgWAAJN1LkfYDmSDtmF/ujllzq7kVBoQBYUAYEAaEgakY8GQdeZF2kXbtrIUBYUAYEAaEAWFAGBAGDgQDIOleirQfyARN3X1JTzt1YUAYEAaEAWFAGBAGXi4GPFlHXqRdpF07a2FAGBAGhAFhQBgQBoSBA8EASLqXIu0HMkHaMb/cHbPmVnMrDAgDwoAwIAwIA1Mx4Mk68iLtIu3aWQsDwoAwIAz84Ri4uroK+hxuDKaSNemJ2BsGQNK9FGn/wx/UWuBa4MKAMCAMCAOPIezL2bJK+DeVW33t0/KlZa+mz7q+D6/PuqhDGSTKWXq7nGc9To/ZYz2f1hrVGt0GA56sIy/SfmCk/ef7k/Dw/lanXs81Lz8uwsOri/DzufpTP0+H7dVZmM/PwkoxfbqY/oZY/lrMwsPXY32hX4WH2TL8qsR923eBJ4lT8kxSN6Vhj0krp2v1KIOs9YE6SOggb5L74TR0NpWh3iR/0N73weU+ze057fV8fhvCJt1jfR7kcYOke7ln0v49fPpnHubz7nN6fRfu7rrP94+vU/l8/jp8+i/XQWeT/Pbt2x/9shoszK/LEJ6IQF4tQlg+yYtwFc76+evmcREubzOwBmPoXz6r83k4W1X0bi/DorA3lXSZHzXdm3D5JmOs2mflhdj5bS/Mk3D/o+LnoA33U/Njio3j1qliYmc8rMN6B9Je9YEwW9sE1Nvsti5a6+XJy2Ns8rrI4+r9Pl+lZ2d9fM+DVSOmYXGVfIlxuLkIJ8tZmC2X4WqwDrfz6+bzgt4z8zCncTdjbph8cxluKn1brPA+M7n4fFP6Xmlj/ZgfTd3mc/823L+avqHxJHGbvJHPmr4vr+WZuCK9iy208X1YOZdx2tfBBsrhz6Y2vp7t+PRm3Q/hNG0O3oZ3H7srO028NTAj/e3W+kuLlyfryO+XtF+fhtcfv3dE/fo0zOen4bon7QUht7p/PoXvtbqRspdF2rchkJvB/LSkPZPU+BJsvNB40TSJgHshxpfglBfpukHaV2f5ZbgliYsnfFv/VaPhhx68G8lLFRM742HzGmA8Il31Ic7dKpy9uQyrz4vBZrPepsTB1HUBP/YubS1U15X5vQiLN3lN18e3W3y3Gpf9lcufMv+/ZZj930W4jcT9aUh7Jss29sZhAq9fh0keUxEr05tPO8QYJe3rdWg+i2oxYl8p7cnllLwnoD5vNsbKxuq4f6/n817X6qEDCZ1WHfRQjzzasUQd6/o063MabbmM01/evA2n5x1Rt/Tyr3fhy5XbmNK8Mb6Ufobnzh8Se5B0L/dL2gvCfR1OG6Q9nrr/e51O4QtCX9goT+NfFGm30xZ/4mTg+voQZrPQfx7CBZ0KGzFH3cn7nx1pKvRR/5BPrFx9atcEcklO1vFFlV/43WknTp9yOb/cIqHBy82/EI1c9JsA0zv7TCfxPekwW3y6FdNNQpJ9GH8A1v4s3REa/kvC8GXr4mFxizHJPnqSkPK93qS/BhQnpRiT65uJWUxf0l8d+jZ+vtbrwHNTzN+EzViMaeGbjTsTF56rNO6BvrUh/7hf0015G2+Oa45b+68eLQwV40w2Edfu1D76G+PYn0KP+e03kRznJh5w4nqZx5XGymOa5xiYrTdn4Sz+NeksXPYnxzkWjZccj6NY2z2GaLOb8bCjD8V4KaZFv0M/R69/NEm7+ZjxNr7GEe98Gm5jTbjsT8DTswVzEWOOk/Yeg/QsyrHv4tXlu03fZXpW9T4WsQGWK/6PXNOben0IxDESxdlp+DDxi6kgoZCww/mxtNX5D9tAWy9NB2XQb5VxPae5Xy7fZAf9Qo615T5aad8+5T++C29F2jce6Gxax8dY78k68s9H2iun6df/4iHWOIEfIexG7F8Saa8/mH+Gi1clUQd4b98/hEy4Ta+8DlM9af9xH05mmcCXNoYv1a6vkihGAg7CHF9I9Zd0IgKR+JBO8ULsCCReotE2yFwkRfxyK/1AHAppfeHFu4EwrBubpJKk1wjCJj98m6yfYrLJt2Zcs604biZmMc45XjyOsl+y4eaimNumj9Y+98MkiPtcr5nQdNgq/ejx5nzI9nz7st8aNq0sjqGJIbdhoTGuzjEmik9fX/XbkfZ27Eo8lP61/UmxjFiw0+EuHnZ6nurI/2IdWHnEA56vJrEGMb6OZNoVkPr4iPCO+gB7/XxOXoN29WPkatpeSLvDUMvXhMku5ng+WYyLWMW4cFzzhsDjYfOctf/SWr1CVJl7EMVtSbu1q5HXVlmtHH1vktyW09zOyvGBb8hDsj50amXQN8n1yEN6G61ytoE066IMMs7F3x9i34M1WplD6bR4yPGVg6R7+Tyk/b9P4fXYvfWxqzMjxP3lk/Z1wGl6eT+9I+k4ZYdknRpp9yTd5+sPDHvR0cufSPHYi8hebt0JFl5qRNLYHjYAg3ufJdlZO5I08DW+QEG8JizwBmmPp+YYY3p5sz1HUuKD18WISG30EwSKxmrlOUZ0sjqIw0jfZhc2Oe1fBlxH6UgseC4sDXsxnphDvlJQEh8bQ0dqelLp7OVTSUd44KPrJ/Vfme+CMKW4l/gqMekx1PDB9eX78fkOe27OgZnkV44d/yWi9I/n1uEB96UTBvNYxmykdUHznMqSb13MzI7ND4/P0unkeYoP1o+b82kb5y1Ju8dJ3ycT6nKcXWxtjOzfRjxajKgvb7+MDz9v3HPBxX/znI3Eo/WsivOZMQSiuI00wgnSiXRLwi70Lb9Jl9tsase6SEP6tig3yXXIwy/W4zTaQKIddFrlqGfJulx+dX4alvQXjxo+VZbxq1iUsfBkHfn9k/ZI2OeBv4Q6vP5iV2e2/zLqMZB2ALkk7+0TeNZnEm/lnqT7PNqW0r2M6EUx9iKKRCBedeEXW/9CLAhOBmppL45nc04AACAASURBVJOUzp+2H3jJ8gu5HEPuI5WPvAhx6mr+DG0O/YgvcpDdeMLsxmxXEc7tk7/8l/ygeKKsjAP77vpmYsDpgU2LZUfUMDbrq90P9+nTZouIXZpLP1++XUkOMdZik1T47cbqTzmj7lCnHNPQp4hL/wXpGvGkuaq2cUQ/jQebsdS+9KH0j2IUfcgbkKS3R9IeY3++yqR9Fx9GcUfjK+bWykdIqunu5aS99Kc+r/kZFa+6pHns2jbbeDy4uKT5HMQBPtWu63V1o9eIyF5BGCdejeE2nnz6PHRb5Vbv6yxfK4OtVhtfzjZ8Gn1wObf35a061mulra3/sG6qi4Q9fwnVyvkZoTRwL9nCAki6l3sm7UbGNxH2u3DXvDozfm3mJZH21nUNnlAm2ZaeLX41HwRG8vP1mX5h2H32V/fh1h708apMRYdeAl3fQ2KUfHIv+VTOBCueWhGJTSRkuFjLF1tJdrqTdrKT/DT/+CR4aJf9yun2S9KuFiw+rxLRzW3M9jAe9iJPJ3IxJuRnHD8IM+kl/yv+NuNqfcN2N+50Mu1IQulzR9DPVvlKRKwn37x+M79h/pI/lfEVcUJ9057NP81r9BVjR8yGczGOoW7jkOaq92FAxJxPVb8rOEDMCn2Hh9I/jKO/zpI2QN3cRj+TL3k9NG0gpiabeChjtjo/C2f4pSdrs7UPZs/PC42LfXLpUTL6DKTd4pjHSz6nmPd//SDiPsBKGlMZVx//2BfZAVaSfPI77SVhTGSyQjqtzognk0+kIbk9ykyOfbiN74NtjOmhbkwfOl7CN19u+Zo9lHE90rDVkkUfdo99Nox/muuEGcKcyppc5ljj5sk68nsl7fnOej6Zw6/JFHWVX47p6o+ItK9rdxp/hWX6Eqp9qTTfR1+v/RUZrsukvLs6gzpu8xAuinvxrQeIexm5h0t8GaU/j+eTwuLlFolLT8DohegXY0lGMkmBXtFX/wK0fvjP35b2pAztvWz+YkMkZHRVJI7Z4uD6AsGxMaHu3L4MChLTtcmn9V1+in/FWNN9ZNzZNj8W4fLzxOsx5n/vo++77IdIspvnHLuOTBcxRxz6e+y5LuMhtuc4YUwjeIDPsOfjiPIoex82Yai0af7ZnGC+sAYc9mp+j5D2oo8CD2N/3eC4dl84fTRpByajxFzYeJHOd9+72O7oQ7++MR8eYxk7iG8va7+MEsm6/dwjfS52P6Us8eD6x19FECfguMBkH5O+rniuFWukEteCpHdrv4uRx9sT/3pMPOVdhrdvvgxOhQty6ch6jbRyGdpyGadBcKE3Jq2db4v2tXLUtWzW7LEdTtdsoR6y1c/m8i/h3V/DzYz9mkxzHRQ4GmJU7Y4zJiDpXu6VtA+vwZS//vLY+hd10m4L165sPNHvtE9Z6HxyP0X/5enUNkrH+YCYPLeDE9wa6VUMJ8fzyF/YU79k+aLj2Xzu2xWiXX6n3X4nfHjSu4lwgrBCQn+bvNeFDUirn6IDfUi0geRyX2Z1KPMSdShHHvbG8q02XM52fPpFY/jIn2P7mFtP1pEXaT8wsI3+yfiJfRVpt79I6D+ibvfA4RPD7i8P+QRcZH27WCpeFq/6L2cdS2za1/S2fRcYSex+OWaZfifcE8da3kgniCek1+NyTrOelfs6lEGyfivNNmrtamWwVaurlZl+qxx1LNn+pjTqvdSz4VjW9NOMEyTdS5H2JybCWphPA1jFUXEUBoQBYWA6BjxJVH74pdHfGRNheTqWFat18GQdeZF2kXbdtRMGhAFhQBgQBoQBYUAYOBAMgKR7KdJ+IBOknaV24cKAMCAMCAPCgDAgDAgDnqwjL9Iu0q6dtTAgDAgDwoAwIAwIA8LAgWAAJN1LkfYDmSDtrLWzFgaEAWFAGBAGhAFhQBjwZB15kXaRdu2shQFhQBgQBoQBYUAYEAYOBAMg6V6KtB/IBGlnrZ21MCAMCAPCgDAgDAgDwoAn68iLtIu0a2ctDAgDwoAwIAwIA8KAMHAgGABJ91Kk/UAmSDtr7ayFAWFAGBAGhAFhQBgQBjxZR16kXaRdO2thQBgQBoQBYUAYEAaEgQPBAEi6lyLtBzJB2llrZy0MCAPCwOFi4Hf+N031/fv/u6nW5uGuzZc4N56sIy/SLtKunbUwIAwIA8LABgw8ljgvZ8tQs9Eqr+lOKdvGHutamj++L9ZFHcogUQ7J5ZbmD3QgWXesDHWQbNOnoeNlrS+v4/MvkRhqTIe7EQFJ91KkfcODWqA+XFBvMze/FrPw8PVljGWbcf/5uqtwNp+Hs5Xm7s+fywObw6/LEBZXkzcrnsRNzXsiOZY3m636x/Tn26IPLrcy5Dk9tYzbbGuf26I/k7Vy2IbcpM/1SKOtl6ivSa2/A1u/L5y7ebKO/J5J+/fw6Z95mM+7z+n1Xbi7Kz/fP76O9bU6r+vz3759m/zA1YLbdcF1pAlzOJ8vwuXtZlur8wbRur0Mix4Pnc2zsJq0+MyPqbqlfz/fn0x/Oa/OEl4Xn2+Er0lzk+N983kRanEzPGQMzas69TW6PWlv+RDt9/gb+Gjlby7DjRvv7n7nmNTH9RT1N+HyTS2ufTmNZzQmbsxP5a/1yXM+P19tXk+NeTCfdp2LsbHHzfz7281+rdeJ0NYI3ZQyI4g1vVo5lyFtkj9TbKGt162Vcxmnra3Pw56V84fLkYZkGz7NNsbqYMsk69XyrOvTvq2v//LmbTeuvz+kOXuqdSE7T/Hse/k2QNK93C9pvz4Nrz9+74j69WmYz0/DNZP2/z6F1/PTcPrvPIi0HyoIS7IcX8REBloPoFHSTu3ji3jKy3xd+tHqd1D+4yI8zJbh15bEZOxFP+hjS9svuX0rbgUeInGetvnbJVYtH8yW1Z2tVuGMMBj7aJDF5/R7+7EaOa/FsStfUN1YTLbvd9qzquxz4uarMQ/m465zUfrhfb8KD7OTcP/Dlw/znthNzXuC6PNmx5dxvpbmMvjhy3weeujP6qEDCZ1WHfRQjzzaQfp6r4d6+IJ2nK+1aenBnpesz2lvm+s+/L0Mb998CZG4i7RP2tDu6xlyzHY9WUd+v6SdCfrddTgtSHt3Cm9k/Vqk/YAXhiPLkXDRiTedTM/pJJxfsPbSTCf0/qVs7XsCtTpfhMvPw5Nus1Wc2NlJ/SSivw52yv7gTtLMXnHS6n3qyV2hMzjpQwz6U83kT0dOfNv6w6fTxdhwBYRjty42Kz1JG8TI7JTkrSQqvY/9XzjQT90nkJXSN/MxjSliAHPSx6EoQ132qRxT5w/86PDRtyEyzeXQ7XzuSPdlwkXfzwYf1mvr1/zt4xj/YlTGBnOBsY75bXXQZ+yvDdPnl3QKDqysQ6yjvzRhXLGf8w77i8+X8UoQ1kV7nngcmDeTffnqMix6XDIeWn6P+1DGCX63fes2SIij6Zn9nC/tpfJiLfYY7McQ/UvXpLr2nR+74qGLWe0ZURtXInYf34W3s2U4PZ/+5UiQREjY4rxPWx4fr1/TNR2UQ3IZbLTKuJ7T8IFtor5Wtot92EPbml1fhjwk24AdlJnOpg90IUXa+ZmidO2ZsM8ykHQvn4+020n7P5/C957Ix2sx/17HU3iR9kNeEPbizKQjEikQ1EiSch0DOL1gI6knneKlXL7IrU0iKgPbpR/cVzt9G+5fVU7RnA9MaGCrVoa6KCMxw5/7e5J0OyQqRZviRJ5JRzn/KXZRn8fdEx3Enwh96W/2x/of2stkuuWftUlEijZW5SaiJ6GOaKd2NN7CB57bwnYXP78hK9qmmGT/Ckw2NlxxnNZvhcSmOhoH4lL0zX7T2KIu48HStIkq54bnOs+t9ROxn9rmOvgylD0eaBPQxR7zb7Jbe00fyO8xH4o4RNxtxlDZp40ntzF7NZys09rsxsY6hQ/FXJjtbG8yHjCHdrf91UX4iXxDgsxd7UDarW2NXNbKvC7rIA2ZfLrKGwiu4zTrWjk+6A95SNaHTq0M+iZR78s4jzTrIm3S20Edl7Mel09Jwx5LbodykXZ+Vik9fP7uNyaerCP/PKQ9XoN5HT79199n76/F4KqMSPt+J/9xYOteiOlEkYhN+VIuxxAJQCQTRNjtZRhftnRCmQhojVxy2ykkpvRhvW6QdpxEppPWTCYQq9rYIhkgglSQS4yL4hNtobxvl04ordzr9mShICdEzNMJau07BWyP07E9xTv6kceb54k2TP5U1IgdfI2k0tlD3QhhLvoh8jaIc+F7N59lPKzMYYGIp8V8YLOPa1Hu+/F5mouEffIb/eQ6+uuP8weYquEBJ/RpjKmtG2PvT2GrwDFjH6S921QZ8eWxW7rmd9sH9wxwGCp9yn74fhL2/fzx2Gwe+rXChN36aGFoVzwkv+0K3TaknQgyCN6YNEIIUoh0S8KOr+dyS8MeylHG5d6Gr+O2aI8y1vV1yMM+2rD07dEGOlwPOyyhx+24TaucdVppto0066JMpD2v5bRWeK0qvdcbEiDpXu6ftEeCXt5Zx5dPixeHPaj7k3f/hdNWXl9EfY5F1SYPTAT8oo4E4LO9gDNBjDoNcmR1iTTEh4Hv1+enjL1F2jOZiZsI2jhgHIOxRTJBY0nkqvfD6s/PhnelWw+2neJAZKxiN14v6k/7JxGkig0ef16fI+N2NgZx6+vLuc1zN9CvxGXY1mHBzcXAZvShO7nNY7KNB42r0u8Qk9nvbvNJ7dkHThfx8afHeRxpjKltrsOcDGULD1zeXR1Z4QvCNk4ed+qP1l8qgw+QNP5iXPXy+jyY7oi9fh7i1Se3LlOMBn07e8n/zq+2H73fE39FBmTuMdKTQ5+HbS6vpX0Z583G1DzrjaWtDh/4yP1w21Y567TS3Bb9QBdyrJx1Wmm0Z8m6KBdpr6/r4XNIevuIiSfryO+ZtNs99pKw1wh47aTdygZfXC3uyN8FkfbnWCzuhcgvTHs50tUZBm56wXqS0CBH1ja1iX34fi1PJIn9GEm376tmMpMJbo7n4EUfx4GT/54AJlKRfbN2xQl80zdrU/+FHYsDThktnWPMZCz7muK+OguLz6t0JQLlbA9l43KsnzzWmo3W+Mu5Jd8NQ3RSH8eb4trpDduaD5iL/ooOtan6UMFdYbeY3+xfocNzWeg7PDjSmOPU6QFv0c9+HKmf1NaNkftO6dY8leU3n8/C2Xn/qz4jfo/5YHXAZB5PjlOtzMZXb9PFoVpH82R98lpK/qXxo38XqxTDrr6KB7LRfkbAfidB5nA9xr6smMomnL4bMWRyiDQk2+IyS/s863KaddEGsqWHcuhBonxMmm5Nv1YOPUjY3ZTfpMftx9JWN/ZBP5Ai7SX+a2tcZfuLEUi6l3sl7R3xLv+Unn5Nhgi4SPv+Jv7xi8q9EOllZ7Y74oE5zkSqeMHaSxQElV7K3reiTeU0ruiLSJq3U+RHfj0mkgImf4PxdOMCyer0raz/wmz0wROQLs9ko/CH4xcJFGJHBJ7Kuy8lIq4lGRvatbkqiU6n05f31w6YJA9tdFgsYh3b0Yapn0+cWpfki/vKbcq5LfGe4zq8ooM+Ogl7DpOOpHUnuYhr16ZK3Fw79gNjmuY342G4iShiTLHjuU39JJ/cGBk3Kd1jDfOa7nU7nPR44jGleNqXmvu1NO4Dz2s5T8X4km/ta0o1TMK3fKfdMNKPr9/UJf+oj2wLa6QWf/YdGAIGd/n1mA/h1AjgX+/Cly3Jeo1UcpkRxhqxBJFEPedbadjx9a3yTbZr7awM9pGu6Xkd5Gt9wg7rTNFDO0jffmo+knVH8O1Lxy2cqxxrSfIpseDJOvJ7Je21U/WnLNNJuxbJlEViJ2nb/BOVKTZfts6QMBphSsRqQJqEw5eNh5c7v7v+Tjt+FnAqEYQeCCWkL0eeJesiDcl6SFvdWL3p1epRBrnJHvS83NW+2cEHfbNEP7Dv8y1d6LMcS7MdTmuNv9znwCHOLUi6lyLtIiBHcYKg/4i63QPXSHpxyj31LxtaT0exng7xJbe1TxPvssNuJHD9L8cs6fe7mdi10kxGmWyy/qZyX4+8Sf6wzVYaba0ebVm3Vob6Wp0vs/xUfdaFP2iLvNdBve8X5WjHEnVsq5WGLkvgQHK7d4nitVu8PFlHXqRdJEMkQxgQBoQBYWADBpjAKZ1/YvJYYiHyuRv5VNx2ixtIupci7Rse1ALcboBT3BQ3YUAYEAaEAWFAGBAGtseAJ+vIi7SLtOuETRgQBoQBYUAYEAaEAWHgQDAAku6lSPuBTJB2otvvRBUzxUwYEAaEAWFAGBAGXhoGPFlHXqRdpF07a2FAGBAGhAFhQBgQBoSBA8EASLqXIu0HMkEvbZeo8ejkQxgQBoQBYUAYEAaEge0x4Mk68iLtIu3aWQsDwoAwIAwIA8KAMCAMHAgGQNK9FGk/kAnSTnT7nahippgJA8KAMCAMCAPCwEvDgCfryIu0i7RrZy0MCAPCgDAgDAgDwoAwcCAYAEn3UqT9QCbope0SNR6dfAgDwoAwIAwIA8KAMLA9BjxZR16kXaRdO2thQBg4UAwcy3+bfGnjFEnZnqQoZoqZMJAxAJLupUj7gb6sBd4MXsVCsThWDDyWzC5ny1Cz0Sqv6e6jzPpvfVr9TfG5plMr831M1TG9sQ/sHiteNW49q4WBp8GAJ+vIi7SLtB/FKeuvxSw8fH2axaSHkuK4OwauwsNsGX5NfO6ABG4rx4ilrzPbvgz5Vr+onyJr9tmu2eB8K93qC/otO63yTe1QD+ntjOV3x4fWlmInDAgD6wCS7uWeSfv38OmfeZjPu8/p9V24u+s+3z++TuWx/t/rVAedTfLbt29HQTh/H4BvwuWbeThblQ+R1fk8LD7f7B7728uweHMZbiYSl8eO/+f7kxAWV7v7+0x+Th7n6izM52dh9Vi/bB76tdmt0Sk2V+Gs0ffN50W5ps9X02LexIP1hefHIlzeljisxWsnH5r9r4NhHc8vk1Nxb340db8uQ3h1EX5OmD8Qxl2lJ5awUyvnMqRN8gftWUIXZT6PcpO+zudZ16fHdK3Of9C+Vu7LxvJsB2lIa1dL17Cpss3rVzFSjISBDgOerCO/X9J+fRpef/zekfHr0zCfn4ZrIu2pri/bRNJ9vUj7/hd4JEEF+TIiNY1ANRffCElqtplAcKptf1xsdbJZtbFr3/tq95SknTZPkaAWc13D1zhpz0S1I9x+w1eNbwMPhj20jzgkX6t21utQkuWJPjT6tz4sJvBhbXoTsV/6MYxj/MvP+9uNmxoQwm0lk0lr6/O1MtappbmM/fHlPl/TNZ3Wh/U5PcUu9KELuakc9V6ivcmpH7PRwqfKh2tBMVFMhIEhBkDSvdwvaS/I+HU4FWn/8x7mkajQCawRRiJPfBKZCVsHwEi0cFIa23Qn93xyWZ5ediQL9Yksra3dIlx+thPm7uTT99Va9HbK/uDI0dUihOXiIcxmIZy8vw/LWQizV/fh1kj2j/twYvn+c/L+Zz9nv8Ly1X24WKDuIVz8oIX2tbPXtXsIVyDsRXkIy3RF51dYzh7CxfvcLteRXdhhOUIyW3Golns7bm6H82d+MWnv57PHgyeqhg3M0+q8Nn+b8EBx8L5yPCg95oPFoDqmwnaPwX7zUpD2iEOQ+FU4e3MZLtNJfL+RNVvAfJKVTa5tJiecticS+fFdeDtbhtPzq3Sym+qu6mVMOFkX5Vbm00xM0QY6kGjHumNp2EE7llzny8dsog7tLY807PgylLPkNrU02+B0zQbXV9cb4VT1tLYVlz+PF2jO9j5nnqwj/3yk3U7a//kUvtNJOwjYfP46fPovX53xJ+qtvE7an+PB1xErEGgmYiVBKvXWjgAWL6mCJGEMrn0khyA7PblLp8BMHNG+Jm/D/auTcM/ker0ORtojSY+E2sh3R6AT0U4PpJ/h4hXIuekYye9JvLUtiD4R9dTe+8T9OHu2WYC9Zntv75F5Nw88t+35y7E3/Xmak9opN+avv2aCzV4ktrQRdH4UWOljEck29VXTsbISk+Zr9qE5ptR/hzNsNMxeQdoLvztyD13vX+lHbZ7sbvsQm35ciUjuQNprxLJV5suZgCINOaY7tW6KLdYxu/7D9Zwe8wF6kNC1PH/Q1yY9bsO6fh6Vr60BlQkXwkALAyDpXj4Paf/vU3g9Rszd1ZkWSfflIu3PA/hMSIzUgAT1RDqdJnYn4EzukR6AMpEk9j+TQehnwsT9cptN6TZpj6faRrwXv8J6PSTTOGmf2Wl4JP2sY/3m/O37h0zmPeF2J/dmr9sc5PYY7+NkRyKxEQaZHLUZSSjd2SZSnGPvY0z9kL71E3FCeOD5L+25ua7igfrd4jrQdB/IPsXBx838RkznvAEo/uKwDnFDQPHYTNrr2PTzBfK4rQSZbJFS1DPR5DJfDjvwo1a/TV2rfasctll6Xcvzp6aLNpCmw2mf5zpOez2f9/OoPK03/4xUfu+ntsLfn4c/T9aR3z9pj4R9HvhLqJ58392VV2eG9fVTeJH2ZwIiSBVkfMiOE+mSpDk/Czuoc0SuOOUc76v9QKoTo3g9xq6pVEh7PIWPRN788iftINy4RtPl26Td2tPpPBF9Jv1t/xGbPcnqPHR9teevm6dL+9IpTs77l+4YUS3tubke8SOS4YIsj8diug9kp+8/XnUh4m3zUvpNbR5N2qf9ioyRwcd+NpFN2Ge9WnqsDHUt6fuAnpVPSaM9y1Y7b5PzaAPJdbDdqrPyTR/Y+G1rWgRYBFgYeBEYAEn3cs+k3cj4JsJ+F+IvydDVGSPt1//aCVf+4mqNyIu0M4nYZ7ojzWfn5S9ixFNNR3Lwsop1jtShrvtCH12PSJsA3Bdeh/JLf7uS9nVo3mkfIe3FFZjGSbsR9e6Uvif/6QSd56Ej7birHtskvac+aed+J6ZHyHJ7/jLh9jqW9yfVmPOS/GYbsd78qP0iTSzHX3amjWnMB+8vfItY67FqfvKVn9Jv9sGNwf4aQGsh9kX51BdeqDveaX/75stWJB4kE2QShBQS5Sa5rNUO+r7et0eebaKM5aY0+mlJa+9t1PJej/3itG/r62DH63G5pQfzjXmXVGyEAWFgAgY8WUd+r6S9I9785+V5+jWZos4RdpF2JgeHkY4kZHDiaWSa57ck4pEA4bqEI/Bcl4heJGnZXr5esTtpX1d+PWbspL34IurifnCnPV2bcffPO0Kev6Sa7sfHe/NdefelV5zWHzZpN9LBc5RP1Uuy2ul08z5GmE0vz2dpw/fV4cFjq8NFtlFfF2M++H7SmIrNS98vkfh6n24MjrR3X9gFlocbj+1/PeZDOLWT3r/ehS8TTt9Bcj25BAmFBNmEPkvUeRtT8mhb6wd1bMfrsc6UtG/v87CBckj4YHn+eP2WHrdhmyLt9fWpuCguwsA0DICke7lX0l47HX/KMp20T5v8Y18kT/M77QdAsifszo99rv+I8e/4O+0f/l6GbU/aQTZZ1ggpyiCZgCINWbOFdl76Nj7P+lzHfXD5WNrq+MO2kUZ7SJS35JjeWN0fgUM9T3TiKwwcLAY8WUdepF2gPVjQPuWL7/H/EVWk/Snn43htTbvLjvhEMtn/cszy7w87X41pEcxN5b4eecgW2bVy06nptcrRhiXss51amsta7VmH0+iDpdXjA3vIb5Kmj/mT1MGSMCAM7IIBkHQvRdpF2vWCEQaEgQPFABNJpR//pdzniuEuL2m1EbkTBoQBYMCTdeRF2g/0ZY2Jk9QiFgaEAWFAGBAGhAFh4HgwAJLupUi7SLtOWYUBYUAYEAaEAWFAGBAGDgQDnqwjL9J+IBOkHfTx7KA115prYUAYEAaEAWFAGGhhACTdS5F2kXbtrIUBYUAYEAaEAWFAGBAGDgQDnqwjL9J+IBPU2m2pXDtxYUAYEAaEAWFAGBAGjgcDIOleirSLtGtnLQwIA8KAMCAMCAPCgDBwIBjwZB15kfYDmSDtoI9nB6251lwLA8KAMCAMCAPCQAsDIOleirSLtGtnLQwIA8KAMCAMCAPCgDBwIBjwZB15kfYDmaDWbkvl2okLA8KAMCAMCAPCgDBwPBgASfdSpF2kXTtrYUAY2BIDz/WfNdXPn/NfUJ96rkTQjoegaa411x4DnqwjL9K+5cvaB1Z5LTZh4Pgw8BiCtpwtA7f3ea6zdK2+Vubb7ZKfatfr+fwufU9p0+qnVW42fZ3PT+mXdVrtW+W+remNfaCv58rxPVc055pzYAAk3UuRdpH2PZ6yrsLZfB7OVr9/If5azMLD19/vBxbkfuRNuHwzD4vPN3uc05cZw5/vT8LD+9vJcQOx2kV6cucJnLfp9a2+VeZt1fS8fc7X2tds+DKfZ5tPmW710yq3vn2d5fFh31BWk16P87U+fD3yZhvpWjuu388z4mWuX8VK8/rSMODJOvJ7Ju3fw6d/5mE+7z6n13fh7o4+/30Kr/u6+T+fwneum5D+9u3b5JfsS5vQ5xtPR7wxh/P5IlzeTn1AbE/aV+dPT/KNkIXFVYmVH/fh5NV9uD3ATdvN50VaMzHu56vS96bPO5D228uweHMZbpo2a3N9FZbLWZgtT8LFTa2+LIvj8WNYnYX51v2yXcPWWVht5Te39+nbcP9q+saOidfUNAgZ5CbSBrusz218Oddx2vT4A7s1WbM5Ra/e7kM4nZ2GD1f5isuHv5fh9Bx5qyff/v7QE9ov4d1fVP7Xu/ClJ98YB8aHPEvvL/vWSnMb1qmVo97k1A/soC3yJrmM08/3jPdrQXnFXhj43RgASfdyv6T9+jS8/vi9I+rXp2E+Pw3XIOORsFMe5VtIkfbnWFglOYoE7FFka9znJyftPy7Cw2wZfnlyd+CkPZ+Wb7/x2ephsy1pv7kIJ8tluFobcZ9G2tfWhyPYNs95jOOYqI+nxGVdZ0u7Lax47KzXxWkpE7BNaZA8JmsgapCwAV1IbsM6SPt6toc0JLfh9KZ66Ho9n+/0xkh7R9jfvvkyiKUR+1q52az1UyuDYvvWwgAADWhJREFUrtXxp+V/q5xtI+0l2rYk61t6ysdsPQmmK9iV3S2fC4qhsPgbMODJOvL7Je0FAb8Op0Tar/+dh8HJe6FPJ/KNcpH253j4OHJUELDuZBen8EzC+LS4uB5j7c8v4zWOrl1/Wmonr/irS5KPP0kdXnv4GS5ehTCblZ+T9z+7B9PXhzBb3JPOQ7jqF+zVgtvk8tv3D2H5/j6cwObiFz3kfoUlymchpH5GHgIWO45lQXCLOFF8qJzb2gt6db4Il59zfLv6cu4Qe9+2/YLfgrSvu74yDgxT9Bcb8t2fvjOOUGfxgL9JppP8clw8ni6ul/HKVmxX2XxOvUYFgvblzduwdKfJqGtJkDiur5WhHnWQKIfkckvzx+uwrtWxbisNGyxrdri+S4+Q9vPTsOxP0H27FmlHn5Bo5/Moh+R6S/sP6/k65E3H0jWJ9i2JdtwWulzn69tr7zme++pD8RcGficGQNK9fD7Sbift6QqMXZt5HT59tNP37gWcTuQbBL24VtPriLQ/x6IqSXskUT1BKsjkgJh1vplOJmvr0J265rLShhHMXPf4BWNXHk7C/Y9KnFon7UbaZw/hom9jhLxKtCO578i56VibjtwbSZ/QfjJpJ4JbbJjWYW1k1xFPT/gthhbTpOdtWN7ZmBb3bUj7OjBuCr9d/029QbxKXMLnEk/lZiHaphP/GtaqV6kGfeeT9seSdiaFnrTViB30WULPt2dCiDQk2vg8yiFr9SiD9P2i7dVVm7Rb3Fqn6Vcf34W3kVy/De8+4ipNnTSbD7VP9iG3Yz/hOyTrsx6noesldKycP7AJ/ZYet2FdYFqy8vyurEnFSXF6SRjwZB355yHt8SrM6/DpP5ye26n7PMz/ve7vuFue66E3LkXan2ORGjmik81E8IwQ0WnpuiNmfLJpC2hAjCokjdsM9B/1cN6RtBcn5TnGHTmn0/ZeryT2dpKfSfs6bgJCmDVs1h4yHbnMMU+bHiPp6UTZ/BoSV2vL8RzOgWvj5qPmT71sO9LOV2TYRz/WuImnTWEa+wAHbhyxfhyT3G99TOuw/rocfv9h0Hcm7SBm20hP0mp5tod6LmuloQsJPctbGtKXI++l12cbqPMy22iT9tZpem57FRJ5r9xpb/eZST5sma7X93noQqIeeZMo85LroA8dX8flvs7nmxit4FG6+TmtWCgWLwEDIOle7p+09182La/C9CfticTfhV2uy4i0P8firJEj63ecIGHRDEi4I4meSA30H/WCekLSbifzdIIeyfgU0g7/tyDvPiaIZTyh/lNJe8JLiZvmWGsbPsQyyhouS9sWN7bP6RTTwuY6DK9T1dcYyNm20kibJ25sg+ug2ypD/Vh71MEGpC9H3kuvb/Uoa8lso03a418o0hdPh0Q72+i+lJq/vJr7hy/mB3/QtlWGdiyR5jacRn1Ncpmlfd7scDnbraWh28KoyutrUnFRXF4SBjxZR37PpL07US8Je3d6biQ9X4kZnrRbffHF1cq1GZH251ikNXLU9WsEO5/qmt7wasuAhE8g7dnm48fXJGE9Ccd99bTY6dpLKjNiV+j39+K3Ie2wMeEXa5rk0mJH1ztML1176clnrW05B24+nc1izI7QlnVbnrSDQJ+flddxRvqvjS/7YOMo/9JjdWOYrMUm2+uwttud9vIaB0iXlyBvkFbP6Vrel23S53pL+3zNJ+i1ZK0N+4U+ILO+I9zx2kv/azL9FRgm47kdk3gj/vyLM13Mhn0NyTLsQddk6wNdSLRB3iTKvOQ66EOnVgedTXUem8o//n2gGCqGfwoGQNK93Ctp74h3/jO//ek7E/Xxn4MUaT+UxeVIXkHkOqKO7yUw2TbyhPJO9gRrA2nHnfeuDX3Rsuh3i9iM/CIIf7E03VtvkXb7xZD0RdSHcGH32CeQ9tymu1aznPBb8WPkMhLZdF0px6cs72KPqyWjpB133nubPIf1h5uRdfu5R/r838W0n86MBJ03et08et/ht/Vf4Chdzaq0S3+BaGNyLK5xrCNY8bFIxMu+UDlr/9pJ0qOfPWRC54mbr9tUz/qW9h/un3W5fJu0t7Epn6649L4VJD3dXe/9jifv7uceKbY8NviMMst7X1gHadZr6bMOt0Ma7SChb3n+eP2WHrdhmx5zym/x3N/1faF29CMKivfvXHOerCO/V9Je+/LoU5bppF2Lasqimvrlwim2pPNSMbfr77TbSfC0k/YaiUMZJJO2WpkneDX9Vjsr9/rIQ3odLvd1U/Km89Qf7xP8qJWjDj54HZ9nPavDB+Vsr9WWdVnfl2+q07PmpT5rNC5hezMGQNK9FGnXzvoodtZTrz3oYbL5YfISY9S8RtV4Phjh6n45pry6USNmvqxG9kAOfR3KYaNWjzovoQuJeuQhfbnluQ5pyJo+ynxbLn+qtPeD7fo6y6MMkvUtjXLoIu/1oIt6yJoe60LP5NSPtX+J60xjOs7nq+Z9+3n3ZB15kfbGS1kg2x5kiplidiwYaBE1lT/9yfqxxvRY1pLGqfeGMDDEAEi6lyLtIu060REGhAFhQBgQBoQBYUAYOBAMeLKOvEj7gUyQdprDnaZiopgIA8KAMCAMCAPCwLFhACTdS5F2kXbtrIUBYUAYEAaEAWFAGBAGDgQDnqwjL9J+IBN0bLtIjVcnJ8KAMCAMCAPCgDAgDAwxAJLupUi7SLt21sKAMCAMCAPCgDAgDAgDB4IBT9aRF2k/kAnSTnO401RMFBNhQBgQBoQBYUAYODYMgKR7KdIu0q6dtTAgDAgDwoAwIAwIA8LAgWDAk3XkRdoPZIKObRep8erkRBgQBoQBYUAYEAaEgSEGQNK9FGkXadfOWhgQBoQBYUAYEAaEAWHgQDDgyTryIu0HMkHaaQ53moqJYiIMCAPCgDAgDAgDx4YBkHQvRdpF2rWzFgaEAWFAGBAGhAFhQBg4EAx4so68SPuBTNCx7SKfe7y/FrPw8PXPO634+f4kPLy/1YNU61QYEAaEAWFAGDgSDICke7ln0v49fPpnHubz7nN6fRfu7uxzHU77MtTN56/Dp/9QP01++/ZNAN47gFfhrJirRbi83Ux+V+fzcLaq6N1ehkVh7yysJo3B/JiqW/ZrxDcsrkqs/LgPJ6/uw+2kvkt7z7bh+LoM4dVF+DnFx68PYTYL8XPy/mc51intpaOYCQPCgDAgDAgDB4EBT9aR3y9pvz4Nrz9+74j69WmYz0/DdSTtnpQbiW/Ved2cF2l/DjJZkuWbz4swf3MZbjYs7FHSTu1Nb36+mrBISj8mE+cfF+Fhtgy/vL8HT9qvwsPsJNz/2G6Ob98/BJH27WI2GUseQ8pPWLeaC+FLGBAGhIFtMQCS7uV+SXtB0NvE/PvH15ncF20yQe9O6Mu8SPtzLARHluNJOZ14r87SX1LmdBLOpD0S/Xl/Qm/tibSvrX2fX50vwuXnbG/x+SaSgkjsi9P5qUR/HYbXS36Gi1fdiTROpk0momsn1ot70nkIVz05u1pwu1xuRHn5/j6c9Cfds8UvIjO/whLl3M8mwmen7O6vA9bP0Hb2wx4KIu3PsSbUx7YvIOkLM8KAMCAMTMeAJ+vIPx9pt5P2fz6F7wNS3ibzNaLOZSLt0wGw+2IpSXsk4DgZ9wSeiGgi7ZHUE8l3pN30CnIOQj+wXfoxbTy34f5V47S6ddIer5k8hIv+hLtJgiO578h5JNMzkGcj6RPaU6xqY6nfwe9sYxOxJh9go+nvhv7QXvI51pT6EM6EAWFAGBAG2hgASffyeUj7f5/C68addTtln/973d91L0/SmaDX0iLt7Ql/usVgZDl/LwGn4mbfCDwIt+8vn44TYTfiGMk42cMGYL0OiehHgulJus9PGfuOpL04Kc/9dOScTtt7vZIo20l+Ju2RWNtJe8OmjxvyddK+Dnbav+y/UMtptCt96X23DQqd9qM92kjmOVYsFAthQBgQBoSB340BT9aR3z9pj4R9HvKXUJmY2yn79l9ABYEXaX+OhdUmy5tI+9ln+9Kp++KqO2nnhXHQpD0SX0fGp5B2nHDHE/zp5L1F2tfmR+z3V1hWvkhbJe3wQZKuLT3H2lEfvL6VFh6EAWFAGJiGAZB0L/dM2o2Utwj7XRg7Zb/+105jx7+cKtI+bfIft0japD3eR6d77NxPIuDxZJ2I+6NIO9mZSECHd9r7mPUkPF01gb3KlZM4rkK/vxe/DWk3+2ajQrQ5bildudPe1XUn+Vdf6184FWl/jjWhPhJOsW4ktSEUBoQBYeDJMODJOvJ7Je0d8aarEPM5feF0/JRdpP1QiMEIae+vyOSf7cxXYRJpt0Xcf1k1/gTkzqS9u46T+qJrNaMEovXrMevuqgm+jFp+EZW/SJrnIX8R9SFc0JdCS6JcXo/JbbprNdOvprR/Pcb6m9G9eRt/V0ZXd2b5Gs1ofPSQfbKHrOKc14pioVgIA8KAMLA7BkDSvdwracc1ln1JnbTvDohjWkzV32n/E8jqNr/T/ieMRz5qgyAMCAPCgDAgDGzEgCfryIu0CzwbwfMSCH7zjviBz3/zes+B+/0SMKMx6FBAGBAGhAFh4HdgACSd5f/+97/w/wEIHN8aTdgTfQAAAABJRU5ErkJggg==


把这个判断删除貌似好了,不知有没有影响

jzf1987 发表于 2021-3-30 08:32:48

本帖最后由 jzf1987 于 2021-3-30 08:37 编辑

caoyin 发表于 2021-3-30 00:46

         (or (equal (vlax-curve-getSecondDeriv EName PckPnt) '(0 0 0) 1E-8) ; 判断所选是否是直线段
               (not (princ "\n所选的多段线的段不能是圆弧!")) ; 提示条件不满足,并结束命令
         )


这个判断条件删除貌似好了,但是不分多段线跟圆弧都能画XLINE!

wline 发表于 2024-7-6 23:45:36

jzf1987 发表于 2021-3-30 08:32
(or (equal (vlax-curve-getSecondDeriv EName PckPnt) '(0 0 0) 1E-8) ; 判断所选是否是直线 ...

试过了,不行,条件不会变
页: [1]
查看完整版本: 过一点画多段线一条边的平行xline线怎么写?