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Pg1}{\bkmkend Pg1}\par\pard\sect\sectd\sbknone\cols2\colno1\colw5885\colsr160\colno2\colw5715\colsr160\ql \li2792\sb0\sl-322\slmult0 \par\pard\ql \li2792\sb0\sl-322\slmult0 \par\pard\ql \li2792\sb237\sl-322\slmult0 \up0 \expndtw-4\charscalex100 \ul0\nosupersub\cf2\f3\fs28 HIMPUNAN\par\pard\ql \li1133\sb0\sl-230\slmult0 \par\pard\ql \li1133\sb0\sl-230\slmult0 \par\pard\ql \li1133\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 01. MA-78-18\par\pard\ql \li1418\sb12\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Jika P \u8834? Q dan P \u8800? Q maka \u8230?\par\pard\ql \li1458\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex102 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P \u8746? Q = P\par\pard\ql \li1458\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex104 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P \u8745? Q = Q\par\pard\ql \li1458\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex102 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P \u8746? Q \u8834? P\par\pard\ql \li1458\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex102 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Q \u8834? P \u8745? Q\par\pard\ql \li1458\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex104 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P \u8746? Q = Q\par\pard\ql \li1118\sb0\sl-230\slmult0 \par\pard\ql \li1118\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 02. MA-77-01\par\pard\qj \li1418\ri100\sb0\sl-229\slmult0\fi0 \up0 \expndtw0\charscalex105 \ul0\nosupersub\cf1\f2\fs20 H = \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\super\cf6\f7\fs19 -P\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan rasional, \ul0\nosupersub\cf5\f6\fs20 p\ul0\nosupersub\cf1\f2\fs20 bilangan bulat \up0 \expndtw-2\charscalex100 positif\}, maka anggota H \u8230?\par\pard\ql \li1457\sb1\sl-227\slmult0 \up0 \expndtw0\charscalex100 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 semuanya bilangan pecah\par\pard\ql \li1457\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex100 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 ada yang bilangan irrasional\par\pard\ql \li1457\sb1\sl-229\slmult0 \up0 \expndtw0\charscalex100 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 semuanya bilangan rasional\par\pard\ql \li1457\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex100 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 ada yang bilangan khayal\par\pard\ql \li1457\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex100 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 semuanya bilangan bulat\par\pard\ql \li1118\sb0\sl-230\slmult0 \par\pard\ql \li1118\sb4\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 03. MA-77-17\par\pard\ql \li1418\sb1\sl-226\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Bila R = \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan rasional \};\par\pard\ql \li1819\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 S = \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan bulat \}.\par\pard\ql \li1418\sb0\sl-230\slmult0 \up0 \expndtw0\charscalex100 Maka R - S = \u8230?\par\pard\ql \li1558\sb17\sl-230\slmult0\tx1913 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw0\charscalex102 \u8709?\par\pard\ql \li1558\sb1\sl-227\slmult0\tx1913 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw-2\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan cacah \}\par\pard\ql \li1558\sb1\sl-229\slmult0\tx1913 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-3\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan irasional \}\par\pard\ql \li1558\sb2\sl-230\slmult0\tx1913 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw-2\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan cacah \}\par\pard\ql \li1558\sb0\sl-229\slmult0\tx1913 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw-3\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = bilangan asli \}\par\pard\ql \li1133\sb0\sl-230\slmult0 \par\pard\ql \li1133\sb4\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 04. MA-79-50\par\pard\qj \li1392\ri713\sb0\sl-245\slmult0\fi26 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Dari pernyataan berikut, yang benar adalah \u8230? \up0 \expndtw-2\charscalex100 (1)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? B, maka A \u8745? B = A\par\pard\ql \li1392\sb1\sl-226\slmult0 \up0 \expndtw-2\charscalex100 (2)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8835? B, maka A \u8746? B = B\par\pard\ql \li1392\sb16\sl-230\slmult0 \up0 \expndtw-1\charscalex100 (3)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? B, B \u8745? C = \u8709? , maka A \u8745? C =\u8709?\par\pard\ql \li1392\sb16\sl-230\slmult0 \up0 \expndtw-1\charscalex100 (4)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? B, A \u8745? C = \u8709? , maka B \u8745? C = \u8709?\par\pard\ql \li1134\sb230\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 05. MA-80-01\par\pard\qj \li1418\ri410\sb0\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Di antara lima hubungan di bawah ini, yang benar \up0 \expndtw-3\charscalex100 adalah \u8230?\par\pard\ql \li1418\sb13\sl-230\slmult0 \up0 \expndtw-2\charscalex100 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika B \u8834? C dan B \u8834? C, maka A \u8834? C\par\pard\ql \li1418\sb16\sl-230\slmult0 \up0 \expndtw-2\charscalex100 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? B dan C \u8834? B, maka A \u8834? C\par\pard\ql \li1418\sb14\sl-230\slmult0 \up0 \expndtw-2\charscalex100 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika B \u8834? A dan C \u8834? B, maka A \u8834? C\par\pard\ql \li1418\sb15\sl-230\slmult0 \up0 \expndtw-2\charscalex100 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? C dan C \u8834? B, maka B \u8834? A\par\pard\ql \li1418\sb15\sl-230\slmult0 \up0 \expndtw-1\charscalex100 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Jika A \u8834? B dan B \u8834? C, maka A \u8834? C\par\pard\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 06. MA-82-34\par\pard\ql \li1418\sb1\sl-226\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Himpunan A dan B lepas bila \u8230?\par\pard\ql \li1418\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex100 (1)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A himpunan semua bilangan rasional dan B him\par\pard\ql \li1778\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 punan semua bilangan tak rasional\par\pard\ql \li1418\sb0\sl-229\slmult0 \up0 \expndtw-1\charscalex100 (2)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A himpunan semua bilangan real dan B himpun-\par\pard\ql \li1778\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 an kosong\par\pard\ql \li1418\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex102 (3)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A himpunan semua bilangan cacah dan B him-\par\pard\ql \li1778\sb0\sl-229\slmult0 \up0 \expndtw-3\charscalex100 punan semua bilangan bulat negatif\par\pard\ql \li1418\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex100 (4)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A himpunan semua bilangan asli dan B himpun-\par\pard\ql \li1778\sb1\sl-230\slmult0 \up0 \expndtw-2\charscalex100 an semua bilangan rasional tak positif\par\pard\column \ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li129\sb191\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 07. MA-85-32\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Dalam himpunan semua bilangan real , yang merupa-\par\pard\ql \li429\sb2\sl-229\slmult0 \up0 \expndtw-3\charscalex100 kan himpunan kosong ialah \u8230?\par\pard\ql \li462\sb17\sl-230\slmult0\tx1034 \up0 \expndtw-3\charscalex100 (1)\tab \up0 \expndtw-2\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 < 0, \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 = \u8730?\ul0\nosupersub\cf5\f6\fs20 a\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 , \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 bilangan real \}\par\pard\ql \li462\sb0\sl-229\slmult0\tx1034 \up0 \expndtw-3\charscalex100 (2)\tab \up0 \expndtw-2\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 a\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 = 0, \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 < 0 \}\par\pard\ql \li462\sb1\sl-230\slmult0\tx1034 \up0 \expndtw-3\charscalex100 (3)\tab \up0 \expndtw-3\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 = 0, \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 > 0 \}\par\pard\ql \li462\sb15\sl-230\slmult0\tx1034 \up0 \expndtw-3\charscalex100 (4)\tab \up0 \expndtw-2\charscalex100 \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 \u8800? \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 \}\par\pard\ql \li6170\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 08. MA-82-35\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Himpunan \{\{1\} , \{2\} , \{3\} , \{1 , 2\} , \{1 , 3\} , \{2 ,\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 3\}\} terdiri\par\pard\ql \li429\sb1\sl-229\slmult0 \up0 \expndtw-3\charscalex100 dari enam himpunan bagian dari \{1 , 2 , 3\}. Maka\par\pard\ql \li429\sb17\sl-230\slmult0 \up0 \expndtw-2\charscalex100 terhadap operasi \u8745? (irisan) himpunan di atas\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-3\charscalex100 merupakan sistem \u8230?\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw-1\charscalex100 (1)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 tertutup\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-2\charscalex100 (2)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 mempunyai sifat komutatif\par\pard\ql \li429\sb2\sl-230\slmult0 \up0 \expndtw-2\charscalex100 (3)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 mempunyai unsur identitas\par\pard\ql \li429\sb0\sl-230\slmult0 \up0 \expndtw-2\charscalex100 (4)\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 mempunyai sifat asosiatif\par\pard\ql \li6170\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 09. MA-84-22\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Jika A = \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 + 5\ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 + 6 = 0 \}\par\pard\ql \li881\sb1\sl-229\slmult0 \up0 \expndtw-1\charscalex100 B = \{ \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 | \ul0\nosupersub\cf5\f6\fs20 x\ul0\super\cf6\f7\fs19 2\ul0\nosupersub\cf1\f2\fs20 - 2\ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 - 3 = 0, \ul0\nosupersub\cf5\f6\fs20 x\ul0\nosupersub\cf1\f2\fs20 bilangan cacah\}\par\pard\ql \li429\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 maka\par\pard\ql \li469\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex103 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A \u8745? B = \u8709?\par\pard\ql \li469\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex106 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A = B\par\pard\ql \li469\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex104 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A \u8834? B\par\pard\ql \li469\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex103 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 B \u8834? A\par\pard\ql \li469\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex102 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A = \u8709? atau B = \u8709?\par\pard\ql \li145\sb230\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 10. MA-81-18\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Dengan \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (S) dimaksud banyaknya anggota himpunan\par\pard\ql \li429\sb17\sl-230\slmult0 \up0 \expndtw-3\charscalex100 S Jika \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A) = \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 , \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (B) = \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 dan \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A\u8745?B) = \ul0\nosupersub\cf5\f6\fs20 c\ul0\nosupersub\cf1\f2\fs20 , maka\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A\u8746?B) sama dengan \u8230?\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex103 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 c\par\pard\ql \li429\sb2\sl-230\slmult0 \up0 \expndtw0\charscalex108 \ul0\nosupersub\cf1\f2\fs20 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 - \ul0\nosupersub\cf5\f6\fs20 c\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex112 \ul0\nosupersub\cf1\f2\fs20 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 - \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 - \ul0\nosupersub\cf5\f6\fs20 c\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex111 \ul0\nosupersub\cf1\f2\fs20 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 - \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 - \ul0\nosupersub\cf5\f6\fs20 c\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex108 \ul0\nosupersub\cf1\f2\fs20 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf5\f6\fs20 a\ul0\nosupersub\cf1\f2\fs20 + \ul0\nosupersub\cf5\f6\fs20 b\ul0\nosupersub\cf1\f2\fs20 - 2\ul0\nosupersub\cf5\f6\fs20 c\par\pard\ql \li6170\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 11. MA-83-07\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw0\charscalex100 \ul0\nosupersub\cf1\f2\fs20 A himpunan bilangan asli dan C himpunan bilangan\par\pard\ql \li429\sb1\sl-229\slmult0 \up0 \expndtw-2\charscalex100 cacah . Banyak himpunan bagian dari (C - A) \u8230?\par\pard\ql \li429\sb1\sl-230\slmult0\tx794 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-2\charscalex100 0\par\pard\ql \li429\sb1\sl-230\slmult0\tx794 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw-2\charscalex100 1\par\pard\ql \li429\sb0\sl-229\slmult0\tx794 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-2\charscalex100 2\par\pard\ql \li429\sb1\sl-230\slmult0\tx794 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw-2\charscalex100 3\par\pard\ql \li429\sb1\sl-230\slmult0\tx794 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw-2\charscalex100 4\par\pard\ql \li6170\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 12. MA-80-33\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Jika himpunan P dan himpunan Q berpotongan,\par\pard\ql \li429\sb1\sl-229\slmult0 \up0 \expndtw-3\charscalex100 sedang kan P\ul0\super\cf6\f7\fs19 C\ul0\nosupersub\cf1\f2\fs20 dan Q\ul0\super\cf6\f7\fs19 C\ul0\nosupersub\cf1\f2\fs20 berturut-turut adalah\par\pard\ql \li429\sb17\sl-230\slmult0 \up0 \expndtw-2\charscalex100 komplemen dari P dan Q, maka (P \u8745? Q) \u8746? (P \u8745? Q\ul0\super\cf6\f7\fs19 C \ul0\nosupersub\cf1\f2\fs20 )\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-2\charscalex100 = \u8230?\par\pard\ql \li429\sb2\sl-230\slmult0 \up0 \expndtw0\charscalex109 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P\ul0\super\cf6\f7\fs19 C\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex111 \ul0\nosupersub\cf1\f2\fs20 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Q\ul0\super\cf6\f7\fs19 C\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex113 \ul0\nosupersub\cf1\f2\fs20 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 Q\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw0\charscalex111 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex107 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 P\ul0\super\cf6\f7\fs19 C\ul0\nosupersub\cf1\f2\fs20 \u8745? Q\ul0\super\cf6\f7\fs19 C\par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li20\sb103\sl-230\slmult0 \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf1\f2\fs20 1 {\shp {\*\shpinst\shpleft1134\shptop2124\shpright2300\shpbottom2144\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz28\shplid0{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1118\shptop4053\shpright2284\shpbottom4073\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz195\shplid1{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1118\shptop6123\shpright2284\shpbottom6143\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz319\shplid2{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1134\shptop8438\shpright2300\shpbottom8458\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz525\shplid3{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1134\shptop10107\shpright2300\shpbottom10127\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz722\shplid4{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1134\shptop12253\shpright2300\shpbottom12273\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz957\shplid5{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6154\shptop1341\shpright7321\shpbottom1361\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1055\shplid6{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1167}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1167,20);(1167,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop3211\shpright7336\shpbottom3231\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1296\shplid7{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop5756\shpright7336\shpbottom5776\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1394\shplid8{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop8115\shpright7336\shpbottom8135\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1607\shplid9{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop10446\shpright7336\shpbottom10466\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1889\shplid10{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop12516\shpright7336\shpbottom12536\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1970\shplid11{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}\par\pard\sect\sectd\fs24\paperw11900\paperh16840\pard\sb0\sl-240{\bkmkstart Pg2}{\bkmkend Pg2}\par\pard\sect\sectd\sbknone\cols2\colno1\colw5885\colsr160\colno2\colw5715\colsr160\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb191\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 13. MA-78-04\par\pard\qj \li1418\ri98\sb0\sl-237\slmult0 \up0 \expndtw0\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Jika P adalah himpunan semua bilangan genap yang \up0 \expndtw0\charscalex102 le-bih kecil dari 37, dan himpunan semua pangkat \up0 \expndtw-2\charscalex100 dua bi-langan bulat, maka P \u8745? Q sama dengan \u8230?\par\pard\ql \li1418\sb1\sl-218\slmult0\tx1773 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-3\charscalex100 \{1 , 9 , 25 , 49\}\par\pard\ql \li1418\sb3\sl-230\slmult0\tx1773 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw0\charscalex100 \{-4 , 0 , 4 , 16\}\par\pard\ql \li1418\sb0\sl-229\slmult0\tx1773 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-3\charscalex100 \{0 , 2 , 4 , 6\}\par\pard\ql \li1418\sb2\sl-230\slmult0\tx1773 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw-3\charscalex100 \{0 , 4 , 16 , 36\}\par\pard\ql \li1418\sb0\sl-230\slmult0\tx1773 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw0\charscalex104 \{-36 , -16 , -4 , 0\}\par\pard\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 14. MA-84-04\par\pard\qj \li1418\ri99\sb0\sl-229\slmult0 \up0 \expndtw0\charscalex104 \ul0\nosupersub\cf1\f2\fs20 Jika X himpunan, X ` menyatakan komplemen X, \line \up0 \expndtw0\charscalex102 \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (X) menyatakan banyak unsur X, sedangkan S \line \up0 \expndtw0\charscalex102 menyatakan himpunan semesta, seandainya \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (S) =\par\pard\qj \li1418\ri102\sb4\sl-244\slmult0 \up0 \expndtw0\charscalex100 34, \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A) = 17, \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (B) = 18 dan \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A\u8242? \u8745? B\u8242?), maka \ul0\nosupersub\cf5\f6\fs20 n\ul0\nosupersub\cf1\f2\fs20 (A \up0 \expndtw-2\charscalex100 \u8745? B) adalah \u8230?\par\pard\ql \li1418\sb1\sl-225\slmult0\tx1753 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-2\charscalex100 3\par\pard\ql \li1418\sb1\sl-230\slmult0\tx1753 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw-2\charscalex100 4\par\pard\ql \li1418\sb0\sl-229\slmult0\tx1753 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-2\charscalex100 5\par\pard\ql \li1418\sb2\sl-230\slmult0\tx1753 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw-2\charscalex100 6\par\pard\ql \li1418\sb0\sl-230\slmult0\tx1753 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw-2\charscalex100 7\par\pard\ql \li1134\sb0\sl-230\slmult0 \par\pard\ql \li1134\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 15. MA-83-01\par\pard\qj \li1418\ri97\sb0\sl-237\slmult0 \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Misalkan B bagian dalam lingkaran yang besar dan A \line \up0 \expndtw0\charscalex101 bagian dalam lingkaran yang kecil yang sepusat \line \up0 \expndtw0\charscalex108 seperti dalam dia-gram di bawah ini. Jika A\u8242?\par\pard\ql \li1418\ri100\sb8\sl-229\slmult0 \up0 \expndtw0\charscalex105 komplemen A dan B\u8242? komplemen B, maka A\u8242? - B\u8242? \line \up0 \expndtw-4\charscalex100 ialah daerah yang bergaris dalam diagram \u8230? \line \up0 \expndtw-3\charscalex100 A.\par\pard\ql \li2862\sb1\sl-229\slmult0 \up0 \expndtw-2\charscalex100 B\par\pard\ql \li2911\sb1\sl-230\slmult0 \up0 \expndtw-2\charscalex100 A\par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 B.\par\pard\ql \li2839\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 B\par\pard\ql \li2839\sb1\sl-227\slmult0 \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf1\f2\fs20 A\par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 C.\par\pard\ql \li2539\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 B\par\pard\ql \li2788\sb1\sl-230\slmult0 \up0 \expndtw-2\charscalex100 A\par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb227\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 D.\par\pard\ql \li3459\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 B\par\pard\ql \li3358\sb0\sl-230\slmult0 \up0 \expndtw-2\charscalex100 A\par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb0\sl-230\slmult0 \par\pard\ql \li1418\sb228\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 E.\par\pard\ql \li2790\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 B\par\pard\ql \li2788\sb0\sl-230\slmult0 \up0 \expndtw-2\charscalex100 A\par\pard\column \ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li129\sb191\sl-230\slmult0 \up0 \expndtw-3\charscalex100 16. MA-85-03\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw-1\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Suatu himpunan bilangan asli terdiri dari 10 bilangan\par\pard\ql \li429\sb2\sl-229\slmult0 \up0 \expndtw-2\charscalex100 yang habis dibagi 6, 15 bilangan yang habis di bagi 2,\par\pard\ql \li429\sb1\sl-230\slmult0\tx847 \up0 \expndtw-2\charscalex100 dan\tab \up0 \expndtw0\charscalex101 10 bilangan yang habis di bagi \up0 \expndtw0\charscalex102 3 dan satu\par\pard\ql \li429\sb0\sl-230\slmult0 \up0 \expndtw0\charscalex103 bilangan lagi yang tidak habis dibagi 2 ataupun 3,\par\pard\ql \li429\sb1\sl-229\slmult0 \up0 \expndtw-3\charscalex100 banyaknya unsur himpunan tersebut adalah \u8230?\par\pard\ql \li469\sb1\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-2\charscalex100 36\par\pard\ql \li469\sb0\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw-2\charscalex100 26\par\pard\ql \li469\sb1\sl-229\slmult0\tx834 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-2\charscalex100 21\par\pard\ql \li469\sb1\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw-2\charscalex100 16\par\pard\ql \li469\sb0\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw-2\charscalex100 15\par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 17. MA-81-01\par\pard\ql \li429\sb13\sl-230\slmult0 \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Jika A\u8242?, B\u8242? dan C\u8242? berturut-turut adalah komplemen\par\pard\ql \li429\sb0\sl-230\slmult0 \up0 \expndtw-3\charscalex100 A, komplemen B dan komplemen C. Maka himpunan\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-2\charscalex100 yang diarsir ialah \u8230?\par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li429\sb17\sl-230\slmult0 \up0 \expndtw0\charscalex104 A.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A \u8745? B\u8242? \u8745? C\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex105 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A\u8242? \u8745? B\u8242? \u8745? C\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex105 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A\u8242?\u8745? B \u8745? C\u8242?\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex104 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A\u8242? \u8745? B\u8242? \u8745? C\par\pard\ql \li429\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex106 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A \u8745? B\u8242? \u8745? C\u8242?\par\pard\ql \li6154\sb0\sl-230\slmult0 \par\pard\ql \li129\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 18. MA-86-02\par\pard\ql \li429\sb1\sl-227\slmult0\tx4035 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Perhatikan diagram Venn di\tab \up0 \expndtw-2\charscalex100 T\par\pard\ql \li429\sb1\sl-230\slmult0\tx3665 \up0 \expndtw-3\charscalex100 sebelah ini. Bagian yang diar-\tab \up0 \expndtw-2\charscalex100 S\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-3\charscalex100 sir mengganbarkan \u8230?\par\pard\ql \li469\sb17\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw0\charscalex100 (S \u8746? T) - W\par\pard\ql \li469\sb0\sl-229\slmult0\tx834\tx4484 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw0\charscalex104 (S - T) - W\tab \up0 \expndtw-2\charscalex100 W\par\pard\ql \li469\sb2\sl-230\slmult0 \up0 \expndtw0\charscalex109 C.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 S - (T - W)\par\pard\ql \li469\sb15\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw0\charscalex100 (S - T) \u8746? W\par\pard\ql \li469\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex102 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 S \u8746? W \u8746? (S - T)\par\pard\ql \li129\sb230\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 19. MA-85-04\par\pard\ql \li429\sb1\sl-227\slmult0 \up0 \expndtw0\charscalex103 \ul0\nosupersub\cf1\f2\fs20 Perhatikan diagram Venn di bawah ini. Bagian\par\pard\ql \li429\sb2\sl-230\slmult0 \up0 \expndtw0\charscalex102 daerah yang diarsir dapat dinyatakan sebagai di\par\pard\ql \li429\sb0\sl-229\slmult0 \up0 \expndtw-3\charscalex100 bawah ini dengan mengingat bahwa \ul0\nosupersub\cf5\f6\fs20 X\ul0\nosupersub\cf1\f2\fs20 `\par\pard\ql \li429\sb1\sl-230\slmult0 \up0 \expndtw-3\charscalex100 menyatakan komplemen\par\pard\ql \li429\sb1\sl-230\slmult0\tx3766\tx4487 \up0 \expndtw-2\charscalex100 himpunan \ul0\nosupersub\cf5\f6\fs20 X\ul0\nosupersub\cf1\f2\fs20 , yaitu \u8230? \tab \up0 \expndtw-3\charscalex100 A\tab \up0 \expndtw-2\charscalex100 B\par\pard\ql \li469\sb15\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-2\charscalex100 (A \u8746? B)\u8242? \u8746? C\par\pard\ql \li469\sb15\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 B.\tab \up0 \expndtw0\charscalex100 (A\u8242? \u8745? B\u8242?) \u8745? C\par\pard\ql \li469\sb15\sl-230\slmult0\tx834\tx3766 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-1\charscalex100 (A \u8745? B)\u8242? \u8745? C\tab \up0 \expndtw-2\charscalex100 C\par\pard\ql \li469\sb15\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 D.\tab \up0 \expndtw0\charscalex100 (A \u8746? B) - C\par\pard\ql \li469\sb15\sl-230\slmult0\tx834 \up0 \expndtw-3\charscalex100 E.\tab \up0 \expndtw-2\charscalex100 (A \u8746? B) \u8745? C\par\pard\ql \li6170\sb0\sl-230\slmult0 \par\pard\ql \li145\sb2\sl-230\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf3\f4\fs20 20. MA-79-38\par\pard\ql \li429\sb1\sl-226\slmult0 \up0 \expndtw-3\charscalex100 \ul0\nosupersub\cf1\f2\fs20 Gambar yang diarsir adalah \u8230?\par\pard\ql \li469\sb17\sl-230\slmult0\tx834\tx4486 \up0 \expndtw-3\charscalex100 A.\tab \up0 \expndtw-2\charscalex100 (A \u8745? B) \u8746? (A \u8745? C)\tab \up0 \expndtw-2\charscalex100 B\par\pard\ql \li469\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex103 B.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A \u8745? (B \u8746? C)\par\pard\ql \li469\sb14\sl-230\slmult0\tx834\tx3614 \up0 \expndtw-3\charscalex100 C.\tab \up0 \expndtw-2\charscalex100 (A \u8746? B) \u8745? (A \u8746? C)\tab \up0 \expndtw-2\charscalex100 \ul0\nosupersub\cf3\f4\fs20 A\par\pard\ql \li469\sb16\sl-230\slmult0 \up0 \expndtw0\charscalex104 \ul0\nosupersub\cf1\f2\fs20 D.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A - (B \u8746? C)\par\pard\ql \li1149\sb1\sl-229\slmult0 \up0 \expndtw-3\charscalex100 C\par\pard\ql \li469\sb15\sl-230\slmult0 \up0 \expndtw0\charscalex107 E.\ul0\nosupersub\cf4\f5\fs20 \ul0\nosupersub\cf1\f2\fs20 A - (B \u8745? C)\par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li6045\sb0\sl-230\slmult0 \par\pard\ql \li20\sb214\sl-230\slmult0 \up0 \expndtw-2\charscalex100 2 {\shp {\*\shpinst\shpleft9334\shptop13565\shpright10470\shpbottom14275\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz20\shplid0{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1136}}{\sp{\sn geoBottom}{\sv 710}}{\sp{\sn pVerticies}{\sv 8;17;(565,0);(345,30);(165,105);(45,215);(0,355);(45,495);(165,605);(345,680);(565,710);(785,680);(971,605);(1091,495);(1136,355);(1091,215);(971,105);(785,30);(565,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9331\shptop13567\shpright10468\shpbottom14276\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz33\shplid1{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1137}}{\sp{\sn geoBottom}{\sv 709}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(568,0);(454,7);(348,27);(250,60);(166,103);(97,156);(45,216);(12,282);(0,353);(12,426);(45,493);(97,553);(166,606);(250,649);(348,682);(454,702);(568,709);(682,702);(789,682);(886,649);(970,606);(1039,553);(1092,493);(1125,426);(1137,353);(1125,282);(1092,216);(1039,156);(970,103);(886,60);(789,27);(682,7);(568,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop9153\shpright4381\shpbottom10291\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz36\shplid2{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn pVerticies}{\sv 8;4;(0,1138);(1847,1138);(1847,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop9153\shpright4381\shpbottom10291\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz41\shplid3{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;4;(1847,0);(0,0);(0,1138);(1847,1138)}}{\sp{\sn pSegmentInfo}{\sv 2;9;16384;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft4381\shptop9153\shpright4381\shpbottom10291\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz41\shplid4{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}}}{\shp {\*\shpinst\shpleft2965\shptop9295\shpright3960\shpbottom10145\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz49\shplid5{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 995}}{\sp{\sn geoBottom}{\sv 850}}{\sp{\sn pVerticies}{\sv 8;17;(495,0);(300,35);(145,125);(40,260);(0,425);(40,590);(145,725);(300,815);(495,850);(690,815);(850,725);(955,590);(995,425);(955,260);(850,125);(690,35);(495,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2961\shptop9295\shpright3955\shpbottom10147\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz57\shplid6{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 994}}{\sp{\sn geoBottom}{\sv 852}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(496,0);(396,9);(302,32);(219,73);(145,124);(84,189);(39,260);(10,340);(0,425);(10,511);(39,592);(84,664);(145,727);(219,780);(302,819);(396,842);(496,852);(596,842);(690,819);(774,780);(849,727);(909,664);(955,592);(984,511);(994,425);(984,340);(955,260);(909,189);(849,124);(774,73);(690,32);(596,9);(496,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop13041\shpright4381\shpbottom14178\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz61\shplid7{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1137}}{\sp{\sn pVerticies}{\sv 8;4;(0,1137);(1847,1137);(1847,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop13040\shpright4381\shpbottom14178\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz66\shplid8{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;4;(1847,0);(0,0);(0,1138);(1847,1138)}}{\sp{\sn pSegmentInfo}{\sv 2;9;16384;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft4381\shptop13040\shpright4381\shpbottom14178\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz66\shplid9{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}}}{\shp {\*\shpinst\shpleft2534\shptop10432\shpright4381\shpbottom11570\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz68\shplid10{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn pVerticies}{\sv 8;4;(0,1138);(1847,1138);(1847,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop10432\shpright4381\shpbottom11570\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz71\shplid11{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;4;(1847,0);(0,0);(0,1138);(1847,1138)}}{\sp{\sn pSegmentInfo}{\sv 2;9;16384;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft4381\shptop10432\shpright4381\shpbottom11570\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz71\shplid12{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}}}{\shp {\*\shpinst\shpleft2965\shptop10570\shpright3960\shpbottom11425\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz79\shplid13{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 995}}{\sp{\sn geoBottom}{\sv 855}}{\sp{\sn pVerticies}{\sv 8;17;(495,0);(300,35);(145,125);(40,265);(0,430);(40,595);(145,730);(300,820);(495,855);(690,820);(850,730);(955,595);(995,430);(955,265);(850,125);(690,35);(495,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2961\shptop10573\shpright3955\shpbottom11426\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz87\shplid14{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 994}}{\sp{\sn geoBottom}{\sv 853}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(496,0);(396,9);(302,32);(219,73);(145,126);(84,189);(39,261);(10,342);(0,427);(10,513);(39,594);(84,666);(145,729);(219,781);(302,820);(396,844);(496,853);(596,844);(690,820);(774,781);(849,729);(909,666);(955,594);(984,513);(994,427);(984,342);(955,261);(909,189);(849,126);(774,73);(690,32);(596,9);(496,0)}}{\sp{\sn pSegmentInfo}{\sv 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2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2961\shptop11789\shpright3955\shpbottom12643\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz107\shplid16{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 994}}{\sp{\sn geoBottom}{\sv 854}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 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fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 994}}{\sp{\sn geoBottom}{\sv 852}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;34;(496,0);(396,9);(302,33);(219,73);(145,124);(84,189);(39,260);(10,340);(0,425);(10,511);(39,592);(84,664);(145,727);(219,780);(302,819);(396,843);(496,852);(596,843);(690,819);(774,780);(849,727);(909,664);(955,592);(984,511);(994,425);(984,340);(955,260);(909,189);(849,124);(774,73);(690,33);(596,9);(496,0);(496,0)}}{\sp{\sn pSegmentInfo}{\sv 2;69;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3230\shptop10895\shpright3660\shpbottom11320\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz113\shplid18{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 430}}{\sp{\sn geoBottom}{\sv 425}}{\sp{\sn pVerticies}{\sv 8;17;(215,0);(130,15);(65,60);(15,130);(0,215);(15,295);(65,365);(130,410);(215,425);(300,410);(370,365);(415,295);(430,215);(415,130);(370,60);(300,15);(215,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3229\shptop10897\shpright3657\shpbottom11323\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz119\shplid19{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 428}}{\sp{\sn geoBottom}{\sv 426}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;17;(214,0);(131,16);(63,63);(17,130);(0,214);(17,297);(63,364);(131,409);(214,426);(297,409);(364,364);(411,297);(428,214);(411,130);(364,63);(297,16);(214,0)}}{\sp{\sn pSegmentInfo}{\sv 2;35;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3230\shptop11995\shpright3660\shpbottom12425\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz127\shplid20{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 430}}{\sp{\sn geoBottom}{\sv 430}}{\sp{\sn pVerticies}{\sv 8;17;(215,0);(130,15);(65,60);(15,130);(0,215);(15,300);(65,365);(130,415);(215,430);(300,415);(370,365);(415,300);(430,215);(415,130);(370,60);(300,15);(215,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3229\shptop11998\shpright3657\shpbottom12425\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz133\shplid21{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 428}}{\sp{\sn geoBottom}{\sv 427}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;17;(214,0);(131,16);(63,62);(17,130);(0,212);(17,297);(63,364);(131,411);(214,427);(297,411);(364,364);(411,297);(428,212);(411,130);(364,62);(297,16);(214,0)}}{\sp{\sn pSegmentInfo}{\sv 2;35;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3230\shptop13390\shpright3660\shpbottom13815\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz139\shplid22{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 430}}{\sp{\sn geoBottom}{\sv 425}}{\sp{\sn pVerticies}{\sv 8;17;(215,0);(130,15);(65,60);(15,130);(0,215);(15,295);(65,365);(130,410);(215,425);(300,410);(370,365);(415,295);(430,215);(415,130);(370,60);(300,15);(215,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft3229\shptop13391\shpright3657\shpbottom13819\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz145\shplid23{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 428}}{\sp{\sn geoBottom}{\sv 428}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;17;(214,0);(131,17);(63,63);(17,131);(0,213);(17,297);(63,364);(131,411);(214,428);(297,411);(364,364);(411,297);(428,213);(411,131);(364,63);(297,17);(214,0)}}{\sp{\sn pSegmentInfo}{\sv 2;35;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9844\shptop8120\shpright10415\shpbottom9255\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz156\shplid24{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 571}}{\sp{\sn geoBottom}{\sv 1135}}{\sp{\sn pVerticies}{\sv 8;12;(95,0);(30,25);(0,95);(0,1040);(30,1110);(95,1135);(476,1135);(541,1110);(571,1040);(571,95);(541,25);(476,0)}}{\sp{\sn pSegmentInfo}{\sv 2;26;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9842\shptop8119\shpright10412\shpbottom9257\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz175\shplid25{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 570}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;20;(95,0);(59,7);(29,28);(8,58);(0,96);(0,1043);(8,1081);(29,1111);(59,1131);(95,1138);(476,1138);(512,1131);(542,1111);(563,1081);(570,1043);(570,96);(563,58);(542,28);(512,7);(476,0)}}{\sp{\sn pSegmentInfo}{\sv 2;41;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 11312}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9937\shptop8119\shpright10318\shpbottom8119\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz175\shplid26{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 11312}}}}{\shp {\*\shpinst\shpleft9842\shptop8119\shpright10412\shpbottom9257\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz175\shplid27{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 570}}{\sp{\sn geoBottom}{\sv 1138}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;20;(95,0);(59,7);(29,28);(8,58);(0,96);(0,1043);(8,1081);(29,1111);(59,1131);(95,1138);(476,1138);(512,1131);(542,1111);(563,1081);(570,1043);(570,96);(563,58);(542,28);(512,7);(476,0)}}{\sp{\sn pSegmentInfo}{\sv 2;41;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 11312}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9937\shptop8119\shpright10318\shpbottom8119\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz175\shplid28{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 11312}}}}{\shp {\*\shpinst\shpleft9899\shptop11470\shpright10615\shpbottom12180\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz181\shplid29{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 716}}{\sp{\sn geoBottom}{\sv 710}}{\sp{\sn pVerticies}{\sv 8;17;(356,0);(215,30);(105,105);(30,215);(0,355);(30,495);(105,605);(215,680);(356,710);(496,680);(611,605);(686,495);(716,355);(686,215);(611,105);(496,30);(356,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9899\shptop11470\shpright10610\shpbottom12180\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz188\shplid30{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 711}}{\sp{\sn geoBottom}{\sv 710}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(355,0);(284,7);(216,28);(156,60);(104,103);(60,156);(29,217);(8,283);(0,355);(8,427);(29,493);(60,555);(104,607);(156,650);(216,682);(284,703);(355,710);(426,703);(494,682);(554,650);(608,607);(651,555);(683,493);(704,427);(711,355);(704,283);(683,217);(651,156);(608,103);(554,60);(494,28);(426,7);(355,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft10184\shptop11040\shpright10895\shpbottom11755\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz196\shplid31{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 711}}{\sp{\sn geoBottom}{\sv 715}}{\sp{\sn pVerticies}{\sv 8;17;(356,0);(216,30);(106,105);(30,220);(0,360);(30,500);(106,610);(216,685);(356,715);(496,685);(611,610);(686,500);(711,360);(686,220);(611,105);(496,30);(356,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft10183\shptop11044\shpright10894\shpbottom11755\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz202\shplid32{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 711}}{\sp{\sn geoBottom}{\sv 711}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(356,0);(283,7);(217,28);(156,60);(103,103);(60,156);(28,217);(7,283);(0,355);(7,427);(28,493);(60,555);(103,607);(156,651);(217,682);(283,703);(356,711);(427,703);(493,682);(555,651);(607,607);(651,555);(682,493);(703,427);(711,355);(703,283);(682,217);(651,156);(607,103);(555,60);(493,28);(427,7);(356,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9614\shptop11040\shpright10330\shpbottom11755\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz208\shplid33{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 716}}{\sp{\sn geoBottom}{\sv 715}}{\sp{\sn pVerticies}{\sv 8;17;(360,0);(220,30);(105,105);(30,220);(0,360);(30,500);(105,610);(220,685);(360,715);(500,685);(610,610);(686,500);(716,360);(686,220);(610,105);(500,30);(360,0)}}{\sp{\sn pSegmentInfo}{\sv 2;36;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 16777215}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9614\shptop11044\shpright10325\shpbottom11755\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz214\shplid34{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 711}}{\sp{\sn geoBottom}{\sv 711}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(357,0);(285,7);(218,28);(158,60);(105,103);(62,156);(29,217);(8,283);(0,355);(8,427);(29,493);(62,555);(105,607);(158,651);(218,682);(285,703);(357,711);(428,703);(495,682);(555,651);(608,607);(651,555);(683,493);(704,427);(711,355);(704,283);(683,217);(651,156);(608,103);(555,60);(495,28);(428,7);(357,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft9331\shptop10952\shpright11178\shpbottom12515\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz219\shplid35{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1563}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;4;(1847,0);(0,0);(0,1563);(1847,1563)}}{\sp{\sn pSegmentInfo}{\sv 2;9;16384;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft11178\shptop10952\shpright11178\shpbottom12515\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz219\shplid36{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}}}{\shp {\*\shpinst\shpleft1134\shptop1341\shpright2300\shpbottom1361\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz229\shplid37{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1134\shptop3656\shpright2300\shpbottom3676\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz334\shplid38{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft1134\shptop6446\shpright2300\shpbottom6466\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz508\shplid39{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6154\shptop1341\shpright7321\shpbottom1361\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz753\shplid40{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1167}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 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{\*\shpinst\shpleft6154\shptop7870\shpright7321\shpbottom7890\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1104\shplid42{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1167}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1167,20);(1167,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6154\shptop10215\shpright7321\shpbottom10235\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1235\shplid43{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1167}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1167,20);(1167,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft6170\shptop13051\shpright7336\shpbottom13071\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1461\shplid44{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1166}}{\sp{\sn geoBottom}{\sv 20}}{\sp{\sn pVerticies}{\sv 8;4;(0,20);(1166,20);(1166,0);(0,0)}}{\sp{\sn pSegmentInfo}{\sv 2;10;16384;45824;1;45824;1;45824;1;45824;24577;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fillColor}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft10438\shptop13724\shpright10940\shpbottom14010\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1711\shplid45{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 502}}{\sp{\sn geoBottom}{\sv 286}}{\sp{\sn pVerticies}{\sv 8;68;(28,265);(38,240);(38,210);(46,210);(46,90);(30,90);(30,83);(22,83);(22,76);(16,76);(16,60);(0,60);(0,16);(120,16);(120,0);(330,0);(330,7);(346,7);(346,16);(368,16);(376,30);(382,30);(382,37);(398,37);(398,46);(412,46);(420,60);(436,60);(436,67);(458,67);(458,76);(480,76);(480,83);(488,83);(488,90);(496,90);(496,97);(502,97);(502,166);(450,166);(450,173);(442,180);(442,196);(436,196);(436,210);(420,210);(420,217);(412,217);(406,226);(390,226);(390,240);(376,240);(376,247);(352,247);(352,256);(286,256);(286,263);(278,263);(270,270);(256,270);(256,277);(232,277);(232,286);(52,286);(52,277);(46,277);(46,270);(28,265)}}{\sp{\sn pSegmentInfo}{\sv 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fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 502}}{\sp{\sn geoBottom}{\sv 286}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;68;(28,265);(37,240);(37,210);(46,210);(46,90);(30,90);(30,83);(22,83);(22,76);(16,76);(16,60);(0,60);(0,16);(120,16);(120,0);(330,0);(330,7);(346,7);(346,16);(367,16);(376,30);(382,30);(382,37);(397,37);(397,46);(412,46);(420,60);(436,60);(436,67);(457,67);(457,76);(480,76);(480,83);(487,83);(487,90);(496,90);(496,97);(502,97);(502,166);(450,166);(450,173);(442,180);(442,196);(436,196);(436,210);(420,210);(420,217);(412,217);(406,226);(390,226);(390,240);(376,240);(376,247);(352,247);(352,256);(286,256);(286,263);(277,263);(270,270);(256,270);(256,277);(232,277);(232,286);(52,286);(52,277);(46,277);(46,270);(28,265)}}{\sp{\sn pSegmentInfo}{\sv 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geoRight}{\sv 853}}{\sp{\sn geoBottom}{\sv 711}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(426,0);(341,7);(259,28);(187,60);(124,103);(72,156);(33,217);(9,283);(0,355);(9,427);(33,493);(72,555);(124,607);(187,651);(259,682);(341,703);(426,711);(513,703);(592,682);(666,651);(729,607);(780,555);(821,493);(844,427);(853,355);(844,283);(821,217);(780,156);(729,103);(666,60);(592,28);(513,7);(426,0)}}{\sp{\sn pSegmentInfo}{\sv 2;67;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft10183\shptop13708\shpright11036\shpbottom14419\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1796\shplid48{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 853}}{\sp{\sn geoBottom}{\sv 711}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;34;(426,0);(341,7);(259,28);(187,60);(124,103);(72,156);(33,217);(9,283);(0,355);(9,427);(33,493);(72,555);(124,607);(187,651);(259,682);(341,703);(426,711);(513,703);(592,682);(666,651);(729,607);(780,555);(821,493);(844,427);(853,355);(844,283);(821,217);(780,156);(729,103);(666,60);(592,28);(513,7);(426,0);(426,0)}}{\sp{\sn pSegmentInfo}{\sv 2;69;16384;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft2534\shptop7748\shpright4381\shpbottom8884\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1801\shplid49{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 1847}}{\sp{\sn geoBottom}{\sv 1136}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;4;(1847,0);(0,0);(0,1136);(1847,1136)}}{\sp{\sn pSegmentInfo}{\sv 2;9;16384;45824;1;45824;1;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 1}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}}}{\shp {\*\shpinst\shpleft4381\shptop7748\shpright4381\shpbottom8884\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1801\shplid50{\sp{\sn shapeType}{\sv 20}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineWidth}{\sv 15083}}}}{\shp {\*\shpinst\shpleft2961\shptop7879\shpright3955\shpbottom8730\shpfhdr0\shpbxpage\shpbypage\shpwr3\shpwrk0\shpfblwtxt1\shpz1821\shplid51{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn geoRight}{\sv 994}}{\sp{\sn geoBottom}{\sv 851}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;33;(496,0);(396,9);(302,33);(219,73);(145,124);(84,188);(39,261);(10,340);(0,