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\fs18\cf0\par\pard\li973\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li973\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li973\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li973\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li973\ri0\sl-333\slmult0 \fs20\cf1\f0\charscalex100\b {LMDEL LMDE}\b0 \par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-506\slmult0 \fs28\cf1\f0\charscalex100\b {Ejercicios: Nmeros Racionales}\b0 \par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-386\slmult0 \fs20\cf1\f1\charscalex100 {1 medio (E, F)}\par\pard\sect\sectd\sbknone\pard\li986\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li986\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li986\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li986\ri0\sl-440\slmult0 \*\tx1333\fs24\cf0\f0\charscalex100 {I.}\tab \fs24\cf0\f0\charscalex100 {Establezca para cada afirmacin si es Verdadera o Falsa: }\par\pard\li1333\ri0\sl-266\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {1)}\tab \fs24\cf0\f0\charscalex100 {Un nmero racional es un conjunto de fracciones equivalentes.}\par\pard\li1333\ri0\sl-280\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {2)}\tab \fs24\cf0\f0\charscalex100 {Todo nmero entero es un nmero racional. }\par\pard\li1333\ri0\sl-266\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {3)}\tab \fs24\cf0\f0\charscalex100 {A todo punto de la Recta Numrica le corresponde un nmero racional }\par\pard\sect\sectd\sbknone\cols2\colno1\colw6933\colsr-0\colno2\colw4160\pard\li1333\ri0\sl-426\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {4)}\tab \fs24\cf0\f0\charscalex100 {Si }{ }\fs24\cf0\f0\charscalex100\i {a}\i0 { }\fs24\cf0\f0\charscalex100\i {b}\i0 \par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100\i {a}\i0 { }\fs24\cf0\f0\charscalex100 { es una fraccin irreductible.}\par\pard\li0\ri0\sl-253\slmult0 \fs24\cf0\f0\charscalex100\i {b}\i0 \par\pard\sect\sectd\sbknone\pard\li1333\ri0\sl-266\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {5)}\tab \fs24\cf0\f0\charscalex100 {Un nmero racional siempre se puede expresar como nmero decimal. }\par\pard\li1333\ri0\sl-266\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {6)}\tab \fs24\cf0\f0\charscalex100 {Todo nmero decimal infinito es un nmero racional.}\par\pard\li1333\ri0\sl-266\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {7)}\tab \fs24\cf0\f0\charscalex100 {Entre dos nmeros racionales se puede }\fs24\cf0\f0\charscalex100 {intercalar slo un nmero racional.}\par\pard\li6506\ri0\sl-426\slmult0 \*\tx6880\fs24\cf0\f0\charscalex100 {+}\tab \fs24\cf0\f0\charscalex100 { est entre ellos.}\par\pard\li1333\ri0\sl-400\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {8)}\tab \fs24\cf0\f0\charscalex100 {Si }{\super \fs24\up5\cf0\f0\charscalex100\i {a}\i0 }\fs24\cf0\f0\charscalex100 { y}{\super \fs24\up5\cf0\f0\charscalex100\i {c}\i0 }\fs24\cf0\f0\charscalex100 { son dos racionales distintos, entonces}{\super \fs24\up5\cf0\f0\charscalex100\i {a}\i0 }\fs24\cf0\f0\charscalex100\i {c}\i0 \par\pard\li2000\ri0\sl-280\slmult0 \*\tx2466\*\tx6493\fs24\cf0\f0\charscalex100\i {b}\i0 \tab \fs24\cf0\f0\charscalex100\i {d}\i0 \tab \fs24\cf0\f0\charscalex100 {+}\par\pard\li6320\ri0\sl-253\slmult0 \*\tx6666\fs24\cf0\f0\charscalex100\i {b}\i0 \tab \fs24\cf0\f0\charscalex100\i {d}\i0 \par\pard\sect\sectd\sbknone\cols2\colno1\colw4613\colsr-0\colno2\colw6480\pard\li1333\ri0\sl-413\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {9)}\tab \fs24\cf0\f0\charscalex100 {Entre los nmeros racionales}\par\pard\li1333\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li1333\ri0\sl-453\slmult0 \fs24\cf0\f0\charscalex100 {10)}{ }\fs24\cf0\f0\charscalex100 {Si }{ }\fs24\cf0\f0\charscalex100\i {a}\i0 { }\fs24\cf0\f0\charscalex100\i {b}\i0 \par\column\pard\li0\ri0\sl-413\slmult0 \fs24\cf0\f0\charscalex100\i {a}\i0 {\sub \fs24\cf0\f0\charscalex100 { y}}\fs24\cf0\f0\charscalex100\i {a}\i0 { }\fs24\cf0\f0\charscalex100\i {c}\i0 { }\fs24\cf0\f0\charscalex100 { hay infinitos nmeros racionales.}\par\pard\li13\ri0\sl-253\slmult0 \*\tx480\fs24\cf0\f0\charscalex100\i {b}\i0 \tab \fs24\cf0\f0\charscalex100\i {b}\i0 { }\fs24\cf0\f0\charscalex100\i {c}\i0 \par\pard\li800\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100\i {a}\i0 { }\fs24\cf0\f0\charscalex100 { es un nmero racional negativo. }\par\pard\li800\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100\i {b}\i0 \par\pard\sect\sectd\sbknone\pard\li986\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li986\ri0\sl-320\slmult0 \*\tx1333\fs24\cf0\f0\charscalex100 {II.}\tab \fs24\cf0\f0\charscalex100 {Escriba 5 fracciones equivalentes a cada uno de los siguientes nmeros:}\par\pard\sect\sectd\sbknone\cols2\colno1\colw1746\colsr-0\colno2\colw9346\pard\li1333\ri0\sl-413\slmult0 \fs24\cf0\f0\charscalex100 {1)}\par\column\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {2}\par\pard\li0\ri0\sl-320\slmult0 \fs24\cf0\f0\charscalex100 {5}\par\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {3}\par\pard\sect\sectd\sbknone\pard\li1333\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {2)}{\sub \fs24\cf0\f0\charscalex100 {8}}\par\pard\li1333\ri0\sl-253\slmult0 \*\tx1693\fs24\cf0\f0\charscalex100 {3)}\tab \fs24\cf0\f0\charscalex100 {3}\par\pard\li1746\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {5}\par\pard\sect\sectd\sbknone\cols2\colno1\colw1746\colsr-0\colno2\colw9346\pard\li1333\ri0\sl-253\slmult0 \fs24\cf0\f0\charscalex100 {4)}\par\column\pard\li0\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {3}\par\pard\sect\sectd\sbknone\pard\li1333\ri0\sl-293\slmult0 \*\tx1720\fs24\cf0\f0\charscalex100 {5)}\tab \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {5}\par\pard\li986\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li986\ri0\sl-293\slmult0 \fs24\cf0\f0\charscalex100 {III.}{ }\fs24\cf0\f0\charscalex100 {Obtenga la fraccin irreductible equivalente a cada uno de los siguientes nmeros: }\par\pard\sect\sectd\sbknone\cols5\colno1\colw1800\colsr-0\colno2\colw2560\colsr-0\colno3\colw306\colsr-0\colno4\colw2560\colsr-0\colno5\colw3866\pard\li1506\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li1506\ri0\sl-346\slmult0 \fs24\cf0\f0\charscalex100 {21}\par\pard\li1493\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {36}\par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-346\slmult0 \fs24\cf0\f0\charscalex100 {55}\par\pard\li0\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {65}\par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-493\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {23}{ }\fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\pard\li80\ri0\sl-253\slmult0 \fs24\cf0\f0\charscalex100 {69}\par\pard\sect\sectd\sbknone\cols6\colno1\colw1800\colsr-0\colno2\colw2560\colsr-0\colno3\colw306\colsr-0\colno4\colw2560\colsr-0\colno5\colw426\colsr-0\colno6\colw3440\pard\li1493\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {81}\par\pard\li1493\ri0\sl-333\slmult0 \fs22\cf0\f0\charscalex100 {45}\par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {28}\par\pard\li0\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {63}\par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {720}\par\pard\li0\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {450}\par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\pard\sect\sectd\sbknone\cols6\colno1\colw4346\colsr-0\colno2\colw413\colsr-0\colno3\colw2466\colsr-0\colno4\colw586\colsr-0\colno5\colw1906\colsr-0\colno6\colw1373\pard\li1493\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {19}{ }\fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\pard\li1573\ri0\sl-253\slmult0 \fs24\cf0\f0\charscalex100 {57}\par\column\pard\li0\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {165}\par\pard\li53\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {85}\par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li53\ri0\sl-280\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {64}\par\pard\li0\ri0\sl-333\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8722X}{ }\fs24\cf0\f0\charscalex100 {144}\par\column\pard\li0\ri0\sl-426\slmult0 \fs24\cf0\f0\charscalex100 {\uc1\u8801X}\par\column\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-213\slmult0 \fs18\cf0\par\pard\li0\ri0\sl-306\slmult0 \fs24\cf0\f0\charscalex100 {1}\par\pard\sect\sectd\sbknone\pard\sect\sectd\sbkpage{\shp{\*\shpinst\shpleft2146\shptop2680\shpright2400\shpbottom2680\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2097\shpz0\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 254}}{\sp{\sn geoBottom}{\sv 0}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;2;(0,0);(253,0);}}{\sp{\sn pSegmentInfo}{\sv 2;5;16384;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 6147}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineDashing}{\sv 0}}{\sp{\sn fLine}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft4240\shptop2680\shpright4466\shpbottom2680\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2098\shpz1\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 226}}{\sp{\sn geoBottom}{\sv 0}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;2;(0,0);(226,0);}}{\sp{\sn pSegmentInfo}{\sv 2;5;16384;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 6147}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineDashing}{\sv 0}}{\sp{\sn fLine}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft6440\shptop2680\shpright6680\shpbottom2680\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2099\shpz2\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 240}}{\sp{\sn geoBottom}{\sv 0}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;2;(0,0);(240,0);}}{\sp{\sn pSegmentInfo}{\sv 2;5;16384;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 6147}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineDashing}{\sv 0}}{\sp{\sn fLine}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft8720\shptop2680\shpright8960\shpbottom2680\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2100\shpz3\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 240}}{\sp{\sn geoBottom}{\sv 0}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;2;(0,0);(240,0);}}{\sp{\sn pSegmentInfo}{\sv 2;5;16384;45824;1;45824;32768}}{\sp{\sn fFillOK}{\sv 1}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn lineWidth}{\sv 6147}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineDashing}{\sv 0}}{\sp{\sn fLine}{\sv 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft2000\shptop2346\shpright2013\shpbottom2360\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2101\shpz4\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 14}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,13);(13,13);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft2000\shptop2346\shpright10613\shpbottom2360\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2102\shpz5\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 8613}}{\sp{\sn geoBottom}{\sv 14}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,13);(8613,13);(8613,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft10600\shptop2346\shpright10613\shpbottom2360\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2103\shpz6\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 14}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,13);(13,13);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft2000\shptop2360\shpright2013\shpbottom2960\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2104\shpz7\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 600}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,600);(13,600);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft4093\shptop2360\shpright4106\shpbottom2960\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2105\shpz8\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 600}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,600);(13,600);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft6293\shptop2360\shpright6306\shpbottom2960\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2106\shpz9\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 600}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,600);(13,600);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft8573\shptop2360\shpright8573\shpbottom2960\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2107\shpz10\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 0}}{\sp{\sn geoBottom}{\sv 600}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,600);(13,600);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 1}}}}{\shp{\*\shpinst\shpleft10600\shptop2360\shpright10613\shpbottom2960\shpfhdr0\shpwr3\shpwrk0\shpfblwtxt1\shplid2108\shpz11\shpbxpage\shpbypage{\sp{\sn shapeType}{\sv 0}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn rotation}{\sv 0}}{\sp{\sn geoRight}{\sv 13}}{\sp{\sn geoBottom}{\sv 600}}{\sp{\sn shapePath}{\sv 4}}{\sp{\sn pVerticies}{\sv 8;5;(0,0);(0,600);(13,600);(13,0);(0,0);}}{\sp{\sn pSegmentInfo}{\sv 2;12;16384;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 1}}{\sp{\sn lineColor}{\sv 0}}{\sp{\sn lineType}{\sv 0}}{\sp{\sn fArrowheadsOK}{\sv 0}}{\sp{\sn fBehindDocument}{\sv 1}}{\sp{\sn fLayoutInCell}{\sv 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