sy13.mht

测试 测试 测试 测试 测试 测试 测试 测试

<p class=3DMsoNormal align=3Dleft style=3D'text-align:left'><span lang=3DEN=
-US>1</span><span
style=3D'font-family:SimSun;mso-ascii-font-family:"Times New Roman";mso-han=
si-font-family:
"Times New Roman"'>&#65294;&#27714;&#20986;&#20989;&#25968;</span><span
lang=3DEN-US><sub><!--[if gte vml 1]><v:shape id=3D"_x0000_i1035" type=3D"#=
_x0000_t75"
 style=3D'width:69.75pt;height:18pt' o:ole=3D"">
 <v:imagedata src=3D"sy13.files/image021.wmz" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D93 height=3D24
src=3D"sy13.files/image022.gif" v:shapes=3D"_x0000_i1035"><![endif]></sub><=
!--[if gte mso 9]><xml>
 <o:OLEObject Type=3D"Embed" ProgID=3D"Equation.DSMT4" ShapeID=3D"_x0000_i1=
035"
  DrawAspect=3D"Content" ObjectID=3D"_1235804789">
 </o:OLEObject>
</xml><![endif]--></span><span style=3D'font-family:SimSun;mso-ascii-font-f=
amily:
"Times New Roman";mso-hansi-font-family:"Times New Roman"'>&#22312;&#21306;=
&#38388;</span><span
lang=3DEN-US><sub><!--[if gte vml 1]><v:shape id=3D"_x0000_i1036" type=3D"#=
_x0000_t75"
 style=3D'width:36.75pt;height:15.75pt' o:ole=3D"">
 <v:imagedata src=3D"sy13.files/image023.wmz" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D49 height=3D21
src=3D"sy13.files/image020.gif" v:shapes=3D"_x0000_i1036"><![endif]></sub><=
!--[if gte mso 9]><xml>
 <o:OLEObject Type=3D"Embed" ProgID=3D"Equation.DSMT4" ShapeID=3D"_x0000_i1=
036"
  DrawAspect=3D"Content" ObjectID=3D"_1235804790">
 </o:OLEObject>
</xml><![endif]--></span><span style=3D'font-family:SimSun;mso-ascii-font-f=
amily:
"Times New Roman";mso-hansi-font-family:"Times New Roman"'>&#19978;&#30340;=
&#21069;</span><span
lang=3DEN-US>11</span><span style=3D'font-family:SimSun;mso-ascii-font-fami=
ly:"Times New Roman";
mso-hansi-font-family:"Times New Roman"'>&#20010;&#20613;&#31435;&#21494;&#=
31995;&#25968;&#65292;&#21363;</span><span
lang=3DEN-US><sub><!--[if gte vml 1]><v:shape id=3D"_x0000_i1037" type=3D"#=
_x0000_t75"
 style=3D'width:9.75pt;height:11.25pt' o:ole=3D"">
 <v:imagedata src=3D"sy13.files/image024.wmz" o:title=3D""/>
</v:shape><![endif]--><![if !vml]><img width=3D13 height=3D15
src=3D"sy13.files/image025.gif" v:shapes=3D"_x0000_i1037"><![endif]></sub><=
!--[if gte mso 9]><xml>
 <o:OLEObject Type=3D"Embed" ProgID=3D"Equation.DSMT4" ShapeID=3D"_x0000_i1=
037"
  DrawAspect=3D"Content" ObjectID=3D"_1235804791">
 </o:OLEObject>
</xml><![endif]--></span><span style=3D'font-family:SimSun;mso-ascii-font-f=
amily:
"Times New Roman";mso-hansi-font-family:"Times New Roman"'>&#65309;</span><=
span
lang=3DEN-US>5</span><span style=3D'font-family:SimSun;mso-ascii-font-famil=
y:"Times New Roman";
mso-hansi-font-family:"Times New Roman"'>&#12290;</span></p>

<p class=3DMsoNormal align=3Dleft style=3D'text-align:left'><span lang=3DEN=
-US>2</span><span
style=3D'font-family:SimSun;mso-ascii-font-family:"Times New Roman";mso-han=
si-font-family:
"Times New Roman"'>&#65294;&#32534;&#21046;&#19968;&#20010;&#20989;&#25968;=
&#65292;&#23454;&#29616;&#23545;&#32473;&#23450;&#30340;&#20989;&#25968;&#6=
5292;&#32473;&#23450;&#30340;&#31995;&#25968;&#20010;&#25968;&#65292;&#3574=
5;&#31639;&#20986;&#25152;&#26377;&#20613;&#31435;&#21494;&#31995;&#25968;&=
#30340;&#36890;&#29992;&#31243;&#24207;&#65292;&#36755;&#20837;&#21442;&#25=
968;&#20026;&#20989;&#25968;&#21644;&#34920;&#31034;&#31995;&#25968;&#20010=
;&#25968;&#30340;</span><span
lang=3DEN-US>n</span><span style=3D'font-family:SimSun;mso-ascii-font-famil=
y:"Times New Roman";
mso-hansi-font-family:"Times New Roman"'>&#12290;</span></p>

<p class=3DMsoNormal align=3Dleft style=3D'text-align:left'><span lang=3DEN=
-US>3</span><span
style=3D'font-family:SimSun;mso-ascii-font-family:"Times New Roman";mso-han=
si-font-family:
"Times New Roman"'>&#65294;&#23436;&#25104;&#23454;&#39564;&#25253;&#21578;=
&#12290;</span></p>

</div>

</body>

</html>

------=_NextPart_01C76A10.259F3400
Content-Location: file:///C:/268B6A53/sy13.files/oledata.mso
Content-Transfer-Encoding: base64
Content-Type: application/x-mso
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