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<H4 align="center">      ;020 1.3. #! -"!" !!" !  !!"/  -" #!/</H4> 
<H4 align="center">      §1.3.1.#A;>285 M:2820;5=B=>AB8 A8AB5< A8; </H4>
<P></P>
<P align="justify"><EM>25 A8AB5<K A8; =07K20NB M:2820;5=B=K<8, 5A;8 >=8, 1C4CG8 ?@8;>65=K ?>@>7=L : 01A>;NB=> B25@4><C B5;C 2K7>2CB >48=0:>2>5 459AB285.</EM></P>
<P align="justify"><STRONG>"5>@5<0.</STRONG> <EM>;O M:2820;5=B=>AB8 42CE A8AB5< A8; =5>1E>48<> 8 4>AB0B>G=>, GB>1K 1K;8 @02=K 8E 
                         3;02=K5 25:B>@K 8 3;02=K5 <><5=BK >B=>A8B5;L=> ?@>872>;L=>9 B>G:8.</EM></P>
<P align="justify"> ;O C4>1AB20 4>:070B5;LAB20 22545< A>:@0I5==K5 >1>7=0G5=8O A8AB5< A8;. <5AB> A8AB5<K 
                   <EM><STRONG>(<span style="TEXT-DECORATION: overline">F</span><SUB>1</SUB></STRONG></EM><EM><STRONG>,<span style="TEXT-DECORATION: overline">F</span><SUB>2</SUB></STRONG></EM>, & ,
                   <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>n</SUB></STRONG></EM>  ) 1C45< ?8A0BL<EM><STRONG>(<span style="TEXT-DECORATION: overline">F</span></STRONG></EM>),
                   2<5AB> <EM><STRONG>(<span style="TEXT-DECORATION: overline">P</span><SUB>1</SUB></STRONG></EM>, <EM><STRONG><span style="TEXT-DECORATION: overline">P</span><SUB>2</SUB></STRONG></EM>, & ,
                   <EM><STRONG>(<span style="TEXT-DECORATION: overline">P</span><SUB>n</SUB></STRONG></EM>  ) ?8A0BL<EM><STRONG>(<span style="TEXT-DECORATION: overline">P</span></STRONG></EM>),  2<5AB> 
                   (-<EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>1</SUB></STRONG></EM>, -<EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>2</SUB></STRONG></EM>, & ,
                   -<EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>n</SUB></STRONG></EM>)  ?8A0BL (-<EM><STRONG><span style="TEXT-DECORATION: overline">F</span></STRONG></EM>). 
                   !>>B25BAB2CNI85 3;02=K5 25:B>@K 8 3;02=K5 <><5=BK 1C45< >1>7=0G0BL  <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB></STRONG></EM>,
                   <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB></STRONG></EM>, <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(-F)</SUB></STRONG></EM>,
                   <EM><STRONG><span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB></STRONG></EM>, <EM><STRONG>(<span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB></STRONG></EM>,
                   <EM><STRONG><span style="TEXT-DECORATION: overline">M</span><SUB>equO(-F)</SUB></STRONG></EM>.   G5284=>
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                   <P align="center"> <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(-F)</SUB> = 
  
   <span style="TEXT-DECORATION: overline">-F</span><SUB>1</SUB>,
                   <span style="TEXT-DECORATION: overline">-F</span><SUB>2</SUB> ...  <span style="TEXT-DECORATION: overline">-F</span><SUB>n</SUB> =
                   - ( <span style="TEXT-DECORATION: overline">F</span><SUB>1</SUB> +  <span style="TEXT-DECORATION: overline">F</span><SUB>2</SUB>...+
                    <span style="TEXT-DECORATION: overline">F</span><SUB>n</SUB>) = -  <span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB>;</STRONG></EM></P>
                   <P align="center"> <EM><STRONG><span style="TEXT-DECORATION: overline">M</span><SUB>equO(-F)</SUB> = " <span style="TEXT-DECORATION: overline">M</span><SUB>O(-Fk)</SUB> =
                   "[<span style="TEXT-DECORATION: overline">r</span><SUB>k</SUB>x(-<span style="TEXT-DECORATION: overline">F</span><SUB>k</SUB>)]= 
                   - "(<span style="TEXT-DECORATION: overline">r</span><SUB>k</SUB>x<span style="TEXT-DECORATION: overline">F</span><SUB>k</SUB>) =
                   -"<span style="TEXT-DECORATION: overline">M</span><SUB>O(Fk)</SUB> = - <span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB>.
                   </STRONG></EM>
 <P align="justify">>A:>;L:C :064K5 425 A8;K <EM><STRONG> <span style="TEXT-DECORATION: overline">F</span><SUB>k</SUB> </STRONG></EM> 8  -<EM><STRONG> <span style="TEXT-DECORATION: overline">F</span><SUB>k</SUB></STRONG></EM>   ?@8;>65=K 2 >4=>9 B>G:5, B> </P>
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                   <P align="center"> <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(-F)</SUB> +  <span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB> = 
  
  0;</P>
                   <P align="center"> <span style="TEXT-DECORATION: overline">M</span><SUB>equO(-F)</SUB> + <span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB> = 0,</P></STRONG></EM> 
                    </td><td align="right">(<EM>a</EM>)</td></tr></table>B> 5ABL 3;02=K9 25:B>@ 8 3;02=K9 <><5=B A8AB5<K A8; ( <EM><STRONG><span style="TEXT-DECORATION: overline">F</span>,  <span style="TEXT-DECORATION: overline">-F</span></STRONG></EM>) @02=K =C;N. !;54>20B5;L=>, 
      A>3;0A=> B5>@5<5 > @02=>25A88, A8AB5<0 A8; ( <EM><STRONG>    
                           <span style="TEXT-DECORATION: overline">F</span>,  <span style="TEXT-DECORATION: overline">-F</span></STRONG></EM>) =0E>48BAO 2 @02=>25A88: 
      <P></P>
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                   <P align="center"> <EM><STRONG>(<span style="TEXT-DECORATION: overline">F</span>, <span style="TEXT-DECORATION: overline">-F</span>)</STRONG></EM> " 0.</P>  
                   </td><td align="right">(<EM>1</EM>)</td></tr></table>
                                            
<P align="justify"> 5@5E>48< : 4>:070B5;LAB2C B5>@5<K. 
      <EM>>:070B5;LAB2> =5>1E>48<>AB8N</EM>       0=>, GB> 425 A8AB5<K M:2820;5=B=K: </P>
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                   <P align="center"> <EM><STRONG>(<span style="TEXT-DECORATION: overline">F</span>) "<span style="TEXT-DECORATION: overline">P</span>).</STRONG></EM></P>
                    </td><td align="right">(<EM>2</EM>)</td></tr></table>  
<P align="justify"> 04> 4>:070BL @025=AB2> 3;02=KE 25:B>@>2 8 3;02=KE <><5=B>2 MB8E A8AB5< A8; >B=>A8B5;L=> =5:>B>@>9 B>G:8.</P>                 
<P align="justify"> 0<5=8< 2 CA;>288 (<EM>1</EM>    ) A8AB5<C A8; (<span style="TEXT-DECORATION: overline"><EM><STRONG>F</STRONG></EM></span>) A8AB5<>9 A8; (<span style="TEXT-DECORATION: overline"><EM><STRONG>P</STRONG></EM></span>), GB> <>6=> 
      A45;0BL A>3;0A=> CA;>28N (<EM>2</EM>). ">340 8<55< C@02=>25H5==CN A8AB5<C 
      A8; (<EM><STRONG>
                               
                    <span style="TEXT-DECORATION: overline">P</span>, - <span style="TEXT-DECORATION: overline">F</span></STRONG></EM>). !>3;0A=> B5>@5<5 > 
      @02=>25A88, 3;02=K9 25:B>@ 8 3;02=K9 <><5=B ?>A;54=59 A8AB5<K A8; 4>;65= 
      1KBL @025= =C;N. ">340, 8A?>;L7CO C@02=5=8O (<EM>0</EM>    
                                   ), =0E>48<:</P>
     <table border="0" width="100%">
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                   <P align="center"> <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(P,-F)</SUB> = <span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB>
                   + <span style="TEXT-DECORATION: overline">F</span><SUB>equO(-F)</SUB> = <span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB> 
                   - <span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB> = 0;</P>
                   <P align="center"> <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P,-F)</SUB> = <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB> + <span style="TEXT-DECORATION: overline">M</span><SUB>equO(-F)</SUB> = <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB> - <span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB> = 
  
  0.</P></STRONG></EM></td></tr></table>
<P align="left">BAN40 </P>
 <table border="0" width="100%">
<tr><td width="100%" align="middle"><EM><STRONG>
                   <span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB> =
                   <span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB>; <br>
                   <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB> =
                   <span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB>.</STRONG></EM> 
</td><td align="right">(<EM>3</EM>)</td></tr></table>
<P align="left">GB> 8 B@51>20;>AL 4>:070BL.                   
<P align="justify"><EM> >:070B5;LAB2> 4>AB0B>G=>AB8.</EM> 0=> CA;>285 
      (<EM>3</EM>   ), B> 5ABL 40=>, GB> 3;02=K5 25:B>@K 8 3;02=K5 <><5=BK 42CE A8AB5< A8; 
                   (<span style="TEXT-DECORATION: overline"><EM><STRONG>P</STRONG></EM></span>)  8  (<span style="TEXT-DECORATION: overline"><EM><STRONG>F</STRONG></EM></span>) A>>B25BAB25==> 
      @02=K. 04> 4>:070BL, GB> MB8 A8AB5<K A8; M:2820;5=B=K, B> 5ABL =04> 
      4>:070BL CA;>285 (<EM>2</EM>    
                               ):</P>
<P align="center"><EM><STRONG> (<span style="TEXT-DECORATION: overline">P</span>) " (<span style="TEXT-DECORATION: overline">F</span>).</STRONG></EM></P>                                      
<P align="justify">  0AA<>B@8< A8AB5<C A8; (<span style="TEXT-DECORATION: overline">-F</span>, <span style="TEXT-DECORATION: overline">P</span>) 8, 
      CG8BK20O (<EM>0</EM>) 8 (<EM>3</EM>  
                      ), ?>;CG8< 5Q 3;02=K9 25:B>@ 8 3;02=K9 <><5=B @02=K =C;N. 
                   @C38<8 A;>20<8, MB0 A8AB5<0 A8; =0E>48BAO 2 @02=>25A88:
                   <P align="center"> <EM><STRONG><span style="TEXT-DECORATION: overline">F</span><SUB>equO(P,-F)</SUB> = 
  
  <span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB>
                   + <span style="TEXT-DECORATION: overline">F</span><SUB>equO(-F)</SUB> = - <span style="TEXT-DECORATION: overline">F</span><SUB>equO(F)</SUB> 
                   &nbsp;+ <span style="TEXT-DECORATION: overline">F</span><SUB>equO(P)</SUB> = 0;</P>
                   <P align="center"> <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P,-F)</SUB> = <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB> + 
                   <span style="TEXT-DECORATION: overline">M</span><SUB>equO(-F)</SUB> = <span style="TEXT-DECORATION: overline">M</span><SUB>equO(P)</SUB>
                    - <span style="TEXT-DECORATION: overline">M</span><SUB>equO(F)</SUB> = 0.</STRONG></EM> </P>
 <P align="justify"> >MB><C ( <EM><STRONG>   -<span style="TEXT-DECORATION: overline">F</span>, <span style="TEXT-DECORATION: overline">P</span>).</STRONG></EM>  !>3;0A=> B@5BL59 0:A8><5, ?@8A>548=8< : A8AB5<5 
                   (<span style="TEXT-DECORATION: overline"><EM><STRONG>F</STRONG></EM></span>) C@02=>25H5==CN 
      A8AB5<C A8; (-<EM><STRONG>     <span style="TEXT-DECORATION: overline">F</span>, <span style="TEXT-DECORATION: overline">P</span></STRONG></EM>), 0 70B5< 8A:;NG8< 
      C@02=>25H5==CN A8AB5<C A8; <EM><STRONG>
                           (-<span style="TEXT-DECORATION: overline">F</span>, <span style="TEXT-DECORATION: overline">F</span></STRONG></EM>).</STRONG></EM>
                   ">340 ?>;CG8<:</P>
 <P align="center"><EM><STRONG> (<span style="TEXT-DECORATION: overline">F</span>) " (<span style="TEXT-DECORATION: overline">F</span>,
                   -<span style="TEXT-DECORATION: overline">F</span>, <span style="TEXT-DECORATION: overline">P</span>) "(<span style="TEXT-DECORATION: overline">P</span>),</STRONG></EM></P> 
                                                         
 <P align="left">GB> 8 B@51>20;>AL 4>:070BL.</P></td>
    <P></P></tr></P>                    


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