I7+XX=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimesr NewTimes New Roman1Courier New1Courier New1Courier New1Courier NewXzTVXzTVXzTVXzTV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{  d< p {2 b@2=a @@@׌[.W2@v3L@?@` ` @@@@@@@033333??@^ߛOw?̌???9Ic@V V@@?@ @@@gr?tS~Q@@@@@@@@@@dddddddddddddddddddddddddddddddddddddddd 2??h!@$$$$`@???????hhhhhhhX iXTi,IihYTYTi19.75*arcsins(2.75/19.75);pi-arcsin(2.75/19.75)3X8s b2?@?$$$@­G5q@@[eԭ@??????@[eԭ@@­G5q@TT T!T"T#T$TiriPOi(RiOi102.25*FLOOR(K)/42??@$$$@%GO@????????@%GO@hhhhhhhxi4iBX(J)BY(J)pi/42???$$$0>T ?T@TATn$\nBX(JN(J))-L*BY(JN(J))/19.75BY(JN(J))+L*BX(JN(J))/19.75pi/4<\(7\2???$$$­G5q@[eԭ@??????[eԭ@­G5q@h h$h(h,h0h4h @t@D @Times New Roman hDX0)y = 0,BY(J-1))0,BY(J))IN(J))-L*BY(IN(J)+1)/19.75,BYe ]@'?CwA@Z Ƨ@)3]@Times New Romanr = 19.75; arcsins(2.75/19.75) <= t <= pi-arcsin(2.75/19.75))l`"Dk6Uxxxxxx8@pH ,?1Courier New |h(1)x + (0)y = 2.25*FLOOR(K)/4 family[k = -49.000 --> k = 49.)l`"D^\#JLc:i"@ ?1Courier New 4h(x,y) = (BX(J),BY(J)))l`"D^\#JLcE$@Y HLǧ?1Courier New hsegment (BX(J),VY(J))-->(TX(J),TY(J))1tWS@)l`"Dܜ(0,BY(J)),BY(IN(J))) h)l`"Dܜ#ڋ@Bo_0?1Courier New isegment (BX(JN(J)),BY(JN(J)))--(BX(JN(J))-L*BY(JN(J))/19.75,)l`"Dܜ#ڋ@Bo_0?1Courier New i(x,y) = (BX(J-1),BY(J-1))LX W)l`"Dܜ*&>n@B"p?1Courier New <i (x,y) = (BX(JN(J))-L*BY(JN(J))/19.75,BY(JN(J))+L*BX(JN(J))/1)l`"Dܜg@[ ɧ?1Courier New i (1)x + (0)y = 0\2#@)l`"DOa!Xb@Y ɧ?1Courier New i segment (BX(J),BY(J+3))<-->(BX(J-1),BY(J+3))fp A?)l`"DOa! @@\:j/?1Courier New di segment (sqrt(19.75^2-2.75^2),0)--(sqrt(19.75^2-2.75^2),2.75)l`"DOa!ca}@gvNk?1Courier New i segment (-sqrt(19.75^2-2.75^2),0)--(-sqrt(19.75^2-2.75^2),2.)l`"DOa!N A"@