7(9XX=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimesr NewTimes New Roman1Courier New1Courier New1Courier New1Courier NewX x*VX x*VX x*VX x*V?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{  d<  p {2  +}#?@IrҌJ!@&S~1Aq@po4J ӆ@???&RnZ$(U@cfff`h|0@cfff ^efff?Ҥ??033333??@^ߛOw?̌???9Ic@8V@@?@ @@@dtV )?'htU=W@@@@@@eWT! v??8#z??@dddddddddddddddddddddddddddddddddddddddd /2??Uy@$$$Uy@r3܀@e8 v??F?????BBG*jB _B@*XB4>YAXBAp>B$B sin(u)cos(t) sin(u)sin(t)cos(u)Riemann Sphere52??@$$$\#~PuXO/???????????*****!*"*dBГBxB001Projection Origin52??@$$$ѾxY?i)t???`548#z?VAcqGn$`ffffff????jP9h qGn$?PBTBXB\B`BdBhBF*]Bd9*sqrt(1-s*s)*cos(O)sqrt(1-s*s)*sin(O)sSphere Source Pt42???$$$??u @ ](_tuGz?n( G?tzl?4Gz????-]:f?4B@M*lBpBtBxB| BLCȫCC001sqrt(1-s*s)*cos(O)sqrt(1-s*s)*sin(O)sProjection Part 152??@$$$ і?;sٸ??GmV ׸WT!i[)\WT!????\۴WT!pB,_*!B"B#B$B%B -BL(*Dsqrt((1+s)/(1-s))cos(O)sqrt((1+s)/(1-s))sin(O)0Image Pt in Ct 142???$$$?? ߉_*X?INÔ?????-]:f?4WC8XCWc/S͠DGzG????-]:f?CCCCCCCD@@B5Dsqrt(1-s*s)*cos(O)sqrt(1-s*s)*sin(O)ssqrt((1+s)/(1-s))cos(O)sqrt((1+s)/(1-s))*sin(O)0Projection Part 252??@$$$,ks_û.2??`54qGn$?`ffffffVAc8#z????jP9h qGn$?EDX DDDDDEdCEԺDsqrt(1-s*s)*cos(O)sqrt(1-s*s)*sin(-O)-sInversion Source Pt42???$$$??u @tzl= ףp=n( G? ](_tu?Q????-]:f?DE+E`DrEsE8Db?/H|c?????Qp'/H|c?``EEPD0E#FaFbF;l|Allsqrt((1-s)/(1+s))*cos(O)sqrt((1-s)/(1+s))*sin(-O)0Reciprocal Pt in C42???$$$??m&(wf?GzGLL@~ffffff??@@@@@@@@@@@@@@@h!@@@@?@@@@@@@ E  E  E Riemann Standard Projection Sphere ---> C <1nLyȑ *?!:ʨJH?=v?Times New Roman (x,y,z) = (sin(u)cos(t),sin(u)sin(t),cos(u)))T*aA7?s?1Courier New C(x,y,z) = (0,0,1)ownloads\@@@T r,H!xV?qo?1Courier New C(x,y,z) = (sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(O),s),s)Tyk'+ubHmY]@s+?1Courier New TCsegment (0,0,1)--(sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(O),s),TpήHa?ZTA@(sqrt((1+s)/(1-s))cos(O),sqrt((1+s)/(1-s))TwxYlF%A K@i5 e?1Courier New |Csegment (sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(O),s)-->(sqrt((1?T & 1:x?~?1Courier New D(x,y,z) = (sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(-O),-s):8T3<ũ4φa_?_.i?1Courier New Dsegment (0,0,1)--(sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(-O),-s)T3<ũ4aRv?uI?1Courier New HhF (x,y,z) = (sqrt((1-s)/(1+s))*cos(O),sqrt((1-s)/(1+s))*sin(-OT3<ũ4=筌m?|?Q?1Courier New xF segment (sqrt(1-s*s)*cos(O),sqrt(1-s*s)*sin(-O),-s)-->(sqrt(T42\ԂU@#Ҍ(sqrt((1-s)/(1+s))*cos(O),sqrt((1-s)/(1+s)?T* %NYȽ@̖Ȃ?1Courier New @@@h!@