GSPkP F(="capmdtIdxS wOWet's radius`wWOW| Planet's radiustlqSAFwOW|tion of centrehw3DC tlqSSAEwOW@tion of anoaly,w<w/DC tWOWSACOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO@4DC t:WSABOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO-DC tSAAqC,wMBCPw@K\BMBCwMBCNCC(@)DC t27WOWSZWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO DC t4tSU?Gnw[BJ'CNCCLwJtCC@4DC t{S:FST A "SM Sans SerifOWWOWWOWWOWWOpppppp&DC t~7KBaS mCC ZGBaCIBaC$ CaC\GBaC Equant circletSD#;{7 V PPPPM , :H{CC tSG       @4DC tSF2 .gspSketch01.gspWW.gsp.wmf_(r v )DC t#SMSS < & <&  Radius of base circle (60 units)tSE B@@4DC t',SDCCC4DC l4CC @ DC tWOWSBWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO1DC ty~WOWSAWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOBC t=S Animation Definition tkqSvCcA\OW`HwOWation definitionO/DC3DC? tWOWSsWOWWOWWOWWOLength(Segment DE = OWWOWWOWWOWWOWWOWWOWWOWWO-DC@4DC? t1WOWSrWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOvO DC@)DC? tWOWSpWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO&DC@4DC? tSfWOWS m4OWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO AB = Distance(A to B) =  tSlIPX]hquy~)DC@4DC? t&Sk @ DC@4DC? txWOWSjWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOBC1DC?t3~H S Ratio of angular velocities= 4BMBCh 4w {D:m {S:ZAA}}{m {S:ABAC}} = Ratio of angular velocities = tbWOWS m8OWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO {D:m {S:TU}}{m {S:DE}} = Ratio(Segment TU/Segment DE) = t&<OdSc3p (OWVCW {CC(BF%5?F%5? t Sm(S Epicycle(7DG|(7D{C{C D? tSiSDeferent{7 V  HHHHM , T<{CC(CF%5?F%5? tAS m19=FOTZbg {D:m {S:FG}}{m {S:DE}} = Ratio(Segment FG/Segment DE) = ty~S Cmqux|BC t}wwwpS Radius of Epicycle= ppppppppppppp ${(:{D:m {S:TU}}{m {S:DE}}}{!:*}60 = Radius of Epicycle = <tR*gSFast;7(V7G0(7gD tt tOWOWWO"8"t;;PSMedium7(V7G0(7gD tt td "JMM"t%,:SSlow#;{7 V P PP&PM , L:HND"BMM"t?R.wmS m3asic.gspWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWOWWO.gspBasic.g AC = Distance(A to C) = "t S NCC@4DC y>$SCQCrC @{CC  tglS MS J_XZCBmCCPZ+CB4W{CB  t9>mCS Earth;{7 V PPPPM , :H{CCtXS Q#;{7 V < <<&<M , LTH{CgC t^wwwpS Eccentricity= ppppppppppppp ${(:{D:m {S:FG}}{m {S:DE}}}{!:*}60 = Eccentricity = <!t?oSHide "t?tSShow8=V^b " tfSab-S Hide aa{CB{CC?()tS Mean centrum= pppppppppppppppp {D:AC}{AB}{!:*}360 = Mean centrum = @'tS?Sc4`:CmCCxCCCCC B9CmCC Z{CgC(CF%5?F%5?+tS Mean anomaly= pppppppppppppppp <{(:{D:AC}{AB}{!:*}360}{!:*}(Ratio of angular velocities) = Mean anomaly = 0t=BrifS OtCC?GnOW{C|B 1 t<l Sac`-S {C|B{CB?)3tSo8=V^b{C|B{CgC?+3tS%o'8=V^b{C|B{CgC?5+0t=B?S AGgC D 8(BCC(gCBgCC {C|B 61tglWOWS RwOWdWOWWOWWOWWOWWOWWO{CB 6 t<ClXSHideOWOW|us of SunWl 7134t</qDSShowOW3DCQ  7134t= S Equation of centre= S M>gH>B#| m{!:A}QREarth = Equation of centre = +8* tf> S yA9CC9CCNCClp<+DC{CB{CC?*8 tf\BS xtSCC?Gnw͗B; C{CpC,w{CgC{CB?8+ tf Sttwtwww^$w<0{D:m {S:ZAA}}{m {S:A{CB{CC? 8tWOWSqGnwvK CBNCqC,w5CBSMS Sans SerifOWWO{CB{CC?*8t23SEpicycle(7DG0(7D  t  {CB\BF%5?F%5?8tS m14pppppppppppppppp ((Mean centrum) + (Equation of centre) = !Position of centre of epicycle = 0;t.S HideCgB.CgB..CgSMS Sans Serif =<t3S ShowB&CPwBp\BB&CwB&C{CCwB B(B=<t05WOWS A(v)(&@#A{l:v}7_>b w({CHB?@t05S A(m)HfT; A{l:m} NfTTt t{CHB6@ t/lC(SwCpC,w5CBPwA\B5CBw5CB{C{CB{CHB?D8 t/l SuN  w3DC w-DC4 w-DC3Dw{CHB{CB?8E t/l= 4.S%u'  w3DC w-DC4 w-DC3Dw{CHB{CB?G82t05S AD@zDHw w{CHB H@t:S Equation of anomaly=  4F  . m{!:A}REarthAD = Equation of anomaly = 8*I t/>lar S z\animate\Solar.gspc{(:{D:AC}{AB}{!:*}36{CC{CHB?I*t# BSc6-CTC}QCRB\}QCRB9JA}QCRB}QCRB{CHBpAF%5?F%5?It#z8S True centrum= pppppppppppppppp ;(Position of centre of epicycle) + (Equation of anomaly) = True centrum = AJt /"S Hideap <Kt4 S Showj^{(:{ t of an<K t# A Sp1"DJ~OWF%5?F%5?{CHBCHBL"SMS Sans Serifw{C|Bw