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<SCRIPT language=JavaScript type=text/javascript>
//
function Amper(desc) {
  var r = desc
  var x = r.indexOf("&") ; if (x != -1) r = r.substr(0,x)
  return r
}
//
function getStandardTimezoneOffset() {
  var dte = new Date()
  var msec = dte.getTime()
  var offset = -999999
  for (var j = 0 ; j < 4 ; ++j) {
    dte.setTime(msec + j * 7884000000)
    offset = Math.max(offset, dte.getTimezoneOffset())
  }
  return offset
}
//
//    Mathematic section.
//
//    This function returns the integer of a number.
//
function intr(num) {
  with (Math) {
    var n = floor(abs(num)) ; if (num < 0) n = n * -1
  }
  return n
}
//
//    This function returns a numeric value.
//
function NumFloat(num) {
  with (Math) {
    var temp = parseFloat(num)
    if (!(temp > 0 || temp < 0 || temp == 0)) temp = 0
  }
  return temp
}
//
//    This function rounds a number by specified decimals.
//
function rnd(num,num2) {
  with (Math) {
    num = round(num*pow(10,num2)) / pow(10,num2)
  }
  return num
}
//
//    This function return the sign of a number.
//
function sgn(num) {
  if (num < 0) return -1
  if (num > 0) return 1
  return 0
}
//
//  This function returns cubit root
//
function cbrt(x) {
  with (Math) {
    if (x > 0) return exp(log(x)/3)
    if (x < 0) return -cbrt(-x)
    return 0.0
  }
}
//
//    Decimal to radian
//
function dtor(num) {
  with (Math) {
    return num / 57.29577951
  }
}
//
//    Radian to decimal
//
function rtod(num) {
  with (Math) {
    return num * 57.29577951
  }
}
//
//    Decimal sine
//
function dsin(num) {
  with (Math) {
    return sin(dtor(num))
  }
}
//
//    Decimal cosine
//
function dcos(num) {
  with (Math) {
    return cos(dtor(num))
  }
}
//
//    Decimal tangent
//
function dtan(num) {
  with (Math) {
    return tan(dtor(num))
  }
}
//
//    Decimal arcsine
//
function dasn(num) {
  with (Math) {
    var y
    if (num == 1) {
      y = 1.570796327
      }
    else {
      y = atan(num/ sqrt(-1 * num * num + 1))
    }
  }
  return rtod(y)
}
//
//    Decimal arccosine
//
function dacs(num) {
  with (Math) {
    var y
    if (num == 1) {
      y = 0
      }
    else {
      y = 1.570796327 - atan(num / sqrt(-1 * num * num + 1))
    }
  }
  return rtod(y)
}
//
//    Decimal arctangent
//
function datan(num) {
  with (Math) {
    return rtod(atan(num))
  }
}
//
//    Decimal arctangent2
//
function datan2(y, x) {
  with (Math) {
    return rtod(atan2(y,x))
  }
}
//
//    DD.MMSS to degrees: HH.MMSS to HH.HHHHH
//
function deg(a) {
  with (Math) {
    var a1, a2, a3, mm, sign, ss
    sign = 1
    if (a < 0) {
      a = -1 * a
      sign = -1
    }
    a1 = intr(a)
    mm = (a - a1) * 100 ; mm = rnd(mm,6)
    a2 = intr(mm)
    ss = (mm - a2) * 100 ; ss = rnd(ss,6)
    a3 = ss
  }
  return sign * (a1 + a2 / 60 + a3 / 3600)
}
//
function dms(a) {
  with (Math) {
    var a1, a2, a3, mm, sign, ss
    sign = 1
    if (a < 0) {
      a = -1 * a
      sign = -1
    }
    a1 = intr(a)
    mm = (a - a1) * 60 ; mm = rnd(mm,6)
    a2 = intr(mm)
    ss = (mm - a2) * 60 ; ss = rnd(ss,6)
    a3 = intr(ss)
  }
  return sign * (a1 + a2 / 100 + a3 / 10000)
}
//
//    returns string version of dms(), degree format
//
function DMS(x, sf) {
  var temp = dms(Math.abs(x))
  var hr = intr(temp) ; temp = (temp - hr) * 100 ; temp = rnd(temp,6)
  var mn = intr(temp) ; temp = (temp - mn) * 100 ; temp = rnd(temp,6)
  if (mn < 10) mn = "0" + mn
  var sc = intr(temp) ; if (sc < 10) sc = "0" + sc
  var tmp = (sgn(x)==-1) ? "-" : ""
  var tmp2 = (sf == true) ? "&#034;" : '"'
  return tmp + hr + "°" + mn + "'" + sc + tmp2
}
//
//    returns string version of dms(), time format
//
function DMST(x) {
  var temp = dms(Math.abs(x))
  var hr = intr(temp) ; temp = (temp - hr) * 100 ; temp = rnd(temp,6)
  var mn = intr(temp) ; temp = (temp - mn) * 100 ; temp = rnd(temp,6)
  if (mn < 10) mn = "0" + mn
  var sc = intr(temp) ; if (sc < 10) sc = "0" + sc
  var tmp = (sgn(x)==-1) ? "-" : ""
  return tmp + hr + ":" + mn + ":" + sc
}
//
//  This function returns logarithm, base 10.
//
function log10(x) {
  return Math.LOG10E * Math.log(x)
}
//
//  This function normalizes the number to 360 degrees
//
function rev(x) {
  return  x - Math.floor(x/360.0)*360.0
}
//
//    Mathematic section exit.
//
//    Planet routines section.
//
//    This function returns the julian time, given the date and time zone.
//
function julian(dte, zone) {
  var ut = dte.getHours() + dte.getMinutes() / 100 + dte.getSeconds() / 10000
  ut = deg(ut) + zone

  var y = NumFloat(dte.getYear()) + 1900 ; if (y >= 3900) y = y - 1900
  var m = NumFloat(dte.getMonth())+1
  var d = NumFloat(dte.getDate()) + ut/24

  if (m<=2) {m=m+12 ; y=y-1}
  var A = intr(y/100)
  var B = 2 - A + intr(A/4) ; if (y<1582) B=0
  if (y < 0) {
    var C = intr((365.25*y)-.75)
  } else {
    var C = intr(365.25*y)
  }
  var D = intr(30.6001 * (m + 1))
  return rnd(B + C + D + d + 1720994.5, 6)
}
//
// returns date object from string.  Example: "2002 Mar. 18.9833"
//
function newDate(obj) {
  var x = 0 ; while (obj.substr(x,1) == " ") {x++}
  var r = obj.substr(x)
  
  var y = parseFloat(r)
  var x = r.indexOf(" ") ; if (x == -1) return null
  r = r.substr(x+1)

  var m = 0
  var month = new Array()
  month[1] = "Jan"
  month[2] = "Feb"
  month[3] = "Mar"
  month[4] = "Apr"
  month[5] = "Maj"
  month[6] = "Jun"
  month[7] = "Jul"
  month[8] = "Avg"
  month[9] = "Sep"
  month[10] = "Okt"
  month[11] = "Nov"
  month[12] = "Dec"
  for (var i = 1 ; i <= 12 ; i++) {
    if (r.toLowerCase().substr(0,3) == month[i].toLowerCase()) {m = i ; break}
  } 
  var x = r.indexOf(" ") ; if (x == -1) return null
  r = r.substr(x+1)

  var d = intr(parseFloat(r))
  
  var x = r.indexOf(".") ; if (x == -1) return null
  r = "0"+r.substr(x) ; r = dms(parseFloat(r)*24)
  var hr = intr(r) ; r = (r - hr) * 100 ; r = rnd(r,6)
  var mn = intr(r) ; r = (r - mn) * 100 ; r = rnd(r,6)
  var sc = intr(r)
  return new Date(y,m-1,d,hr,mn,sc)
}
//
//
//    This function returns location of a user defined object
//
function object(desc) {
  var prec = 3.82394E-5 * (365.2422 * (udoNe - 2000) - d)
  
  N = udoN - prec
  w = udow
  i = udoi

  e = udoe
  q = udoq
  k = 0.01720209895

  D = julian(udoT, zone+dst) - 2451543.5

  if (e < 0.9999 || e > 1.0001) {
    // elliptical only
    a = q / (1 - e)
    M = (180/Math.PI) * (d - D) * k / Math.sqrt(a*a*a)
    if (!isNaN(M)) {planet(desc) ; return}
  }
  // parabolic
  a = 1.5 * (d - D) * k / Math.sqrt(2 * q*q*q)
  b = Math.sqrt(1 + a*a)
  w0 = cbrt(b + a) - cbrt(b - a)
  v = 2 * datan(w0)
  r = q * (1 + w0*w0)
  planet(desc, v, r) ; return

  // a = 0.75 * (d - D) * k * Math.sqrt( (1 + e) / (q*q*q) )
  // b = Math.sqrt(1 + a*a)
  // W = cbrt(b + a) - cbrt(b - a)
  // c = 1 + 1/(W*W)
  // f = (1 - e) / (1 + e)
  // g = f / (c*c)
  // a1 = (2/3) + (2/5) * W*W
  // a2 = (7/5) + (33/35) * W*W + (37/175) * W*W*W*W
  // a3 = (432/175) * W*W + (956/1125) * W*W + (84/1575) * W*W*W*W
  // w0 = W * (1 + g * c * (a1 + a2*g + a3*g*g))
  // v = 2 * datan(w0)
  // r = q * (1 + w0*w0) / (1 + w0*w0 * f)
  // planet(desc, v, r)
}
//
//    This function adjusts object for perbutations
//
function perturbations(desc) {
  var x = px ; var y = py ; var z = pz

  var lonecl = rev(datan2(y,x))
  var latecl = datan2(z, Math.sqrt(x*x + y*y))
  var r = Math.sqrt(x*x + y*y + z*z)

  if (desc == "Moon") {
    var Mm = rev(M)
    var Lm = rev(N + w + M)
    var D = Lm - Ls
    var F = Lm - N
    lonecl = lonecl - 1.274 * dsin(Mm - 2*D)
    lonecl = lonecl + 0.658 * dsin(2*D)
    lonecl = lonecl - 0.186 * dsin(Ms)
    lonecl = lonecl - 0.059 * dsin(2*Mm - 2*D)
    lonecl = lonecl - 0.057 * dsin(Mm - 2*D + Ms)
    lonecl = lonecl + 0.053 * dsin(Mm + 2*D)
    lonecl = lonecl + 0.046 * dsin(2*D - Ms)
    lonecl = lonecl + 0.041 * dsin(Mm - Ms)
    lonecl = lonecl - 0.035 * dsin(D)
    lonecl = lonecl - 0.031 * dsin(Mm + Ms)
    lonecl = lonecl - 0.015 * dsin(2*F - 2*D)
    lonecl = lonecl + 0.011 * dsin(Mm - 4*D)

    latecl = latecl - 0.173 * dsin(F - 2*D)
    latecl = latecl - 0.055 * dsin(Mm - F - 2*D)
    latecl = latecl - 0.046 * dsin(Mm + F - 2*D)
    latecl = latecl + 0.033 * dsin(F + 2*D)
    latecl = latecl + 0.017 * dsin(2*Mm + F)

    r = r - 0.58 * dcos(Mm - 2*D)
    r = r - 0.46 * dcos(2*D)

    // needed for phase
    // mlon = lonecl
    // mlat = latecl
  }
  if (desc == "Jupiter") {
    var Mjp = rev(19.8950 + 0.0830853001 * d)
    var Mst = rev(316.9670 + 0.0334442282 * d)
    var Mun = rev(142.5905 + 0.011725806  * d)
    lonecl = lonecl - 0.332 * dsin(2*Mjp - 5*Mst - 67.6)
    lonecl = lonecl - 0.056 * dsin(2*Mjp - 2*Mst + 21)
    lonecl = lonecl + 0.042 * dsin(3*Mjp - 5*Mst + 21)
    lonecl = lonecl - 0.036 * dsin(Mjp - 2*Mst)
    lonecl = lonecl + 0.022 * dcos(Mjp - Mst)
    lonecl = lonecl + 0.023 * dsin(2*Mjp - 3*Mst + 52)
    lonecl = lonecl - 0.016 * dsin(Mjp - 5*Mst - 69)
  }
  if (desc == "Saturn") {
    var Mjp = rev(19.8950 + 0.0830853001 * d)
    var Mst = rev(316.9670 + 0.0334442282 * d)
    var Mun = rev(142.5905 + 0.011725806  * d)
    lonecl = lonecl + 0.812 * dsin(2*Mjp - 5*Mst - 67.6)
    lonecl = lonecl - 0.229 * dcos(2*Mjp - 4*Mst - 2)
    lonecl = lonecl + 0.119 * dsin(Mjp - 2*Mst - 3)
    lonecl = lonecl + 0.046 * dsin(2*Mjp - 6*Mst - 69)
    lonecl = lonecl + 0.014 * dsin(Mjp - 3*Mst + 32)

    latecl = latecl - 0.020 * dcos(2*Mjp - 4*Mst - 2)
    latecl = latecl + 0.018 * dsin(2*Mjp - 6*Mst - 49)

    // needed for magnitude
    // slon = lonecl
    // slat = latecl
  }
  if (desc == "Uranus") {
    var Mjp = rev(19.8950 + 0.0830853001 * d)
    var Mst = rev(316.9670 + 0.0334442282 * d)
    var Mun = rev(142.5905 + 0.011725806  * d)
    lonecl = lonecl + 0.040 * dsin(Mst - 2*Mun + 6)
    lonecl = lonecl + 0.035 * dsin(Mst - 3*Mun + 33)
    lonecl = lonecl - 0.015 * dsin(Mjp - Mun + 20)
  }
  px = r * dcos(lonecl) * dcos(latecl)
  py = r * dsin(lonecl) * dcos(latecl)
  pz = r * dsin(latecl)
}
//
//    This function returns location of specified planet
//
function planet(desc, v, r) {
  var oblecl = 23.4393 - 3.563E-7 * d

  if (v == null || r == null) {
    M = rev(M)

    var E = M + (180/Math.PI) * e * dsin(M) * (1 + e * dcos(M))

    var E0 = 0 ; var E1 = E
    while (Math.abs(E0 - E1) > .005) {
      E0 = E1
      E1 = E0 - (E0 - (180/Math.PI) * e * dsin(E0) - M) / (1 - e * dcos(E0))
    }
    E = E1

    var x = a * (dcos(E) - e)
    var y = a * (dsin(E) * Math.sqrt(1 - e*e))

    var r = Math.sqrt(x*x + y*y)
    var v = datan2( y, x )
  }
  // need for phase
  // var r0 = r
  
  var x = r * ( dcos(N) * dcos(v+w) - dsin(N) * dsin(v+w) * dcos(i) )
  var y = r * ( dsin(N) * dcos(v+w) + dcos(N) * dsin(v+w) * dcos(i) )
  var z = r * dsin(v+w) * dsin(i)

  px = x ; py = y ; pz = z ; perturbations(desc) ;  x = px ; y = py ; z = pz

  if (desc != "Moon") {x = x + xsun ; y = y + ysun ; z = z + zsun}

  var x0 = x
  var y0 = y * dcos(oblecl) - z * dsin(oblecl)
  var z0 = y * dsin(oblecl) + z * dcos(oblecl)
  
  var r = Math.sqrt(x0*x0 + y0*y0 + z0*z0)
  
  // need for phase
  // var R0 = r

  var RA = datan2(y0,x0) / 15
  while (RA > 24) {RA = RA - 24}
  while (RA <  0) {RA = RA + 24}
  var Decl = datan2(z0, Math.sqrt(x0*x0 + y0*y0))

  pRA = RA ; pDecl = Decl ; topocentric(desc, r) ; Decl = pDecl ; RA = pRA

  msg = msg + '<br> ' + desc + ' RA: '+DMS(RA)+' Dec: '+DMS(Decl)

  var HA = (LST - RA) * 15

  x = dcos(HA) * dcos(Decl)
  y = dsin(HA) * dcos(Decl)
  z = dsin(Decl)

  var xhor = x * dsin(lat) - z * dcos(lat)
  var yhor = y
  var zhor = x * dcos(lat) + z * dsin(lat)

  az = datan2(yhor, xhor) + 180
  al = dasn(zhor)

  msg = msg + ' az: '+DMS(az)+' alt: '+DMS(al)

  // var elong = dacs( (Rs*Rs + R0*R0 - r0*r0) / (2*Rs*R0) )
  // var FV    = dacs( (r0*r0 + R0*R0 - Rs*Rs) / (2*r0*R0) )
  // if (desc == "Moon") {
  //   elong = dacs( dcos(slon - mlon) * dcos(mlat) )
  //   FV    = 180 - elong
  // }
  // var phase = (1 + dcos(FV)) / 2
  // msg = msg + '<br> phase: '+rnd(phase*100,2)+"%"

  // var mag = null
  // if (desc == "Mercury") mag = -0.36 + 5*log10(r0*R0) + 0.027 * FV + 2.2E-13 * FV*FV*FV*FV*FV*FV
  // if (desc == "Venus")   mag = -4.34 + 5*log10(r0*R0) + 0.013 * FV + 4.2E-7  * FV*FV*FV
  // if (desc == "Mars")    mag = -1.51 + 5*log10(r0*R0) + 0.016 * FV
  // if (desc == "Jupiter") mag = -9.25 + 5*log10(r0*R0) + 0.014 * FV
  // if (desc == "Saturn") {
  //   var ir = 28.06
  //   var Nr = 169.51 + 3.82E-5 * d
  //   var B = dasn( dsin(slat) * dcos(ir) - dcos(slat) * dsin(ir) * dsin(slon-Nr) )
  //   var rmag = -2.6 + dsin(Math.abs(B)) + 1.2 * dsin(B)*dsin(B)
  //   mag = -9.0  + 5*log10(r0*R0) + 0.044 * FV + rmag
  // }
  // if (desc == "Uranus")  mag = -7.15 + 5*log10(r0*R0) + 0.001 * FV
  // if (desc == "Neptune") mag = -6.90 + 5*log10(r0*R0) + 0.001 * FV
  // if (mag != null) msg = msg + ' magnitude: '+rnd(mag,2)
}
//
//    This function returns location of pluto
//
function pluto() {
  var oblecl = 23.4393 - 3.563E-7 * d

  var S  =   50.03  +  0.033459652 * d
  var P  =  238.95  +  0.003968789 * d

  var lonecl = 238.9508  +  0.00400703 * d
      lonecl = lonecl - 19.799 * dsin(P)     + 19.848 * dcos(P)
      lonecl = lonecl + 0.897 * dsin(2*P)    - 4.956 * dcos(2*P)
      lonecl = lonecl + 0.610 * dsin(3*P)    + 1.211 * dcos(3*P)
      lonecl = lonecl - 0.341 * dsin(4*P)    - 0.190 * dcos(4*P)
      lonecl = lonecl + 0.128 * dsin(5*P)    - 0.034 * dcos(5*P)
      lonecl = lonecl - 0.038 * dsin(6*P)    + 0.031 * dcos(6*P)
      lonecl = lonecl + 0.020 * dsin(S-P)    - 0.010 * dcos(S-P)

  var latecl =  -3.9082
      latecl = latecl - 5.453 * dsin(P)     - 14.975 * dcos(P)
      latecl = latecl + 3.527 * dsin(2*P)    + 1.673 * dcos(2*P)
      latecl = latecl - 1.051 * dsin(3*P)    + 0.328 * dcos(3*P)
      latecl = latecl + 0.179 * dsin(4*P)    - 0.292 * dcos(4*P)
      latecl = latecl + 0.019 * dsin(5*P)    + 0.100 * dcos(5*P)
      latecl = latecl - 0.031 * dsin(6*P)    - 0.026 * dcos(6*P)
      latecl = latecl                       + 0.011 * dcos(S-P)

  var r =  40.72
      r = r + 6.68 * dsin(P)       + 6.90 * dcos(P)
      r = r - 1.18 * dsin(2*P)     - 0.03 * dcos(2*P)
      r = r + 0.15 * dsin(3*P)     - 0.14 * dcos(3*P)

  var x = r * dcos(lonecl) * dcos(latecl)
  var y = r * dsin(lonecl) * dcos(latecl)
  var z = r                * dsin(latecl)

  x = x + xsun ; y = y + ysun ; z = z + zsun

  var x0 = x
  var y0 = y * dcos(oblecl) - z * dsin(oblecl)
  var z0 = y * dsin(oblecl) + z * dcos(oblecl)
  
  // var r = Math.sqrt(x0*x0 + y0*y0 + z0*z0)
  var RA = datan2(y0,x0) / 15
  while (RA > 24) {RA = RA - 24}
  while (RA <  0) {RA = RA + 24}
  var Decl = datan2(z0, Math.sqrt(x0*x0 + y0*y0))
  msg = msg + '<br> Pluto RA: '+DMS(RA)+' Dec: '+DMS(Decl)

  var HA = (LST - RA) * 15

  x = dcos(HA) * dcos(Decl)
  y = dsin(HA) * dcos(Decl)
  z = dsin(Decl)

  var xhor = x * dsin(lat) - z * dcos(lat)
  var yhor = y
  var zhor = x * dcos(lat) + z * dsin(lat)

  az = datan2(yhor, xhor) + 180
  al = dasn(zhor)

  msg = msg + ' az: '+DMS(az)+' alt: '+DMS(al)
}
//
//  This converts geocentric coordinates to topocentric coordinates.
//
function topocentric(desc, r) {
  var RA = pRA
  var Decl = pDecl
  var mpar = dasn(1/r) ; if (desc != "Moon") mpar = (8.794 / 3600) / r
  var gclat = lat - 0.1924 * dsin(2*lat)
  var rho = 0.99883 + 0.00167 * dcos(2*lat)
  var HA = (LST - RA) * 15
  var g = datan(dtan(gclat) / dcos(HA))
  pRA = RA * 15 - mpar * rho * dcos(gclat) * dsin(HA) / dcos(Decl)
  pRA = pRA / 15
  while (pRA > 24) {pRA = pRA - 24}
  while (pRA <  0) {pRA = pRA + 24}
  pDecl = Decl - mpar * rho * dsin(gclat) * dsin(g - Decl) / dsin(g)
}
//
//    This function returns the universal time, given the date and time zone.
//
function ut(dte, zone) {
  with (Math) {
    var ut
    ut = dte.getHours() + dte.getMinutes() / 100 + dte.getSeconds() / 10000
    ut = deg(ut) + zone
    ut_flag = 0
    if (ut > 24) {
      ut = ut - 24
      ut_flag = 1
    }
  }
  return rnd(ut,4)
}
//
//    This function removes time element from date object.
//
function zhour(dte) {
  var y = NumFloat(dte.getYear()) + 1900 ; if (y >= 3900) y = y - 1900
  var m = NumFloat(dte.getMonth())+1
  var d = NumFloat(dte.getDate())
  return new Date(y, m-1, d)
}
//
//    Planet section exit.
//
//
//    This function returns a customized date/time.  Example:  "Tuesday, January 12, 1999"
//
function cDte() {
  var dte = new Date()
  // var month = new Array()
  // var day = new Array()

  var mon = NumFloat(dte.getMonth()) + 1
  var dow = NumFloat(dte.getDay()) + 1
  var dom = NumFloat(dte.getDate())
  var doy = NumFloat(dte.getYear()) + 1900 ; if (doy >= 3900) doy = doy - 1900
  msg = day[dow]+"<br>" + month[mon] + " " + dom + ", " + doy

  var hr = hr2 = NumFloat(dte.getHours())
  var mn = mn2 = NumFloat(dte.getMinutes())
  var sc = sc2 = NumFloat(dte.getSeconds())
  var am = "am" ; if (hr >= 12) {hr = hr - 12 ; am="pm"}
  if (hr == 0) hr = 12 // DA fix 03/24/01
  if (mn < 10) mn = "0" + mn
  if (sc < 10) sc = "0" + sc
  msg = msg + "<br>" + hr + ":" + mn + ":" + sc + " " + am

  if (hr2 < 10) hr2 = "0" + hr2
  if (mn2 < 10) mn2 = "0" + mn2
  if (sc2 < 10) sc2 = "0" + sc2
  msg = msg + " (" + hr2 + ":" + mn2 + ":" + sc2 + ")"

  UT = ut(dte, zone+dst)
  msg = msg + "<br>UT: " + UT + ' (' + DMST(UT) + ')'

  j = julian(dte, zone+dst)
  msg = msg + "<br>Julian Date: "+rnd(j,6)

  //
  // Alternative equations for GST/LST #1
  //
  // S = julian(zhour(dte), 0) - 2451545
  // T = S / 36525
  // T0 = 6.697374558 + (2400.051336 * T) + (0.00025862 * T * T)
  // while (T0 > 24) {T0 = T0 - 24}
  // while (T0 <  0) {T0 = T0 + 24}
  // UT = dte.getHours() + dte.getMinutes() / 100 + dte.getSeconds() / 10000
  // UT = deg(UT) + zone
  // GST = UT * 1.002737909 + T0
  // while (GST > 24) {GST = GST - 24}
  // while (GST <  0) {GST = GST + 24}
  // msg = msg + "<br>GST: " + DMST(GST)
  // LST = GST + lon / 15
  // while (LST > 24) {LST = LST - 24}
  // while (LST <  0) {LST = LST + 24}
  // msg = msg + "<br>LST: " + DMST(LST)

  //
  // Alternative equations for GST/LST #2
  //
  // var t_eph, utc, MJD0, MJD
  // MJD = julian(dte, zone+dst) - 2400000.5
  // MJD0 = intr(MJD)
  // utc = (MJD - MJD0)*24.0
  // msg = msg + "<br>UT: "+utc
  // t_eph  = (MJD0-51544.5)/36525.0
  // GST = 6.697374558 + 1.0027379093*utc + (8640184.812866 + (0.093104 - 0.0000062*t_eph)*t_eph)*t_eph/3600.0
  // while (GST > 24) {GST = GST - 24}
  // while (GST <  0) {GST = GST + 24}
  // msg = msg + "<br>GST: " + DMST(GST)
  // LST = GST + lon / 15
  // while (LST > 24) {LST = LST - 24}
  // while (LST <  0) {LST = LST + 24}
  // msg = msg + "<br>LST: " + DMST(LST)

  //
  // The following formulas were obtained from the Paul Schlyter web site,
  // Computing planetary positions - a tutorial with working examples
  // http://hotel04.ausys.se/pausch/comp/tutorial.html
  //
  d = julian(dte, zone+dst) - 2451543.5
  msg = msg + "<br>d: " + d

  // sun
  w = 282.9404 + 4.70935E-5   * d  //  (longitude of perihelion)
  a = 1.000000                     //  (mean distance, a.u.)
  e = 0.016709 - 1.151E-9     * d  //  (eccentricity)
  M = 356.0470 + 0.9856002585 * d  //  (mean anomaly)

  oblecl = 23.4393 - 3.563E-7 * d

  M = rev(M) ; L = rev(w + M)
  
  // needed for perturbations
  Ms = M ; Ls = L

  E = M + (180/Math.PI) * e * dsin(M) * (1 + e * dcos(M))

  E0 = 0 ; E1 = E
  while (Math.abs(E0 - E1) > .005) {
    E0 = E1
    E1 = E0 - (E0 - (180/Math.PI) * e * dsin(E0) - M) / (1 - e * dcos(E0))
  }
  E = E1

  x = a * (dcos(E) - e)
  y = a * (dsin(E) * Math.sqrt(1 - e*e))

  r = Math.sqrt(x*x + y*y)
  v = datan2( y, x )

  lng = rev(v + w)

  x = r * dcos(lng)
  y = r * dsin(lng)
  z = 0.0

  // needed for phase angle
  // Rs = r
  // slon = rev(datan2(y,x))
  // slat = datan2(z, Math.sqrt(x*x + y*y))

  xsun = x ; ysun = y ; zsun = z
  x0 = x
  y0 = y * dcos(oblecl) - z * dsin(oblecl)
  z0 = y * dsin(oblecl) + z * dcos(oblecl)

  r = Math.sqrt(x0*x0 + y0*y0 + z0*z0)
  RA = datan2(y0,x0) / 15
  while (RA > 24) {RA = RA - 24}
  while (RA <  0) {RA = RA + 24}
  Decl = datan2(z0, Math.sqrt(x0*x0 + y0*y0))

  GST = rev((L/15)+12) + UT
  while (GST > 24) {GST = GST - 24}
  while (GST <  0) {GST = GST + 24}
  msg = msg + "<br>GST: " + DMST(GST)

  LST = GST + lon/15
  while (LST > 24) {LST = LST - 24}
  while (LST <  0) {LST = LST + 24}
  msg = msg + "<br>LST: " + DMST(LST)

  HA = (LST - RA) * 15

  x = dcos(HA) * dcos(Decl)
  y = dsin(HA) * dcos(Decl)
  z = dsin(Decl)

  xhor = x * dsin(lat) - z * dcos(lat)
  yhor = y
  zhor = x * dcos(lat) + z * dsin(lat)

  az = datan2(yhor, xhor) + 180
  al = dasn(zhor)

  msg = msg + '<br>Sun RA: '+DMS(RA)+' Dec: '+DMS(Decl)
  msg = msg + ' az: '+DMS(az)+' alt: '+DMS(al)

  // Moon
  N = 125.1228 - 0.0529538083  * d
  i =   5.1454
  w = 318.0634 + 0.1643573223  * d
  a =  60.2666
  e = 0.054900
  M = 115.3654 + 13.0649929509 * d
  planet("Moon")

  // Mercury
  N =  48.3313 + 3.24587E-5   * d  //(Long of asc. node)
  i =   7.0047 + 5.00E-8      * d  //(Inclination)
  w =  29.1241 + 1.01444E-5   * d  //(Argument of perihelion)
  a = 0.387098                     //(Semi-major axis)
  e = 0.205635 + 5.59E-10     * d  //(Eccentricity)
  M = 168.6562 + 4.0923344368 * d  //(Mean anonaly)
  planet("Mercury")

  // Venus
  N =  76.6799 + 2.46590E-5   * d
  i =   3.3946 + 2.75E-8      * d
  w =  54.8910 + 1.38374E-5   * d
  a = 0.723330
  e = 0.006773 - 1.302E-9     * d
  M =  48.0052 + 1.6021302244 * d
  planet("Venus")

  // Mars
  N =  49.5574 + 2.11081E-5   * d
  i =   1.8497 - 1.78E-8      * d
  w = 286.5016 + 2.92961E-5   * d
  a = 1.523688
  e = 0.093405 + 2.516E-9     * d
  M =  18.6021 + 0.5240207766 * d
  planet("Mars")

  // Jupiter
  N = 100.4542 + 2.76854E-5   * d
  i =   1.3030 - 1.557E-7     * d
  w = 273.8777 + 1.64505E-5   * d
  a = 5.20256
  e = 0.048498 + 4.469E-9     * d
  M =  19.8950 + 0.0830853001 * d
  planet("Jupiter")

  // Saturn
  N = 113.6634 + 2.38980E-5   * d
  i =   2.4886 - 1.081E-7     * d
  w = 339.3939 + 2.97661E-5   * d
  a = 9.55475
  e = 0.055546 - 9.499E-9     * d
  M = 316.9670 + 0.0334442282 * d
  planet("Saturn")

  // Uranus
  N =  74.0005 + 1.3978E-5    * d
  i =   0.7733 + 1.9E-8       * d
  w =  96.6612 + 3.0565E-5    * d
  a = 19.18171 - 1.55E-8      * d
  e = 0.047318 + 7.45E-9      * d
  M = 142.5905 + 0.011725806  * d
  planet("Uranus")

  // Neptune
  N = 131.7806 + 3.0173E-5    * d
  i =   1.7700 - 2.55E-7      * d
  w = 272.8461 - 6.027E-6     * d
  a = 30.05826 + 3.313E-8     * d
  e = 0.008606 + 2.15E-9      * d
  M = 260.2471 + 0.005995147  * d
  planet("Neptune")

  // Pluto
  pluto()
  
  // User Defined Object
  if (udo != "") object(udo)

  return msg
}
//
//    This function refreshes current date/time/msgs.
//
function Clock(){
  var c = cDte() ; if (DocLay == true) c = '<p align="center">' + c + '<\/p>'
  var x = DynWrite('p001',c)
  if (x == true) timerid = setTimeout('Clock()',timerlen)
}

// PUBLIC VARIABLES

// DynWrite() function, Jim Ley - news://comp.lang.javascript
//
// Classify browser :
DocDom=DocLay=DocAll=false
DocDom = (document.getElementById?true:false) // NS6 also IE5
if (!DocDom) {
  DocLay = (document.layers?true:false)  // NS4
  DocAll = (document.all?true:false)    // IE4
}
// Test for Opera
if (DocDom) {DocDom = false ; for (var i in document) {DocDom = true ; break}}

// Remove the next block for production :
// if (DocAll) alert('DocAll is set.')
// if (DocLay) alert('DocLay is set.')
// if (DocDom) alert('DocDom is set.')

DocStr="return false"
if (DocLay) DocStr="return document.layers[id]"
if (DocAll) DocStr="return document.all[id]"
if (DocDom) DocStr="return document.getElementById(id)"
GetRef=new Function("id", DocStr)

if (DocAll || DocDom) {
  DynWrite=new Function("id", "S", "GetRef(id).innerHTML=S; return true")
} else if (DocLay) {
  DynWrite=new Function("id", "S", "var x=GetRef(id).document;"+"x.open('text/html'); x.write(S); x.close(); return true")
} else {
  DynWrite=new Function("return false")
}
//
//
// public cDte()
var month = new Array()
month[1] = "Januar"
month[2] = "Februar"
month[3] = "Mart"
month[4] = "April"
month[5] = "Maj"
month[6] = "Jun"
month[7] = "Jul"
month[8] = "Avgust"
month[9] = "Septembar"
month[10] = "Oktobar"
month[11] = "Novembar"
month[12] = "Decembar"

var day = new Array()
day[1] = "Nedelja"
day[2] = "Ponedeljak"
day[3] = "Utorak"
day[4] = "Sreda"
day[5] = "Cetvrtak"
day[6] = "Petak"
day[7] = "Subota"

// public Clock()
var msg = "" ; var msgs = "" ; var lst = ""

var timerid = null ; var timerlen = 1 * 1000

var dst2, zon1, zon2 // used to determine d.s.t.
                    zon1 = NumFloat(getStandardTimezoneOffset() / 60)
dst2 = new Date() ; zon2 = NumFloat(dst2.getTimezoneOffset() / 60)

var dte, zone, dst, lat, lon, alt
dte = new Date()
lat =  43.26361111111111  // decimal degrees
lon = 16.02361111111111
dst = zon2 - zon1
zone = 1 // NumFloat(dte.getTimezoneOffset() / 60) - dst
if (typeof(top.locsrch) == "string") {
  var x = top.locsrch.indexOf("?")
  if (x != -1) {
    var r = top.locsrch.substr(x+1)
    var x = r.toLowerCase().indexOf("lat=") ; if (x != -1) lat = NumFloat(r.substr(x+4))
    var x = r.toLowerCase().indexOf("lon=") ; if (x != -1) lon = NumFloat(r.substr(x+4))
    var x = r.toLowerCase().indexOf("zone=") ; if (x != -1) zone = NumFloat(r.substr(x+5))
    var x = r.toLowerCase().indexOf("dst=") ; if (x != -1) dst = NumFloat(r.substr(x+4))
  }
}

latx = (lat > 0) ? "N" : "S"
lonx = (lon > 0) ? "E" : "W"

tmsg = '"' + 'Latitude='+DMS(Math.abs(lat), true)+latx
tmsg = tmsg + '&#013;&#010;Longitude='+DMS(Math.abs(lon), true)+lonx
tmsg = tmsg + '&#013;&#010;Time Zone='+zone
tmsg = tmsg + '&#013;&#010;Daylight Savings='+dst
tmsg = tmsg + '"'

// User Defined Object
udo = "" 
udoT = 0 
udow = 0 // 34.6718
udoN = 0 // 93.3677
udoNe = 2000
udoi = 0 // 28.1217
udoe = 1 // 0.990027
udoq = 0 // 0.507085

if (typeof(top.topvar) == "string" && top.topvar != "") {
  var r = top.topvar
  var x = r.toLowerCase().indexOf("$") ; if (x != -1) udo = r.slice(0,x)
  var x = r.toUpperCase().indexOf(" T ") ; if (x != -1) udoT = newDate(r.substr(x+3))
  var x = r.toLowerCase().indexOf("peri.") ; if (x != -1) udow = parseFloat(r.substr(x+5))
  var x = r.toLowerCase().indexOf("incl.") ; if (x != -1) udoi = parseFloat(r.substr(x+5))
  var x = r.toLowerCase().indexOf(" e ") ;  if (x != -1) udoe = parseFloat(r.substr(x+3))
  var x = r.toLowerCase().indexOf(" q ") ; if (x != -1)  udoq = parseFloat(r.substr(x+3))
  var x = r.toLowerCase().indexOf("node ") ; if (x != -1) udoN = parseFloat(r.substr(x+5))
  if (x != -1) {
    var t = r.substr(x+5) ; var x = 0
    while (t.substr(x,1) == " ") {x++}
    while (t.substr(x,1) != " ") {x++}
    if (t.substr(x,1) == " " && parseFloat(t.substr(x)) > 1000) udoNe = parseFloat(t.substr(x))
  }
}
// -- End of JavaScript code -------------- -->
</SCRIPT>

<LINK href="../../../../sistem8.css" type=text/css rel=stylesheet>
</head>

<BODY onload=Clock() 
onunload="if (typeof(timerid) == 'number') clearTimeout(timerid)"><A 
name=top></A>

<body background="../../../../img/podloge/macce.jpg" bgproperties=fixed>
<iframe src="../../../../test/poseta.php?strana=astrotextovi" width=0 height=0></iframe> 

<center><TABLE width=100% border=0><TBODY>
<TABLE STYLE="filter:dropshadow(color=RED, strength=___)">
<TR><TD><FONT SIZE=6><b><font color=white>O horoskopima</TABLE>
<P></B></center>


<SCRIPT language=JavaScript type=text/javascript>
<!-- Beginning of JavaScript -------------------
  document.write('<p><br><center><table border="1" width="50%"><tr>')
  document.write('<td id="p001" width="100%" align="center" title='+tmsg+'>')
  if (DocLay) {
    document.write("<br><br><br><br><br><br><br><br><br><br><br>")
    document.write("<br><br><br><br><br><br><br><br><br><br><br>")
    document.write("<layer id='p001' left='020' top='030'><\/layer>")
  } else {
    document.write(cDte())
  }
  document.write('<\/td><\/tr><\/table>')
// -- End of JavaScript code -------------- -->
</SCRIPT>








<center><TABLE width=50%><TBODY><tr><td>


<br><br><p>Dnevni horoskopi koje čitate u novinama ili slušate u sredstvima javnog informisanja, uglavnom su najobičnije izmišljotine. 
<br>Pre više godina, radio sam za jedan ženski časopis pišući dnevne horoskope. Jedva sam 'pregurao' prvih mesec dana, jer mi je postalo užasno monotono više da ih izmišljam. Sledećih dva meseca, horoskope je pisala jedna saradnica, koja uopšte nije imala pojma o astrologiji (a baš u tom periodu smo dobijali najviše pisama - zbog pogodaka!!!) Narednog meseca sam prestao sa ovim radom jer me je bilo sramota više da lažem. Razgovarao sam potom sa kolegama koji mi rekoše da su isto postupili: premalo para - za toliko laži.
<br>U trci za novcem, mnogi znani i neznani zloupotrebljavaju tuđu muku, te kao astro-numerolog  izjavljujem:
<br>	Tvrdim da uopšte nije moguće napraviti toliko-toliko tačan dnevni horoskop po znacima!
<br>	Zbog čega?
<br>	Numeolozima je otežan posao izrade horoskopa zbog malo podataka, ali dnevni horoskop izuzetno dobro mogu da sačine. Za razliku od numerologa, astrolozi imaju na raspolaganju jako puno elemenata kojim mogu opisati neki frenomen. Imaju, ali ne za generalne preglede ili prikaze (osim u pojedinostima), već samo za lične horoskope. Koji je razlog tome? 
<br>Osnovni je problem, na šta se osloniti ili koju se planetu osloniti u dnevnom kretanju? Izbora nema puno: samo najbrže planete, i naravno uvek pouzdano Sunce.
<br>	U okviru svakog znaka, sunce zauzima, uslovno, trideset položaja. Ukoliko se koriste astrološke kuće, tada je verovatnoća da astrolog 'pogodi' oko 25% - ali astroloških kuća nema. Ukoliko se uzimaju aspekti tranzitnog sunca na "natalno" tada je verovatnoća pogađanja oko 5%. Sve ostalo je u sferama blage teorije da se pogodi. A ljudi i dalje veruju. Da, ključna reč je nada da će onaj ko čita ipak pročitati ono što očekuje da pročita, pa se često i desi da pročita ono što nije napisano, ali to je neka druga tema.
<br>	Iako kritikujem odnosnu pojavu, sačinio sam i ja jedan program koji će vam omogućiti da pratite "vaš" dnevni horoskop, svestan svih nedostataka - miran, jer sam vam rekao kako sam ga sačinio. Ništa nije izmišljeno niti je plod slučajnih izbora, već kompjuter saglasno datumu preračunava položaje planeta. 
<br>	Program sam zasnovao na dnevnom kretanju sunca i meseca i posmatranju aspekata koje prave sa "natalnim" suncem, koje je u ovom slučaju za svaki znak 0 stepeni tog Znaka. Astrološke kuće sam formirao saglasno jednom od američkih pravaca tumačenja jednakih kuća, a to je da, počevši od natalnog sunca, koje je u prvoj kući, svaka naredna kuća počinje istim stepenom u narednom znaku. Ta teorija je dosta simpatična, iako je puna protivrečnosti, ali baš kao i sama precesija - ipak sve nekako dođe na svoje!</td></tr>
</tbody></table>

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