From: Subject: Cosmology Tutorial - Part 3 Date: Tue, 27 Apr 2004 09:34:29 -0700 MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_000_0000_01C42C3A.D693EB00"; type="text/html" X-MimeOLE: Produced By Microsoft MimeOLE V6.00.2800.1106 This is a multi-part message in MIME format. ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: text/html; charset="Windows-1252" Content-Transfer-Encoding: quoted-printable Content-Location: http://www.astro.ucla.edu/~wright/cosmo_03.htm Cosmology Tutorial - Part 3

Previous=20 Section

Part 1: = Observations=20 of Global Properties
Part 2: = Homogeneity and=20 Isotropy; Many Distances; Scale Factor
Part 3: Spatial Curvature; = Flatness-Oldness; Horizon
Part 4: = Inflation;=20 Anisotropy and Inhomogeneity

FAQ | = Tutorial : = Part 1 | Part 2 | = Part 3 | Part 4 | Age | Distances | = Bibliography = | Relativity =

Spatial Curvature

One consequence of general relativity is that the curvature of space = depends=20 on the ratio of rho = to rho(crit)= . We call=20 this ratio Omega =3D rho/rho(crit). For Omega less than 1, the Universe = has=20 negatively curved or hyperbolic geometry. For Omega =3D 1, the Universe = has=20 Euclidean or flat geometry. For Omega greater than 1, the Universe has=20 positively curved or spherical geometry. We have already seen that the = zero=20 density case has hyperbolic geometry, since the cosmic time slices in = the=20 special relativistic coordinates were hyperboloids in this model.

3D"3 =

The=20 figure above shows the three curvature cases plotted along side of the=20 corresponding a(t)'s. These a(t) curves assume that the cosmologic= al=20 constant is zero, which is not the current standard model. Omega = > 1=20 still corresponds to a spherical shape, but could expand forever even = though the=20 density is greater than the critical density because of the repulsive=20 gravitational effect of the cosmological constant.=20

The age of the = Universe depends on Omegao as well as Ho. For = Omega=3D1,=20 the critical density case, the scale factor is

a(t) =3D =
(t/to)2/3
and the age of the Universe is
to =3D =
(2/3)/Ho
while in the zero density case, Omega=3D0, and
a(t) =3D =
t/to         with       to =3D 1/Ho
If Omegao is greater than 1 the age of the Universe is = even=20 smaller than (2/3)/Ho.
3D"a(t) =

The=20 figure above shows the scale factor vs time measured from the present = for=20 Ho =3D 65 km/sec/Mpc and for Omegao =3D 0 (green), = Omegao =3D 1 (black), and Omegao =3D 2(red). The = age of the=20 Universe is 15, 10 and 8.6 Gyr in = these=20 three models. The recollapse of the Omegao =3D 2 model occurs = when the=20 Universe is 11 times older than it is now, and all observations indicate = Omegao < 2, so we have at least 80 billion more years = before any=20 Big Crunch.=20

The value of Ho*to is a dimensionless number = that=20 should be 1 if the Universe is almost empty and 2/3 if the Universe has = the=20 critical density. In 1994 Freedman et al. (Nature, 371, 757) = found=20 Ho =3D 80 +/- 17 and when combined with to =3D = 14.6 +/- 1.7=20 Gyr, we find that Ho*to =3D 1.19 +/- 0.29. At face = value=20 this favored the empty Universe case, but a 2 standard deviation error = in the=20 downward direction would take us to the critical density case. Since = both the=20 age of globular clusters used above and the value of Ho = depend on the=20 distance scale in the same way, an underlying error in the distance = scale could=20 make a large change in Ho*to. In fact, recent data = from=20 the HIPPARCOS = satellite=20 suggest that the Cepheid distance scale must be increased by 10%, and = also that=20 the age of globular = clusters must be reduced by 20%. If we take the latest HST value for = Ho =3D 72 +/- 8 (Freedman et al. 2001, ApJ, 553, 47) = and the=20 latest globular cluster ages giving to =3D 13.5 +/- 0.7 Gyr, = we find=20 that Ho*to =3D 0.99 +/- 0.12 which is consistent = with an=20 empty Universe, but also consistent with the accelerating Universe that = is the=20 current standard model.

Flatness-Oldness Problem

However, if Omegao is sufficiently greater than 1, the = Universe=20 will eventually stop expanding, and then Omega will become infinite. If=20 Omegao is less than 1, the Universe will expand forever and = the=20 density goes down faster than the critical density so Omega gets smaller = and=20 smaller. Thus Omega =3D 1 is an unstable stationary point unless the = expansion of=20 the universe is accelerating, and it is quite remarkable that Omega is = anywhere=20 close to 1 now.

3D"a(t) =

The=20 figure above shows a(t) for three models with three different densities = at a=20 time 1 nanosecond after the Big Bang. The black curve shows the critical = density=20 case with density =3D 447,225,917,218,507,401,284,016 gm/cc. Adding only = 1 gm/cc=20 to this 447 sextillion gm/cc causes the Big Crunch to be right now! = Taking away=20 1 gm/cc gives a model with Omega that is too low for our observations. = Thus the=20 density 1 ns after the Big Bang was set to an accuracy of better than 1 = part in=20 447 sextillion. Even earlier it was set to an accuracy better than 1 = part in=20 1059! Since if the density is slightly high, the Universe = will die in=20 an early Big Crunch, this is called the "oldness" problem in cosmology. = And=20 since the critical density Universe has flat spatial geometry, it is = also called=20 the "flatness" problem -- or the "flatness-oldness" problem. Whatever = the=20 mechanism for setting the density to equal the critical density, it = works=20 extremely well, and it would be a remarkable coincidence if = Omegao=20 were close to 1 but not exactly 1.

Manipulating Space-Time Diagrams

The critical density model is shown in the space-time diagram below. =

3D"Omega=3D1=20

Note that the worldlines for galaxies are now curved due to = the=20 force of gravity causing the expansion to decelerate. In fact, each = worldline is=20 a constant factor times a(t) which is (t/to)2/3 = for this=20 Omegao =3D 1 model. The red pearshaped object is our past = lightcone.=20 While this diagram is drawn from our point-of-view, the Universe is = homogeneous=20 so the diagram drawn from the point-of-view of any of the galaxies on = the=20 diagram would be identical.
3D"Omega=3D1 =

The=20 diagram above shows the space-time diagram drawn on a deck of cards, and = the=20 diagram below shows the deck pushed over to put it into A's = point-of-view.
3D"Omega=3D1=20

Note that this is not a Lorentz transformation, and that = these=20 coordinates are not the special relativistic coordinates for which a = Lorentz=20 transformation applies. The Galilean transformation which=20 could be done by skewing cards in this way required that the edge of the = deck=20 remain straight, and in any case the Lorentz transformation can not be = done on=20 cards in this way because there is no absolute time. But in cosmological = models=20 we do have cosmic time, which is the proper time since the Big Bang = measured by=20 comoving observers, and it can be used to set up a deck of cards. The = presence=20 of gravity in this model leads to a curved spacetime that can not be = plotted on=20 a flat space-time diagram without distortion. If every coordinate system = is a=20 distorted representation of the Universe, we may as well use a = convenient=20 coordinate system and just keep track of the distortion by following the = lightcones.=20

Sometimes it is convenient to "divide out" the expansion of the = Universe, and=20 the space-time diagram shows the result of dividing the spatial = coordinate by=20 a(t). Now the worldlines of galaxies are all vertical lines.

3D"Omega=3D1=20

This division has expanded our past line cone so much that = we have=20 to replot to show it all:
3D"Omega=3D1 =

If=20 we now "stretch" the time axis near the Big Bang we get the following = space-time=20 diagram which has straight line past lightcones:
3D"Omega=3D1=20

This kind of space-time diagram is called a "conformal" = space-time=20 diagram, and while it is highly distorted it makes it easy to see where = the=20 light goes. This transformation we have done is analogous to the = transformation=20 from the side view of the Earth on the left below and the Mercator chart = on the=20 right.
3D"Side=20

Note that a constant SouthEast course is a straight line on = the=20 Mercator chart which is analogous to having straight line past = lightcones on the=20 conformal space-time diagram.=20

Also remember that the Omegao =3D 1 spacetime is infinite = in extent=20 so the conformal space-time diagram can go on far beyond our past = lightcone,=20

3D"Wide-field =

as=20 shown above.=20

Other coordinates can be used as well. Plotting the spatial = coordinate as=20 angle on polar graph paper makes the translation to a different = point-of-view=20 easy. On the diagram below,

3D"Omega_o =

an=20 Omegao =3D 2 model (which really is "round") is plotted this = way with=20 a(t) used as the radial coordinate. The past lightcone of an observer = reachs=20 halfway around the Universe in this model.=20

Horizon Problem

The conformal space-time diagram is a good tool use for describing = the=20 meaning of CMB anisotropy observations. The Universe was opaque before = protons=20 and electrons combined to form hydrogen atoms when the temperature fell = to about=20 3,000 K at a redshift of 1+z =3D 1090. After this time the photons of = the CMB have=20 traveled freely through the transparent Universe we see today. Thus the=20 temperature of the CMB at a given spot on the sky had to be determined = by the=20 time the hydrogen atoms formed, usually called "recombination" even = though it=20 was the first time so "combination" would be a better name. Since the=20 wavelengths in the CMB scale the same way that intergalaxy distances do = during=20 the expansion of the Universe, we know that a(t) had to be 0.0009 at=20 recombination. For the Omegao =3D 1 model this implies that=20 t/to =3D 0.00003 so for to about 14 Gyr the time = is about=20 380,000 years after the Big Bang. This is such a small fraction of the = current=20 age that the "stretching" of the time axis when making a conformal = space-time=20 diagram is very useful to magnify this part of the history of the = Universe.

3D"Omega_o =

The=20 conformal space-time diagram above has exaggerated this part even = further by=20 taking the redshift of recombination to be 1+z =3D 144, which occurs at = the blue=20 horizontal line. The yellow regions are the past lightcones of the = events which=20 are on our past lightcone at recombination. Any event that influences = the=20 temperature of the CMB that we see on the left side of the sky must be = within=20 the left-hand yellow region. Any event that affects the temperature of = the CMB=20 on the right side of the sky must be within the right-hand yellow = region. These=20 regions have no events in common, but the two temperatures are equal to = better=20 than 1 part in 10,000. How is this possible? This is known as the = "horizon"=20 problem in cosmology.=20

Next=20 Section

Ned = Wright's home=20 page

FAQ | = Tutorial : = Part 1 | Part 2 | = Part 3 | Part 4 | Age | Distances | = Bibliography = | Relativity =

=A9 1996-2003 Edward=20 L. Wright. Last modified 30 Aug 2003

------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/3geomtrs.gif R0lGODdhigGLAfMAAAAAAP///8zMzNnZ2cqqkZh4Z9y8o/8AAADDAAD/AG9vb5GRkbCwsAAAAAAA AAAAACwAAAAAigGLAQAE/jDISau9OOvNu/9gKI5kaZ5oqq5s675wLM90bd94ru987//AoHBILBqP yKRyyWw6n9CodEo9AQDVLAeh7XpR168YkRCbz50wuorgrt/wgDruTLjpePE8nyTz/117gENtg4ZU goc+doqNT4mOOHZlkZVJkJYzhZmcRZidLWR3oKQ+n6UojKirPKesIm2jr7M0rrQdfreGV7y2Nb66 GKrBeb3GvaZYxCCby3THAAwMvNLIOsDOuc5w0ALTVwzeAsbXytsZ2udo3d/R4rzv2Cnyt83qZtDV 4NLt/Py8N+i9GnZPzzFv1OIBEBeun0ASD1GlKxgo3zh3Da8wjNfw4i9z/ursUdQCLZ++aP6+pTw5 I2IngiOrsOt1sVfHcPBuInTpgWelSTFJHuzH0FjHnBsdgnTh05HIoFFMUvs3VWXVlFebZtBqSBRU REMT4tSoE+nNq1RhcAUE86uTbjYVJq2psui+lfperM0Ty23Uklnv+gt8Ei/VvRMQx5moRHGlfDTb md0p+DBKwyqrMV26qu0lwOfCmjVqt7JlzJnTsnB85ulnYwug6Tp28rLkw/0MTzWdGytnE6zHUGJC bQGD2L2Qk0MFeTJa3LorC34+ePXvTIyXwD4uOZrsTIAjU7Zt+Tl1q7x9rwiuxfXb5Aviw/5+qPlu oyttQu8dnTze5WBc/ueIZ1NsZ1x41jyDIHm0+ZYefpjpF+FdAobA3hTZCUXbggCdAZeE3Q0GDoj5 nQfdg9JV+MGFULhnEC/xxQgjgllwaBuEDvon4j68kZiijt8EmAmBazTYjnw0EmdjeT3a1KRp0513 I5D/CBkJUPWFhySHQyy5I461MTglioWhNg1/0VmhIh4uDqKljQC2BOeYPqIE5pfpfWnmfmb6xGIf RDpyxZYwKjcnaFsdalKYJho5oYnl7XnnfwmO8OcRgUYyaIyGAsDpMQcqKqqjHFJqFIr3PXpZnhJS 2duaGlxKRF+s9KLAArcqAJuM0BA66qDcHcqdccSOSBuxwdIZDbLI/pUIDrM6wjhsajtCCysGsgqR ISmg+lqosflY+yt+UgImqaMl1obamBE6mKal136RKSiedoocrwYmq+U3zE4LKaOL5tmdqznuiR7B PAo8DUTxtifLLQDk2mm9n3Zb8cTjLsjpxkgO22vH/SIL6rQhS1Zyv955SjLJD2Xbw7avbFpxoRub 2+zJh55MraokUmUqhef+y6ek8NIBMy0y17wrkjOPjLLKOC+7crFilmRwZpOe+bPP62btrAgu59Dm bDBKrOutuybdNIIcK902nG63rTR8ct+rL8WfRo231HrHBnbDUMxL9tKxzU0zx8BSnbHNUyfbX88T 3hads+n2p9qK/oA7cfQyg+r6Ld74En7z1M82nrjpUDfe7MCpx3Y15JWjOZip+VmY+RJjh6bA7ruD ajauhZd0b91qIw7628evfbjxxFtcd+jJV+xx8fLZbobg21AvuozGW22t6vyCD6zG4IeaY+oEn2aw nQLLEzYMWPolx++5fsx086NSzTrbLPOteso2CZmrkpM+9fUJBO9zQe4ocgXeObB39ZvP86iHMVHl 7Xn3w9/ykIc8mVFwbhisGObagz0GbrBwhvvgB0eHM52FyoXHaV0MhVc+rakLZX0y1tUW1pPbDaGE MYlYciKoweVFj1cuLF3UagjAAHoMhqFKDuosV6zXASOBKKCV/vywFbHe8QKCwPudp9AmvAmG8IgX 7J7zOIjB7b2te8yb4KCuhUUTbG6LYwyjG7mnxjLKp3wyFCCCYgjF8D2NGv5bYmFKRqXiBIkDdSQB EN3SwDACz40rrNficma6Ghbubv47nc6MMkr/OLJYafAhDxa4xcQ88IHQkFge6YfCItpIbmhE4hnX mEY55rKXJ/QbJFWpgzu2MjGztKQH7cdG4p0RhqIkXRJJ+b9E3o2F1exH1IbZBGMekwKVpF/ELOk5 uiGujblUIums+T2RbSiQK0ukE7FZSnb6i5u4e9g3h/lFWHbxleU8BhHN2MYQ1tKXmDTo8Az1xl2u UISxIiYN/ia5T1caQ5ZyhJ4542hG8clwX0uEYr6eVk9DAnIDkdSANytagc7ZK5zkPKjyPvZQdR4S MPqDJiBP+T9GKhGegozoEVjJUmy98qIA9WJMiUjGTbKNoOjs4KZ+mcEtcVSOKJXoCyhaVHCOU4wJ hSouQYfTjHpUpFKj5guZOEObBsuja0opBeLXVYjQEm32GuhYC8rXggKykE5jGWDnGU94dgifQSBq XROVVM/xTqBfXWpkxZnOXz50oX2k6mWD2dCZIVCrKfDKYsGwVFxN1rS8rGpnnXlGtipOip/UqU/n aE9ouTNzKeXqaC8AU7O5lLL2q2xUowrXkRKSia0jbG2n/tcOhvlAi7tVUz9h2VjHPlZ4d7WsZVO4 x4sZlGIblY9ClQMc0JJgpdGFZFMj21tl2lJLfeWuH+kZT08a153QbEoCdZteLuqxbKeVZYAvSVan zheXyJ2mWwVYTxWETbH97QlAkZrUf1a4tGS86yV3yeFn9lG8303eYedh3g+gN8KpzK6tyJnJdHZY rM7cKSj9BVR/0bjEyLzBiVEs4dJ6SqAb1rBwMzpcOSIXtoJNcHP1gmOV6pPH86huA68r0Mb+NqbJ FOd3tzzW8DYToU1uaZgtwF8oDxPDA2ZmL7/M5jYzr610q7HIdjpmC1xox2ZeEZqz/N9Yoja+uOQy mE+4/mAbz7bOvEU0hPP8NwtT18oWDo+KMYzZQM+Us2vea9PKAb8nM9o6X3SvkPfMIQ/LV82XdZ1I X9uKMNP103IqG3KEPOAMK9PA3c00B+kcScQsGtYk/qKjj1rdsxW71kHe84thrEYhrEW0wG61rCmr bGZf1dKAHmv/RhwErpQ52qBur+cozWcBm7p5yyYeKJHQFOiCu9sUNjakj03ps9VbsyGu1BF8gud3 26AkGtZVkTVt7XN2mduNIea3/R0Q37E44DJdLcHR7S1EyyAiv2Y4EADjxWOXm8AQ1+4xhDKCfmuc CGXFNmuJXHGE1whwJj/5azQ28JaPPA7yyLjMwYJr/pcryAML37nQ1YSL4Qz96Dlwhc6RzvQSnCLo TY96D4URc6lbPZUXWPrVt45YCUCb62C3zlw9HfayO9frZDe72j8bgKqv/e1XgPrb1d6Gntv97ni3 +9zZnfe++/3vcNq74AdP+MIb/vCIT7ziF8/4xjv+8ZCPvOQnT/nKW/7ymM+85jfP+c57/vOgD73o R0/60pv+9KhPvepXz/rWu/71sI+97GdP+9rb/va4z73ud8/73lPS4tkDfuXlygmfx574j0E+4pWf JeYvX/irMP7tnV8M6i/e+tzA/vWhDx7tM977X5C+78GvId93HSriN78EyP8X9kPe/U3Qt/qzOpL0 /s/fztzHOfyHn/8i7d/y/+dsAQiA/Rd+A3h5B7gD9nd/U4c0CRhdN5dws7CAh3co2lGA7dd4cFNN ElgKFHh1cHNtY/UZ3PKAEHNLyZJfCoaBDVh8LCg/ioJWvMYlRmCC6/GCBTEnNUdwIYg8NYiDKGeD +lcqPqWC20Y+OeVRngCE8MaEnQAnNCaDh0Y+0URSOxWEjfCBQXRLqdaFPchyFEeD8NZ8rQSF06Rk ZrhOSvZa/GMtAugmQtiEC4I6Rnhbc2iFpaQ3SFho7jSGfKCFlqCD3rWDGpVyXohOggiGzbNxTvhv jThzd8iHM3RkpSZj+ZWGIZVNbBiBrYYHcShd/kR4VqKIif2zhvsTLqVYh9NTiVSTDEMIh6VGcQOX iIMoi6eGato1aG+iWTj4iV71iI4YWEmYieISilWYiqhTKsfYTtW0gXl4hQoIjDcojQ1nioJUapJI XzcVisRIh6d4LGp4hsUYJw3nIdSYdLz4hRPHg+qoSzvYjocoVTSHHJxmgIHIN84YhZa4itxoUkWY jHfoj4V1iUuSX+joBYCYfTQ0jOG4TpW4jMy1gqyoidlEinjIgeX4cufIiCHmULdEiMxDiyL4Ze2o Wm5WEhkJFtEnZ5NYQb3ijc+4ieGBjDF5YwGpjfo4hTNJjx/BczEjTyiIX/s4jiAlkBepk+YC/pFr JZGDZJC1sJFZBZU/CF+V5ma3eGDrKI+xqIjNVJIm6YNy8hfEkI1GGYX5KEhrOCcNWZNRdJMtSZHb CHzu54sNJ4Vw1oY5CZP8iJc4KZRI6T1kqZTfSB9MFn90iQMU9IXxeHBPtVnp+JFcyUFeySsxAH6H WQ4ak42BeZZrGY5q2Y1oaYdNmZfbVJivsYUsKZiJw5kM+Y8yuZARKYpxyTh9+ZaHZppT+RWLWYhY 6Zjv5Ue7qZXzGJlXSZgOtpGXCW8ASYUsWZsuCZuu2YwWSZoNOZ2h0gLMl5DBICzieFasGZvE+J3O 6VakKJg8eZxY+E1eVovrWJLBaXNr9J68/llGvrlLNyiAUul/dimaeKmacgY3m4lWBSmb3iiGRMeI dSWJMTiUDhmUehlS4lmWzNiWo9mHVtIDyWmYk+mOLDeZ9XlpavaVcSOcwMmLFxqN6QWORzmQNomE tvmgewlSASqdAwqahXWg9dhf5lloOiihKTiDFQqj1+ig0RmdSXJ2B8ljXgiZxOldG7qbXimf6ugS LqOdZagy1vmiRsqamslOZ9mlNDpIO+pD2ZKhFaGiP8qWoNSGM6qHbNOmy+mWoamEfxOM0SafIAoq H6qLVGmLYcikIzmi81mnT+lvm5mlrYmMPbqic/qaL+mXcBmjO/lIIxSWDHc61gmnFMqX/mDqpjK6 XOO5qBjZgripcX1alYEKn2nDix65lU2KRBuKqsZTqaV6cmMKpHzJomcoqoxKk9/pn0Mqf1zEZPl5 gmhYozTZmbzqo4n6nPlyq56KU5QqVNhppn9QPPDIqiTKTHvKmLuYbt56qiNIf2IndQEJrMXVj0Va WMvaq34pnptJrsG2ddBakcjqrrHZrsyqpZyJrsFaIVxhpXeqraq6nt1asEZEsNvaLXiap+SIfyRm dseIiZraojvZqekqp8lahIGHpE5XrKgppqnZnJ9JoP+or0v5oB1brTiqdpgmooPooQrrrF6Gpyvr iB8LsroJqgJpkRg7m96zr7U5J11C/qbWyhxA9ZkVC7S02Zl/GR6GWTSGlzMg6Taxuqc3q5LW83xK +bODSVgpa6NZa45bm3hLW7KhmrGIsgsNc7TbWVkimZWZdaQuSKvfh7JpSpFjWyt0pLOLJYzg6bRE a0JYJ3kNO7h4FFd+C4EkayOMK6+U9yx7G2Gn4LYhK6wDmygMmLjDurkw+BuW67koKmaiy7leVbqm m2Oo6xd7ELqrm6RysLivKwVzILuzK5ZycLufG7u6y7pYYLu9+wgCG7wrCbzEq6HHu7PJq7zLGxSu 27yxBnjSO72AB73We73Ym73au73c273e+73gG77iO77kW77me77om77qu77s277u/vu+8Bu/8ju/ 9Fu/9nu/+Ju/+ru//Nu//vu/ABzAArx6/3cABnzACJzAB8y/7qfAC2wBDnwA+et9ClwCCVy/2IfA LKDB8kt9DwwDHOy+zPfBMxDC64t8JHwDKXy+crXCOWDAJ+yEMCwEM7xzC0I2PlDDQ6DDSjq9ydcD PEwEQVxUv4InmwQI7zPERaDEvweFTEK9P/fCEtwELny5MzmYR1K1GWSg9qjCTIwEX+wMc/jE7ZN3 kjq8RevFUxwFYTyBY8woXGPE0jqh7Pqmxom7NNDGSqDHJTiHi3I+8ZmLkYlTnCi8NcDHe7zGbmwu CsEqfxw50VqUJMXFHSgDiLwE/pfcfH9MLlGCIwozvS9Kt3xXworcBVUsKOYSKc4CttMzny8rq7o0 nPBJgjGQyVRcyqiMIDXxJLAjxzwVtrrqtGd8l3eMoCCMy19gy+tAE6NRLoSxyve1sdIMqSTVcoWY ni6gzE+gzWcKLuzyKrBDW9uzmE4ltxZTzDm6wch8BtzMc+ByFGLRyOmDLiXytIRMs64qX97yA4rR zlDgz8JrEWMRLb0cIgpDxtsBqppZnHFEyTirzoAA0AmXypBTFWgxUi2WWhwqt+x5lZW2qu+zFxLN xuusIRqBFHFxFubhzY1UNdISW5HKYOJTcyHKUJhbmTg20mxsjvDQzK0CKQXt/suN2kmy1VMF5yvc RV4PnQI6LQUl3X7vzCf0fBpd+sqw7LC/InFKE1CaJEQzwn1c0dRO/dQaetJkQRll0SjPfD76YF// OseExKc1zUcVBz09ydSVINYN19NnTRTwzD4FEzsh4hsCCps8u11zm7AfFjqFigJk/QePvW+bDCUp UiY8k0m/qcUwu9mxwdVfrWK/hcbUagJ6XQWRXbSlshGTkRFCE9SzI5PFsp/SlG2C6i17RTPs4ROl bdqnzc/wcBGlsRB//TgIg0gFxDrCjEPTpNlwqzadQ0CIptuksNvTuBAWnTAAZDltvcr+goipFnFW 2dG1vdU+5tWhJm9eJNqJ/kbaqNDbmGnd4MARqt3XpSHYjfIzaeXWuFrO471mvHTT5WXB7h3RA/4R GnER8JzWK93SQU0hSAbMQw2onC3h4n1RLBZmLlHgBB6EUY0m180+xc2zFErbie3ciG1GwAVksiRl 0/VYm0EC1J3M+LkQwM3aSUHfg/0oNtQ1ZKmNj2rUr3rVKNQrKmTe4NVkEaHhgxDjPWQMdnHj8a3S ZbwqDM4+gLWm+IhW56ZybabR9xJQpsWyIqDkhkDmwTZIOzI5O2PZPlOMNaNQc92F4Oo2QuZxLQ5B DvSwAR4CTC4GfZ5onxDPUT7fCZ7mumFAvhGmrnVWJK5r4g2rcXZaAF62/h9g5mVu6Y2WSvE83Iku O9CcQ9v4VqrYQsztYihOYCsmTvcJAn9uBpj+WW1L0FW+Pt9dSzWLb61qYJTF4hN253mOnpX+6ksu 7OfXQyo9F6x90Ii0Q9Ec2wyard4trjVDa+2lFfJA7Ev+bznr6WUyQA4eNCJ+qNx64iuXp8xDSw10 3mF+ohvQ6mjg7jnr7VhBO9aCP5xN16e25RxEa8fm2f80bHlOZV2kX/GC7WX+HjoxFpRi6P+xyraV lmqF642O78jjWyp+4bf2Y+yeAfD+7gavFqbkyNwex7+spQ2amIIc5DVF7VeGV2DlJ9fy8QdvmEND 7zM48fai71ptPCHn/nEsHm9TdlQS5QsdvwZFzzBrzt203pw960SHnfLlzuXn7mN9Nka1xhNEPxIy D/IhXg1BMw2FFFvGJec639+Pzj2j9vItf0l7rgFHb/Rbz2RdIyLJuNG2dNRnD+mLw+vzVmG+7jkf ywFxfwiDzxTaTffuMu8EuWpMtLDCM1UxKB8Bh2yw4VuB7/aFP+zCm/gNX/P6oIdCu6RltVn3JmA4 RW3Zld5fFRGu8PZwkPnWEceT87Ii5txwzqfoNvnFZl2QFm/oLfR5PmVG2+5f4fqWkvS0cy7XNM15 SVOC5qdTj+6rD3BUb/EJeQrG//p/sfTHfSYPbmj7nap2jzghR24B/uZwYuT3t4P9fpH9tqP84N1l HQlmZT/t5u/zUmbnQX9dkEaoF+D+EBDkpNVenPXm8pwuFMcLYE40BVaUTd9zXReGtmvcBu5b3pnd QjgkCmdF5BFJDC6HAMUiOpVKZ1Ts1VdVQLlfACmwyoDEZ3RavbaY2e+Q6yWDmWAt1iKf4+t4Wyan IiVBQqcdrK+uxERExSooBckuGcrJS0myEc02N7hP0FCSD9FSCjuVHx6gJibDVkG9HcAk2MPYp8es SMzLlV5MXmDLXp9hShLOClLTZudSz2c4Obq7mLm9HtW+HB/uP1wj29rw8UFdSC9G2fUoGd2wzfg2 6Xr7NOZ7NhY5/mvWmGx9tq2S9a6cuXO4fCxk2NChOkUQGQkrtjDYvA7KJuTT19Fjp49rAhLEQavQ OFoIEyoc9FAGGpeVfh2bOYxXpUkYOWj0ENKnz2g/RfTzx8oEyT9HS44c+A1IuIIM7z1E52iisEqy hursKdSrPY5fMxbFA8TpqqPeCBo6ZE6qWAkMwRzLVBEK1ww8w8Ll+ylo3xJNtT1R6cpgIah6CC8E HNhYTWAUc/LMy/VvY8xiLmeOa61aC6TdZpxdGloHY84b5K6DfDGO5dSxR23OTPRfHaVrZ4z8phK1 bHmt69J8vYw2cORdk48R7dZ5q8K5ar1cLsZiTrqULWg8Xl12/vfGqGzPETi6B+nTS6l7T2NR+OSM OsGzz7w3tjeyrAZzM0/6Lf03rrMpPgrsAxC4+fpiCzFZWDpIuwNFwqminTBKMMK+LoRrPM/oMI23 0/DCEJQJ4VPNwhGrMzA1VMjyED3efEixnhK7qHAjDWcUakXOFmxJscRgWU9HGmuCMK55eCQyQ/Za xK009PQzakmPZBJxAk5ypDIkJTHjsD/Fooxqy5Bk1ECTLsn0Kk3A2FowOnGuVLNIOdHUck597vSq xReT8k9OPKc6Mx49A62n0J9cALEkp4Y0NDxCH8WMzTYPO2k6SVkMg9JM7+GULzAb3cbRTisN4NNS pUHUp1CR4vqB1FQV3DRWvlZlNbExae1xVl2/QlWsRZMCtFehVviV2FCO3TM3UZHdVVln34C2WIWG jTZRAKa9Vg1byxSshiO3LTZbcbkEULBwy8W2W3VH0PbWltr1klx5PWW3SqXSrbfMd/ftoN8ywbXW 3yoBJliDe/Ed+OCOsk2YYXro0xfihh+muMCLM97OYo0N1jhVej8GxWORMyX545NLNjTljFlWeU6X L+b4ZZhnbplmiGOm2GacqdQ5554P/iAmoos2+mikk1Z6aaR5DvppqKOWemqqq7b6aqyz1nprrrv2 +ut2IwAAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/w0_t0.gif R0lGODdh3AFuAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAA3AFuAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs+bI fDhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSpWqcqrVq1izat3KtavXr2CVVs1ncyPOshrP osWodq3Ftm4pwl04t2TduBDv4nWody/Dvn4VAg6McDBBwx4REz5MdvFDxY7/QXY8eTHkyhkxB9bs l/Nez3hBx73cGKVot6fXpka7umxrm6THRuZberbg2rYL485t8HXN2Cl90xQ+k7hM4zGRwwRuejdv xs8TKn853WX1lsxPXme5fWV32dEPfv8P7lw3+PDo06tfv7y8yPHs48ufHxk+fPr48+s/7j7k/f0A Biigf/2B9N+ACCaoYF4FfnTgghBGGKF9DUpo4YUYylVhRw9m6OGH6FEI4ogklggdeSamqOKFIq7o 4osCtgjjjDTGJ2ONOOaY24069uhjaBty1OGPRBZpHopGJqkkdkGa1eSSUEZZEY9SVmnlRVReqeWW DWXJ5ZdgDuRlmGRqOWaZaEZ5ZppsGrlmm3D2+GacdNI4Z514rnhnnnySuGefgGb4Z6CETvhkZocW quiAgy7qKICNPiopfRAkiqWlk2aaHgSVnqfpp/txyimmU5IK6qmBiVqpqRMNieqrH6n/KlCksNZq k6oQiMmqRK7a6utEsp7Y3K/E+oVrb7tG1GuxzB4ULLKeNivtS8+KlyyD02brUrXWRqvttyNxe+Sw 4JYb0rFdXvuYuua2+4+4t3nr7rwRobuuvPTmuxC8f7Gbrr4AM8QvXTnhG3DAA0u3k8EH05uwbgXT 2jCzDyNb8Kz+9jsxwqIqq1NBEm8Mq73pXgxyxgSLPG/FjJkMLZIqg8uyri53C3PM2c4s2cca34wz xR3TVnO8Pv/868wLY1u00SMH3e/Q/y7NNKgkKww1bQxPLSnLSZeatdaKcs3zpV+DHWjFXWMETJBp 84qy2VaKvRowdK9NcFBuw72101bv/1r33/2N3fJky+qtItpXQ/R33RhD3KDgRBsOaNUWm7o4MC/3 xivWkvf5cNuKL65w2Z2DSfngll7eM7mlx5kw6A2pzrnVhbX6duszvg65Q6J73DdQtuPO5sCwLyR7 3o4Dj7zwYRK/O0PHB5+8Txoybzq/xScUvde3qVu49aHyjXpE2791+7jgS3n6zpX1LuT5NqcfJfaJ H1R+WvBnLn+S9E/mvoHlIc2Gvre/TYkPY/UjyP0SE0DY8eReBSQSvLJXkP+RZDBDWV4Ec0Q5Cg5k ge95nPJ8t0EOHtCDArEg67STvxLKp2ooBKFJQuZCBYnreRX8G39IV0ML3TCBMuSheP+k10MTcQuH H1Rhe7hHwiKO6IhIDKJ1RPgTIjrRQ9XKnhSpQ0XqafCKPuRb8baYnAJdrDScISAYt/WsMSpRNWZE o7CUtkYIZfFqbxxNHHXFxy/WUUB3vAsZXRNHNDZGM2r8o0nauLs8boaKCNyZFRWpH0bWbJB6fBoC E4g+SuInWG1zZH0OxcnRefKTQQulDtdDw1PGBV2QE+WOWjhHVxqQU5vMIePm00pb1gSUgpNldHrp S5nIKm3CDA8xi8lGXLKvNskMES37yMzZHNNl0UzPMquJkmvCJZvq2SY3SYKrroGTldNs3Dj3oipz rnJBGHxNItc5kHKa7J2Gutv76Ln/lnZe7Jz4MUwpZ8fPmfizYADNTzxHSMeCxuSgZEmofhZaRT86 dCUQ/YdE9yPOi9broBrF54g66lGHQHSjMUqnJEvazYOilFEqnacnXSpSFQkQNDL9I013OSPEVNSi LO3ITjGHI4GaDImRC6pHhiqnQlpskkrViD9rWqOFxq+hUcXIVHnqI6vqD4JZvYg9ufojr7YMqmH9 6KjyQVYiGbUtSDVlWiWyVaIuyadeBOpcFbLVKt2UVDmVX1+tRNJxtpNuWyosMwdrJqcOUa97fddh 7ZpY9xAFrZGV7KgQG6a+XBayYWUsmDwrlOpltp6iYitlO+tY/J1Ws5XibJoUW8fD/8aJtlecLJ1w 20Ncyfa2FTrjQL8aVNvm6a2HjGsnS6pbPpmVZpgtqKp+e9zW1pKgFzVuoJ5LTaxKV1SrBRR32Rfd ak43vOLt4llBa0vfSgqvPTEtPaebqb+ab770rW9MVWq2/GqKt5Lz76dwWl6dHvC/mEIkf38m4FMh N77sLeL6BtxFCDeRkjp7lFcNKV8DH/hV8RTTdaPm4VwxK8TqXOmFcwteaZlVLQqu7Yd99dZIxpjF nEIvsWr8zBtLeMY7JqVnAmurBk8LwACbcLOQnC8ja4vJ7tKuue6CHCJ/ysngojJuVmPlSUnZXVo+ mWvTh+UpO2cuXF4w0DZ7sDCPuP/AYHNvw9zc3fvi7ssAo3OKyVa65k5Mzyrmc4BTq+M8n7kocI6Z n0Wm5c+uWGt43lijMxjhiS06ZlBGVTkLLen9QprQnO60EFeWWrbCLdOZuvTUUP0o0YKN1YtS9as9 vTFXn5rWBxsr7mDtuVJTV3K8xtNYQz3rdZEFsGquU12tB9+zDDnZcKJp+h587DRCe3ilVq38jCpi 8lb6aNluq/BeXGfs5mynBST3nsGqLaamu7Uc/ram0b1BHlfbx9I66a+3Hdy8Phrca8UJVfktNOXK tVj63vf+gh23julk4AvHta8yKu56S7xpuPxYxS1uLUd7l2reVK3CSzjp0sqbUCH/D+nISX5xTQHz LBB3IcMlmEqErryGM+/Ryxuz8SLm3ITO1HjPfQ7YROfJkhEdOtGZ+PGzWTKFSl/63fzN7kIhHerE viK1UXhVpzszlypn5obLbW4+BTKJWQcjiiXz5pR53cRgD+k41w7XRHV5QYEszc0p+eLkGr154hvb 3vkOSfLi23VQhGbaFWlvrhMX21+Pu9z5iZnhPr5MMMTm4gk/avWdUPMX/bmEJjiXwdtS9HY88CU3 f0r4Sr7pWiJ96VnfevX2+O/8kz1uTF/M8Vqe7A2P/OByqNTxBrrqwRc+dIlffOsC3+2xn/HQeF9N 3x9+ftKfPu17b/tInhxHzqsL//W52WzHX75IuhP/9sXONoMfPPdAbuT62d95F31OkPOnv9R0pGRv M3+vqHdLcEc7BjF+lNdyQDeA75dErwUYcGF+55c7QAZ8BlhQpGVIENh2L4I05VGBFthAtVF3dndt 4cGBCOGBH9hx67VuZWd/E7h8BYiCB9h1aDaCNdJ/MKhLrzViD1iDuIchOoNHMpiC+lMz12dEL7iC OriDPBiCPWiDLqh83aM9Q0iELyM4v8eCT5SESriETAh8FuZ+EQiEXPh8YfeFbZc2YihmJZJhWoh2 aMiGeSFoH4KDERh1kRWAv1SGGoiHeYiAEeKGZniGcaiBAIRFfGiIfviH9Tcfgv84iIvIiPs3II/4 hnBYiF1nFyT4UIkohydYhVGlhyphhwsYg/kXVqLYUlIIe5eIiZl4QZuIUZU4iIToimPoILGYErNI i5G4g6koErvIi6CYVr8IEsFoia1oi8sFi+GzihHWi0xYjBtBiqujENAYjYAogE4SO8MIgNkYHdSo SdBzig34jbxxjF34ieR4WtJIEejoiVS4juxojpHxjobIgMrYgiGkjRyiGNcYh+1oUvZIMxXyjwBJ j+zUiULDO/LoiwjpFuHIIBtikAfZiMakkAvJjQ3pkBZJLRiZkRqZj/92E7n4EAP5VAy5kRw5iWVx kijJkCL5fWxRkvvykcb2EBT/iYkBCVuaGCQ5qZMP2UzO+D5N0o0VyZIw4ZIQEzoq+YW/qJRLiZNG eZQrRBNQGZUwGZMdNkM0eZVYGZJa+YOIsodDiYtPMpWFKHpe+ZVgGZYySYctEZH4c5ZNmZZBeS42 aT50WZdUyUJCySSHgpZA2ZFilZdw2ZZu+ZZ2pouGeSmByZd2SZjA0ph6KRE/GZNQtpb6aI2QGZlI KVWaWTKWKZiuCGChKZqjmZiHyYzAeJokxpSquZh+iZdlSR6JQpq2WFiuiXyIGZuKyXTTSJlEORG4 mZt32RC7yYrx6JuyyZXBKZz9SBHFaZySKRDJKZHS2ZnU+Zk1CZ0MlJ3aWZrH/2kQ1+kxqROe4mmR 5amY07mdVWmS3glA54meg8mdBLGeYomPzNmcmggRcjlFFdGe7jmbyBmfJBmgApqen/mfXISg+zmT X4OfGpKF+jkcNLmNNnKhY/aazpkQEloqnnGZ0Zmh8nF3I/mKB4oQHwqimJKgv5lJJBqjHNqf5Gmg LBSi9PmiqKGhYymj1dih92mjN2oRLnqiz2GiyjlLvJmi1imkzUEqRZqktoGkSzpM7QceDAobOApH JcqjEOqj0OeXKzqc2cmlYKpNXrqay3gTYzqiZcoaacqf0tSlVeof2RYWeHoUdJOnfNqnfvqngBqo FOqYglqohnqoiJqoirqog//6oI76qJAaqZI6qZRaqZZ6qYKypm1CpQnSQIS1Gxl4JaH6JXUxqi8y NDAWpwiSqn2Cqn53V6hKi6Qqq6xVqrRaVFsWgrulq62aq4chJT7YbXDygOnliap6pL4qrJvKq86V rLNSVkborGwHXL/aq8YKrNJ6rAFCrNY6R9qqpCBzq2YirqMFquTaU6C6ho3VqI1VOd8KrifDqRPF rqJ6aPKKqfiar/q6r/zar/76rwAbsAKbLaaqqQObIlS3lQfrIi6TGve6sNTxWCkGV8f3TM8qgpoz rRUbrq66ZdT0sI7KbRPbscmVqtGasKjjhA1bssgIsaxJF8p6NRjrbT3ofaSYJazC1Udn5LIASpBO GGiBI0fdxax1Jx3VCrS/+jEgG7KHBh3cOi4/G7Mfa1lH+7Rs52wby7PaQYNIK1dR+6w4G28Sq7FW q7Qaq7XekatqG65eKyxPW7S1E7ZDGzFni7ZjYWHep6yZo7YNO7VGG7NtY7J2O0URI61gC7XximZ+ G7eHe3ty+K4Qu7SDyxuQO7nhVLmWm7kCERAAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/flatness.gif R0lGODdh3gFvAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAA3gFvAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs+bK fDhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSpXKcqrVq1izat3KtavXr2CVVs1XEqdJsyTR jlQrkm1bsmnhrpX79izdkG5P5v24l+9dkH07BuY4mPBfv2UPeyy8kXFGx4jj2k1MWXLluZfrZsar 2DLmzYA7GwYdmvRi0Y1RpzbtWXNrzqxHx179uvRsjZBP38at+nFvjLktBhf+++JwiscnJldenPjY 3b6hG29ecblE6xCxP9TukHt36sjB8/+WPp18dfHX0ac3H559+9qT4Uf+TN91fdjyBauP6J1h//U2 BSjggAQWaKBuN+134IIMNujgg7Sp9B+EFFZo4YUETpidghh26OGHILoXXYgklmjiifahpCGKLLbo IoQrfvfijDTWaGKMDeFo44489mibhBz6KOSQRAIXJHNFJqnkkj+mpCOTUEZJ45MKUSnllViGaCVC W2bp5ZcPdmmQmGCWaWaAZBKU5plstvlcgm7GKSeIEBwJ4Jx45tkgBHW+qeefgEbEJwQhDdonnIEm qihCfP7TaEeG1mknf5MuaimTj3oUqUBrclrppaASmamjGhmq5qcyhqpqm4MORKirGJn/WlCn/9C6 6q0MZtroo7patOmYqOYYLK7EYvjqqAJF+qpEvx5Eq63FRhvgscuS6mirE8ma0LPDSuttrrCG6yu2 C3H77bk8LttrRc2W222V76Irb028tguRve76Oe++H5Jr7bXIPqTtdvFyWTC/CJPUbLXs+ruhvglH vKCs6zbs8MOISqwxgYRqW6/FDN/p5MEbl8ysugSFLOjFSGZs8ssx6aquyg3h+x6QMOfMUrUyj8vy eRDrLHSh/s4MMoI4D600SLvyTLPAPxsZ9NJUj+sqzyA/LbXLVXe9EM2jYn1y1ONx7fXZBQUs7rU+ ax3hyGjHnbLaV1/tNqNk6ze13FXT/z23zQoB3qSKJPO9asc/t+q3QYLjl7ThaJu6ONs15+043JAr HXLYeE+erOUp6lV45n+q7DSjlYMeenyk6zz53YGrfp/orbt+ceOxe0672bWbbLrujA8Mk7l27bTW Yy5N2NOsPFkqPOWxPj/86AOJ6VNb1Ytnq1rcLX+q8YviCztD0sdEfGZdHpdTS9xzyNb7dEGLYs9p t50h9Z7uXr2zbpG1PvN3gYtOaiWXvgywSgT8y/+2tcAE+q+BDawVAfl3qgpmT1H0m1u2yjeT872m fwf0VAgdGD8RPvCCDHTXCMHHvxAO0IUrjGD+UDjDGgIqbOPLHfBe4sH7wE+ENIzfA/8LGMT9wStf nKqgDJNow/ahcIFLJCEIWZgohuWwc1fkIf4myLomWlCCRrRhGJ1YmDKq6YvC+iL31AgvKkpxi/16 GucowkEB9TBF8GNhCbMHwSCe8IgIDCMJGRhDP+oRkE0UYpwWV7F71dGOW7ReAGe1rTMCi4heLCNq 9gjAFiayiFxCJBPFCMcOkQ13B3nkgO54ORCCcpRg5GIs8+ifTVpylHtxoh93CUtgofGHbqqj7D63 QzRFkmTe+54LbynFMQpRNWYUZPMuWcgaJlM01+OjG810rFTSUZUFYmVotjlIaSqTk1DsTTRhSU4T ppOP2uRkC0f4RjANjFqnW9kwV3n/zB3Jj29Nq5vDignOBYmTRaU03MeIOdDxFZRBw2lnqqaUUIBS q27J2uA+D+SYoYisd+FTVkYe6iDG0NOdGANpnp6HMvudaDAnpeZEVTqngGL0X2MrJoyweZ2Z0jSY Lf3c2qC20Z3u7adlaiTAdLrUGR0UqV9SKsD0mUUMddSALYNqTasavKJeSJNCyapWpXQ3rqbNq1bd pEc/OlZMfQ2fVPURWIFys7ZCiZFTdSRaPXTVSf3TrgLi4EZJ+tJ+Apas3sRp6sxaoqcetkXSQxZT UUnRoz4WspENHlGZ2iKYFieKvrysjTKYsrM6hLBOxSY5p5lG0daItDfd7JX6SldK/7n2tflsG2Nf BJmgiPW2JJJs/VyKJccC10KSFZtGd1sj4x6XQg0d6mlRK1fDPjdEwqPsWTkrpO799rqmzOh248om 7STnr+A9Gery+s29dvc3vmVreguUOMSZVbtS6m1tbTvfAykOi5ylLpP6ikv0oLe/sZOuUMUr2zxd VZraqyiC7wUpAUfpwdaM8ITBxbj2MhdKBJ7heSW8YYam0opVtXBx4YuW9Y24xDIR3+ZyiF/eHkm/ ApSoKGG8M6Np0LSLHXBM+Zse9Rx4wrDlrooL28u6Eo7HK/HxghX8VvdaSJE0HNHjoGySOVK5wT0q 4AF1CTTecfkj0f0y+azcoRyzM//L3+3imYl2YjUnpMYocrMvQetT/c1ZJPad2WDZ/CE9y3LIKcXc nwGtOEGTV66ULPB8FL1opik3px9OKzqHOOknVxrQP9YrdwvdYkyacHB+/vSjv5bT6i5TkLPz5NtU 7UjodZWgS06rM2G9ukvKhta1tnVXN5vpMP1vjSJGJovtdGStLnS4q6YoFF/paRX+JM7AhjZDi5bF XFeo1K/EH22zSeRsrxfaKJ4uoSHZGV2SmXB87rW5pzzldK951Ab9Y2glnSDWUnref8ttitedoRzB M5aiA59zs43iYeI53xYMjFkmPjJ/y/Lfqo5sw0XN5DMi+oXF+zh1dFzLedtU263/znMAwe2fuZD8 4tZ+ucHMLVUGi7rY/ARmk5M9TkTv29raxPafay7se+O8g7mMNMyVeRqZM09YCnwxw4NKXBBts38J hHe8kahCCsqX1vhe6tFpIuanMz0uTud6G71ebh6/7iLeXiWcEZ5wn3+9k3hve4lPCVcw3wjLc+dM 2hPdRjFLHcb/vTN7Fzt29rUbjTvXz+DvTs3JB36+RCdmtL/a7rLXfeta/g7oUzhnsNnc6I1PHkwv L3m7683MxzW9ZjffoAj6fOLdsniqd39dsP3O70Z9385zHKNkWvbgYxI6cNXGfNg93CamBiMEc6/7 4xNF+a5lKWPjXnFLCj/rzEyN/+Vjfc5rUz72s6c9R/U9Td3/x/hkV2t8z+9slgWs29xXtLv1jHUj jb/aazdrj2UzzJV/j0Nm8QJ//HR8UAVbpwd8VnVLOlJ94WRdl+WARVdlYcd7P8dy4ud6Cwh7YyUz H2aA5Ad5DvSBo3c/BEN8BkZi/HJRu2WC+WFOrbeCBoJjLqhhI4hFD6huGwgk0YSDMddsoUdIvkZ/ mQM8XEWDTecsQMcbIEghIWZ2etc7eYNnTth0eZF0SxceU3hl6pRLPPhTurNPW7gYcNaFzPZ/RlVL UVeGZthUpbVcFSiBCgSF0xGGpCZ6z4R9XnNPjRZbQJh6r3dxrmSFlMKHWvJZ5P92hXJzcl6WgXdG cILHTF2YfItIhI01coyoiApFdQLnUJb4FghYKRToTxYYil82cKUIHJWEcJ7nf5zYWatoUUOlha+4 h4pBfBdkXm5oi7CohDmjfcMGgVqEe6EEfikIhrXYXApyeGdzcj9IVYZoHLzmTjcWjNDohwrYWtMo in3HceaDVTP3hS34jNXljam4Y30jiotXiDKxWqaojkMSYrMIiZojjk24i8gxd4cRjdxIJBgmi3IY N8Klfk6Ch5qIguyoJwX5bgQzNG+nW9OTj/2ndA8JKFXogYTnO4w0jkB4kQ0Jc2wIdZ/4JTgGRNJY MomHOmjojz21bxkZfpVnhI3/KHraCIjzknnxGGQdxIyzNEnpaI9lshzqiJNeInv4F4Q3qEhIOZBm snDRQje/Z41j0Yuz+IntaClUWSxWeZUj+RwdRRwp+SdfSSz2J5YayEPZCIrsCIPreI6dFoO3M4My yXZMZEDKWJRKySMSt3JlEzHdBGQp928W54J+mTCBCZdO5i0JOVCYFjQeqD5SuSiN6ZA8qSrJ9ZMK aRgrl4iyuJglk5msp49qiUMWloZKFJBKp3MGc5mhYppiVGbo4jFUR46ecZJPJE8AdJbeQpvoSIyh UpgjlZdWyJtBB4dGGZyd55ibWZyaZ5GA0XJ6uIl/CSaBeX3ECSpNg5dOOU/u/1ibhNSc87Kda4Wa uCJSdugXfamXJRmbwBkx6BlW3XkpPlmJ4XmdPPWW8mmejHmL+7if1rmMo9eVXZOWCfN8JXed4smc 2YmWAlqM/miOkTZucgkqCtqTaWihp1l+ULWht7lutrdErll4EXopIgqZBEePP0eezWRXK1qVLZqP tXmiIPpYM7qepSiRSyd/ABo3O8qZS9aLyOef85Si0TKk3uleUaSY0JmjzxVRFGebC6pi8eZiOJqk /ZUbxmMdSpoubNYcXiqbvaODuPeCV8pdffSkAoSSYcov+mVEtRinMyJg70mBdoegUzqGptaS32Jh +5dlyxakY9WRH0qX54KlNv+6ayiaoVSDqDCqdtKCWk+qqJ03n8C1khKUknZaIg/3noQqqlNkqKJV pt8IjmBZVO/GhjXJp1AWHKmqqrfCoK1qk0kKqYbDpGcCTup0oXP1qZE6oSFlOXsamqqlqTDGq1GV Ny+kWi/6m8J6NvU5fx+JQaoTfQ4KTcp6ZtW6X9caKHXkhbEIWrAKcMwaJapErnhYnwCnnpcjrsbK rhn2n7oqo8QqJ9JTqvEZefH0rlYKgHpSPv2Xh9EaowD7mDMJr9wUNbYHRABZeQm7NQHbZ4tENisE sf66kxNLsUU4ftM6LcZaYPSUqaYKsGh6rprZsLrji1xkUt3asSv7Pfx2n5j/IjsuS5oy+2uIBHjh 2qw7pLJmurMzy0vDOZ5LuVEeWZ73ymMdaWg/eyWsqbJEu5nHJqoTmVR5ObRVq6gBSLWTelcyybVd 67UtWLHqWqFkW7ZmK2dpS6Dx1LS0lq6guotry7aUyoFFQoN3i7d5i4TNaLMvYoJg67cCKJ8oJbiY RaB9a7i0GptJyLA0YoCN67iPK2tRirRiGp6Fa7lIE4CZS3pDwn2d67mfC7g0q7jYRWiVa7pRe3Ya +7ou4m2t67qyG7fPGLKlMqYxa7s8C6fOsbkftk3AgBDFOxDAkLzKe7wFsbzM+w/OSxDRexDTK73P 67zJS73LaxDZa73KmxDV/xu+2LsQzwu929u85eu93SsQ1Su94Hu+1qu+3+sR6Yu2InIhuUZO6xu/ xpu+3bu+/3u95Hu8+2u+9cu+/kvA5Tu/yIvA4Ku95tu/ClHA2UvBBYy8Cuy+EYy+77vBGHzAHrwR IBydh3inTjpkDPzBEsy9zBvAGOzAE9zCMnzBMMzBNQy/HnzAFwzAEPy+19vC6rvCG8zD3ivEP0zD IczBPOzCzVvETvy39wshjOpzxeu/0Gu8DUHDAZzC/JvESDzCL9zFBpzEHwzAMsy95HvFYezFYAzD 30vBaszCa1zDTdy/8Iu9XDzDZszF8Km3wYVWL1fBStzDMUzI4yvHdEzGiv9sw2JswCB8yGbMyBD8 w3O8yGKMwxGsw2fcyIm8xkQ8xBo8xBlsyYmaR2AqtxshqCD4v/xbv22sxQtcyY6cx67MELAsv4/8 wpEcyj1MyYmMxHN8yKBsyAtcy0YMxOzbwMpMxsDcx3k3q1BMJ16VdniMwO3bzHzMx5zswBaMyHYs xDn8ylW8yZ2My6PMxj7MyFuMyeEsyeV8w8gcxwLcyc18sEfaPgf5x5w1edU8y/sLzLfszTvMy/T8 yCP8z+TcxRUcz+9szef7ybJczrvczwrtzRENz8scz7usxhDdtrE7fSTsINTFjTqMxiYd0Db8z26c wCZdx9jsyyq90rocyy3/TdALbdEJHcZaXMeZzNI83cufrNFFvMWkPKmiGbaiu7pMJZUlvc0KPL0U jcl6TMgS7dC0jL5wXMZB7NTUi9WuPM/+PNVdHcrsjM4xfMcZvcxWXcZtTJslGtL+pbS9ixFtLBF1 HRF3DRF5/RB77RB97dchsdGwR0tF69EVQli1y9f0u9gd8de2zNiNHdjnfFSEHbtZ6yEkldhl274i WGqVfbtxXUya7btbdpOGp6bGgrNzTdrGFHOwK7kD8lCjjSF4TNHzhZTlcdjZutoGUtu+/dvAHdzC rc27mq/0BTqzLRLDvdzB7dfM/dy2PTR022XIzdsnAd3CzCDYzdkSM90K/zOvJwsS0D0k470v3s1o k5Pczj3cZvLczsmAM/FI6u3DwG0p7L0q560pzhreeN3c6CLcmGncMYax/G3L/l0yAO5gAv4S42rd 9F3bZ3Pg5bXgLcFBtfvbIIXhU0nhUbY4Ds7W3I1UGr5i8K0SFs7fIw5cKa4k+X00XMoRvs1jMZ4k Ld6e0irCEF5pMz6Xpe0S+xqzOT5vQW4jNY6MyjrkHYvkwiiCJ/E886nkmx3df1fi6C2xEyHlpovl fcjkI+HktajlpA3mYkjl+o0sn5jdrD3AZf1tHF5ho0LNaJ7mfB3nxkbmqWzmoyfmcj7nIQ5xXO7m 1bLKdL7nF6Hnrf3nd//+5ls36ISO42sOSXZOXHbH6I3+EZSOdJHeXv/64JXeEn2O6Ygu6aB16Z1e EqSe6UdY5q+CaJ9e6izR6qjusap+aiz86K7+Eqfutrq+u40SU7B+6zLx61EcvGVO6/IL7A0i7PJ2 gj5TTmyN7BCi7HW560czQrkO7QJy7Yc77NtFKCEk7dje27Z+un5MVd8+7uEe7eg+mBjnYQcE7unu IPAO1+xuMe++7vF+IfMO2uQ+Nvdez/kOIvhO76muTwM08AH/IQh/2e1OVOuz7wlP2wvfoD0ONToB 8RHvIRhvzzUYOxdP3BlfIxNv2MxeiR/v2CF/IiMfuvFaOTmx8imv8iD/b7HmwScvD/AxzyMw/5U2 jxMzn/NCsvJU2fM/D/REMvELR/Q4b/TkXfQsj2on5vMoz/Q6v/RI3fLBI/VU395Of7TLfi1av/Vc j/NPpfRizyboflCDYvVnDyU/L06Dkg9T3/ZFMvOsFPd0nyfAfEd4n/d6f8B8D7d+7yM03EPIOfgi n74edPiIn/hPPx993/h6ksLnY/OSHygMTDx2ezBb0vkFkz6fH/rcTvN03b3msvZQP+39vvol/PX1 nvqtj/UZMb+nfyiqz/q/C/u5r/vbHvu37/sa8b3cMracL/od//q8j/y43/vAH/zJO/zXePXK3/y7 v/zMf/3TX/3WX+jA//AsW1v8o0/xrp/92F/w22/+jh5Jgv/4sp786K/91F/+7f/78O/86h/90v/+ 8p/bJb//xD7+APFP4ECCBQ0OzJfv4EKGDQkmdBhRIjBgCiVexPgvH4SMHR9a9OgRYsiOI0liNHlS YkqVEVm2ZPgS5kGZMwvWtPkxZ8OKOzNuTBhU6FCiRY0eRZpU6VKmTZ0+hRpV6lSqVa1exZpV69We Pi9uBRtW7FiyZc2eRZtWrVSvbd2+hRtX7ly6de3exZtX716+ff3+BRxY8GDChQ0fRpxY8WLGjR0/ hhxZ8mTKlS1fxpxZ82bOnT1/Bh1a9GjSoXGWRr2QaGrWDUHefG15aP9r2qpn18b98vblkadxk/b9 e3RQg71jTwYZXDjo48tRCy2OsDnklNOdi1ao/DpnltV5v7a+/fNu8cNje5cNvvxz6evNw374Pb57 1uHpy9eJEL9A+/e5+x/vPPV4aw9Az0zSzsDHdCswPeIUPJA8CPeT7kHMoJuQOwwzvLC5DTkEMUQR RySxRBNPRDFFFVdksUUXX4QxRhlnpLFGG2/EMUcdd+SxR/cs1OjDkhL0sUgVcRJwNZL6M7LJFJH8 CDwmVXOyShiF1C/Lm/ILUj8ErQSTRSz5azCm5M78Mkw1UYSSPyaTi3K+Neccsc0uK6wuuwHlpLPP DO2UKc87ydzST0NNIbRTI5rOG1TRQg+F9L5Eu6OU0UcjxVS8RIMsCjZL+cw0VOGABJVTiCiN7lJR V11vSvhcYjXWVkOa0lVZb8WOyOBIxbVXX38FNljhAgIAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo200.gif R0lGODdhcwKsAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAcwKsAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK17MuPHIfJAjR5YqubLlyVEva8YM 9TKwz8AuU96seTRpy6ZRg+TcmbVByFRdF5TtFDNo0AJpN9WdG/ZU3wgl/wZOknhm3byZCn+dfGlk 3P9AN1e6fPb0pMivIzUeUjt21963y/8OfzQfdIHSr44nbxQ8+6LvG+YjyH048fqp6eOHmn6g+c9Y sVadVffFB998/m3km4EHLrifab0haJV0Dv4HTIAVboXZgAQ6qGBlXammIYhXQafaeVWJqJWKWbF4 EYlccbgig0KhOCCKsdEo3oM56ngQjykCmSNWOP7DXZGjgeVjeRJ+JORwYT2JFJL1IfmUlEl+heVE SzaoZJNRWYmflbuBOaKZLW7JJZppfkkVmfuR6RybGLpZnJpl2hkmgAk9KOd3esaI55paDjqnVH/y +CeThdLZ4UldEmUodY5OeeFCQPLZWqGNojQpoJw+palCQo6qXKVBhgrpp0yiCqVTpvb/6Wp0l+bp VaRC4SrfrMepulSssj4ELKO38rqpSroCxSqxv9a6K0TDHujrjMZytKyXIVa7U7TBVcttrtqeGu6h LCX707WSjnvTtz9qy+656oIqaLwYoTuUvffSK9O7zE3E7074glvsS+b2VLDB+sL0r3UULYxTwMpC 7NPBDkk8ccLSGuWwfhVtXJPFCA8ME8U6gcyTySN57F+8KsuEcskY5xvzizMHRXJOL4PUcm8X7Uxw zREDDe9MNz8s9MVE+WykvkqXe3TI89KU801TU/10SE0v23RKVdvUtdRXrxk2zNkGtfW1W69adtQf j42z20YDlTa6aZf0NdFwW2113m2v/91T3fbW/RjffZ8Zt6CI/w34zIu6TDjefnt9d0yTj1y5sILj 2/jPjzvO9uEzRr6u4Et7tHlLl/+c+NudU9665TqdDhHEsiP7uuqGA3y7S6mjvrtCtT8kcfBqj7g6 zL+v1LvTOZG+MtbOFh46tUgbP71Nzj8PPeh1Wo9w8rbnTlP22m/fNvhco+/p8sKrv6r7JrE/EPnl mw859ddfDL/d+985fvSrcRv9JCK/9YlvaPlTD/oGWD+RMLB93uuezQoYPwryb18A7E7eHvisNPVP JEXziAUv2CaFZVCDKOEgpj6IwgQGzYWpcokKeZbCExavhBhiIUNGODgdOul2M6RhDf9550MR8hCE RSTVEVsoQZUQj2ZODCLHcKjAJCoRhq+Kog2RuJIn1suKH8KiwHJIxZN4EYpdlGLpyNhE/Z3GRRN8 o2jaI8c5foSBdYRjR8iXRz3Cq48hDCAgWThIMMqqj98BpP16mEeT8HGQiWzkjhB5suQsMSIy0o8h D+mogs3QklV7ZCcDicRRXnJ2pgRjJpe2SSXih5R3YpMntyjIbj1OlLYskyxhWUpbtlJGpxQbmHgZ S+Y8TY2sNCZLcGmdVu7QOKtk1sqCyUlNtqZAznwmcGZJxCYREz20tAhnotkqTWZzhd78prU2dE5t IkidsZwPOS2CTGsm8yXZE848y8n/ynauMEL+NCc8+bfPSZqrns0cKDgFWdBWKZSRD+1IQw0apIMi NKEzOaMrqUmziDISQgps40Y0asSakLRbIgWpSocU0juGM3wmfSmhWlrRR9GUpXuUafpG98Ob4rRH Ps2iRi4aLJ6uM6XXROqVOPpFjhC1qEbVCFM7GlT7VPVYGXkqVKPaVJvWtIxZiiFGtLpVroozoBVD awc92CG1/nOsOvUdT7LmVle29XhCDWvHyFrW0cUVpWL9qRhtFViJnNR/c93ZVM/q1c+tVK8ROSxi E/vXKQL1siITbK/8xde3Kq6yQszrZjulWaxCS7KTpSxoF0sR1hLQtSXFLGQdgtrU/1J2plYtrWNH +1iG1Na2t0VlXQGbW7HAFpWN9W1n1/oT2R0XubrN1nDbVVjgLZe5zf3Xc9P6VbJsF7umtS5oXZc0 fn33mdWN0nntKtqD/PaGNXrXeg8pW+9Ot1/tLchtMjaU/XqWtwC2730tO1v9XheCRUnUgAmc1LTM N5f5Bed475dgbj24XQsO7Vk8GsDovnenR4FThtfYW7NwOLYFptWEwZYUMY34ws10C4ztGWAVU0op VMrwiSU64g/p+McG+bDy1FqkGTewNkbuaYpPZeAVS89S0UuyhpEclx0fVa9CHjJTbATkEq9FymCW UJa1vGVNhTnCarGyVLs8ZjKX+f9SZz5Oj5Vc40O12c1vJvFS0fzlJIP5znh+c5cbTBc/+xnQMIXV Zxas5oxIuZh1xvGBHT1gRAdal3hpNBpFNWlKI6rTm0bynIE7p+n2J7y7sfT7Ii0XTTO2KRRa8ndU TcKljrrWVIY1gIzM6/nQmtQ35ourWztfEw241xIWF6H3gmxJ16rZe052sKPdl2HjNsSjgnaupS2e Zbe6kEkEd7gpJMlKQvJ7dTy17grpRkXK2N3trqPcFl1udMv7j3L8dUXYje97wwVG1I3jKOcdmgdZ m8YYBpcp9U3sjY7Rl7fm8StZu8qD46birs2OMzXua1Aj3Jwy82VegHlODlk829z/OXjCY4wthDP8 tcNUOX5BzmwBPXdAHC3yOLdrc3/u/Eger99EjZbORw/ZQ5OMUHYzqE+ZQ9jpGJYnbV6OyQoF1OqC saNBrShigDt0vVpvcr/VGnbADN3ePlEw1B0uLkUFvZ91Pftd1v7f2Jl3ujB+EtURjOnE0J2+29Iu 3gePOScTVNSMybsPT6d4aivX8MCWpt8vfMnaUX64W9p73RPpmL+v3K+v3Ta5Tgv5WirbMXqedkxX i/nWc7b0KB595x/MQ+JdXvSF5x7nUT/lbq++4YSVPeklh/vZx919XvT8zCmlLs0zeEe8fz4/Y6JR 2h+/Z2RVPsOiP83g49Nn1ve+/2Gzf/yIQ034LSFp+JmMfdiHWl7cV3qpTQj59aP/9ZZzq/Ztzf70 n+36/dd+uMN88RdwqpdGsDdfChgzVLeABfh58JcSqOWA97dX7ld1p/eA23eAZpQ5+veBOXWBfBeB Gih/u1dDIkiBHAhXIqhN81eCy+d7KBh7MkiCLJhoNgiD+5d6JPFhYEd2R6NqP2h+dIRWISRkP1iB WaVC+7eDV5UvHchFK5guDtSCxFWDMAiBdORI9JOEUzhUHHReTqhUDwc9Vnhk/IWFpoNHQJiFLpiD I8WGRjiHYzNmYmh0rPZCZohrWwiHTtWFd+iGuzKHe8iHadiHPfhIBCiIbyh5cf94hjF4iJJYiDSY LkToeC33hwbkhxEzREZ0dZfIf2p4g6s2igo3gzx2gowIXlD4h5B4hZNYhlx4gd+FhxUDfabYMK8I i1SYi1V4ZdMHH2HkiK24hLtogIiYjB2YgKDoixgYjJZojMzjjNWjRZTmczwXM8q3jUxTT7XYjMuk NNmIjTPDjdT4eER0jrojQ+KIjbi4Tu1kjhY4gLHYiey4YuMIjT5GjBM0j/TYi8qIgPvmjkWoQfF4 c4Oyd9mojlU4Xp73kCADkQeJf7DDj/b4faynj3EEafVYjbnnOQHZjxhUWQipkdfob45zbnjDb0EW ROJ2PvCWkio5ixBHSSsZk67/U28dhZIyqZM5aZNiZzs42ZNytDdAuYw1WZQw6ZP5x5NnZXAfRE5H JJVs8nKgFJVQiZWmdI+8SHN6U026h1HwuEvIM3FlCWEteYxsJ5ZEh5ZGGXUY6ZZe+ZXGtEQTJzFe x4OSk3KnZHJj8lQk50PrIZh8uTwuFnN9WZiEWZdhA3DUhHPhZnMJQX7YpD8fxzpz+X1bJXfTCFAe mZcGCRsHByKjyU5V2VmmqYcql5r/c0KmaUWTAZptKZsQtUl+xDq64XwJtVi3SXQ7dphO15tGmTqc 2ZS/tEqTVpxNaYkfNCy0WZbHyT7KyTmxqJtaeJGn2DzOmU1rN50/tHEZB3Rq//lqxSiLoMdy2Zme YMOd7NmS52eeCBR4kRif6rme0VieNlZJHbmOwYWG33OfbYmfF2mdVwSQ8HmeeumReog8IVeMb9d7 74mdieWf5tagFVqflkmgm6eg9HlbUPehHNWd4EkrInmg+jlvCXqiGMqgK1pJGrqhEdqhlEVxNGqb NFpe4zmMJsqfBGegfwSgPxpfPsqhMZp2ObqPG5mJlklwxymgRXoyL8peCwqkMhp4N7qjb5MvDwqh 6/aOQfpZV1qiEnoxUXqdF+qlRHqevNmkWPqVZbqBX6qK/zmhXEo2YpqmPBp0MjeG9xSnCBqcNtqm ezk/oLaniheodgeneJqld/8aoYVqo/dlqM1pKmsqqE+moGUqqV7GqGZVp3RZpTxKpMlpSHyqTH46 ksi4qJ/6pHYalOczpZu6N79npq2qqsQHq4R6pI04p91lqxK4RVMVrKQ6rNZ1qWfaq8cal4Dnqyw2 piyKELq5mrbYfaCaRuhVrWEZqio6mbraV8/KVkuqrAWKrbfKrBTGrd1qqrx6QF2qmbu6rfCqre26 EERVmqHomeaqM3fnrJzKqquKrv94lqS1rlHUPrCpSgh7qtzaTQrLrt+KityVrxUpsen4kULZsLtV q544gvHar/KqscrVmcmqXpF5Sw5TmuTarASLjulTsmhhbV/jMSF6sCl7rpj/g4MPK2DhWhK295g0 S7FOEy6WBrPTCnM7mzIT5rM1C5IdS1vjSbT3mlaRSZPA568q+7HZ6rRq6bNRa7Ar61Lv57Fim7Xl qouHN7JpFkwU045Ae2lka6zj10Nf22eEGTbtWERKa7UpCVdyO6//prYW839zC7eD2rRxa3p++7d4 e0ylN2yAq7c5CYZMlLMbxpLrY7nj91cv2bIz+T5DSVCdC7qfK15PGbqiy5SNcpSei7o3C3Oqu7pK eXSsG09OCbuxe1o7Obul9LrGRZXdtJX+KExSKrtgGbTDK5R04p1UVbyZ+5Rr6bbTVLTElh3LmaqH O5B3Wb3q6ju79Dscl38i/0dPTnaX3tu90pu784m8ZjIpJ0VyMrm9DIue1MmWAau8+Vm10Zs8itm1 2LtN6gOZLMOMlfm+1Lq3BRy50buSmSm+zpvAFPacb7EcFiTBAUyL7FS4J8aa9tmn92O/BHFGWFc4 HjwWwim7DOI8ZfeTPFTCJrw/Kcy3/btjLDwXI/yJFRyauKmVOqzDlCi8vkkYNfyJe9W3ATq2G1zE +oq9AlsYjWYobIi1Nlu2/7qGA0m5WWeXePJATaxDl4TFAsR6hHS+84vETltBIEu4UXy1v1h1Ycy/ R3fGpGuIaExeRpzGLqW5bRwbmEnG9JqjWAzHTDvFi/SuR+w1Olq4stoQQ/8bxoBMx2+7hjKlZpKs jVNZyWV8uXXsyIKMwFHIigacyGumlXzsXrpayVi5x5s8yHKpwKO8vHvZP82hRpOcyQHLyr+KTj8M ypX4yVLsntCryXNcy4G8sV3Jy2pMZ6+qy67aso9csakcv9a4ysZsx7vMycnsyyJ7zNQ8scGMtNJs zdo8uYVsywbmzL08zNsszFz4zWPczdUMvoicq9Dszr+szu0czZcJzukszuQcxfUKywDdzNlsrYo6 zeiMyTAZzyR6zwcNzPv8xu56wAQ8zhC9nvDDGVo1QjLswhoNPmY2wRksnSDN0YRq0Nz80Dhr0gXr qcZ7zfoMz/YZrSR9zif/3dACGdIXPdIKnZN81dHPPNAOzY44vdMojdBgg5o5/dP1DNRCndNJDcVy 9TEE6tP0vIlVPYtPHc40bc4Y5D4hvdVRTdEEs1wgza9cbUJZXdTwZdNhTTRIDdYCDWLUR28uHdT2 zNTc2zYyDdeozNZDxGEUBNheHdiD3XF+fbFKWtMETdiDfdVyPM90DJiFjaaKjYqC7diRh9eaDdEN ONlfWNEEbYJ23dajvdkpPc8I5VG318/EnKKmbdWHLdelHWjeWEAzFlHERKm23dhqndlLzcwfnK64 bWjoczc6V9y7rdW/bdQwLc+n3dJyhtwrDb9nXd2kfdeyzdALld2/i6zW/63Koq3dr73W2F2KL73Q 5J3XVdTb2LeslQ3a5V1B0q3Sn4Tc5jfc63y86j3bsB3fZ9vcpGzGKm0f4PMy7CI/CD7f/J3epq3F BV6qBvvgiUjI0O3fvt3f+y3ewX3h8t21QVzFa4zLC/7Yyy3g7w3cfTw4E526572EHHvdMF7iHG7i /s1MnEOEmytxphtZAJTjYzm6ucu7X7TjQ07kpQvkR666d2vkMSzkbae7SX67ZsuYtRvKTh7kUq7j VW7lUN7kWe5jr7vkXT69Vy5qvGEyz8kq0ZLmjXmVRMzOa3atBinic868yMyYCxu2AqXiNVks1AtR xdy6z5vPWh7oYwnnSP9K3d8ZvnyO52++wNiMv3ve6LtJwu4ruukr6Oi0vnkTmB2u6Igr0b1Ev6MO 6R1G6nkO4pMOXBA8LwVyua/OwFIb6x0uIaTUcyjOwf+t6xzZ6sAId5p+bb5+yMMuXUgH6+9ELyer wZ7L0t8pdZ3D7Kv24R1E7SJ+duCX7LBkdW48iNbuTjQis8Wu5ZPzwrTbOuZem+g+7iUd5UH77QT+ OuxezmR+O/AO7t3NvZdz75vefPjI75wEju8O2TzuyhU+3lL43eZ98NcrNvmO8BTe7Aqf4gYP38+N 4Rcv3xoe7NCl7wRfuh4/8anewDG+8DIe6ie/6DAceg+PvDb88Rgfsp7/BvMMXvM0bvHcPeXPmOEu z1A8n/HQ2rjEuTtDb+F3jtgr/+K5zrnxFPIQL1nqFPVEP/U0v+sCqPQST7yg6/RIL/OJnvKpKPKU DvSPnvR03vNan/VMz/BB/84kfvM5b/NvP+O4O4hcD+sDz/Ya7/VfT/YJD/a/7vd1rokRb/V43/LM vfQBLsQQ7/Z0f/Qxb/gufvaK/+k/mfddv/iMD/hxXvJz//eVP/nuffhov+Jqn/j0vvmCf+qcP/ON D49JPPqnb/mvnPahj96qj/pyD/qRz5G3b/aE3vSl/5aZb/LtjvK7z8/Jz/qrL3EhLr+6L/zmFu28 NHWvWO7Y7/ljb/xw/59TtPpRw79uXwPw8GuH2f/6nd/8YV/8IQj9tL+6MvM45K+oDk79647+rv/7 g//8ro3Da8+cAPFP4ECCBQ0eRHgw38KEDR0+/MdwIDBgEC06XJjv4saHEjl+VKgR5EiCHkmONHny Y0qVFzO2tEixpEiYG1/WtHkT586cLHmGpPmzoUeZQkMaxegT6UClSwU2dQoVqU6nBaXuLBoxaFWm V39m3Mp1KVixM73ylJi1KtWyZ7+G5ep2p9y5cNfSPVkUb0uyZZ+y9TsWcNTBhP+pvWtXsGLBgf86 1gq58GK/Mveq7Nt2MuS3l0lm1ow4sWPPJ0t/Zjw1tdHTIDcLpdh65f/rzqs5o6WN2zZa0YR31/2N U/ZsycFr5tYdODbp4S6R39ZtnO/zmr19My+OPXDznMylt7SumjtE0NC3U58+3uHy899Nq+/o/r12 v+jTkw4vtLxv+eaP238PPoRi6w8lARM6EMECXVuQuPPaYy6/6OoD0L/aKGwQIssydI5DiypEjT7N IMTwQQmFS9Cg/Sy8bUXxPBywoshKpFDEuGCMz8bRajxMxsVwHApEFlkTkiMXccoqRRWVNOtBHkek UawiHeyRP82YxE3KIydESq0pe3pSSyehJPNGIBUM6sQAz1zyS/I43BI4Nts8EzE3P5yzzTBvHNPM Pa8jSE0GsdQKyzj/jbwzqUSDFNBOQhdNqs+7/jTsSksD9ZHLxAyFtNA8u+IUPtE6RYhUoChVDVUi PwX1Ukz1M9WqWM2aEyxWPdUSx95mbVLMMif9tVI/cz1IUDDNvNVWZFk99D/urOO11WH5DLYxYqfd 0SBj3wyV2Wbl9JbJbzXMVNZkH731MV+pXTdbQIstd01kl20x2nHlhSm/aAutlsh+Yf23s2tjdDZc gy28FzVxp5RwX4c5DThLbCmbWNt4Z1s443S5VTJhA0878eFz2xUWWJPfRZlgfK3kb+MOO+bV41fj C3fgkq09mWJ3xSN35Rc3dRnjFJVlGSQ17YWY3ZtTVVpnpxPa1txP/4l+MWhFbcU6a7q05prql7vW +iEvwe5aaLKxNvtsj9UOO221B2V77bi9xnNu++wGLWS88dp7676tlnpuuOP+mPD14t27cLYVNnzw txU/m/HFIY+ccrItv7wgvQV3/HFE8R4S1MlARFvBNRl7DVq6ZT09yNbR9FnP+SINkNH+Nlu9OzRL g6p0ixW1/XbUc697d0Ilh6tI33tFvtTUGnaxtSOlH33B6GXrvcHCZGbdeep3n857qaAX/7TBlh8U qH3B3epL9N3fb/zNWRou/voBc/P8+5139lSY8M8f/QJIp9VQ5GIzIeD/UoK+jwUOcOyTVnqo0hzf XUVQXuMOaDLIlv8NmiRRE+wgreoitRGKroR/QY7eREfBoDCwgShc35Ve8kFlLYpo8uuJRMZzQxz1 RT0+/KEOgygS7rkOVxIjXog8FRzyLTE5LlTYEh8owyIaDz5ZO5zbYJXE0wkIihL0Ihe7CCQs1sY+ 0BMj5cwYQyOtqlNfxAwXo7bCqv3Mjm78UR7dyKY0qqx8Z4Jj8/SDIkD2cXB3hBfjnvaWlDFykRLj GSI5oi9TGTJtqyIkqap4NUnOLIqRxCTO/CXKLT6SkCoJzyZt18mCDTGMB1Il+H4Xx1olKFZDy5Mt dVnLBe2qkr98JS41OUxihsWA9wElwJi2zFE2s5TJHMkxSbjFYO7/kYrULCQsWTJH/kETOKSEpDJD +Uxn5gVx2gwmGWNpNmzikZqeDN84xTlPR5YznAKzJ0nGVs12mtE8gTykPy8kEGkq0JunzCeKwIlQ ctYTPEl64zoDt8bQWfJr78QoN00nz3t+M6EK5GNIQ4oVGUl0mtHpoUlRKlBNyalKJ8RnTB3aUYVy lKEzfegRW5rJlLJRcSzlaW0K2r+GwpSm/2HmUZEp03wRyJU9fWroOLZDleoUOBpllE1B+tF40vOm XwXrQyMaVQhKNYcwsmjdUjpUou60rUqNI1drN9Dk8MSArgQqSI/XspWC6yvsqatHcYpUrxJ2sFsN 7FwAG1S/Ntas/7SkoQ1VSiC6hnWpRq3pYWlZVL2+Bavl62srp9hNvXaQquNxqlsvm1nBYhaxcP2k S696QEU6trRwwq1pPZRWmnHIqWiFVHCvqM7Crva1mYzOZ0/aSttKsKy3ZSxzHwoM3gIvsYZ1bVez G9frHre0bP1pdMGY22KSl4WRbY1eJNvT7mqXte/1rnHliy/lOlG8kD2vxvJrXtnqU72n3e16NavE 7ca2YP09cI9oq9bmvg667QngOqsry2hmyqQXDuKADaRhBjEVsgj+LIYjPOK9EjBDAFUrf422zwCH sLUGhW2HXzzfwoFYoxNW34lx7MCK7phWOr5TddkqUZVStb2zs/8sgbHb2QRPhJs+/rF0x/vYFWoP yjAE8ndGFdkZzxW+3P2yl+MrZudqbsEUxq9oH0xlB1qZxE2OiS/P22UDu9fOYB5znTcLZyefmU5S TvN4RytI/LoZe/dSXX6TLOO33lnPSM4z3JCbyIuCcc1dRNiUC11aTpOLthIOcosLTCUYNxrPH2Yy vPyM5U5v2tWmmTSmAz1rBzcEvCZMtaM3HOZdL/nUv65tmVU91VbXGnLCFvSrCS25YvtRfKZW8p5L PW1dY4zX1s41pYPXbMdpGnlQVR6UxR3LON06ysiGtLSrjahrf67dL+O2mc9MblWOe5NlbFmBUBw8 fdubMeYWIbr/o51ugg/c4L1eN7wFbrEF19vH+7aisjEU7ns7nOJNATgdUZ3w4lG74Agn88GFZunD fbriU3p4yquqRpYf29jsZDiDaczuSNOc42+CNqPVHeyS55jW3f520B+Lby0y++Wf26axLG5lX4Nc 5DYHts55XuM4n/Pi/RYS0ZHu05ZfctkwN3qfFR47p6fv5jnyuNmjjvSFx6hcKufdjiFu4ileRutn FV7W5Z63bZ2c6WfPKuBhJ3jSkp3tFxnq3quoeNLNHYGAxrt8HP/jvMddJ1FT+cw7vnbdcb5DmufW z8XmI8ZX3jOTr7J7rpz677TN60APaHjn6Pedq/3pzkm7u2t///ip98y+4YX967cOINevcS93n6rd cVz6l57V8Mf6OPRvH3rPU7/3zp9kRZjv8qIPv/XI/xHxUQ/+3iq/iLZ6st7Nt37rtZ/wsnt0Dp9/ uOVPGPVS/H51yU/Fu43f/+cHwHzIuFW6vs8LOagrOwTEtviTOar7iLs6vQAUP/2bvOIbkv37I775 vwqpvwE0ngLcvAQ0wOmzLhIMPAcEu+yjLsnjng3svwq8v0L7mxmkwRq0Qa7BP/T7rRqaQSyzGx/k nBz0nB4EwskRwiHsG9abHCKkQSGEwLK5wSiUwilMQtGiQo1oQib8myJcQq55wgqqwiMEmzarHCUc Q8rzHC48Q/8zLBs0LEM1bEM2jMMt5MIvLB0trMIezMIrXD2rAsIjzDEiwsEE4sJnYz3QSj00wyLw 4iAxEqAt8QlHDAtJnMTX0J/VuEROMperqUROPIqI6x5QjCCxI7rpWR7iKb7rwbfcaUMXgkIGIrJB xD8z5DElnCg3bB/7gUUA2sVHzAhGtAsousTqQcRPJERj/DPv2ajC20RDRMZbXJIPfEbK8x8TY0YF 68VKzEa608YFskC6kUUpIkOPWMVw5Cm00bpWXB111EUwHEYM2p73aYpfXKwZ+aNoFMWu2DZ8LMZR TMZmXMZQVMZ/rEaNu8bfm0Y48sXssYonHLxEVB9c9LlCrMX/OKwyNWwzMeSsIMRF8MPBJAobkAxJ 3CkjSBTAFaSJq3BHTmwhTCwPlWxEjmEeI3q8EvRDZjwUb6QND6LEi6SdQqEsWbJAEjLHKBtKOipK OGTFxvFHWeNG8kvDcYyTzLEigFpDqPkte+Q3LPQKdNwNHlI45ACi3+BJA/yWmxgXIRJLrmyWGUIx hgALD7zKDKTEpOzI6qHKpxTGPrRLOWTJNJrLQGzLvpTIksNAN/ya5zhMNBy+xsQ774u8xHSLo8xA uaRMqUy+nLRIurTEwBxHlLJKwrTF8usj0TzEFIMKA9K+uXM83pKbF9TA2JRN6XhNv7mXRcy4xSxC 1MyNzeTM/8zcSd/EJsA0zRzkza/UzVlETVtjMeNIK9c8vuhUvenMP9tLsa3DTrHLx7+UTOTct8vs SNJcuZIQz+BcTPBEzMxMzMdUNQtLmOcUP+vEExH8SenDvZHDvkojKHNjTUvSTfQ8zb+ESQA1r9QQ zs8sT95U0OXUT0xxFPSoTVIbwc6j0PvUPQXsLfxsUAW7GIuCuP/8zvMkUNGMQcHsTPQ80PQUUOBk 0OSLuVpswBidTwmdUQxFOxutTxnN0PWUN2ts0RVN0CDdyhPFwBS9rakk0RF9SxE1pA/1GtWcSB3d Rwud0BqtUCsNQSwtP/nb0P1sTrJs0iUVU+Is0iQFUJHzTP9arMoBJdPSDNGzpBoojdItHbsspRka vVEqtVOblMkulUaGI70whVM3Dc1CVUjCTFOtlME1xUvwNNNAUlJCXcu+kNNjpNM+rdI7vdI81VI+ 1dQ69cTrbE8f/NE1FdLfHNLh6ctETU7gVMXLNNJYRdHDZNLeVJZK9dFL3dE9pUleDUjr69QTxFRd 5Tes3JDBRFbNhFRHRdRVPdC8HM69tEtZ3b9HRVJJ7UodpKRJPQv/lAsIdc5wvVBgDVVi/dP2HNNs rctrPdRqndZnTdRL80u9DEZnhVVmLdM2VdeTzM1B7VbFBNjg8BscLUhNHNYpLdf2REnbMFQi5SJ7 hcp3TUr/aCVVK5THwKRYjTRRpUjRZl3WusTVQCQ2c3XGTzVZTvXUh9zVhD3X7QRUdnVYkoxYyoTX icVYaH1DzJDKRhROz/RZiBXJdl1XqaBHNLLVo/VOMAXTTf1VYTXYp23Ze2TO1NpKIKVLRmXU5OnZ rd3MnC1QnpxLihVbrvXIexVak3RE1fQzbD3YknXat21alU3ZiFzZqJ1Tt6tHuhvSvUVVvdzYhbw7 nM3LM+3OUxzcmy3Knz3Kmn3Ys5Wfu2JJkl0uuC3YXs1Ry6Vc+IPauxXZoVBb7qxKvvXb0d1ZeqXX lrzKqHQ1JEzdw+1asnVFmpXdL9o/tSVaZWXTtq3cg+Td/2kcyM2lW4Ttx5D43NC92o3t2/A03btE XYssw8cp0Z1VyzNkXecN29dNXJstW2klHtVEW4dl2eDN3JnE3N8dX1wTXkvtXPEJ2QAlw+RV07ss XeZl3pSsHOjNWMy5HPzNnDd03W/0Te2NXdp1Idtt1Nsl0ro137j13QYGSAKE4OHNVTop3ow8XgTF YDacX6WsX6Wc3lcEHYtNHP6dQ6o04dY1xwBe3O3dDwM+YFVFYJeUYXLtXfJd4N2dXPWFUQKqYIjk RuTFTPmdVzG03zW838iJwnPkQxv04CaGQyGOX4x83x/usx2s1++FYQM9UZxDWQe24RyGRs6lxkDs 4RXOxv+LTUfrlcUjpt4lnkIlduM3fhs2DkfsTePART58c+FXnUcsjmAc/mKBvGHNFV8dPrf1bbMK zmM8vuNGNlx2BOExjOM4huNJXmIiZktIdj0jTuGh9GTcPCYW5tjv/WNC9mJ1Kd8HLmQwNsgdZszP /eQzfsk1LmFNHklJtuRc/lpd5uX9bWNbpho1dmRejEtYHuB4NMXsUebL5UcGbsqAc9sxnuBEVNuF JeZZTkVaHsT+xeVe9uacHaNvFuc9jOS24eRsRuOi/a8V4d4r7mOGPF8EZmb0NWSElGbG5FBr1kl4 3GRg5sFyHueApsMjFeiCdmON/eVSROeFqOY/nGZWE+P/m6zJGlbUZvZiPpZgcdTbfLbmwpTihMYi gxZpS67kkTZpb0ZobX5kfi2oYe7GSHxVZ+YXmSZJNDvke3ZoH65mDepncwbokwbqXi7poCZqkf7o bG5oH87pVmZqGKLp4UllVCbIprZn5VTqnW5eHvLpouZqoB7qrgZrrgZErdhp9x1mQ74euZ1oVV5r em7qdAbbYMZqjAzrurbr/brrvO5qIXyKaqYupVboduzG3u1jZx7lhZzgwM4MloZcvtbrxwbrr4bs yd5rv/5gnVDsfR5si37mikahgxTsHS7HO2TsY6Xs075ryUbt1QZqy77s175pe2ZnmOZdmNZazQ7j ktTt/9LWZ9b27aJW7d8W7oL26972ymDm5302Zf2pXGLObeT+564p7uGmbrEW4erGboOebl/Waszm aZ7lbM9+xOf27rEki7PZ7uxWb5MO7vV271wubuPmZvMmx+9m6/GeSehGy+6Om/h+7/826PYG8AFf Yv8GHdIu7+YlX52EZp3i70zu7/Qm8AlH6eum8AuP4/iWbzws4pYU5LjGtSvUcAwncaG28BJHcRE3 cD506s/Wxwii7ykc8RSncZI+8RrH8RvU8A0XHPN2cXvc7+nFZLXZ8Rw38oO+8SNX8hnccStm4plW Sw/Gmybn8SW38jAUtCvXch2nciqMDCqk8irf8jH/waskJ/Mzt5swt0NvVnMnR/M3x3IZhPM5r8E2 3+O9sXPvpfM9v0E283M55HORzvNB7/JAj+w/R/REV/RFZ/RGd/RHh/RIl/RJp/RKt/RLx/RM1/RN 5/RO9/RPB/VQF/VRJ/VSN/VTR/VUV/VVZ/VWd/VXh/VYl/VZp/Vat/Vbx/Vc1/Vd5/Ve9/VfB/Zg F/ZhJ/ZiN/ZjR/ZkV/ZlZ/Zmd/Znh/Zol/Zpp/aTCAgAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo205.gif R0lGODdhfALAAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAfALAAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3HfHAPxkUIt+5Vu27z6t2bFG/BuX/rCrY6mK/hw4hx+iUIeODixVELJ55MufJJyAIbZ85n EHNTwZwtix5NGqNnzf9Qpw4dmbPq0rBjy97MmnFt2lrtep7Nu3fi07dXS6YK+LXv48jZApcLOvjT 4saTS58edjnz5lOhO6fOvXtu1dEd7//uq927+fNYrTcMb7T5ePTw47cHf1v9Z/fv5evfvxOzf+fs EfUffwQW2NNj9DWWX1EDGujggzThB6CErV0H4YUYroSfQu61NuF2GYYo4ogklmjiiSimqOKKLLbo 4oswxijjjDTWaOONOOaoI0H+9Ojjj0AGKeSQRBZp5JFIJqnkkkw26eSTUEYp5ZRUVmnllVhmqeWW XHYJ5EgS5uPlmEaGiR+ZaApppntptumje8DECQybbra5ZnN12nmnYHmmGaZIwS141HCdgbjUe4IO OpeccuKWXXSJzsdhpAKiZqhphVZFqHiXKrWpcJ2Sl0+j/8hJKYPABYjUbp86ZSmggYX/6ilkp85n qap9kSqQqXfdiuuqmrX6XLCA1varqMbKeiiCyibFq2O6aqpgrYradiywthUbGrWKzsVtt45aZaq3 cEVLHLnNLrvtt6ium25EHXKFnbygYUXqvOY+Kuy5++rb70Xx0nvtfQMXFe1w+Ur1r79eBfwRuWCx O6u9cWZaUMIVfiUxeZsB+iNcfYasppgil/wmySaPKefIQq6c8pggvyxyzDLnSbM/70KEMs431+xn zz6jCXTQVLoc5ND+GE20lUgvvWVdTgt9c84PTRsx1UwVDBTGqyXE9bJXhy1esdZqjDXYUn0d3dcc m212smRn27DWE0fFdnhsVzv32W2P/x1SsHT3TW/awDDEXsUZdxU4sPXxvdCtbkfuFOKPh0r5fWIr HqjjkxbKebuSM3V55w2NXrfmn1e6edyBhb7V4jaZnhCusuutuesd//3h3LgfVTtdzf5eae+9Tujx kE1HzXTyylPJfPNAxsnk89EDA72S1F/vJNTaZ9l06nIRyX33V2ZPPvY7n199k+b7KL36LMPvfPry Pzn+0axbPDjvSAk/e87+8wnsJHU74OUvVqjjn1ECaMCJMLA/4BPKxkDXQJBAKoJBGeDwFlg4imjt gTnR4FBEKEFDkbB1/8PgT04IFBaeBITMsQgMbeJCAarQhia8Ye7+l8D9DWWG+qMIEP9nUkOeTHCD PNRd5XRoRCZCkChDRKEMO1jCAr4uPEVkTxGfaMWfRFGKU6xiF7OiRSaW0Yk62WIa0diRL4IxjC1k o2LkeJMFZTFJ7atf/PRoP/pF7X3zsxIgoZdHPn7Mj4ZEUvbMiMdCJtKRj0Qk0QY5JUgOiZJRsyQf NVm/+xXJjLJSYwjpWBNRZiRvOgMfKmNiShqSspShBKVDjijG77zSgW6MIUdW6RJaZvCWMklUFpXV SliOMXa51OUukwkmYAbTmTDB1TCrVswIQfMl1YwIL1P5kW2qJJvPFBg1D1g5H5Lxmgvx5ji7yUwL orMl4GRls6ZJzXdqyJ73zEk7len/kX2+BZ/fBChKKEXPdX7nijjxZxD7SUVjHhSh3FRiKgV6GYqa xJcaUehCGepKi5Ykntg81h3ZJ8lEIo+T8EMpljDpvZJWiaUzc6lJgeTJmX5Spmo63vRUej6eks+n RbMezHA6JZj2CajaQ+r1aqpIcq7HoyQBaS8BqtEKjqSqHoRqMyEKL1lKBKMHkipLxDoQrPLzqg2d qi3X+lWvtpWrvYqJWc+KVnk+9JxZdepTtSpRvLpkrnStq1rvWry89vWt5+SrO/+a1o/eErDlTCxh u6rXvU5WWi1Rp2keC9kkpkexD9NaQSdC1oBe1iSa3exKUqtav37WIqMlLWg7AlYu/6aEtQBzJm4r UtqB9raiudXpkfaEp04SFzR6PC5yt2TU5SmXqFFqrpSey9TuUVepbrou9oQ73Oca0rubBK+WpOtc 4qKJvFCi7neVu172bvewe82hunI42/hOSoed5dR9UWJWRNX2nvSt71Pvm67Y2tdC8wWegGf5mv+W qrFRbXA2+yvhBVv2OhZeooLfZWAGQ85VtPotR/6DXwg7dnO6NXFGSDysxol4I76iWoc9nKwM07hs LWaNg/OrYByzhMI6dnBIa2zjC9MGazOu57oUhhchR1M3/+VxCsOVWRXnNi4Lo2CWN7hlq/5zs/Xy 14tDG2aOyrPLIsGqw6AyLyaXmf+3br1ykdvq5GdGWcpLpKqa0ay6MbtzgEmm82vjyk4r55Mmu/Us ZgurkZE616Y3hXSkxyvUmmFXSujdHnTXK+mTbrqpf2tpp0866qN9OkmZzu6pyZTqJV2aaK+G9arL VNmszhmxhIkgng1aE4X6Gb5upm2cG33rrhY7ohk19GBv4s9fk5nQIx72ip395VxvZNfIZrayef0o Rke71nCG9rmSbduEbnvA1k63sMFt61wfm8GnPPey9Slv0vHL3aFlt2EXPe6LJDrCPEk0tb+t7nUD G8bvRje/cVlveM4WtwMneL/zfXBiJ1zDC9cmtmXrE9ZG3OLS0qGjnzbrnpb8p7P/VpryYr3SVh+y 1C+HeY9YzsguVdemLJeZIxmV1JO7iecklfnMfb5Umusbthff78Qh8m/genGIHwdzxqu9WG1NvcUa b/iTg+LNOtv13kffd8Uxd3WvbRzpQtlm1Fvb7a2OHeFJV3TiGNL0lKydILy8e7jBHnaOA3zpc1dI 3e1e5FXqXeyBr7rira4vwCNk8IQ3GAMPL+jG/33xfUeV4w3CKM1DMW+Up+zmKY553cU9sCBO59mn zUFDh170wXYsd72Uc5Pd3KTJU7nJ9aj7mJf69pG00+xtXvuSFT+mROo9yvmofJ7J/PghAz6WpM34 xKf+IJAf67sx9npug5iUgSY9/5u7r3C8r17ivpMd+Q23/sg6vfTNPP0br29+rY9yKflqv73H/8rw i39YgJd9Dod/o6N/+weAkfd2f9Z2cyeAA0iADWWAXvZ9pqWA8Jc18ic3D2Z/a9QUuiKBqIc2CXiB 8cdkbeeA86YU95KBfsN/h0aCbmd9YIOCKaiCFQOC80d2FWhB0Qd9deKDP9h8yUV0S2MqMAeEekKE 9jN8P/N7SOgnQmhcnWaEoyZ9Uhh9mRdtLNg1dnN+Wfh0HGhDsfeC/0d4LIiDZeWFXwiGMigqNYh+ ZEgwT/Es46cwNOhwZ4hO/leCdeiBcYKGLTgsdxiHGKiH1DeC9AeBXIiAADiIO/+YiNq3hlrogoq4 iJCIgbuihnBHiW+IcF/HiP1DOYBoiTroiBeVh59YhgDWh6EYgajIiht4OnK4daGWhOK1ctpFSONi XoSkXr1IXFTYPNelhEPli37ChLTnXkWnjNCzi3diXcwojMDocsZ3i9J4XDYjiUjnXyV0QVvzhxeU Yf4ljuFoisRGYLWEYcC0h3+2HV73TxXGhq3yjvDYYyNUYZxhjlKHYffojvS4UXAYUB/WZwjUcZfD YhTkY/3oOfW3QoDTfTEWUtpocTXWLXBjkI0lGf+4gPoFLkfGeZpYfnwGS0RGizDoWxDDOO7Chp7j GhvJkS9JZi6pGvp4ZR+JLaD/Ek4WWFFvZpFrxzVrZisx2Y7jUZPbOJQyiZQA6YnWBII9SW+uN5Jr 5JT9YpS2RpUvxo4oCYo6YXjyh4aqYpV+N4vWhIzVSIw694RLEoW+N1NqSXxKwpa295Ykh5blY5bV KGl0iSRyOXR6aZcvYz59iXyQtpfiM5Gmd4m9NkM42JjpIpbexzhzhJiJWYhQiWsimJkOAZnsF3dK 6X6qSESn92ua5ZiKSXchmYO2U0eHaGc6uJj2Z5qv+RCceYCSeX872YkEhGhRJJuYyHCudJqiSZnV J4ty9UWfSXWzgjW1uZQJOZm5qZuqMxO7RZWzKRHN2ZGayZrEWZyC8xLV6Zni/+lvIYmVTYSXaYlz gPkkgyk+60mYuEd07QmXbvme3oOegWmYj1Yy80lq9ameQVVpPWifNqOfw9WdfGicKtF01vmbGFGb Epic8BadJvmdC7pPEZp0GgShGipgWvlkHVplYRiC9+ig8TaiwaUuDomgl2ehqOVrIbqd5Imie6eg HUihIKqit6VRGWqiyUajleeGK4qjFYqT/MWjMWqjM/qIRiqGRDpkMppmexalJVpoiOiRQ3qSrJlw 9IiCBvilJQakHrac6fgWKUWgqpYm1OhqaKon8dkla9pHb6o+NWdybSo15xWnjTSnnMYl/Smn7ZVS LPp+TQoSdwimVPqjLbqacf80qKfIpU40iBLKekIqpWIqd8/ZqE+qk7dpqJ2lf6DKRjQ4qWxXpga3 kC6qqLKXqqbqqZfqnL80Zx/aUay6pKeopK3qqloaVrc2q8HZqcvkW7j6S0f6bIWaq+doK7UqRFJG qmgHrCSRfe3nrGMZmprKqA+6a9P6bhMGo8saVsUSXnc6VFeip1FioOc6rsmYJ+ZqaoE6hNoSXn0a oAU6r1f4c+3alvKDrn0ESsdGrbLFOWK5rd+qq/uorFgqk9BapVP0qrC3mxC7ozS6fgBLZ/5Ksf/q OJyJscd6pBObsSopSxU7UR1Lm+fHsdgqsc+KsKBDTyMbmcTKrA5brUjkeYz/FYYoq2Ve9bJjyrJZ V6QMa7Mi2m4+i6oFxbNGVrMmO7M0G7RK+2NQV2xI25mBqJxTC5pOWzrlKbVcS51ARH5gazWmx4tp aY1zaYzVI6BkMow+k4tla7Zeonxsa2lomzLPpS1k+7Z5m5/R6D75qml9a7eBe7bYWCdyC7dnWbh0 e1x4K19z5I2P67ggybT1pHRbarm0OmVDS6JSuaobhpsbJrKswldPuUNb6o/bwaEJQrrxOEqrC561 M7rUho+s+7kuuykRh7u5G2Kpq4a6C1oIOZUteZwmxrvAG5HldmRLdlhvFnXD4bwIYnaiOS31xSw4 ZC16pmidi4jbK6ycIral/1cvV6u8wuGQ6PJ4qVm+6nu968urVEa89ti9W1m6jwsqq1NxbWa+44u9 r5GdLXl4+YtDFct99DuV+/u9ElZr8gtglEe/6Yu9BNmPWhW7CyyQDcyNCljBAim0Dem6HBxHfEXA maq/WEtbjaSu08ev6EM/f5qmZ7qvKMyemGSFshbD+3mgtdhdNrw8MBwkf0uuLxzEyjPDO1wlKrzC eHR0B6yQ15qJlHuqyHqeAVeARbbE2lnCAam5UWxb/st+H5ylO/GBslrF0tSaCBarSPTAtumkW7yY VWu+qDqhu8rE7IvGXVx+TZzHYXyDF2xjpzKrVmy6jarGawyuWbvHpAjGIP/8sMrZs2hcQneMx4o8 yXs8J37cx5jZyI6sxxjZxtDpybD5tO6byVBMso/MdU8cg5wsxWmXypW5yE07YulaxLNMPsEIjXRK y+lKpy08oHZ6rvjpnrqcXsPcJOCYy8i8eyb3w034y+mljVa8v+NyyKy8yhAUyZhbx7HMlHBGjp2c yNVMyeFsyNg8gU3EN77KkLCMyILMxuJ8ozH7YKMMxyk6xxhHz5f5voZszaCLz+VMxxDEOemszvx8 nKoJz+/cz+4szwitzTVqrcZ2ysiUVgDszfGsyP/cvvNczxAd0QXNWCTKnRe90OPM0CKNz6Wqydu4 zrwJYRU90iWdvE58uSj/ndImnMLFzKY5/SOHu9Pos3y4DI2I1Mt1KdT3mcM3XHQ+01xHPGk9B9RP nXxqO5coB5hmTLQOfbPZLNNc3dABLXhbu2BgNdD3vM8wEUB3p3dqLdadsrUszc0d3c01DbXKttYf XZYfnZ37+19kTbVZfaFJG9OfbNbnrLU5+tfJas8Wm9Al4ZV3PZyM7VCo6cpeLMCbKsfGutGAvcld PdiCnbmGjYdzncVwndmFvVowtHZpzdaR3cEbjNilXcqm3dmCBbOe7dUKTdvYR9nmXL+qbKZr29Sm ZsPzScOCG9W92HOfRtT9uoxCE8zz49NlQtxTrUjSPd3ILY3ZHZfVva6//3iMl+3Rp/2isQm9rc2p X42dzQq9ctTX4p3ejY2z1euh9E3SJsuTsK3Sse2duW2w23zSug3ZhM10+cXe3qvY0zZbXpdL5j3g t/3gBH5imr2osh1hCr5FydTgn43XGx7aryy8V1rhFj7ennqwuA3gJ06S2ZqgHsykIs7iLc5OiQ3i AX5mDo5LHx7jBx7XHFnjzApyHZ6K/Q3a5Bne+E2IslyMg5uMdcskxe22P9PkwY24TE7lXDK33N3d J2zlVy7lR82DU664qrbkqKblN0XmVb4nA7q3tqjmR8Xll2Tm1o3mXU7nRuyooVvIj0pfDdvNfI6H IKLBAbvVKBnoSjmOzP/pRogunQWs3zN+Ygk8ZP5Y5Edpj1PVupdu6aLNj1DK6RXB4Kj7TrQb4qQd fwN56aeu3kCqu3aGYq5ZkIcNwUKek9k6ojFmT7eO5Pu950HWlBX56Zf6vL8l7AJlvdMr6zb+vddm 69Rb7EGGlO4NZsvr6+1M4A5bGGPWZNl+viqu0V8n6LG4d+BOqePOyC9e6H4WlBEOj+Uu7b8WwNNb seq+4n4u741OqI5uwa57Nl76sveO6vuuVe0e7le57wLO4zzJuokO490+5Meu4zKO1afL4Q9Tw5lU cszsnri48RfP8XAq505t8UFTp4t78auW8cLc8SrvNMLNM3e6psZdoNf/PXN4bpMQ7+G/LdkQfvC/ Gq1ax7P2XvM2v/Poy9vgTPE9j+JJb6nm3pREb9MPT9ObafTVzvM6v/RXX9uB7fRPP/RE3vCqR/VH j95Yj/RZz/RbH/VfL2zO5u+ygmdun+KzrvbxjdlgT5IXK/DvHiDaqvd6f/NW7/Npn+ynK7pQNfBe v9ur2PUPqPR0/6JlTe2Xe7SH3/aXsnGW7/BAG/h1r+exLtkj53wiP/JNw9zEPPN+uTTC3dQxX65G 1fpRrvrpQ/KpT/qo7/JxDp9te/uiL2uyLzIwBftSc/tAI21771G7sXqZ7/hzT/Y7qumP7/wddvxS n4ZiT9Bn3/ybT/io/52R6b73Ic3RGnj3zu+F4M/825/+L+T91W/2Vf/oAC3pX2/+38/4ut7pIB3/ AE/+b1zq3g6iAJHv30CCBQ0eRJhQocJ8DQkCA7ZQ4kSKBR1WxJiR4UWNHTty9BiSYkOBIk1KBHny JESCJFW+NEiyJEyYLjfSRJjyoE2cKnn2PMmRJVCPP4mG1HlUY1KlGJk2HfkU6sGh/6RO3TgTa0Wj O7UCvWo17FaLY8kOdAkx4tmFZtm6PQuXrNytdJWqFfuVbcKue73q9dp0bF+/ZQEXbtmwKuKyjG86 znnYsd2plI9CJMw4M+LNiQX7Ax1a9Gh/DUmfRp1a9erQJFm/hh1bMf+w2LVtjzZ9W3ft3Lt9s+79 W/jp4MONl853XDnm5MqPu3ZuvPhqyS+by74e/fd07bfzqe2+PXt43dzJwzZ/Hvh49djb21bL/j11 +fNTp0dd3af+wJBj8t8LM/8MG7CxAtEC8K0E47LsqO/WOrBBBxdEUDAKKzxQrAwFzFBCojwE60Ks QOyJRJwe7FDEykQ0MbKiVISqxZWYSxFGpWS0zsYbdfwQx6AehBAyH3980UKkhhQJSY1Y6mwvJV/k McQaU5xyMc2iLJEyJS1rUkH/hnryozCXwvLEMmkaM6MuGRzIysLSdIrLM11MEk6u5vQIr7yojBDP /fgs0M6oStKTMz//f9RxyygFRYnRghZbs65DTXK0rUnrBNS/n9xk8NIiidwxxz49lcjKSh8b8FS+ SBWzz0z/4VRSVtXEckvloLNPNVxz9Qci3PDjFblg6Rv2vvqKBTbYZHPdtVfahm22WNCi9c3TY8tb dr5sowPv12t5pVbabd8bt71y1QsX2um6BfdbZs/V1ciaIl0xwCAJTHXWOF0NVN87+z0sVnk1pbfR gef1dyJBYy3YwoQN7pdfgh+2NOB7680XT0VDpBhVrARuONSMIx45X4AVErjHk7M8GE1V/9sq5T0n JpngmoV8OTH9ZHZ5ZZZF5rhjOqHiOWfPTEba5qRxnohnUSeedOMJ/43WkOiL/yqZ6aUnExprmku9 +meckZR66q5hbsrpkFVWum2t3+YaQKcpPdswa++Oce0sL527ari53trQm6/EqG8x60bwSVtvlalx xxvv7nHJHR/OV28nnzxyzDHXfHPJw/P8885Dh1w70h8f/fR1nxVP9XRbd91d3j6LLnbZd7O9ctZF yx302Mnr3XfVzwve9N+FH540y2E/HfjjncM76KcUl8lSlUCu3uMepdL7Tv26j0phUjsDX/zqsgc6 sswMX7Vi6rMqf2i2zT4szMbbN6lowuJvdP9Z0f/P/5jCv/6takwDBODUDMgf9vXnL/arXwLFNr8d dSVN90ObSOYmQf84cfCCFuygTghovgfKqoSSOmHTwravAH7wgawqW95+YicMYkiDK3yhgWTFkREO Cl9zAUkPSagzBc2khiPSyhHBBqrE0TCJEpxQy2R4EUZhUELsy54QzVcSR1VPi0P8YgGhiLExOqyJ S8Jh+PJSRS6WkYJSKqIbHSZHFUIpjP2jI/0q5bg38dEvj+tjHqmSxi3e0X2GlB8c/yjI7TWogTpT FSMbeTZJSu9Kkazkowh5SEMhUnt7uyQlHbnJisXtb4s8pZNeBr5HErGTorwbvBgnS8b5ZnnVouVz cimd2xGvl86T1rR2OZzXweaWthmmcGQSzEyqCTnJxF0xzfVL0Rz/M5rUNF4wn6lNaOISm7X7JvSS aU30hHOW5iSma/DWTJfVzS6tdGAgAUc4enZyntcjZQbl+Uq/zY+dOXKniOAZwHv2saCorOc+8dmq S/LThhT8534wmZFCSbShgksoQhW6yDNVVHyhdOhDFXnGQHYtUgNVX0a9pNKVGtSeOOmbJxcYUpFO EJIlfWkdbdpSl/ZUoz5VJVA2eKqI0i0pMbRbTlUpt3zGSZQsBSJUUahUmKiNqFdFoBSTylGqIgSl BsQoUHka1LAulSj6M+keN4PUFMZxo15tKq3SWlayijWqb6WJzGTa1k59z1rl7CZvpCk81ZCTl+hU JmITKy7F4pKZ/429ZngMK0zIemewxsvWXwFbWcEGtrOpmWw6OftZZI1WsIxlrGkBS57JXhazql3P tqLnvY7tlaBwNeNPx8omu07VrHcJm21/2FdaadV9HK1tUr4Ksd/W1bm7NaFuhXo14ZLUrcVNH20p VtQjfcWjHOstEsObN7oCkVQere4al0oXttJ2vbpd7hCLOF7jYqy5nfrYvbpYXXa21733vWub4lqn 5NI3uwGG7or0BankNthG/nXqdvf7kAFjCsC+TbB98fvctEFovxKWEIQj/N6VxteHHMYwglW8YiT6 C0wghvGfDtzdh3G3VSY+8YYzXF8eV/DCHe7nDq8rYweJ07Oxhf+trh7UriQbS11PVlaTncxkXjEn ykemT2A1a2Qpk8a1twpt564cZSi3a8xUzhVmzmyfZdaux3YccswqjCgUazjF4q1zbs+C40HVWIgi NmrCbFw4YIB4vjuOIqK3d+i48BmPxH3jTtsp6L3SiNF3tjOeebvp6DLI0fCDdKTNNEUdWy3ICr60 pllM3lK32EufTql5xzfbClI6TC9OdaZ1/WZJs9q8JZ6zXG0NQ1rPUdamrqkMW73rGfPaTLZuKaxv KmRVg7fFH1QSg6G96mZ3O9HcXvSvKWzsa+vrjkqs9bHPql8nLtvZPeM0qsFt7XE3Ut0KtlWbp/ll 2El2d9vUFpb/p8zmLvOu4K05OMLflfBmhdmbBy/dvpOzZX2ji98P7441L+5NgidcWAR/18I7PvLR OBxbAvfyxk9+ndmi22ydzit1Q+ivds+719+Wt6sHSW9Sl/toOF+jALE9J4bNHOa+rjbSla1zphsE x4Peos91KGqXB+3aMc/K0d/9tKR7e6RLz/nOESZ0sgMGwlA/Lr6rikOZ7jWENod31xXYdLFLlOxX xx/Q+fpytc+ogHT3sdxFrfe5h13PCfkq2kHd90+OGo/EPiArCdl2Fwr+61unm9YLj7JgW5fcc+QP oCEJedLnb5OepLy5VY/pcBt+85wPNONrnSDR223WiPynVYXO//rLE37wvW/94WFPY3zfHi6LI47t +K38czHfXbd0vmWVL/3ibfZ5nXXdyq9v/ewjk/nUv77Do+/96WO/+ryjnZLP/5ryg590rNH4+tm/ ffO//5rJ037oHt68+/M///r/PwCspn9Lvu5zP/sjP/rzMmfzo1izI+5JFDfqjKKTwAhcKwuEQAws pcxjru5KOw+EnwjkJAtbIKbQqwxsEBSUE8lowA4EvhA0uxBzOfBpwanDrRGMJ+LLOwJjwUXxn1o5 HyCMIA+ZnvIpQiIcwqs4wRLkkb6owcNRn4KpvShMifipQSv0ILCZvCwEKL3gHw8qEyckkawCKAek sxZCmL07kv8c0kIXDLoytD0hbCEtKbbD4YkvPCITacCwGKoZmhMAapEECkQ//MMgGsQnGkQ0jDv1 WsSqqztUeUISDLow5CFH/BevizCHGCE+6iEr2pmm8sS9oSI/ySJStIk/G0VTbCMcSUVTbCKNWUW4 WMI3fLZJrMVI/BTf40HFm8RDAaSFaKBfFEUtEsZhjBpLDLQhKcZJI0ZcBMY0WsaxQ0VnXENMpDEf ocZkrI5WQsZkTLdv5LtwtDf6mb2QSJls3EVf7MZqFMdn+6J11EHECzZeHK7fS0PMg0J8JJNYspFz DCN4tENlPDfKGR3nQbmKKzkCJD9fajKVcw9fsjiLa0iUAzj/W1JIykoyhOQy5Dk3hHPILMvIjwTJ 0zC5LGPIkwQmiFRJwjJIlPwNctLIczJI2Io4WgPIfTzGd+yK78rH17s5rtPFedFHpxK+PHETeqRF q5skG9ypm8zEdqxFp+s8pozK4HtBoLxKi/JJx1uo2xpHSwJLqlxE21vKrxRFTRrLqrRHIltLJmpL o7LGitC2nKRLdfQfHkPHgCzLsxSwqRRLOLRKrnxLSQSlrRTKtfOwZlRMVrTE2nPKPrNLuhQwwSzM wYSSuLzMoDxDy6SIFxNIbOTFdZzCpGRGs5w0WPFLfarM1fxJt2xNuAzMtPQ7eqTN0GSk0XzFsCxN UeRJ2OQ5/8oETtk8TM6UK8O8oUKbRsZMzgvBzdGDxeTcHkfTSbvUTA4kTqL8zXaarsXUzS60C+Tr P3ASyQI0rdm4yNYpSMzynfXUHJYUT9UaT+Wxsvd8rdGKONxJP+Z5T/uMSWVSM/UUT/bMpvYk0AEF UCOLnP/kMv6MT4OLzzq8xkLsRMWzNHfMTsAMTqwUzs1Uy7ELET57zMdzxzGMJWaUUBmhUOR8TlW8 zhzLUA7dUN88zWcD0QndxBAFq3LcTWnky5dgDhSdxgtlyxglzHvs0C7kzdT0PO8c0SadPQLKS+1y 0hlRUSBl0dfMxRe1Ti0FwSNFFPNk0h21Oz2MRq7EUSo8k/8zpcKuVLwg9VLXHE4uzUztZE27m8wv PdE0VdM5/Lk3ilLIFFM7Nb21aNMbtdKszNI4NVIPndEZ7c0RC1RvlMav8K8/fTxKNFQdmUsLpVM5 ZShPJRNE7UkkbVTUjL1IjdBJ3cGrtNRDwlQyXZuKQrtZPVRQxS5b9Z46PVVG7ctrRNUHfFUIzE/1 a9D71E9d2jh2wUiZFCdwCtBmRVBoraWNRNbxUFbsaNBngiZj3b/b2TLuO6xi7U/q043407Jz5axs FSZnlVZkjVZ3ZdYBXLlqhSyCTKxxzQ98LFO9DFNBJTSZg9U37VINhdOCJTCBnVN/1aS4GrQ9HT3v ZC8I1S7/IcTCipXF4ILSjC1EhP1UDB1SGN1VhUXLpxxTiDVZdmzROfRBG3NY0nzGFWrYjOXYUCVS ml3Uj+VBXh0kUmrZnnXYVk2kYRzTlQURn+2SR41ZMsXVj6rZWyXYIs1ZUoWr02PZqjXCn0XKV6RB rOUuo+VDaMRDPe1UnIXask1Ygz3bqB0+HJRUbRxaPB1IrW1CrkVCi21DtlVbtB1VvbVZsk1bs8XJ fpVHsC3arjXcovpFtgJalYXbxv3Sl406kQXcvuVbp61cFnpaO5RazmO7q0XcPV3cOMzBmwtd58TT km3bnS0kyUVZGd3Sy71ErfTbwD3du13T1PVVt9XdoD2R//njVmzFVyTbpd81P5IsyeBdLV6C13TS peY9LOcVrXA1JphEXpBELHv9v26VnW8VXlpCnf271+HVyGslVtFqrG2t1/SF3sVSXvN13+klQOIF 3uutXmOR3+79JYl11QdT09J1WX6lsHw6XCD02NadXMx1XQOGs8eVS1P53O7x39LdV+sJvIBcQQiO qAgGoEeNQgaGXTf824492NlF4Lxd4AYOkv5VYQz+pwn+Oz2KUP5t4RVOQfTBogeW3RH+YAre4awD 2b0F4AZ+2F3cXQtORxjx30IKUclJ1SZ+QEkNxq2VwZUl4dh93RAuzpA9YULLTSJ2YiMG1u+cnINh YgtWEf8XdlUv9tUoZuG59cEcVuB9rGL5iscnRqP/FTYZXhs0ZsIzLsZKXVw+RlMkxlEJlolHymAp /mHKTdRGBmI51mLaRaMzDd1KDuRLrjpAK+M8FuMlpuQZBpI61lwdHlhHZmQRfuQsFmVJRiMVVWMw xsmQEWSVvYrRnOU4jFhP7q8Z5mC8FbYEPmVVjmPsPOAX3uJYNscKDWJODmMzZpE/VRTnk+ZppuZq fj/PiY/PmWaM7B1p9sjg8WZuNsBw1tbnCedz9ubJyWbOseZ2dud3dj7Qg2d1SufxQ+fvK+fGWWd7 Hb989j9xRkCAFkCB9pzLwT+C3hyD/md/HmiGFsB+Vuf/H/3eey6/eo6+eb5lO8blXhTDUtxkspRb BDJEXMxDZwREPvouo8hGEWrMGCQfL5QjEKrlowqLjn40ryzB0eVTnTZd1XwhStUJvPjjzBjqHyxp kd5DKMIcrR1kl4jGloXBGhLGpRZd51RpQfzo/81qRsRlmGbpQz7KJBRpNG08PE42sz61aTNDn/5L onbrEFxVkOZpW/San47rff5qr0Y3MNxrrF5GJRrjnrbqO0zqwP62zelFWj7Fvi7jJzTsGfzoMfrr I4wPthbsPrVry+5izdZqFFxrnp5plw5CvQ7C241rasxrYbWIdfZhq56pwRZtI9pqP6Lqqq5tueVo wv48/9je6tze1zF2RCYObuG+QNq+wB/FbLJOnEv9yyFObr4aDEJUo+Z2pSVdVTqqQuxGxJeWbe3W GWU+od6+KcPOIfF+Q/Lu6t52HTU0UbG+bcU2ac+51JVG7Pmmo31O658WiC7hRNorRUhdE49GYLdY bLMo8AVpRf+mazHKS00kiV727dCr76hGxtCh8Pi28EGW55ie8D7WbvRu6ug27/RWoSqNlBFX7Ew8 vlZlcads8Zu8ZRTvahUPZfsGkPf28JrGcf3m8B1P73Xy8R+HzDwKchIfcgKnRrWIiIx+8Vx+5oZ5 zEyKcimH8kqyVEBS8v2lcf8W5CKH7SNvEsRuLy/3bf8wn1gDj3FotkRZtfI2r3I/hvNhNmZiFmYp zWNkDuA0PvMtP3MuF00Q53GathD8labMIXTuyyzstd78JV4ld9ByuV/yxJaTm/RKtyxKv3RyLd5N Bw1HJ89xUXRivSzROXRCdxfOoY8NX3TkNfRV99ZQzw9Yj/X65WbjPaZIT7nmuzh42The/yZf/3Vs ovVvTkBrJd9yrr/5TXRcF2jflfVHf3aA3vAKB3Qht28zV2I0v010S2kYl8IqN2UQZtpgFvdyXzxI nVjVZdx0x/Zrz3YJR3Evl+/skvdq/3J3x3ctH3IVX1iAXfF/l4tcRuXptlwXtWJARXeEl8q5RHJB 6vL/h0dHew/p0J7souTt0XZhiQ/pdz9ydlfiAMbYE5ckN4fkgh/3EjZ4Ou6zO7fznU1Mh4dHiO9G GZf4Iu9wnJYet7b3m4dvG893D9/3oM9y017d/6LzlDf3uD55pN/AhBfRll94Qo35P494NNb4mg9y nh/saSfprMf6Eb96PpZ5EU8LpJ16kf93cs9RlJ/zpVf5m1Z45h7cJad6/q56+s74r59grY/wuIVv o/5tvW9pqyf8uid78+zcAId5tK9zt0/6uV57pid6X85pzjXxGzd8iu9x1Ab7auf7eaduuI3tMv38 nTf9vC/8D7d7xE98bXd9p296gpd9x2/tyF35uKd8/5Cv0qDX9wvf3yPce8/fcdDf6CfN6gz/cZoW fvH2etSn9ucHEsJd/cM3+revfdqP/LY/96fnfj23/M3n7sHH8MBn/uHneeSfeKheFYX+3m8mdWiH 9YTO9faff/l9//ovJvovQE+338Fi9voFiHwC8/kraPAgwoEIFx4UyPChP4cQF0qcaFChxYsYMw4k yLFjxogdPUIEZhLYxocjK6pcSZKhy5cJY0KMyVKjTZg2ZRbcedPnz3z/hhItavQo0qM5ce6c2dTp 0oZPoa5s6bLmVaxVtYKcmO+kyY8pufLUedNqWbMhe57FulZkWrUhu1qk69Uu2YxgUdbdihYv1bFS s/9SjDqYZmC/TBEvZgx3ZdLIkpEC7Vi08mWfSndutknZc2eXSWNKFh3ZdOS9QkuPnPyv9WTLrl8L nE179ezatnXnxu164G7esYEPJ85a9um9xZF/hj0atVHOoSFPp54Z9HXst6UPrWzcNvju1L0TxVwe aHbS6a2vZ34eenvh8U+zP6rad3P5+fHn762/eXDg/fdccPz199t3zyW433DK0edcdQNqF5+B3FEo H3rvWWjedtLBF55/mnUIGnniiWjihCei+KGFGkI4334LDgWWe9G9ON1yBto44I7+BegjgjruKKSL OeZIZEdgKXjjijKOKGOLT7qnopTMcVgilhyCWKD/d61lmaGWGTb5IpVVxgjlhy7+dx+P9eF4HJEo AjncjwjOCWeQcTK53oNfKRlhnzWaGaF+VKooZpWyfalZl2luGWijpC2K3ZUnImrohIMOKeiT9tHI 6Yhw6unkdUHeSd+pCpq6nJGQBupge0sKmmmLh1p6K64eYhYpoo8eySuwwRJnXqXaYaqemjUiC+OM n3LqZnqisnpcb9XauWqfrcoqqo4rwSrlmfzVmuKG3BELprDppusrl+q6uy5555a7bKKbKpsmamw+ u2eH0mZLbXHXAjzwkv5uK2u33v7ZKaGE4jfusugyuuu7FQvLbogWa3wxxSKKmWt9tLIomnKOQtvv /78FE0wgnS2vHBqegSKMsFAlj+wmuciCbFrHnG3888UY/wo00UA/hhhQbEU11dEjJcaTS3sB03RZ ih3WltJxPXaX1iJ99DXXXGsNWGN/VV2V1IQ1FpRjU/mUNdJvFz333EIPTTfeeTuddNJU08W0Y1Tv BXdbVi/2F1d39dU11jj1JXZeZmFtONUF6TtW20s/xbfcenv+Oal2Jwo66aVb5rGuEas+kNRjxsgg 7DCjyprLLM+u8pu58wnoP2lbuTrPqUtqOvHFgyq68ckrH6/w1hnLOqzw3Yymk6DyeBvtD2Z/oO5q 8p4sUb4LRymJPi9/PvrH250+++3LGzx0ArUOfv+sm8ae3e2fba9//kPeX6S9HsYe31FoTMNyHwIT GLr1KbCBDpyYeuSnmmT5Rno3YtK+tGe7zvRPQ/8LVf0MWB4C1uuBJjzhAoWGwhWucFB+mqDr6Nek 7m1ngzbq4HlwWEP72SuEDHuN1FBiQKGwsIgPFB2kjKhEFvaOhDpjT8ju9R8JUVFV/PMfD70nwwi+ UElL/KIRkUgzMJLxgUE84HigOKU1TrGNNswhB2UHwDkyjItdPEkZ84hCMYZLj350XxBRgh7UqDFB UozjDRH5HjmuaHedqkwg/yjJBvLRYZO85PkiyTmnNe1wnnTcTHQiSqdQ5Wplqxwkz4jJVbavkgH/ ZCUskxdIQfKKcLaE22BIGUpdghKXt9xKsGYZy2Gez5UXIiYyQSdMYIHQOb8bH4YEWMHvIAc2kAmm JpOpTeIZk4Lb/KbnZknLjcmpnOJJJBzNqSigiROc7ixdN4f4znnSrZ112yH20pnPHdZzmfT8p97i OTqAEnRj4hynuviJxnSicTWnq9hBCypRvAl0ohbN20FNQjQTnTOfRMsoQi8qUo1VdKQmnRtIQ/ou 2gwUWCk9KUyBVtKY0pSdKdWo8W6K05ry1GIz7SlQf6bTy7l0qHgMKlJJGs+uvaWpTn3qWpJqQqNS FaRSfSBUs6rVrdZEoP/gKljDKtaxkrWsZj0rnlrTqta1srWtbn0rXNPq1bnSta52vSte86rXvfK1 r379K2ADK9jBErawhj0sYhOr2MUytrGOfSxkIyvZyVK2spa9LGYzq9nNcraznv0saEMr2tGStrSm PS1qU6va1bK2ta59LWxjK9vZ0ra2tr0tbnOr293ytre+/S1wgyvc4RK3uMY9LnKTq9zlMre5zn0u dKMr3elSt7rWvS52IRsQADs= ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo210.gif R0lGODdh3gLFAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAA3gLFAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK14MN5/jg48ROp58lTLjy5gzz7Rc MHLnyaCthtZMurRpkZwJeh6YOnXU0adjy54d0bXA1bfzGbTdFLRu2sCDC8/9+/Pu4qqRP32Me7jz 55d5N+c9lTJ16NizA5au/J/v7q+LN//XTr58Xu6Qv1f1fN28+/ds0adXL5X9ePj485eVvxC2U87t 6SfggFnxx9B9SX0XIIEMNrjceLgZyJSC/jlo4YUTTqdhelDZhiCGIIb4U2sQkgheghuKqOKKI1I4 n4LhzcfijDTa5GJCMHZY4ok19ujjj0AGKeSQRBZp5JFIJqnkkkw26eSTUEYp5ZRUVmllQf5kqeWW XHbp5ZdghinmmGSWaeaZaKap5ppstunmm3DGKeecdNZp55145sllYRQ6puefYvbZJ6CEeikohYUm qqWCwDQKjIKKKnoopJEWOul3lVraJ2HdLXhUhZ/xqBSoyVFlmaOoevfhqB96+mmrq6L/uFinomZ4 X6wo3oorUpM5KhCqrr56YrBGkUrqf7sOliyvHi4rrHLEvurrr47Wautx1i7VrLPFRsipeNw+WypW /oVrVLUEpVrZatEyi9yxMbKW7V2WmSuuqvPa+lu75zZar2PTihYZv+4St9W/+daV48G+dUWfVdPS F/B6DXP1sFYLB5YxxvBSbO9QE/s3sakEa1syqx3rNfDHrIJ1clDqymtQzCSHxXKuqvK5qJ+Z9twl zz4H7Q/QQv/pqKH5dIlq0YASzXSkTj8tadKLcrpl1FITOlnWUGPN9ZtHI+3l0l/T6XXZd56Ndp1b V60suAnr6HLcIDeK44k0y/3VzcyO/ysYu3x3S3dvgwM1snEJHU743IzL/DbiXgVe1Ms6Ke43Qpa3 vHfhJr/L+VsRSk4U5a9GlXluDOVtcuMOQ/s56K6/3nfksuN0uuMKqS4r7azjrjGtm9c+uegy3e57 4sYLRbzywg8P/OOhbi49U8mj3pDu3U7fOofQR99680Mt71L11l9Pfk/iA5V+i9z/Dabaa8sJf/xv tk0/mWGXOT+X+d8fKNX+s9P+Apgm+3EJfGgB4M8GSMAzGbCBcGJg/PpHJglmiYIQ3FkG52TBDb5P gQfk07DWhz4EBoWEJznf8cxnt9Jtj3eSMaFZEES60aFQJzVsiQpXyEJguNBiMmwRj/9u2DvvARGG RNkhD1n4Q4YhsX2/U0gOmRfEEvbLhxT5WAtt+ESOSbGKY1nVFE8Ixp2MMYVbnAjL0kjGLpILVt/q DxFxckb2CUWJl6MIHl8yRzqWEYe16qMbjejFI8KMjVmU3R5bIsiaNNKR1npkIb/4Rz9W0o+HxOJF +LbIlUhSJp+MCa5CWRn9gdCDauogKg94yrVhcE2qHFujCBjLVWaplrYc4CUjZ8pW2rKCuERlMBP1 Slj6ck2z9N8wPbjMDeoyjg2poxUNuZNOQk4jiMQkNQs0L1IKrJu7hGQ4aeJNJnJkjNm00Tg3U06W 7EqaZHlnOz25TlDWMyLWPI5H0kn/znvCZJ70fAhA4xXNgZ4Enmb0pzk7Ir58hsSgB1WoS5YFUWRB pKIlwShJNOpQfX6kox7R6EhEipqEkXR3DkFoTlSqTZuA9JodeelGTgoSmn6EohKlWG1sytCcutOn M+MnRkgo04zwtKdOvChQ6+Oso87UqRqBaFHlBcapWgSqRsXqUOPGUpcVsJkNBCstxQq2ZOaJrLLM Glrvt1b6PVB/VvvqMX/5pbfS9X9PK6bZ5ionsxatrfED7NpiuVSCKrWwJtHqJpdq1TyGRKgpUexV EZvYwUnWJ+Hqqjg55tPGOvaxmuQjZTM62pFmtrQZSiRqH7pa1sLEs58FrShbW1Pa/4a0cJfFLG5z u1PbInV8kL0tSmArx0m+sSK8TShyfXtO5j5VocSNLWhDq5LkKpWzy4WmGq2bUu52V4fBFW5KogtF gRlXIt69ycc0y87zopG6lV0JeWGqU25OVruJdG91Hjlf6Y6kv+VbFzc/l1519vJSoMklgn2zygVj 6k56jZODGawnv+51wnx1K4YF27QNZ1hLOjMThn+5YRJPGE8Rlt+IAWVhDp5YwS9ucIzh2r2Ctse6 HcPxjdNH3hwLMryqpWTnKOlcId+tqUUOH92O5V0mc9fJQQQwddg7ECBvd4RJliOWCYflJWe5jVd+ HpfFrC9CxtTKzaXVPdHcW2w9SP/Nbw7VbvHbW8DpCHBfPpCJQAJgqsINuKz1XJ71DLdBG5k4nCvw ZpdrHUUjOsDIWlmU2Xxb5lD5IJQWqKSZamlH4+vRjKZzmD2N6EvTM2UWyXSlUV2SqV7szqx+Ft9I PduomvqntC41n1W9asbyWsuG1vStqxtrPYs61N887kd/fVPEujrY1xXwU+Oq4g/T1a53ZaWdUlwp DquJ26m09rXFbWKzUbva2cZrusOEVnBP7WvudiC5FbzuD7JNhD2Fto2lvZE+F/QmL801pPcr3r8h cNgBTTY2mV1S2zHcv4tTeHOPvVh9E5rfGHm4a3Oi8ZyZ9+O/NXizLV5ckF/E39//rRx882tyghc8 is2W+H4V2fHa8uThAvc4yWSYc0YGEeGRJXnJU71ySPaE4TkXePp67vPaCv1uLZcIyqNdzaJrOuqG DTnMY+6xruux5g0/utX/Xd+db9x9eML2ur3NtFjGW2hsj1OLRTxvZtbdmXd34LkFGPegqT3bbp97 2foOJ8GPifA+Q3zPOPx0dZq28R6dudTBbtpDbhfrkQ67wcuYa6BHFJ+Uf7zld+p1lwea4s8tO1NB r+Q7jr28eqtZ5WvsdLPLfqHqyzKaOw95+nJd5BvtPcQ1l7rQkzaJQOa96s++9ZIK32CSL/7wipI8 5Ud/9sAP/vN1vvqFTH2xVzT2/+2zzvzmO//65C/I97ca/i+OP/02V1aiFN+1erNyroYPIP3nFOH9 zz/vYwWAqbR3evJ3JiaAynRMbzd4CFg0euV/mmJ/V9OAaLJ9/xROnqd9pqd+xhd0SWE5tBaCGGiB ohV0z0dqvNGBHviB2SSC6Bd8qFd7nLaB1PJ6dsSC8OWC3fd5MThyNGhR6aKCxLYUI4OC2/dITJdw KJGB57eD/yCEQ0iEaWSEP3h8tBdfTvggVQaFKyiFmkSFWYiF2beEnsaEG7d+L6cUEXOCbKiE5hdR wkeFXBiFTeErYBh7XYh23QaBBciHfbiA+keBXFMtgsiAEnhLhTiA8pcpBihjh/8IMMAggX4IYf7y iInINY14Vj3YhHFmOnPohnX4iaAYcT+1iZyYeU+BhuUXijY4ffAnhm+Yh0DoFP7Se2Woiml4LU13 hSYYHk9HiK+IIrg4cXg4in/hTWb4e2poN2Voi7oxjFkVhnQYi73YicsIfVqoN9AIfnd2gaYIg8XY ftxHirO4jdkVjsbYF+2UjPmGg8PnitlYg8Q3ixNFghPVNSumYSXGVvlAiAiWgPuoj5dSLQCZj4Hl YZJSGHs4YwL5jwHkj5cSgA4mkZMCiItnkA3pkP/3jflGQ05VMTFkOI+yY1QkKuzYXSYJia1oTykJ VbDySUk4jSY4QjakK8xlh1P/hlVQVpMx9Bvm2JM9mWU5GUoxKYvEliI1SWZVF1oVcpJtZmZkBGdb uJKzJZU8mRzIaI+7WI8kci/YeHM52JVe6ZTohWdBRZUXWGizA2r1yJGPZ2kosy832YIIkyu6UWyA JJd4I4qT1WnQhjA+VZRG6XN4mVAgCZZEpmOHKWui8pPYUph5yY6CyYPs1GRkiTmQtZiyNmbFh5Zc +WSQiX3U+Jlc5hPVU2CoOS98eV/02F6LiImTeGH3k3/3t3aX2HbiRptPE5sudpsSRoC7yZsqRj9v J5wS5ptwR266+VfImXjNWT/4pl6W2VpslpqtKX2AFI+Ox4v2hIoAV53pFZ50/7OaVDdkLTWaaXmd M5Fp4qme2Cmd7tmd3MmSpelS7Pl07TkR5El2qbVSWlmKeUmOxcNrlhmf79lPArqdm6dcurienul7 gpOgELGfRyah/fSf6ViZFsoSi3SZ57g6RIegDeqfbolrI/oSSCd0BXpyD7qKTUSir3mQz1l/Dric 6nZXxlk/FGijf5KjbuKjhgKchoijk8ij7AakxpRuzWSkaTejU+Okvzmfi4YyKKpxoLmhoNeiWreW DCqlF9qfHNpxKzqPLKqltoalRuelX0qlYbqlL/qmRGem7AeiulWiJUin4wV2V4qnGeFve1qnarqm OKMSlOehZQmm/SanrDmogP86hiVkcfwVejqGqImaocwDZoEqqMKSp/FHptmzbIMJjzeInpbEpq1m fIZKep5aqZRZMJiqMRmUiQlYKExagVCqNbfaYXlSq2yCpF/lTEKqj+MGpRZJd0R6rLsaibo6bsCa qeqkb0QEhck1qf+lqCnHpbn3LV+WqihZrdYqfq6KrbsmeigVlXZKn+UKqhqYrqI6XZq3qVzkrM/K qPs0h9MKrZdkVff6qY5qruF6Zq3Kr3A6rp06sI1KqjzBrfzJET3GW/v6XsroPAK7HZKlsBcHsGRI r+1KEgHnsIZmsRNLRexapqF6qeLqrd+6RCYbsn7hq70EY/ynrO9GbzRLTMX/KjY1K0wYSmwHmLNu crNt4rKmVG6RArTa5rN4p60j668Zl7JlGWweG6Ypm1sgW6FvQ7VYS3NOe6gGm61SG41dq1uTCYdQ i7VN25Yn+6qEymxRWzpje3xZC69ft7WXF7bTBF5yarab+rbgGLcs+xAUqrKjGq/AZaZ6+6l8i32X VbUyop+B+5WtZ7enqqWLW7lyiV+WK7cTSrcfSrgbK1+qVrlym7iimbl/mzuPK7gHG7mvRWmH67nj eIwM6XcIKTW1m1ZPipG0G5C4qbtGI3gelqvAxLvM6WDaumCwObvJqbz+YLTGxLzOCb3Ri7yVUkzE W7wTqVYTdrxwJJ3d670p/4k8pAl1pWq13ntooFt0O4ZaL8m+LUm6rqWZA3ehNOmfOYmZnFtnQGm/ 4BGacLi/hfsiAmy/QZmdL8K48aqZJKXAtAUq1JG6bAm54OtmhknBrbty29LAoXNSGay65yFo9iG2 dvaonoO/lVnCJIyVYqvCA6q+eOZbL3ywTbmzRtkwR2XDPIXDeylOepl7PSxEElylLvzDK4wvzNVo zUJxr0bCLim/1AK+Tey/n1lRIOjEkRnF9yulUixaOnksP2nFkZmUHJdOW0yYXXwd8OuiLFySVxlU XSqysGufGKxYdBwraXxTQ4t3wtubSsOr/7fHLmZ3xNliQvtBgHyc1kbDS/9orLFayHV1Sn48s40s yBNEyId8nJRcQRypVQj8lY75jueptg5HXXXcxkOHsKA8r6z7hPlbsF67yirHlNuaZ8lyxxF7yj6s ZMUBwde6sqI8xlhUyrpcnhSrqnBsrrzcrbA8uEsZu0XMtL1czMacy62XzNHMzKvbzJw8y1zbrwsL xMzzybCXzeQcy9s8zNMszd1MzSdkzVfny6/8E+gCz9gMrt78zc88Iu58zeX8xvK8z/j8qCynh+HW yJfMJrUIQbKqvZOs0M77pAqNS4p8UD960L3qyFqS0BHd0GFl0Rf90BG40UF7rqmsoaZZi0nWxctc QuIMoQHaueoM0wItdvP/m7ApLZQ4zcqtnIt3O9D3TMwzXXVB7M/9DKOv3NLOXMHc+NNAbdPUuUWM i8BN7MviHNWzNtGwuKj5/J0ubdT1bMDxXNU3fabyistODcxQSdQ2Tc9rHYQ7DbbgPKdMvc5BXRN0 ydZg/dVeLY/w+cs+jcrvHNc0QZdFNtXx3NNu3deCLdewulcd7dF9LLO1GYiQbasdfdlfEslNWtl0 d5tYnVF8F4BZk38YjYiYHYinHdkMPVYCRNJm/dIDir5nrdeKXdS4WLVnZMtuStZbjbevnddtTdsK asK1dti8PdcyDduApmXGrdZ77dwcKJ+9fdwxvdsEXKX7Nt3PDdzQndhc/7zYxIjcWm2Y0JV8znXD 553eDvF96P2u1c3T5dumylzX3T3cwd2ZhAne4Q3Y463cnCpswu2aRW3f3vfWv32+7v3e8I3geeqZ OazeAy6igLufD26FBH1WnD28RSvZL8uPGX54H36jGpYmIC1vIW7IWhOsbHPiKG6zBT2rMM6PqE3i mv3iMp7iZd3f8T25V6bdBL7doTzhZAjDc6Tb+w2Os32qyHbf3A3ktb25Bl7SXBmwCq7GqsyxeUvk AV7cTJ6lWe3kriy7JTulIvFrFmtTaK7lcYrkSk3lLbtOCqtSKWpbaR7h0j23bH7dGZvjWUXnRGWt cU5TdY7YjvvWgQ7nn/+9rtXo3xhbcYTO4E1+5Wse5pD+v3ze50l+ZlPr537+6D9e6DJY3wnesj16 u38svfjD4cPru314vaXu6q+O6mlj6qmu6ibO6hgO6+YWo7mevfjo68hk6yAu67NO7MVOvQuJ7L+u kWgCtLre6sCuiZc+au5nxuEboqrVkuMLwKc2REC3vtv+mNgeZEemUOu7S0aeemRbImmpK+POaPUb 7mtsxtxuoo075QNcER1qkznF74vO32kWOiyJlI7b5wQv70l9lFb53Wl9auLetFn+8N4oZ/WU7tQ9 5CF8wuDCos8laCc871zs8SY91PYewRy/5EY88ikPoOLtfHDJwzUt5AH/H/P0nvD5/WmL5pR1ybBm rpeUJWkSZfFwPcWltcSbO3Jl7HRJj/QYZfRVWUd7tDEDn4FCP/QIT7/v3pFhbEkatfRKX0U9L1Je b/VirvLPyjlCaKhqv8CthVBRL/YGVfWb9DUuu9D8I+yBPFgsPoEH2fcV5sd1z+KJPlJDyoB3V+It bvh67/dow3a8avf4SPeuLZqSvt5RTvJc/uSfLuBl7rqrRZZyv9RkPvoHSvlpCuYTH+Tu2tScf/oA /++kj7qWrvqt7/qbr678bPYS/jvu2/syX1nuG+l3fvv1SpVdf/yD7/JFj/zmI5OaavvQv/tKnt2a //FXe5keuiCrmf2+/0/7VdngAY2uZx/62YX9TR8g5Gn+we/9qT9cmXn+y//ywDf21p2esm+pd1r9 wy/9aHTg7Z/zAJHv30CCBQ0eRJhQ4UKGDR0+hNgwnz+K/vJdnFhR40aOHT1+BFnxYkiSJU1yxAgS GLCTLUumdBlTpsWRM22arHlTJ8icO31u7PnT5EqWHmEKFXoUqU+lAiM+hRpV6lSpGUUqXaozaFab WDWu5Ipza9iYY8m2NHv2ZFq1L6225UjU6Fu4a9nWnUvXKVW+ff3+ZXjRIMa9gP0KNgwYI8KViZ8u dny4cGSqiClXnnwZqmXNCxsj5Nz5cWjRDyEXJF1a9WqJmQmzhpgadv/C0wQ/zyZYGzdt2btRZ/Y9 GHjw3MNXEz2om3hx48GV/+u9XPrf1K+n/74ufPJt39GdN/+eHbv4gd5Lcy8Pvrt63M+hsycff2Fv 98Trr+eMvr35/fBh899PPgA1Q465+O7bzbrk/JOvwd+MU/A6BPvbS7/+DmRwtQkDJG9D0bgbkDUP RaxvRAdPjC7C6UxU7TQLORSPxRYznBHD6z6TsbQQNfRuxxMFVC/HzoTUbLEClyOySBp1XFI0H5m8 sbEnnZxSySCb/DE7/lREssrLMHoxQS8pG5NMLJW0Mcr3OizTsQ3bzNI5u+7CSyM666ToIrDwDOlO Pv2sE9BA6eJzrkL/PyKK0EOBUnTRPAE9M07pXPLK0Uct7SifPTG9qlFHBcULVLhEbYtUtVbydNFK LRUUTklhdIhL+yKNLEz8YnRVMVrd3DWxXP86csVfJRvtVWOLG21YvpSlClU2n8UVWi17NUxTYKLF NiJmj0Vzs22rotYvVMOVjNy+kozsW3ClFTbYWc1ddkl1ueVVXnR9nfchKeHFjN+p8tUW4Nj8BZfg qARzV0yDvS2Y3lenlPXW5XBcuNhpKw44W2FxdcpWHjVm2OE4vby3WoEVuu3k1jAeGOQuXZ7VNo+p ZDnWSFUW+d+bS9Y1OBBxng9ohYQeumabYQ5P5u+MDmxMonPOON6n/xf0DT2eqWO66WmRXm/rghL+ WMIyp4batJ8I4/TRVMnatNO0aVobT1PJmpururO6G29C2x407lDzFqlsFJNatdDC2S6K0bfhfvvw P/3+e3HACd+b71EnPxtynAR30NWIZ/ucshfJflBsrzc2PfWDZsY366JN5rzBX0MnseYwSU/PddBw X1N16Xh3D+wvgSeX99i1a1135FWzlXjlhRP7+fF+J96za2eUHtnWj0/TZNyvZshj54XNPj3fYybf +uuHrD7d8rmfPnnq5525ferPT/p+1K2Hcn9e4efaucCnM3Wx7nsHLJ/9Xja/hghPVwkkmPEAqK4B FoxgrOtdlyDoP//06W+BDVyf+zbYLQDiT37v8hcGK7guD36wgy+EIcoweDAILkyC8NOcWwizQx6i TW89BKIPb8K3IBYRc4wyIhDtlkQl/pCJOwzLE3kYRSlC0YlVrJxWsOi4rmzxiO8rYQ7FskUqYnEn loNbFelGxjKqsY1SPAsb3/jENZoxLonroh2XqMeklNCE5UpRBHf4Or7cLnQUPKTBEqnIHiGyNewD zwpLV7TozJA3QZOk9nizwhvi0F883B2T3DMm8UUsX6ac1yBDSbPhZHKSC6rYKF2pSe14x5K7a+Us zYfLb3XyeIhUkS5zRxpShpCSxGQZlwSmTIAxM5nIfKZrhPkeafL/x4GmqeYzYZlKME4QY6rcJfY4 U8yB1eZk4MygKC0zTQO1k0eFYWfuXok95gzollSrZ83GSbue+bGFrBQMzlRJzoBBRqAGPShigPaa eLazofLkp/uG+ZRrrmyi/3EKOqnkTwZiVKPiRNc9qRlRET50mCYdKUpBSSGVrpSixvQWSesl0wdy 1IW1e9pHIyLSk+InpyjtqU+X9tMq8TSfPtWdL2MH1JEOdSpGlefS3nVTWIlJg4WEaUGnKjGbIlVV XIwjWDuCxrKI8YesOqJM0qpWs+oNrW3dCFl1iNa3dhOHafyUWPfYVrlSCq6Uo2te/5q5twZWJ3Ip 62CZotiduLSr/wGi6QkVBpWKtix/k71sVUH3PJ6JdGqfVahduRdaoEbWe5TNKgsx27XMbjaGGAXM PZkK2r0olXP7JJppH8ggqOJztRdibXCtylVxpXaTrcVp/B4L21oqLKkj6u3yfuta4WqWucONrXFh KVXnQm+52D0qhbrrkOhK17phq+51z4teYKlQeaV9jm0FJxvdApK4MqzXfdVLXfDyd73N0q47N/tc CIn2l82prwCFNqHybne6JEIue/074fZa9MHvDNp3/5tS8XY4IQ12MHA3TMIRk3i/2dUufF1HO/nO V4eMnYkQ++apvmoRxmy9MVvz+lUe95grfdXrUoKMFBnzRMOgm/9TjtEy5MylpcY3YXKTDxVlwk5Z yX796pW/gkckWlnLY9ScgZfqH52yUsQGATEuL9y/EpspvRJODNhauuIQtRhqOyqzlbLGpTSruc35 /fP/+othAmV1wQtlkZ3vTKMEEzCh2wlwuc4M4UHXKND4+hBMTbrpHClaZBB7aKMt+LVIE2vS9Lx0 PymM6kKbl9IebZKnHValPJsJ0RXq8yVPzeYTW3rVvG51VH8NScwcudcFZZqoaYhrXx+b2MNmX6Vp xrz1HXrXUTM2nGNqNGVv+x+5JqRHU421cQtQ2rW6HqcHvCtZ06tNtS4prMEd7toNuNzxune/jjOu PSebZ+3mlpL/rViXIpdKT1w2uOHWSpKFM/zLDld4xOs0LonPmMjZ1pAT5UblriA2cht/OE8aLvKK D+pxIfcIxTd+crxhXNtS02dDrcVtf/s736p9ebRh4yxn2xpeAD+WsuAt2fMAQ2UJFXfP3ax0Ef6n sphOrkRdvlGfR5Nl/GY6oHM+PGgv/dXYm7eu3/lJMd+WkeecJta/Lsqkb93rbtc62EtN7nqbeOpv 9/nYi95UuG9v7cCmet+hjuGwe1ecgL/74PVs9c5QDO1tZ/vfdS74mhL66fjWO+ITX3mAgvQyBep2 OevebM1zXfJ2txKpU5/5aW++6p5X5+dDGHqbxXz0pcd74CNP//qws5P2Kyu72QveRoIP/4xcNv4e /4ZylDC/+Sb/ePQvR5cnx3jkzb++ndAW/LJlZOBqSb6QOY4oIo7fr853W/HRfxXoF79vy7+j8tW/ fiFyf9HhhWQzB2gh3y/T/6fPPdQzvd1TPb8jQD1TLtdTtaDKv1gCn9GZpv77pv+jPFM7wOExjjSL wA0MDaALumxyQGEKPeH5PUxiNd1DQQGUOtJbPcaYu9o7PDNbJQVUvAfRpRLcpF4xJP2bQG1iwQFM QSB8tg97wabpwRAsMBoUtGOyIRG8l1I6JR48QRVcwiBsugtEsyKkpNiTQXpTQgvEJGDipmIKMBz0 s9azwiqcvP80rEEMBCEF48L8e6QvhJ3aE8Mm9JL6ccIQnEIh9MMAvEI0xC9960IMJDP7y5k6M0Mb PLspebpFnCc3xL06ZENKXMMW5B8CKsTXsyw6PIyP8KLwy5RQBBVSjJu2McXE8iJVlKMka0Uwe0VY hCNW5CNZdKMlC8Utc7hcPL9V7MVYDBxP/MQ+4cVfvEVcrMU7QjhfpEU6wrFjNEYmyiNoREZnfMZZ vEZrbMYkGiuEQ6JktEVuzEZtnAthBEMmpA9ayzMicSzfGsRtQjB1TKR+CSR6jMczWSTMyzBCzEF+ 5CV8vMfeKKUwlEeCLDZ0xCZzNDdkUw50aUdhs6DqsKUUK7P/sUElBUtCmPPCZcsldotHSeOlhQxJ fdym8CnDjrTIHHQaiYwsD3yYWGvHd9OokonJiQQ+acKahuwVZ8rJasrJMyTJBGyYEJOakgRJGySv k4RHumPEozwpmFTIonS00/AccPo3dLJJO1yncMFKrjQnr+xAsISnXPlKsETKBeQ7pkzLN9xHBrTA h9QZRgRIRPw0jxyk2blLsszL5ri8oMJLhEqejDIX6xgWwixM0gI0HCStwRRMExlIDqvDoUuWlNpJ upw1sTRDIJopBJEtuMRITvJMmJOk0BRNfiFNexS603RBI8xM1eTIAXJJSQHNRXTNbcvKZBlNSJTM UTNEBOzN/98sqSaBQmapTdv8Ocu8TOKkzd20TRnSwrOMN0n8w9OiQqdcQVsDsDAEzs3kxKiMyIWb or2qIxrzxiQLK5QzP2Jkvuxjz/W8PvOTq/QUuZETRShLCeQMOLWRz1HcT+wLueHzOOujz/ckUPR0 T/Az0AQ9vrwYzwYlvjzxzrjMp+PMTeVUjujSzV7S0OoUSUBUy7h7KkPbluWs0LGMUAmd0OBU0eiU mecESjU0QBBtQ0uEUeoMRKxyRxndre6kpRPtxFo6zNm00MJosAyVzuusUbScUSW1URwVyp7MuxXN UR89GoQMTMYU0o4p0kwa0S4lOw49yBuNUScNp5mSUu+pR/8q1SrWDNI2pVAtddF+RNImXVLrpFE6 vVPOK64e3VEWRdMrwc8PxCbFJFQh/bY4ldMktdOf9NAOrVM4FNO+oJgoJbrdOkQ1xbZBhc1CbdO+ tEPsjNQPzVNRZVJSXdTsLFHuDEyLwdQqxc2/3NQKApM+a03TTE1bnc5z1NNdLS5DNdNVDZlWjRX7 rM9fFL/+vIrq60X5O9YvQ1bto6JoZVYie1Z/ULlm1bhmVaxANRYY+77FetZvbaxEydZjPaslkla3 Qtd1PVciU9Zl1dZ4bSxhddXS/FPMjLNxqVT7GlNGfdQw/deh7FcByrUSZE5NrUx6tbCerMrfO1gQ MjosLR7/WU3NUHVUfx1VqfQeDaRYWDVLhTVIhsVXS80ug41VLNXRi9XVlYVUPMVIEDNZj/1TkCXI qynOm6SWhyXCiAUfnTXClAXYUg1KUx3alq2pLe1Zh6U9zaRZsbtZNrXUnFU25PDZYxpYjcVYog1a rRXYrAXJ8lLapLXZgeLWbp2Mp7VSQJLakHI8sdxXerzarVXZosVafoXSgcBQsR1ZtZ3Spi3TCa3M 0ENblQSwatNbNHVZupVbxUVRodXEPsVbRF1LjJxZtc0lv53Bf5RJwa3apYwKojDcsdXL0Y1bnONa GirdZUPcFnU0kmVYkW1LzC2OF5PP8GysYqVdmQjQNMox/9x9MfEDXmq9srQK1+E13qB412+kHMwR VwGFFNkdjGoEHNsl1v1s3pCwHN/dRYH7ou413uAlHHMFrPGNq/JUz961Xu2dzyErW9lktMEF0s2F k4flP9Fd28Tt2rltXJbN37r138jFTcgVzdcNVuilpu+kFfiNX77Vl/q9yoa9X8eNqYxVXQmezLtd HS3kXJrsNgVmqq5ayc5NUXv9zAZOLRGGTo083TVd4R/V3wpu4U8lwnIKXPm1y3uJzZERtR76zATu 4IhyIBS+KMqN4Xp94QI+YlblX297R9Zk4AEuYSg2YMpMEh5GzR6OYvUJWRU2Wsa94CVGYi9m4SQW vUx04v8stkcsLs32dd+nnMsdFuI4pp2K+mEOnt8IBuNMFeMyzmNNZUsmtNs0luKprC02zpKwVGDK JGFCXuQMjrQ6vuEi1hpJjt09TkhKTlTn1E4ivuJOZmTDM+B0FOFEVmRBNuUsfGRlk+M79lrTXVzU PdUw5k2TBORBfk00fs2MnGLo2N7x66Fp9OXrdcVuNF/tS0/1ZdDFkjJlZubbXWZnBteTICtk9s9t pWZjDmZhtpNd5uVwBOa5+WVgtrGt2F1QvGZsvt3pvbHJYed1ducqG2dp9sZz7pS70ebc/eYcMuQf 8RErzmUsSeSAVpG+RGFV5uBY1uP9VWgYfmVk2ylNc0j/OK7iUdbZHD7kTvPnV5XHiebo2rCkgo5o mezjhW1oPi7pS+bipJy9kCYZiu7ogtzljKZhIZFphgRol7YMT8XpnfHhnh7pSbbkn/3fL4aIlGm0 nfZk4/zkKTYi43wSplXq75zKyNXgo2bpoR5jV4bloN5CrPbjl0q3lz5ljV5qjYbEzaPKmtZKjPZZ tV7rqQTd5oxIuPVHrSZqu87qrX7c1gVryLzlqZbqfxZsAYNelmzrwXVrNgW1+tohT8U/Jp7l/r1r vcZrF2boy4bsh55chixrm0bgwe5bv20ktIXqmX5qxO7cWfWsjqZryc5rJa5slHZtk87sh+bZ1pbr XAZt/5uOpH1GEQApbYTt58RGR3thbGvhqQRLbY7m6heV5ddO6Ml2aKlQO44E7Kg2a6eGjw+2KXGs Z1ME7/AW7/HuIdANIt5dxfDWT18E7+/Wo/Ze7/dOxfi+Rfi2byBKFCNCbzIi7/72b/Lm5ln8bzNS 7/smRfpWbZ4Nz/neb2w8cGyGxmJEcO+ecP2GcGys8CL6xggvxiDK7yZqcGc0cF5s7wJnogCfyS2C x4AKIs114/hSkBYfyRcnXMCN6xQmbt04TWi6D8Pubc/t6hR27gMWalczykgEcj4F0sxd8b5tW0Su 2bEU5QipyIxGJX/WqSJ6yn9EcRmnYsCNcZfScrmUS/8dD6bg/qjg3uzGdhdnukgXH/LQpK/PmfMS KTBR3sgnJfIZD22/BuUlZ3IyJ0qqrnKV5PEVP/T45fGzRfMzt/IUV3PM3coWl+mmrnQZf8gxz3So zvLSvvIbJ+wy//MFHnVB13M/V/LHhsgjR/JST6c47/FFr2S3nFLSJI0Pr+TENvMqxy24tEo1X6kx F3Rht2h+1skqQnRhL3MvV3QWt3NQWkfNPCTzXswoT3VTRxDHMo8UBz5Xb65QD/Qt6XUj5idE3nYp z/atTJQ5/HKrpeKAfPc7d/ZoXwxmX/ZIP+vEc2spMnR7v3d6V3bN3fGmVh8FL3doZw8efpO8RNi/ 3WT/DzHMS712ByMphBqQxdxugXDNelftoyHuF5+QJFLsgSd4gdd1UlbIkjd5FlP5lT93f092cY/0 FjV4iP/4ZTfti7/Zmyd10yZr3gZ64dZ5HqqsmY/5tY6ogHd5QDV6kPftznmikT/4pgfzhIf5o0d6 vqTa4uT5EZ7p2tbK3KZhsW/4AH7Vn6djrlf72rz6Zpf5jaf0Yv/tmH/5m1d6kxf6jF/7iAHdsG7J v08002JrzJZt6C5yw6/lr2fdxBfunM95vd9Nqnf6QJf0u9Dw86XevMh8zcddEMd8SLle0L3wajRW ZNSxxDr9srI+HEt90yf9LTPfe95wfZZ994Ycz1/f/2I9b2LkZir+fFG8/NzX/XDuZT8h/uInZuTT 3tpHZ3hdMtZX/ejHMtSXfvN0/ooo5/V+fVl0RePffM4Hq90X/qeXHZEv7nSn+rtv9qxn/7cmtTZn zp0P/OGm7MK3fyO+f3Yf++lG5SZv/P8HiH8CBxIUmO8gwoMFFxpMiJDhQocPIQ6UmJBiQ4sTMXLs 6PEjyJAiRxJUWFKjSYgo83Fc2VJjR5gxLXqkWdMhQWA6dUbE+dHnz403hd4cSbSoUZZJkyoNmTLo UYwXGe4sCHTm1KFRGdp8KVFrVooovXZtSPIs2rRq155sanWl27djxc5VKVNqWbtfsYbFm3UnMK5X yf/G9fuUr8itdAvPXJqYsdfHkBdPFry1asW+hg9T5qxXs+XBoUHL3fvZtGW2qlezVl23dN62d3u+ po16NOnMt3F7tm0S8OnKsoUPB5lbr+THjp0Sl5ucee/RFDH/Ex0cquLh2TNa1769Nuzduru3Lm/+ PHe4vLurD37cZefj1WP7jq4dcGDc2O0Xxw5d+X/MPWdcc21BV+B8imEmnn588Zfeg7OtVxl87ikG 13boabghSZxhOOFW7dX3noThfUefd2DhF99+LYJFIIIJAkjgjFAF+CKOEFVFXnhgNYfiePKB5519 FZoI2oMcKrlkfB6KSCSSRkI5mZRQbiYkg7KtyKL/gy4i5p+NNAo4ZphawVggj/8AJh+EPjrI35BB 5lalnKQ9WSeTeer5Zm0YxuXniNbdWWeIcSaY5aFY5rOle2/muBmYQ8FIpqRlftklphjtxCaQEApX opUW9kZnouJ9eCSie6qqJEL+uOqPn6+6GqusGMr6Kly3zrqSrrCi1OuuFgHrq0TDEuuQsb7il2yx zCKb7LH5QHvstNRW2+q10lbr67bcZqvttAl9C66xzxq75kHQNjussOW2C6xG7MYL76+65movr/jm i2uMq/q72r5+kksrv/sWXG+tBh+87q0I62tur/PCix8wzoprcbrqXoxxuNhqTK7F22bcMcjulkzv /8gmn/zwyreu+bHHKG8c8bs0M9ywxDjnvPDN0dYcrMM+Z/gv0QAL3JTAUwp1qtKBRkUnqaDiOR1+ n6aZaqKXRlYpUl03ZqlfkXY2E3BXElYkolJDPeSgbT8JaJJFy52WTUd72hWghF7F9N1Ps6024FlW TWGqaWZNlplYBSWm12FrTVmmdJXdaJNNQhbn36DeyXfefWeF9dyhd5i03aXKlLTnS28upduaB27d 4NF1WriiEQ59e9y5J4m77Sf6vih1JlpuoaggOn3Y6kZ2jjrqojvP1tHR08R83p2bvjfrVWZuamwU z5kl7b8/jtzX5b/EtWHjw0bW5ClSvt6E8aOKvP/yb59K/YegP7//ldL7fxH+KrQ8EXEueyXaXl9i Jzvw8ehqGXrg7iKIvsUoDnGQ6gyjPFU5+DntePNzC9NCKML2kM56/Dvhmf6nwhVKL3UmGeBrkpcX 7XXFe+xhUNpIJD7Hnc98dJmgbQhzwdNkEEWu240BZ1i/ulTvfix8ouFQKEW9QbGKVgQg3Jy4RCVK CDwysaGdcEieBurQasSBYAV5+JkhSuc6kzMi95DYxT7FkIT5y+IV8xi3KaJQj378IxbV00QBEnKO sdEIGAUlxjBmp4xbw4sPBZPGNUJubA0qG30OeEhD4q2Qc8GjSwApyn7x8XmjPCUqeWUroT3rXqz/ TJnCLEIxVrIsZTyTmS0TlktdtoxYztIYME2msmHicmXNUmDMgDYzZSbTYAHL1yptlcpp8q2U1qQi NbOpTWRJ816udKZDZrkzodksmQvDpbx2ya+QuYud8iJmOY25zFu6Cpkl21nOnlmvbqpym/5k4TUD is1/ErSg04OPHWcTzi1x0m9RKhRECdfDH0KyopT0zWkaJBBkHilUnksdSA0qUkAKVKAjPSlKV3i9 iXiSYvlpKP1EE8dRXYhwEqUgRUOT0fqMaCBg7KjeqBjSlBI1myUNaFGTqlSArlQpCHEpodw3tf6s L4h2sagkc5pVnWK0q1JVE7pAWJZPknWpZi3o/1Gveda1shWK83GpU++i0NvI0aGXo9ICcbrV0rRR O8KryOCC2tSmtrWwaE1rKQ2r2MUCyqXAiGsnsSfZo8i0UFp9y2VPctEg8XSq1aGYYMfC2NGiFLGJ JS1qU3sQxyqkrEAZ62Aq6xma3pV8PeEqVds01dUyFCaq/e1STctH4BJ3sY59bEJ9AluixNahe9Xs czOC2/RUVYMJgmtxs9tW4U5Ru95t63EBGlnVMZeyTmLMbM9rVc7KCU8Jwe534xtc7vZRvvZVanhX SE6fnbO/BcMXzQKsM53BcmPNEtZC7XnfBYuUvvVlMIRRelzkWpGZFlamLgeMM31pGMMXPjCG4P8b 4REb1MEnJDGKRzrhK5aKutyRjYGgqxsYj4e9X/ETa1OsY4KamH87/jFBVzzNFxPZLDI2cpGnYsUc A7nJRu2xKZ0sZW1OmMJDPtSMMxNjLBPWf/mdMphTCeUoh7nMqKyylfPIZSWnpM0vZOlDWPhlM9NZ lGN2Xp3zfEo0p5mkMpqPdLscvSrrudB2vvPcDK1oUfJ5U3Zu7RXRvOhJ/xHRiaY0pv3Y6LAWtNGZ /rQfLS03UJNa05sW8QpP7ehSs5rFoi6aOrsl61nTmmStXqqqc+3pWxe21r7+NbBv9epRB7vYxj42 spOt7GUzu9nOfja0oy3taVO72tsaNrazre10bXO7297+NrjDLe5xk7vc5j43utOt7nWzu93ufje8 4y3vedO73va+N77zre9987vf/v43wAMu8IETvOAGPzjCE67whTO84Q5/OMQjLvGJU7ziFr84xjOu 8Y1zvOMe/zjIQy7ykZO85CY/OcpTrvKVs9yaAQEAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo215.gif R0lGODdhewKyAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAewKyAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK17MuLHjx5AjS55MubLlvPkya94s dbPnz5o7gx6dWbRnYKiBgTZN+jPr1pyjtg6Zr2DoqbcR5pZdOuFuqLdTpxb4+2lxgsebJife27Rt 2sib45YevXbV5MuVZx7+L3V2ptip8/+2bvD70t3kPZI3D148+/PuxXfmLtA71uLvleKXP35g+o7W 5QdfegLqJ12BSNnnH31Wocefc/492N8//3FUG4IGBighhBga5V1vmjF4HYgbTtghUqFVuFFsXLnW lYtXceeiiFTBuJWNWrGoXok1njigilIxqCON0/FYJJD3GTmRktOJxWRSNIpHpGhOIpnVkxBhCZyV SWJFpHxTblnlmCBpaRyXV5k51JT8hemUmtqR+RGc7ck5VZgPullnWHTCRxuaDQI6YlVuSqingXZ6 1advgvaY6FN6bngoio02yWelES2alKaU3okaQyVOahSnR5E6KqZZoirmpUEC45CRn/L/9miLqr5a 65u3xglVrA0pySuus96Y60KmFlUsUcfG9CuolS7rJ6vQzjnss2Al+5KzxGKKbafRfmWttUGBC5S4 K22rEJbmGjstot0CuO6m73K7VLqMTkSvUOT6lG9P38Zbqr+nMnWvbrUO/NO+PCG8U7/B5giwSwYf pGbECT+MrMVDMdzuixirRHF5uX6ck8I6kTxyxybjlPJNK3cksm3DvmxTyzXRTJPG1XYcrs4myRwd Rj7PZLPQPB+MctH6Is2v0iEFHWFGTsM0tExTx4Szt0wvnLVHUTOnUdctVS311if/2fCVZG8ENoXx rq2S2C/B7dLViqbNst0XiWorR3rf/4x3zX/7bfbGtArVd68AH2514ESffZHcYTNOteQQKc4s126X BDlLm69EN8eO12T55Zi7anTogQ6eM+oyjU566acTLqzqWLMOk+uvw7607ZZKyzuVPOGeu+5a/y5r mZSPbbzHmYM8kvCaJx+39HMfvfyZOzUvMdLaW0h95NcjHr6uOHXvfEnmZ9T5299zbr3sDueUPswn zW/R+inhj9LnhcN/rekmUZj9KKK/kxQwgO9bnf9aMsCfoaSBmWqf5yTIPtrVbXwggeDTUqLBvS0w TQms3Qc5CMD9pa2DwwPdCAlIwfy10IQ0QaHXylVC5a3QUcjDILX+V0MYsgR6Gjlg9P90WK8b9g5i MtzgD5NIPyMCz3dOPB4Se+hCHtpQgVjcERHhZcXp3Y6JM8ziBZE3G+3AhjS4OuNoSAJEW6lxNT2z 3xvXaMY56ihDaCQjHdNoxxdWpI8+cggKAWkyORJyS4BE5B7Vc74nFtGRBEMfFRGYwvpN0l2VJN8j pegf6DgQh5Ec1CabdklKjpJ5QzzlqkIJSuJ4MoyibGQsm/i8UhoQSFMbIH+EGERc+tF7yHklL1dU oWH2UpakbBwtv5jKT4IQmbFEGSy7pES0OTODYNzeNb9oS/UR6JdQnOYzKfQnY7rrjmhDJ/H8pk5u kgRH6Qzkv/oFTpG0M0nkaqO01qf/T0aZc0f/PKcFVSjGj/QznOUz5BblpcUorhKbuwteNx9Xz5EE tKEIHWNB+TbRxfkkfRfFpEM9uNHZQTRpPzFfSIE5UvG1VJMcHVdFu7dSYi4Umv0rad46qsyU8jRV Nw1YDl+6J7Vlc0kVrU/manpMop4rqQPNKdSOitQ1uY2p3gzqNqWqUaBRtapW/Wm2tHqxqJpUpxE5 qA/D2lS0UjOjBBWhRYQjVKLQlaJkzVgIu8pXidxVXUf5Kwvziq+9xrWvlVNrBQOLO6xixLF4Hapb x2kvxS6WsT6D7P2gKlmMyvWziRVryTiLkNFp9o+k9axIJ5s6v361rVB62WkH61RV/54VtAwRLBcF drjZgpW1tAVuK3Nr2eo5Rbdjre1u4crVwyoEucvlbcR8KxHqRtCs8VshdKMr3Y5aF6jK1WZ4/9WQ 7XK3uy4V7hFXi9vmGqS4k/NUN7/7EPqSVLXOdS9B4Btf+SZXvZBkKYA5WRDzFrVV5rJvetsLW8Te dr/87al8J6ngTGaXuQ/Or4FhimAqVvi/DM7qeOs6kA1zuMM4zbB+RTzgh3bntbfUiog+/FTC0ti2 F36xaM9LqF/dmJUhfmxq2TtGE7s4RjIasoCDHNkWY8/IR0byp34sXicv2MEOg3KUpawaJdt0xFtV 8Y0iXDGwKMjKJ25wfrdC5jKbGf/GxgVzNbHMZcIGRcsEXjOLmUwV4XhZzS3CM/bkLM4V9xg1VE5x ltussj/vmch67vNwEr3MCwr6wHRuMp93xStKh/nCjAacjR0tZBkLidSa7uqlGZrpzdr5Jrr19JwP u2oStxq1sGkPIeV5Mz8n8ke71rUd/SzsYAN7kefMY7H72BRfM7uOv162Gmt9MmNL2zOvjJBv76lt VOuY28zZtnnAra4SbSbU0TM3r+/mnmyzzbrcJjdQ7hrvdTdaQvIut5ViQ21279ve/n5OmaoTKF96 O9a7VHB4vO1Pgv2n3+x2eMGDOfB3M/ypBwK4sr7koA/rKN94rI6KID6zjl/cnwH/gg7IfxTug6cr NisPucUdRiJDwVnINT85xi9UTiojG7PzhSPNsS0seL4X3RYVejyPpvP6apybPI35mWQNcpIDjur8 E3NRBC3rQmu9tEhP+qhfTUKRdZ1txrO6hG8d3E1/VGZnj3vBbo7asRO67Dv2eo7ZfhC1e/Huck9Q Y5sOXjT7HXyAJ7zTgZ7qSL+VIoefoN3R7M5S331nU817fylf48uLRO2BV27kY5x4shtUn6HnfInD bnnVA5nvMzl86t0uSNa7uvSed5laZw/72tMdx9bsbO+nqPnOu57VX7N9dRV/X0gbOoaW5b3jKzJ6 4U+/7rnPvD2Zf+XrU//3lfb+/29pv8T5Sf/5XgW/3oOP4b2LLsLn/3ry1R//R4ufebrkvoXZ/3nl g3j4i5d9lVV81yWAbiZJBIhd/Od88kdDGlR/C1hLNweBjYd+eFdFBlg8D+R/ihaBX3Z82ndZ5Bdg CCg4uAeCc8V6FEhZF+hRJziC2MREK9haDpiA9meBbQeAugdGMzhL+GeDFdiA2IeCacWBPThcNRhn RDhrOHh6VHWE61V+QDh+Oth9TbiDUxiE7neF/ZdEUFiAS0hcWdh6MLhl5Sd5L1iFkMeB4ceFecZD Y7h/j8eAW0hKE6h//3d/cfSAeGh8+OWG3xeHgCaEPhh7EPSFhVeGrgV+iGiGUP/XTIpohYSYgvTX h8A3h++nUGmoh4t4gJGYZtAniJ/mgYNYh5kninRIiqYYiqjYiM3Hib6HiqmIiYCYhO2nimSohgnB hgEYhoU1b9rjipK4igMoi7dIi5PYOgcljHLIgulnjMfojLAIh0umi35ojUqlftc4jcASVkDIjHlY iwXGi1TIjaAoUV0DjjuXa/O0a0S3i+QIMu74jvo2jzVlj/SYibaEj1JXcmrUc8oGL/O4ENUHUO54 bXaEkHPUExuGjwr5dJ0kjwyXb+BWkPskKP2oNUaSkaO1kRAZg/v4HhxZbSoiTTAjbuomKdq4PSl5 cuQ2kh2JJjDpgNnSkopUHtn/NpMVk3AquZIo53CK1046qZEGl1oNuXBBiR7C9JH+WEzfYZEIFB8K tx9TKZVKdpRWWXDr4UlMWW0E91zxSFHfZIkdR3NfGVv0Upbp5Ep6ZIktV5FhiXP5CEJGNyJ1uXWR onT4RE9u2W09CY0TNJQXI5h6RZiGmJZzuZcKiIyr55O354uYh2LbKI7NSIN9F5d/mIwk2GyF0pcd qIWkCJUmCJkyZRXbpY6XKI06Bpib94mYJpltqJmJ2FeiKWoZOFpeEiWeGZs3eFu1WXKmF1G56WO7 OYqg+Va/CZy3WTam1mnFyYSlaE3JeTfB6YlZQVeo+XocM53UuZyN5hW+Nnlf/8Gd3+md3QmemImG 0XhorKmBpBk745meGLieE1ad7uma8yKfpEefnIZoz7l+jImLSUKetsmfxzVp/4l25qmcq0Oga1eN pkkf2Yl8lFlUDnpFmQmbCvqeKLWgBbqaxPiY7PmZqimbjoiJF+o+i4leJGqZ2MhjKpaiIjiLSmFe E0peHjqaR+eYxymi/VlKN2pr5viaEMajQ5ihaBl09ombOfqgO9qe6omkjFeZhVihO3RrMip21pek vYif7MKhwimGULqfUuqNszmkV4qmX1pe+pmDEOohihOkgNWkrRmLRBqdd2Y5clpWdOqCRWik4Yin b5dZCbqnehU+WSqoR2pXg/+3pMwJptb5p2NqoGBopj3qomoKoyEqpkL6gYYDRIb6i32KoYE4qZ5K o7CGeoW6qo5anqd4qFuaPf0UqpEJqff5jKJKqdSIqlVqooNGhIl6pqeqE9VHq6U5qn+HhfBZphun UqyKrEropWDnk1nHitvXqucprRRqVCtZrc0Kjca6rC+6rRxViSsqhYAZrh1qq0wqgb/nrQzEaOoa puOKowhoqlRajrtKpvXaqb7ajZYEZ/DagmulrfZqsP7ahfiqncS0kAqbbPzYldsXsYZ5SxQrsQBJ sYN5sYnDX892kexohzSlse3okCVrj5QSsSnLjyBpjA47J0DJM6KZmCjnaDT/G7N4VCk3uzMCsrMy 1bMVO47mJ5Tu1nLuypoUibHs45GnlbRNK5JK60JMqzTC4bLHYZLdxkZIV2/wlh1BSzT4FrXuE7Zd S7ZkU5t3hLUz97BjW5Q9wpNJCbdv67ZHApTxOrQHwpUSW7Vjk3EeZ3KKmbV0OZZ4+HFiC48eextM t7fkWEZ7eZfjoZd2KblzC7kE25aL667+RmmWeySc67Oe2z4zy5T5pJ/zGqlWuqY2gbaGVa4L26X9 Oqfs+qjyA18Du4ZtCqAluqm9yrtwKIq3u4ivW6mxy6ez66roKIjB+xDBKqz/eo4BGr2ru4yti7uA uqEIK7vZa7w+parnyqbX/6u7mJq6miqgtQs2y4u4w3upvWu+4/u8j8i++sq8zbuomUqu7tu+DNlv 6Su069ubvhuF5Iu/3at5/ZuN/6uo+ru7+YuEeClb1au+CazADgy/aTrA3ypWy8u30MvA0vu+ATyo 0xXB/nuiHnzCINzAeWowA1u/umrCKfzBCwyn9+KtHPyGFqy693uwkGJg1erC31vBIYzDQ2ypVfaH QHyt0Ip4x5ut9dmiOXjDMzzFQqzCm/mjNYQzUhzDKEzFApzDK+ycg5PEptTEDLq9sNqcptMvZMyv O5ywVkzE7PktbezGGAzHMlzFc0wb4cusXnzFcQzDkkbCefzFRfyraJyrfv+sx13MyFz8yH/svIcM sIlcq5V8rC+MyMWbxpcsrm9snI1syIGsyZ/MvbzqyJEsyKi8yqIsv60cyoBcyLEMy5I8ypS8yYqM y5Z8yq8Myaw8y77cy256x9qry5jcyeu6yML8y3Isy81My7BbypxszJ5MzKb8pmBMwNBMytY8zdg8 yR0czMCcytxMwct8zuPMzKqMzrXszOuczuz8zs9sv92cy9Jsz/W8y94TbUTJsaA7Of7cuQAd0F9r kAQtRAf9z4vDzxD7jzwb0IVF0BEN0Q/tzxNt0RXt0DC7c6cCJwWdbrny0e/kIyKddB59uAa5WSEF bmp7kjaLICUdlagS0yD/vXxYJXU0PdJYktMmjSQtbbR15EYTCbVPO7V8JNRHjThFXZLuxtNL+29l C9VNx7VT7bUoLbVSzRoCt9FrO7cSqZVfPblh7dUuDdZlLdZsCbNOvdAacmMwd9V929ZkqbhwPT05 N3TkpEd1s9bsVNcD/bl8DbZ+zdZBHM/lDM53itgXbM7w3NjzTM63fM+ne6v3rM/5fMy87NjyvNmH bcvhPMzZzMOVjdmjXc2M/djq3NnurNrbPIyendivvdiKrcPDetmmPdvlu9qRXduhjcet/dmpvdun zdnCjdvaLM6ovXzYesbUnMzNTa/fHNu03dvFXNrOHd26DdyGXdzSnds+/2rd0G3b1y3e4T3crI3c xK3dmn3eoG3cok3eqEvd18zb7u3b6M3ewa3e7fzbsJ3d/c3fsp2L4B3f9V3d8E3Z9N3dxw3Z+p3e /03P8u3NB96uyFzeAKzg7x3h+Kzhlm3e3O3fAQ7i013g0EniEs7hpD3htJvZyb3eHw7gI47hvCnj Bo7it03j8+3hDY7f273jL37fri3i3g3kPl7kD97eOH7iJr7hS97hFy7kC57fRy7lIf7dKo68z03g Sc7kAn7lTjzgCG7j463jU97jZe7iRl7lEN7kKS7mFr7lTt7lbq7lUJ7hbH7jrozmZ97ifO7gao7k dW7fDL7nfh7jed7nPP+u539O5YZu5XMe5nc+5pH+5ode6EM+6Itu5plOvGBO4VkO6XDe5t7Esnad 0C8bOaZ+6m2b6mcU16wesqj+6rC+6gOJuQzN1rI+2DGb69/D6wptQr4OOcGu6yx5kBXHLIGdKoQp 0KVOKsxePcv+67Hu7NJO6/tM7MgukkUrkcP07DVbUd6+6z8rT+He7NNS7tBO7tVu7qCy7W85ZOWO 7oK90+ve1/Se7KMO0/U+7zO973/t00Ur7/c2bv6+uTJZ8E3ZkpDVuQJv8Nm+8HOptg0fk3CLkkhp 8RXvkjQ78SSZ8YqUtwPH8Unz1vgO7HRd8hZ78tgO0jlXlSrv8qWxuH3/+XNaifK07nOUO7k2H5j0 lDNY9/PPufPp7vOFreiNTuSEnuiIHuQwfumM7vSafvSA3vRRHvVQb/RXv99Iv+lLn+ZS//RH/Ome 3ukrTvZYjt1Ub+ehjudpL+jzO+l03vY1DvegXulKb+lVj/V53/WBSvdj7+XMbfZfnuCBPvdrL+mH T+mO7vdlD/gfKvaNT+Zcj/dqX/g5vuST/fePrvmMf/aEL/eXn/hxv/Vfr9xLrKKnH6WQ7/mSX/p6 X/mgr+RbnvmR3/mDv/m1L+e2H/iOr6Orf/tPHvtcbvmyT/zDv/iiX/fCH+fGz/zI3/yinvycL/25 b/c/jumuz/eTf/ev/9j7Tor7rL/7j4/2pJ/1lO/2Vr/30ez9dSr4vA/+wK/71B/+8x//0M/2a17/ 7y/+vu/+4//5APFP4ECCBQ0eRJhQ4UKGCPPlaxhR4kSKFQs+tJhR48aJGDl+BAnSY0iSJSWONJlS 5UWIK1GuhGnyZUyaH2fWxGnxZk6eEXf2BJrwZ1CiBIdyPFqUaFKlQJk25fkUKk6pU2lWtQoTa8eW WZtu9Sqza9ilY8k6NXs2alq1VNmGBNsW6Vu5WunWVRkXr867e0vq9cvVbuCagAk3NHx4YWLFQvs2 1sgYskHJBytPHngZ8z/NmDtP/gw5dOPRoxWbPoyasOrArP263lv68f9mwbThzraNGHfuxbt5O/49 d3DwyL6JszyeETbe5XWby5WdnK/0is/bWleL/ax2stGp1/7u0zh17mHLez2f1Xt43ezFu28Pv7f8 +fSBu3yYX/9+/v39+xfvPwEHJLBAAw8M8EAFF2RwwQQbhDBCCR+UsEILCaTwQg03fIpDBe3yEMC5 QiSxQJtKRFHAE1Nkcb8VW4TxRRhZlDFFrWrUDz8Rv/pPx/6mUjGvHqEKMqUilTryryF53FGsJpW7 ka8f0ZoypyXXqtKtLK188qouC/sSRP6CuhLMLbUcU6coM0yPszBxbLNMkuQsik6R3qQyTSPx7MlO OMfz0cWT1nSIT6v//NTtzO0MVQhR9Rh1TNHuIC1UUvMotQzTOvkE1KdMLWUOUkehE1VT9EoF1TlU 9TxtVUFJ+7JTxAQaFdYsa231VlNjaxLX1HrdNVRdUxVNRFkZCtbWAeEzkFkT3WsW2mfZSxbZNpk8 lrcc7aMsP267vRZJb781aj1yM8v2t3B5PBe5dtF9F1784qU1XW3tzW1dcel1k19z29V3U3/xtS3g sgYeLl6DySSYtoXRQpjef899uM+GN6t4rYgVvrjcjd/NmMuPAe4YtJLrHZnik2FNmdyQ3UoY5JVb bfnbl8Gs+c6c7bvZy53p6zmmiV2e+def5Qs6ZpKVVvloZ52WFurp/yQuerWqW7v6tax5lbq6rUPt +ruk56U6bPBkNlu6sYVMO7mhbf5a1baPW3vPua29O7i6xcpb3bhJZZrovu8dPN+/r1t5byULL/jw 7BxflPFuJccY8kkp98zySwOHG3OTPS8W9H7LJp1j0Wku3e7Ul1696dYFJ9v01zufnVvF50xc81NP N7p2nnV/lHPbgT+UeCCNJxJ5dn0Xjnmkld/X+aelVw56gamn1vqDsQ/v7eF5txp8rEW//TbxtT6f a+4pKl/n9cnTnuH0wY4d7ffVjh/i+93OfX6596db/ixGPgFqDIDEad+J/Ae4+rFOdg+0HwQdqDoJ uq6CsLsg7dh2QLe9FVBkHPQbAReIuBE+roSRa6AFI7jCCbZQhXwDIeFiaLgTXi6FGGThC3WIQxfi bkY/BGIQhThEIhbRiEdEYhKVyCExLdGJT4RiFKU4RSpW0YpD5FcWtbhFLnbRi18EYxjFOEYyltGM Z0RjGtW4Rja20Y1vhGMc5ThHOtbRjnfEYx71uEc+9tGPfwRkIAU5SEIW0pCHRGQiFblIRjbSkY+E ZCQlOUlKVtKSl8RkJjW5SU520pNZDAgAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo220.gif R0lGODdhegKEAPcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAegKEAAAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTK17MuLHjx5AjS/6Zr3K+iZYtY858 WSLnzhE/b848WrNnzqUrpwYNUfRp0p6ByQbG+qHr0Khfm8YNm/fu1rl9q9Y9XHhth7eB91Z+XONv 3xWXQ6conXn059apY7e9HXn3htUdzv+erb247uvmp5dG39x7+uzry7cH/51hfYvvcV/MD3z/fO/+ BYjff/QJeB1Fs1VG3mYGatcggwM+eJqE+kVooUf8cUdhfxc62CGEB344oYgNkafaghWGqKKHK4LI 4osuxjhiixtlCCCJHNKYIowz8rijjD+WKJtAw6GoIY5H6pijj0sC2WSPTibZkY0FInmjklJGeSWT WULp5UIoFmdklVhuqSWZXJr55ZNBtslmRlTaR6CcG3bppp1v4qmnmnceZKR5Yy4Up6BzElonn3ki uieaZ9Jp5aOOlsnomotGmuakfWKaaEFjphdoQoMqFCqohYpaKqmHalqpoZCyKumrrl7/ammjsdJq aqqzUqoop8AclN+Qqu4a7LC5ZlrspseuemurtqLKrLOwLhsttLLWqiux/wBrEH/aSlutt80iNKq4 p5KLq7XGoovst9SG62u5754L7rXJClsvsd0WlGG+8T5rrr/9TvuvwAGzO7DBzI36WXjkLnyqwwpD zJ3DEy9ccXKEUuyexRtjbKrGvG4rccgigyynyRlzTB/KH6t8ssspe0wqyzPD3LLMDdtc87jKyQfv QMEJ5/PQqRFNnNFCF40Qv0AzLBDT/wSdMNJTK3201UlfrXXW6k3JM0FOv8ze2PKRHd/Z55WttkFQ N00l1GGnbHbaaHdtN3x05333xCB9/63vz3/L2y696io7eLrzutk22IXCDTjjgh/srsiRFzx54ABT /pHfkGeOOcGag/45wqGTPvrTi3fOUKCcN1156ZerbrrssbvuOe01Pm676Lgjfvi6iQP/u+GSfyq5 Qp3qTqTyUTPf+vKvn0548MRbPv31x/uevfDbVw879tZrX7Dx3fvZ7fPNR9879+Gz/73477svvXPO 16/+7rPjXzv0t+s/4njiA2D6+sc/3vkPfvOT3/q8l0AGYot69ipcBCH4wOFN0IIVNJcA3QdA9HnQ fgQcoAELmD8S7k+EXrufCcEXPwceUIEvdOEKcbNB+Y3ngypE4QlxGEIejlCHucuhD/9LCEQELvCC 5cugr2qowBsKEYQ/HOIOoUhE9GHwXliUoBJbiMT2ybCIMERdr0ZIvi5ycYsNNGMa0XhENsZQjW6c YRjB+EUpsnCNWaQgmFKXx4SUsY9JBKQX4fjGONKRkHL84s4eNrKV6SxnOHsXzSAptZtVcpFxY9wk JflITkZyWzfMpNs6WTIFJehil6SkKJe3yVJ+8m+thCUpZflKTc7SlrUcZS5ZeR/2wCuWruwlLYWJ S2Lq0pi8XOUxeQbMYTLzlgQJJTKbt0tdMjFm02xmMZ9ZzWRmE5rb/CU4lynOblLTig2b2942pk68 rdOR7axYPJGXoGnakj3XlNva9Ob/zn7Kc5/vFBtAe7Y5Kk7xiQjtoUFXpy07puiPZxRkRLUoUTxS 9KJ6xOgVq7hQIxayom0E6Uc1GsiB1NChS8pnSTPK0o22dKUujSlMZzpIhSY0ih2dI0qVxcSdmkml E31pTUWaSEQe0pA+NaRMh0pSpgo1qEuFKk2lytRrJjVXQA1pU6nKVYs+1atRBetUxarTnNbRrEa9 6lbxaDy1Bg+ibg2rVr86V7mOlK53teta6zpWvjpVr0clamD3+kagxrV7WT3sX/uaV8YWFaloVapj B4vXxwpWsV31a2ZjmNjI1suwniWsZUVLWcBilqybJe1pNYva1rL2tY1dbPvgGlo9/7a1tqbF7WRX G9vUltajo63sb2XrW94GN7dsg+hwi9s41umWuK7tbXSPu9vn+haTjmwmxIS53UF1t1DfzS40w/sy 7XZXvJ8B7XbRm0pntleajbRkLsmLzfmet7zjvW992xtOUdJXvn3jr3sjps1zVnO9HRNwfxlZYASz l8ALo22D47vfONVzwhgep4Pxq8wNV5jBGqawfI1pzn8aZzUoJg7gSmzgFSvYky5WZjGzOswUn1g8 F7Zni22csBjrmMVAfnEweWxir+lOxrKcJzwHWuSA6rNuzKFxKZUs0IfAl8pP5meT/clOJncZynwr 6E05OuaD9lDK1VWfE23KZpyW+f+OsFWtdae7XDobt85xzpZy09w/NAv3zoCec57vjNw2k9nQZp6I nwv9w0Uz983AxbN0By3oy1aautClNKSbeEpEwxlojta0pyMd6E1jpNSjLqupzTge2lxa0pgWWas/ HWs7vxrVbhZzqs+6ashWToC4PnSog53oQ+f6h4w2trKLzWx6hunW0DbpoolNa1hbm9qRTnazSR3t XfMqX9hWdTT3HG5ee9vXIdR2tcud1m47m1/sRve4adtrS9dbzjnELodf/F9M8lu/I/YvwP0tcA+r spIb7PfBCy5iGNvXwVYd+MK5K3GH/9vgFme4eTEezIcjGZWo7HDDJx5yEo884yD/PvDJO/6ciGdY 5S8Xcour09OVDzjlMuc4yksOYZiHOOYB9luQP75jFRM5wUcX79HV+2OZFzPp+PWjc4k+9KZT3enH hDo2td6yAN/7z+5etpfQHG97MxTeYd+2uI9NRHVz++tuX7ueyZ32dZdq1pPOe61FzXa1K5LPfbc7 3AHv6LLj28rPHnym9X7tumcb8GJ/+7ntHerGK56rHXS83P3e7nxDnvPyjrxO8S75wCOw1Zo3t+k3 X+24q170r98f6QU/ecLOnvarjz3u2/753YPe7Ly7ve+HH2nhd772YL88nV1//Nw333ShVD7fOVp5 yyOf+aE/IfaBD/vnuwvYqfc+/+2HHf7sE5/19Ovkd522/u+0P0Pvn0/8Ca7+99MfZ6ivuDd1Pv+J R7L/KPd/3WV8M3dyAMhym3SANyeA7Xd/7aWA/RV0GpdfOrdg3qV/CwheGGiBGshx+VeB5DSBHrdx Nrd/FwcxBKhwAdiBJViAIniCJBiDFEh02WUc3IR1BWaCNlhOODhOOmg+f+KDBbiDRNhjN4hkJpOC QpiDQ2iEPIiESxiF5oR1YQZmX6ZlV+hkXedlS5Zct9U6NHhOWLaFVtiF3+Y4YKhjvDSGNcOGOeOG kuR119d7pRd5BMh4hpd8j2J8ebh9h+d8c7h4e4eH5Tcrdzh9v/eH1XJ7fUiH6P/3iKdWiIqYiHo4 d3xEiNKHic9Ceo0oiNYHiILlh5XYfeanH4foiZ34aAAza6loa5k4iLA4ipQoirS4NKfoiLpXh5fT amMEipN4frkIJ5Ioi8BISLdIjLpYjHF0jLgofsn4jML4ip9IihWFetLYiogYG9WHjZroi8JVi6g4 jLXIi9M4i81Yiv1BjsG4js4IidcojueYR7PHjbFIj9PIjPaYj692fxmIMvEnHf/4HAGZHgNZGwXZ jxzDi/+IkBhzkBzojwPJkFLjkCE4cP+ojhRpgv2WkS5okRH5kDDDkRs4IK/UgAEnYCbpgFSSkv53 HymJkev3YXHDkiu4kjF5kjP/eZMqSSAmqY4dmZMqCJIy6ZI62ZI2GZTkJIFP+E1TKIU92JRQGRw+ 6V5FWHJVmWBHyJRPuZUM45NM+JVOCYVRKZZcGXRwOGVcWGVYaIbTMZVtmJZZpoVvWYZqKZdveHYL EoZ6qYZiCJdkuJYnI4feCI6qeCBu+YvQyI7oSDzkqI/v6Hnh+JiB6IV75oqTaZmDOVaHmZjtqJih GI+I6Y5stJmeGZqliYxhRJrcZ46RmW6giZqnuVQKCY+tmZm1SX3M2I3UaJpGRZiYuZsZxYu96JiX mY2cSSbCuZiduZySdZusWZhpkpy/+ZzTqYyrOXaqWY7WyZvNCZ3UaZxPIpy9/+id2wmbzHmddyKe 5Hmc6DlHvgmesTkw0smd7RmfzlmeGzWfxGmb12WUBfmfABqgAjqgliGeBHqgCJqgCrqgDNqgDtp+ BvqgEjqhFBqGQ1mhGJqh7xehGtqhHvqhIBqiAcqhIlqiIaqUlxSQNZmiC4mADaeilPmBMgOjEpkf NAqS4XGjFUkzOqqRL9qiNdocPeqC4jmeO6ozQ5qkQIqj2wGCvoRzIhdzUfpzOlOkLeijPAelJiel W0qlPvelOXelHclzRbpzWNmlYDqlYCqYwPme/lOkRlqPtLmeolmf54kucEqn9qmnksmffwOnccqn yjmodkqo9ElRgLqfbcqeh//6VYAaqOZpqJFaqJTaqLIJqN+pm9r3mm46Wo8KqXc6qZbKqaR6n8D1 qZLaqdamqtT2qcM5p9XJqKI6q6wKRa4qqJX6jaWKq+/2qLS6q7Fap6NqqsIKQa56ibUKmbw6qcdK fn26qMS6p8EqrX7VrPRWnIyXrBZhrcmpqJkqp8/6rdr5dtyanak6WbVartw6rMuqrX4Kn6Hqrpei rtZqj6BCr/iaryRqovzar/76rwAbsAJbkPpasAXLPDs5sAq7sAzbsA77sBAbsQo6GRRbsRZ7sRib sRq7sRzbsR77sSAbsiI7siRbsiZ7siibsiq7sizbsi77sjAbszI7szRbszYae7M4m7M6u7M827M+ +7NAG7RCO7REW7R4ERAAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo230.gif R0lGODdheAJKAfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAeAJKAQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KtavXr2DDih1LtqzZs2jT ql3Ltq3bt3Djyp1Lt67du3jz6t3Lt6/fv4ADCx5MuLDhw4gTq8zHON/Exo0fQ3YscTLliJYlQ9Yc ufJkzoxBX4aY2fPmysBSAxv9sDTmz6Y7vz49WzZp2LVDx9adm7VD17dpB/eN0XbtisKPU0w+HLnx 5suft5b+m3pD5g5Vq47OO7bz7so5f/8nXh08dPHcyV+3zpB99IvmX8NXX32+fYvxb993vj+iasbb SdafgPjRt96AniEoX4EK6tdRftM1GCGDFPJX4XsXEmihf6n9E1qAC26IoYgajmhiiSgmmKGKHEFY 34ohnsiijDGmWOOMNi4UoG4gTkgijkDeKKSDPw7pI41EbuTigTAmmeORT75YpJNBUqljhwLx1iOT U0JZpZdGSokkmFaWSWaTZ4oZJZdjqvmlm2GyuWZBPXa35UJLtmegnhLCaaafacr5pqBxzonnnof2 SeifiwbKJ5qARkonlgOBd2dCeSYKaaOSPtplp5p+yumohiqUqamIoqqop22SGmqrrJb/eqd5lx50 Kqap4rrqq6XqummsgwJbaLC8Eqvqr8UOe6yowjLa7KTA2EpcrQXdipC10u66LKzJOtuto9+Cqqyv zIbr6ra9XpurutqSC2ut+VFb6brZIouuse6mW2+5947L7oP0GoStwAFXWzBBAxvc7r/85osvwwhR C6G8Hh4878L7ctuvtxuD27G4DheHHarArVeynicfmjLJuJXXsskvoxyzyjOzPDKuKV9qWXw679wb tjvTG/TPQvs83M3qroxzzUsjLa3SSSdMs2hU71Yw1E1fzbTNWjsddcJYfz0tpQTf3LPXT7sndtW9 sX1012qnDfbWWaPXotQV44121OP1/52e33Z79/fg0E6t0NkW75024IIHHl7jkD8ueXAe4Z2lxZdj TLDmCtsbMsefg0lx5gz1zDnCmFd8+sWeQ6zv5q1nrJHlqscOe8OuPyy77rdr7PDopJdOdvC+5+7v 7sf3/nrnuCMPusehg2z8885DP7311UsvO/DEXxkt6qt3zzvzxWd/bvTnX699+uY/uz75y4NvO/zj yy8i9+IfTjbt/Kfef/i1a57y6sc6AbqPfQNMHv0UaL/yJZB6D/QR/vKnv+8F0IELhGAGsRfB9zUw fgXEoLkOSMIRmvBjCNygB0MIQtJNkIIVhOEKZZjCDxKQhiVEYQ7Rt0MOqrCGLLzhBf9bOEQh/o9B L8ThQbZzRAPakIFBhKISdXhCHlbRh0/UYBaxGEUtdpGLU7QiqpIYRmg1UYRfnGERpbhGL5axfVdU 4xmJOEcj+u+OAMwHGd9IkP/kEY/z26IcAenENAJRjIhU3yHbCEZGDvKPF9kjH/s4PDtCMpCG7CEc qcjJRD4Sk5MU5CLryEZSPkSSoRwIKk3ZSFZ+spCpjKUj03OroNXSltMZmsvCNi9dwoyXl/OlzICZ N6P9km6o+4/ibJmrySgzl8YcJjJ7GU2aEZOZ0LwmLnc5zWBWk2vL7ObRiEbOtwHtm9aMG+qI6U3F tVOd1HRnMeWpTHi+85yNeaEwj4n/T3Hes2jsnKc9BdpPee5TmgWt3EDf6bZswm1u8mSo1RrKTYp6 z5/xfKg+MSrRtk30ox4N6dssKk3HZWSh1GTc5KCp0vNEzqUrdRmHohXRlP5to3pDqTdbylLCvbSn JgWqaRR6SVjOUpMdHCUhywciV3Jpo0VFoyyditQfVlWUdFxqVqO6VVAelZIW/GonITZBqsYxqVfN 5FmtulastnWsm/QkWt86Va1a0nNbMiu68KdXubIVrnMF7F/96lbB0lWshFWrYRWb2LpyNSGzsuuN uNdXRabVsV6tbFwte1ejajawjUUsZxerRNNldmxhDe1nBzta1UrWjaLd7CulGlvQ/7b2trK1bW6t Cq/Xkml0qy2sax9bSt+qcbfCxa1ul8ta5DJWuc1NqsSM2yiKBfe5zsWsZ6l72dp297rapS14vZvc 7MlrvC46L3cPi971kpa82GUue9073NMSF7YTq2R09yvK6d63lfSFbnnlG1/+vre9/51tV6cE3AC3 r7cJVmqEv+tgAtd3uxOeb4b7BTwECy+14V2weCts4BALMbvwNXFxN3xhGVGWxIWNLIsFXOABlzjF OB4vij2MYfv6mER8hTFj8ypkFeO3yDlGMu3kVk6HFnSgB03nk6cMUIxGGZyO6TA6sdzkGF45a1Tu Mj+rbNAtg5nMUDbz1xQKUZQGtP+jIwVpnEXqUJKm8x9BrumbBXrKDu35zxzls5zrPOiKFvqYQZ1P 4nRaTJ7K1KcxhZmjJX1T/bJs0jKbaaMhDdNOCzXSmeb0pz1dHqL+eMQz3rGSs2xpDc+PiatOtYWT LOsbq7rWNs51jXdt5OnskcczBbaIh91ZVAMM17ym9amJjRlJChsiflx2sZl9ZGS3mNoAtrayK7LK WHO71QqetrhXLG2RafvZ5O4xRVC5bdp2+9zeVrex7wbvepfbi9GWNx2dHe95+xvbx501uqt972xP 5JkFH+Sv+w1wCSd8kbd+OIXtbUBYU/w9ZBy4wfU9bthGnOPp/nfHY9juhj8qiRr/D3fITX7Yj4t8 5SNXOclLHvOngtvlLD8ww2ue82vz3NUgh+z+dh7yshKd4EHfOG1x/nOdX7xXRH46joIsdZhbHelK OrrSe07jXhfuxikX1IurjnWuM93cEgf6y8tOLNMmXeVaJvvWm+5ztL/d4Xef+K8gnHanL/HmNL/6 3AUv8wKF88tlU7PBEL94xa/T8Rk9POT/ecsoE5nxj9cm5iMPT2yCVW7i9PyYKz95gnZ+m6NvJuoR evqaWlPMrIe9lNEcZnPS/vZ/B7HpZc9l28secWUO6OYzn2bhl/6fvD9zbtj80ObbmWvPr9uhS3ro 6eo50IC+vtn0m303Y//72vd+//jb3GY2Y9pwiaZ0+kO9fvT/1LqMdv2m23/pmT/+/PWn/9Lwv39R P1ozppZ3amd2AidZcdd3dWcQbrd2g8d2hAdxBSh3hTeBYgd4Xod3GiNjCNh1geeAHriBZ/eBFKh3 qmSBF0iCvhN1IBiBKwh2SBaCDRiDI6h2RieB6VMnWjeDfieA7wWDOpiAMoh3UNWCuvZGTZWDGEiA LghAPpiEdMeBHoZySIiC2YElYUeFT9iE3aWFA5iFLIhhGTeFXdgQFkeEyXaFY+hxX8iAPwiFq7Zw NnhVCMeDQNiGXNiDa6iERdiBQdge/BaHb5VvbOiED4iFbHSHdUiIIrhI72aGJ/9of3p4hmK4g0uX h164hI6YYuyGhpR4cCbohoDYiZeYhn1IinZIYIIYiY94YH+YiZyYiFtoiYVoioqIRXM4iIZ4ZHDo ipMIiy0ni4uYi6UoWGVIh6BoX2EYir4oiocIjMO4jNCoXDvSi8fYY1KojNWIi7+IicaIiNmoL0eI jd64L0PYjc54ityYdeJ4jrUoPTi4julYIjXIi/C4h0vGjsKIjvZIXypojvE4bVRHjwLpj3fGTZKn eaUneqxHegjZkFszjcNnegwZeqs3exN5kLChXhGpkBapehtZkVh2ka2XkIH2er53kk6GeyhpkCqZ kvYXkci3kmOWfGJTewKhkVb/dny7J5Oxx5OzR5NM9iDepRtzM0lEqTVGSRlFOZRKiZSOpIFLGZVO KZUEQpVf9y9WuSBZ6SBbOSFdWR+p8zT8xzf+p34/9X9naZYKaGny15bx95Y5FZfkgZNjuThlyX5p iZegpjIBqI3MGIymqF71KIl9IpgD6ZfRiGLjiI+0mI/VdXOv+I0151+HqYp8GHD/OIt/+YzT02CD uYo8xHcESZiVeWKMuZn6SJpFcoCjCZqSmXuLmZmAiZoQKJucGZv7iCBjV5qaKUYa2JqX2Y7CaZmR iZuqeZOfWJynCY39iJivOZuJOZyNOZ20ySrzCJzKyVrvyJvQ+ZyNZJyuCZ7B/+kp5eic4qlZ4cid t7mcHHie1Oie93GN6pmafDSNnzme1Bla8Dmf0qkqycifjllVxWie7LmfRmWgBGqbCveJCtqf0clf t0ic71mgs4agEnpurYidE2pgqTiKx3mhXmWhHhqes9aIGvqZm7ihuQmgI4qf1ZmfsMmiLzqjQqd7 69mgAQqj9OmiD7qinrga95md9pihCeqjRZpsItqb3ulBEdqiQvqhnrGLJyqj+kmhOKqjVjqgIDql YMigUKqkSaqGV0qjS+qgJfg9T0qiY1pf8smlR6qmWLqmZZqjnwenX9qdBlqeW/qmPHqjRrqn6bKd bgqoxXadfJqmfbqjiPqKzf9JqGBqpR8UkIPqpC8IqXfqp5d6lZlqpmE6d7s5qY8qp4qqoptaQgvo qHhqqfnDmodKqnaqfCFJN8zkNLPqHrW6JLdqILnakcwBkbPKq7Z6q8CKq8Iaq7RarGeGNbuKZ5W0 rMkqq8hak4rnrNKqrNEKevfYeHFTq6mXKdy6kNv6q+DqreJap5QXrhxZregKktg6Td8KrN2KKO/K rCA2r89Krunarmhjr+qKr+yaeIyGKYxlHrcEWgSregbrGwU7WAe7lvWqsAjLsBDrJQsrXA3rJhU7 sBOrqeKTsWF0sYLisYgFssBSsWEpMG/UHedUXipbNCw7GiuLXS3rsBATsyn/C7MuK7M4GyM2G1sz myTx0qw7C7Q5e7Mve7Q6i7QnWy1MmZRO27RQ+5VMQivgdpRVOZVYe7VaqyJS+yjpJbRP27WaIrbH Qra6srTrVJeJp7aNx7b3x2kNJpdua1P6R5Z1a5f0F1lye5fut5f5l5d8eWxUOqdd+KmtGqTu9ZuH O7iKqaqJ6rhzJKmLC6rQ2aiUirh9iaqYGl6GqrmjOmOCOrmiS0Sd+rk/pqeXy7gFmp6Uu7mPS6c9 Wqqu1qajm7rmaJ+qK6qOW7qcCrmsZqNx+qe2m6BaOryeW5vCG6rJq4teKrtkyruwa0au+rrL+52+ i7n4QaTHG73QW6PTu6iV/6q74lu9amSitau8zttYKYq9wNm9z6uq65u75Nu7N2a+2xu8SHq98rtr HYq+r0q96QuF2mu8BGx355uqEJoa4Mu+rSqlB+y62Tq/3Ku/mrbA+/u///OfrWu69HbBAFyfVvi9 Ioy9tHu/72trFPzA2sO6Kky/Eoy/wYO6/vvBNOy+seuaoWvCN0zDwNa5BYzAe2jDhEujljvDFrzB ciK5OjzEVTq+Aey+irvEQjzFA2S4UpzCszPCLHqqPwzBWryaFnjELXzFTnyCojnGMMzDR+eZHoyo VFzGwUmZSDzBcKxx8MfAlvnGL4yahjnHaSzGUdLHaHzCQYzFXQwod9zGX//cwnI8yDscwU9syFfH xn5MyJFcx3tyxmS8x03MyUz8ycjDqpt8yZ7cvVxsxIucxXgsblZ8yC5MyrA8RVHsynRcyJiMx0pM y3+cyvhSxEAcyzUsyb/MuQwKyLpsyTg8dKs8w3oMzE0kw8OsxstMPSw8yhiMts7MywtSwsf8yNoM Qbhbyd6cud0MypujwY5szrfcgsWLyvfZzNc8Hw5szdKsyOumwN/sxeTszq44wPwszupcymCVzxyc daKXq76E0Mak0K7B0Ljh0LTBTPXU0BDNGxVt0RfNec560ZfB0RqNrB59ru8a0hIJ0kEz0RRd0R89 0hkt0uVK0vwqMhWp0sT/R60lzZE0vdIzvTMonRw57dL79NM3vdMOra0IbdQ2LdRKDdFIfa221NPg sdRFXdNOzdRUba/lqiRlI5aBu3gow9UkA9Y4I9ZJA9Z6S9ZonTdfvdVdnbZt3Utr7dVvHUxx7dZh zdZ3Ldd5bddjjddnCtd+XdaBndZqIx2FHR+HTRzPgc1ZoteDzdeO/dh03ddpDdiVPdliedaCvdmS jdmdrdac3dnsYR2jDSGlrR6nTdmXndqhHdmQTa+gfdmx/dmk7SK1TR+3vdeRzdge4lb5Qa6c9dvy Sh7ADUd6BLbNUtxzJdyLotxsxdzJPdzBTdzSbdzUXYFAGt3NXd3Lfd3a/80qvN3REWuxGxuy462x gTXLDiOy7H3eH1veJeveIwvfxdLeFCvfrWzfGCvf+s0l4W20SRvgAD7gYnWLPXvgReuzQ3skCM6z Cd7gROvgDm64EM7gD37hWlk5UZu1XMvhWpkquGu2WOnhXEniXmniLyLi9aLisMMjJmi1Hb61Hy7j +hHee3u3a8u3f/uScLloNw64O05qainkeknkfetSL/bjftt/OO7aBkzPeqXe0WzM/1y7rVzleSzM +vxh8FzPAN3lPBPGBP3K4wygmlzOYD7muUjJ6SyeaR5hjQzlar7L/5XIX767Wl7QNFvmd77OfS5I giznTJjnZM5Idt7mhP9ey9msKHGO5nju5wfM5oJuz5QOiYvuwW9ebqLs6JA+6QJ4ylM+vZnOcVce 6tO85Two5ajOp6P+b7mM5Zwu0J3ey8ND5dHc6iLmw7C+66Y+uDkc68CM650Fzavu6YguqtUM7P8r 7OTGzbxe7Mru5X2GpnOOzAF96fyBzsa+7dGeMO3c6+2b6Ls8z91e7XxepE367DvK7Pjlz+B+7LIe 77Dcv++e5bM+w/Zb7qeu5zcUv3+ev/c+zP4O79hO8PFsEfmu7shb8JFI79Cu8Ip+8Njp7g8vpvIu 8cFm7teO8dxeXOQO8dt48dI+7SOv75Vu8Kqj7Sbfwf8OwtS+74Vu6xX/PyHOXu+mGfC3mewgb+0y z+/pRuw+b/EM/4S/vvPn3vE2HyO6nvRCz/F058szH/RRH/MM9+pMb704r4OqLvVcT/UwDyylPvWx mPXSCepiT+cn3/GbbvTtKe7VeeZsz+5nz/OvJekrr45pv+dy3/URX/LPfuhIn/dhEuh3H/h8j/YR U7Ua37hkL4yAX/iQH/eE3uiSj8KNn4Z2X/ki3/NeL3Fwf/WYuflEt/ag3/kt7/eAafaHj4eXL4ph v/pHH/mln0Nbb/qV2PrXZvVzH/uaP/S9CfWw3/a4n41Lv/sbj/rGL8RFP/sh7/tIB/S2b/jRL/s1 6vyuu/dMUvPJ7/a8/8/87xvOKA/JTr9iKt/74+/93X+j3779li/6f/Tx6H/8nN/3Qpru8c/47p9Z FB/82E//i4+KAAEMWL5/BQ0eRJiwYD6CCh0qZPhQ4sGIEydWtJjRIEaNCTl2pNgQJMKPI/8JBGYy pMqVLBeKZFlypEyQNDva1Igzo06LPC/CVOlTotCHRB0aTYjS5cul/5B6BGryac+oM6vWvHoza0al S6e2dPl149adZKk2FcvUq9mfaNkOfVs07tG5EOsmFbjW7V69TaHyDXuXpOCCKAmPBRzzsNrAiYMu dgo5bWTHUiVfrjyz6+PMWDv3bQxaMUvDmEVzPm35c07ToV2PTm11df9Zt5tlx/aMWzfr2WdNKp0c vDXs16iLq95NO7nv47ebe7attXfb5cifS6+OsKvw6XC7y/1ON7zd8X+zgz8vvm905dd5p3/vvj1x jZu5wzcvnzl94/yt+3cOwNz0o8419goUEDsCA+yvwf8ssu2+BdGbUL0KycNvsPI0zBCsBOOj70AK P5zPQb8kJHG/iaJD0cQBU0TQRQVh9K5DxGxkjMYRGxQRwwvz03FGGUEc8iD2WnwwSQaVfLFIFZkU EkoipSyRyid75PDHLIOcckkvm3ToQCS/jJLMLsE0s8o0n1wzRivdbLNG7fJiE007y9zQQyfhnDMl H7kEck85Ad1S0B3/3xzUUAsJ1RPRQwujM1FHF1X0TDwvtRRSP/+sNNBJOf3U0zgfvTNTNUs9FdNU LcWSMhxd1ZJPVevEFMsxUaXV1FxX5XVXX2XVFdhehf1VUiMjBXVUSkMtltRZZW311meNxZVYa6md 1tlgsd1W22G55bVHabtd9sThOi3UoFZhZfTGWN1tN0d0G1U22WrBbbbce709CVl699U3W4HtHVjU ddmdF96E5WX234LTrVdUgAkml+Jv+e13U4crlvjhazHG182DEW5Y4ZIZjhjiiTvmWGWPTU5544sD 7pPlmS3Ot2WZcw50ZJJjhnlll3UO+mWUhd75Y5pvtpnnoWtOOmSp/0FGumiic/T556qPNlrrrsdl +mmno6Z66bGtnjnCc0/2+l2ur4Y167bDJttspXG+u+m8xd67brynthvwv9WNFOyz34537sNdlVvx vtFe3PDHEY98baApn9xxwfWGWvLN+b5c87LJa1z0wEfnHHXQVfc79dNfHxx212OnfXZNTa99ddkr z3Os0nG3XffcWxc+eOKPhzxzz1lP/vPjS+sdc+enl575hX4Hvnjtka9+d+6z/35575u3Hnzyxzcs evO7h1t8hbBfP373jT9/+PrpZx9/+S3fev+l4Pffq+yXv+3d7lXzKyABw8e/rzGwfQ6k2/0SmLED QnBhAVRJ+iqoPv8ELpCDFlQeCKmHwcTlA3sdlGAI8wS9DbbQbSS8IAoVmEIaztCGMLTM72QYvwHi kCt52WEQRVg+IX7QiC4sIWZKV0S/THB+2xni+G7IxBdSMYlHrGIUMdQ4KzbRhxOzjxb110W2kTF0 ZuwfGhUkNzVmMTxqw+IVkRhDMTqxjh6cYxlhkrU2ynFCLLpjDb/YwDjSsZB6POQZgeKzPhoyO0cK 5BQjOcgHJjKNk2ykCqHGOwGOEYRiwmQoLUnIPCpylJUs5cEyacrliGiVRBRlKS95yghKkpZ1Wtcr SSkfccXSjbLcpR+F6chfFhMvGuvhDpPpQFv5cpiIBCYqjUnMZ7L/Mkz+sqP6lvmZaDmTmt+E5jTD Wc1ZRpOCUqQkOfGUS2+OE5zWVKc041nLdPrKle00VyJVic9yihOe7+znPDnpz2Nus5PZTM3IdGlQ ggYToA51Z0T/+RBI3lKiTWIkPyE6UY4G9KHy/Cg9iQJIi3Z0RnzUKEgvulGPrlSlJn0pRZG1UJG2 ho0prWlJYalTdNIUoQ295qZ8qsnQcBGnAxUoUZM6wqEKkqZQ5GlMpbPEoyo1pEi9qlVdmlNzBrWe mWOoYnRYVaaSdadd1SpMuQpUibCQrVkdygnN2tO5hhWuZ31rWlvaEQ3mVa0QwuZeBctSwkrVsGtd Kl7jBUBlevJ//4Ed7GGxutXJ/lWvhUXsBeHX2J/+RiB1dSxayxrV0PpVsXftqVy1WdqRuDWxdCVt Z1FrV8peVrIhHOtqZVsfIIJ2t5YdrWhPW9vgmha2VNUtHkECVeHCtrm0Be5wo+tc4xrUqMl1al3C GFvlvha6kc0scaUL3oHeFLu25OtMfdvd2bK2vb8lr23DC0+UnverBswud/P7XPeKl7re7e90OZVR +3quovyFL2YrG9/iAjjBt20wfuWbVVDqF73VDTCDx6vgCXc4whLe8FvvaeH7hni+Gv7ve9nr3++y s8AQ7CWJm3phB69YwBnm8IfJ1M0Xr6aZMl7vfjH84BPn2MQLrv8VZGnsRWnxGME2RvF3jZxiFuMY wiaO8UGh7OInC7nGXlYxmKtMZCRLdsRaFvM5PXzkNVP5xmRus5Sv7OZqVRjNS1ZznK1c5DnLmc9/ LjOg9Qy6A7/QrgTuMp7fDOUp+znQjx40owsqaWHWN9ElpnOj9wxpHUd5022G450xaN5LzxjTjo50 mj0N504PbLuivs91Sx1kRa+a0pxmc6v7bDvmGtqxyJ01kIUdbGIP+dZ7A84kl5nbYn+51ppmda6l neldb8+1F0ymapsd5mdX+9i6FjS4cY2+z/b4schctKqh/e1po1rcqe52uK3HWMgMkN7DNra6va1v eVO73+4u32b/602/vjr71J9+d8LbjfCFR9vfkdO2FxV47TGz++HwPrjDAX5xhXMclsyWePaSjW+D m9rktM64xTe+TWCH/Cm9LjnKT05ybqec3+O2rpLLR7tX5zveOGe4x4W+8qATXeOlJbXL5xJqn9v8 5xif+bYrfnOo71Hn+hscSaWe7qd33OgqL3rYjz52PSFa6bxFd9SbrvaY03zqXW94oxQ6cL7Zee0y x7vbue50vrOdcOjuIc7OfHe925rqXhc72Ml++PFy+extVbLf3973vG/d8HAfOo6d/Hivxp3xmV88 5r/++dGLPvGkZ9mPQ+61zbfd8utGfegpX3jYxzvLnN+k500v/3vJ7733l599VwcvcZnsk/b73r3i lR/75Sef+c/HnN2JH5W5H//fp3d+9oNP+NdDuNDTz33VrQ903lee++d3/Q+ROZk/WRr9Nf997bef fvqjlungBzH5mz9/+Ju//pOPv4rpOfyTtfcDQP/rv/ETv+5jGphjMoJouf/zPQQ8QAVEvPKLrZFb PYYAOQkEvgC8PgxkQP2DPvChuBOJOA+UPxAkQe1jwQXMt4Jjss9iiBq0wRvEwRzUwR3kwR70wR8E wiAUwiEkwiI0wiNEwiRUwiVkwiZ0wieEwiiUwimkQhMaiNWLjCrUwi3kwi70wi8EwzAUwzEkwzI0 wyLEwjRUw541ZMM2dMM3hMM4lMM5pMM6tMM7xMM81MM95MM+9MM/BMRAFMRBJMRCNMRDRMREVMRF ZMRGdMRHhMRIlMRJpMRKtMRLxMRM1MRN5MRO9MRPBMVQFMVRJMVSNMVTRMVUVMVVZMVWdMVXhMVY lMVZpMVatMVbxMVc1MVd5MVe9MVfBMZgFMZhJMZiNMZjRMZkVMZlZMZmdMZnhMZoBMaAAAA7 ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/combosm2.gif R0lGODdhWQIDAfcAAAAAAIAAAACAAICAAAAAgIAAgACAgMDAwMDcwKbK8Obm5jAsQDQsQDwsQERE REAsQEAsPEAsNEAsMEAsLEAwLEA0LEA8LEBALDxALDRALDBALAAAqACoAACoqKgAAKgAqKhUAKio qFRUVFRU/FT8VFT8/PxUVPxU/Pz8VPz8/BQUFCAgICwsLDg4OFBQUGBgYHBwcJCQkKCgoLS0tMjI yODg4AAA/EAA/HwA/LwA/PwA/PwAvPwAfPwAQPwAAPxAAPx8APy8APz8ALz8AHz8AED8AAD8AAD8 QAD8fAD8vAD8/AC8/AB8/ABA/Hx8/Jx8/Lx8/Nx8/Px8/Px83Px8vPx8nPx8fPycfPy8fPzcfPz8 fNz8fLz8fJz8fHz8fHz8nHz8vHz83Hz8/Hzc/Hy8/Hyc/LS0/MS0/Ni0/Oi0/Py0/Py06Py02Py0 xPy0tPzEtPzYtPzotPz8tOj8tNj8tMT8tLT8tLT8xLT82LT86LT8/LTo/LTY/LTE/AAAcBwAcDgA cFQAcHAAcHAAVHAAOHAAHHAAAHAcAHA4AHBUAHBwAFRwADhwABxwAABwAABwHABwOABwVABwcABU cAA4cAAccDg4cEQ4cFQ4cGA4cHA4cHA4YHA4VHA4RHA4OHBEOHBUOHBgOHBwOGBwOFRwOERwODhw ODhwRDhwVDhwYDhwcDhgcDhUcDhEcFBQcFhQcGBQcGhQcHBQcHBQaHBQYHBQWHBQUHBYUHBgUHBo UHBwUGhwUGBwUFhwUFBwUFBwWFBwYFBwaFBwcFBocFBgcFBYcAAAQBAAQCAAQDAAQEAAQEAAMEAA IEAAEEAAAEAQAEAgAEAwAEBAADBAACBAABBAAABAAABAEABAIABAMABAQAAwQAAgQAAQQCAgQCgg QDAgQDggQEAgQEAgOEAgMEAgKEAgIEAoIEAwIEA4IEBAIDhAIDBAIChAICBAICBAKCBAMCBAOCBA QCA4QCAwQCAoQP/78KCgpICAgP8AAAD/AP//AAAA//8A/wD//////ywAAAAAWQIDAQAI/wAVCBxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarVq1izat3KVea/r1+74mRCtqzZs2jP pkjLti2Tf0yM6JNrBIvdu/r0la1rpK+RuFj++a17969btGvvKl7MuPE/xn4Pn4UrufLaym7rPjaM mXPZx41DK/bM5PLhvqOx/M2rjzJmt2InpphNezbYfykED7YtuHbt2ClfHzYtHC3lvnNRjzbMl4ld 1KAbF08suvri6IWTv3ZdHHH3s3cfF//33Be79cWkiWde/vc59+9lgS+s/ZW2Wb+zBw/Wl6Ix7b61 GSEfSPB5V+BnaKHW13rQhUaaZGsRdl515j1X3HsFqjdeeAc6F9iE0qn1WmTkBdZhfAMSRJtrti2o X2n6/bXfbNXlVx5tKWp0IlkadmfEe3w9mNZuyqlmoXCXSQgiYxWqNt2OpR0YJIbCEdbfknel1eN4 b0GZ4opmtRgjkYMlKGMKSjL234K4zZZjRVBuiZmRVH4XIWdCQkhWmljaVWFkr8k5ZFuCStZcnZ3Z dSWW2oUJJaLFxcbbfUbkhmdeMaIZY1vHWZdbo2+5+SZEcR4YXnPfGVZooGX1ySR6dCH/WWqBdekF aWWK9inXXCIauhdbt762VW1nAZhbXCS6uGCSzxGWJ7N8KoYboGS1mcKoDM0KH2HYVVams6tiZpqr 10HWXbiW0bpgl7TmuiRdevV62l5CBotZVvbdV62mpOH5HL8SKkktj/RGqxjAal2LLULafheeYkPK tVez4HqIBbKoijsxuX4W5uyTO6LblmH2FpvmoufRpVqZUTqXZ7F2GeclVbVRHKSNzI0pI4B7Yryz x54l6dd5lmqJ48IDNdzdwxTfh+nGgP3rrIIfp7snxx2vvC7IJ4ps8rp15hktytYVqWTLZ2f2YMmS TVWpAp7aTHWMigKK59BAI7hnkTW6/5Uf0gooXSXTVe/Ma6vIFbao2UfqeTXWoCEHn9d+w9f4rVtH vRjZohl8V4Todcf2YVHR1nmlfHourc8PCuwxcapnWRqGnK2IreAjPjy1kwru7aw+K8OoNdAvy6u5 q5HHei7uhl6eVrNx0etfynxPb+7Ia8/c1LWcj6YpxwD3i/dzcznZ8t7WOeqz+fsKmCPz3p6aJmrA X0zWYk+X1uxo9RdfFnFY+1DTlheyVDkPLYWJnn7UlLIJdU9sAiOZ9pRiurhhLUkRG5/H/mem0BjH NAELk8IGBD/JrM5g9bsPXmpXGNFY7XjIW46dSjiymOlNhRaSkfkYGMDPNeZlBhsdbP8oSCNPdQ9E PMOYyXDYOw4i0IMG+lXC0CQfGq7HTxaDTOOidjj9aXE0jgNM7ERjHv+xhXKE8pHsqpWgFo4Phkd0 VfekaBYHCbEtSUFTHA9GvDFaSD3r2hnLlKi+ITHmjJg7mljM+EID/ghjX7Sf71C1OIMNLIouItdm CBMvrnUIjchiH4Y8Zpf6iWaPWHrg/egWmjsO6Sjc82P4/Ni4QkGGPEGrIcTSmJk9jXArXXyNJAkm JXZVD4xSlN33julGXuKwT5FzGSONdyBQNpFdrYIYcsr3nM310Ich6qaRyDjNkemjKHr0iykdg8rq FFKXoRNSuNaoJXH1hSvlRN/WQCn/syxCETw2TAE3U+bMZy5JNzrMJzFTtZttHQlIYGzMQLHQThAd kZlk1FrGRjSUQcrllA7S4PUWCs/Q+c6JXevM37KyodDxczKTjFbmovYX6iBRnmdJDvKSpdDzVUk/ /FGXBA3aHsZMtKIO7ByWmtRToeiRUiANYF3YeBqZOgmZL42i2ipFxauMCKP9KaeMYFqwztWxWcyC lUTrWbB1gmiTPUVpZ0JZsRM9kqhW5eM3KbpXAR4yUj/RI+zAuldVzeld2CygoQDEH68mKqrINBNq FIjNCTGHpufTWeoeBLt47TSEBOyMTjcXPSlBNEsW7StSz8PUQQ2SLIG9a1mt19cf/zGSlsHLqlZP I9B7UkWYNfohLgfqM9dQT5/4OetYYci+d2IKt0zboqy+Ok4+xnUydguYLFXb1yZ1cz98QtFO0IQb ydKWu1orKRJ1ixh0/UigXY3KYyF7PZGKUzDSW04Cp8YXNE3sssydKSCZy9oETs5bo7XeTNvIKQNL CJLB3etqrePdHxKYCTyBbwbPi97vbg26alpwNb11o/g+ZbFEq85gKNy0/e4MfSvL1cbuNlK5ZhOa 0vUk9lRHNiDiiV7muV8OMequb06YQliypE7WMpsN85BcQXThxsB3yU8iWC56jEpzYZbUb5YxWcPc W158qMPgGXTLPoWxZf0k4ulWlf/HNZ4p3X6kVtRiwa3elHB3+5qTtYTNvkfmX2jieGZdRTalzQOQ b51iQ7ak1suHpisuixRW5ZToo5EGJJFvKdsRn2aiHN4i+wImrUgWFc563muF+zSWNOuLT4FWDKjB KdzHXTDSnj6Nalpj4qVAjy1jjPWrXBzjPmJaxllUbrTe6U/LUtXKzbNgfYPnuVWfOsJG3vNebXKZ VZ2sh8xcNe9A/GQ053qr5XkbU3A95UGrWsXwJrPA6GXrXabZVTc8t3pD7eJ6DzukLXR3qiG9bZr4 GXN8EzZ6+K1fSK+mk4+qEn/ssu68dZC+kFMxLVX5xOsBMsn5zlC04ybTvTW7XA7/OjnD5ajtbxo8 VIuVkMK73Fe5DeY41y2ot95CcaXot19qznMPBVNd8LlRSPOD2McR+2x9tzGpZV4jX1gs3I13eOh8 lglJ1cbNmVO95s0F1GU2aMUEXUkpJacrgYvsKhfhN9ulDGa7r/pHLpetuUCSnhkLZXX2WajoSBbu krxOa6wXHCZbryrbwZ6rFfdwoOmBYZtDO6Ir/ZIozWZOajCe5JjBhdwhJl+e4ln3QnOarDGtWuWu WGdakwbHcI+94V2OeFe7JcaE95TJOGa27NVasVWi0eWF4vhRPxprf9GNkYfWOg3mLPHpA9ara8xW YP9T5gb2d4FlH8Dc+7WHtffa/9S976DWPN3Q1PepOiF+IFfSmaJG0TtROd+nuYh78OIsUcpLqyHP tZl26UdNdhdZejVua5dR3Hdr7/ZN7tMSiadrfMV4y0F0OQN6p7MXsENHiHYuilIUS0QpiSNws9dD V2JK/hJ12edq9mVuTSdkixFGz2Nhx4MySgR7JHh1AXR/ZfMXLvGAt1d4Esh237KCSbYf5gclOhco /TF8PlEc9BdDUlU3lgZxnFFj/WdJnHJ+ObZbc4dMQqcaCgB6OphiAzeCUMaDLOGD8ER+2JZQAEZu ykIXNYWEq+cjSzgUEeNoIpiD4JZEc9M64sQ+PWJW0rd7ZjYcTmZS39ZwNth9OP+YceCGYSuhhta3 eEGYNVFHY++iLKBie3TYgoMDf0GRQYa4ckulWvqSijemej2ChYVoJqxycYpYbnyYgEa3gFIlicHh iT/4fZeYNXQHPexxgOLDhZ9oY0iiGkyoE/EjbbVYXUR4S5qGPQbogzL4ik7nimPTco5Yhs8YQLp4 EqA4cmyIbS64P3IjZZXhSgcWiqijbk0Igc4IifmHW3OYii/2YQJWiSmYFu5HTf6nfRFIcDfojfQY GrO2X+FYEpSoh5b4i1eCgruGHH4kHOz4HaOjJILRWPHIetj2jT9zU55YVCkYeQ5JT/6YKsZDZGf1 hd+ogLaoSYIHeP2IEg1pSMD/+IulxjsydIABeEbHmITySFF1sYw2MXIfmXEfY4+G5VqRlkv8uIUh N1fvNHUhco6fY4EoV5AxCYVrhI5/ZRbiOI6HUYALx3hjSD0KxV4W2VKNZ5Q0gWKnwy+1WHwggowt SXbGmF9h1k/QFnQvKJCgY4a32JWNKEmZZFJnYRLdpkYPGYg1l3tyhxkXOUNuyVfwmBMJ0kaWxB9y eJDkgpdduFzMZkj+U5m+BFUpR5JaM3aESS7e533YgUsUw4Il0ZhLk5M6CYRQ1n5BKZRDqRsZ5hvE WZzGeZzImZzKuZzM2ZzOSZzW8pzSOZ3UWZ3WeZ3YOZ0kgZtuWY5keIYsqDG//2l2DpOVcbETnREt ybEl0FVhY1Q7Hil18LkjqElSGCVnQyObBlmYUhUdXCYsIsGdLZWWNUegsLKB4ykik6eFEbKQNfFT UzefjrZpuklKZSOaBHY3TXkiqHmPtlY9msibHGOge9iNfUJHulFaQragYikSU/lY3vl1ulJllJeg CKJQStJtmpmecWFKvCIo0RhdWEOJSnUkbJlYELp1OXRoGqSfhplKbZeSTyccAXqTNRSj8zijHGqj 1aei8lgpPNJqLbUufEehJPpXtnRLG3Sk7gc8G9ozU7ZcKOikXFmndymlTFROISGgaoSlSakrEcel qPdTWOQXN1GeZeJtm3amLv81lCnHpgxlJCOZRYByMTnKjTBpp+eRhWcGoB7Bpxvip38KcsAnqFYK bDzyHIe6IS/Gi7PVSgxIUY5qYZBqQE4yiJmoeYtIkCaqqSrGqTcmlWlBIGQpTKKKgGdYdp9Ymaqi qg+apCoaLtHIqAwERARVq47poXW0INm3jbjYq+D6q8AqeZ7KEaAqOrsJq8iXcwIoqFk1PnA5iekp Yu6FUdSaZ2JjWdg6HjcTg9ckmJjKn+Gqjth4oPfiEac6HOlqiheKhPXZjra6KM8ac8BpXo5xdaSJ W/61pT5iaa0YGYFjenQ6sPFGi6IxmWbBHYppRghbrCNCdAtrlpu4rKa6l4f/FYHxuotVhYgkFmUD VzipxKLrmK39lUGBZJciKpNPepYMG3fFo7JMSjrmmrCVQ6ESGGjs6hYPa5mOKUCZ+RLKmphb2Xku aT7QpSkcS10r9rELRJNJ65Uk+0N49rbxBKcp+0wKNbUuux0CqZMGmrV1WLNUa1ARORPz0khvdrEz arKat17CSpljKmRXyHLfmqk7+IRqaql+qTndwREY6mZaqbR3CiU4Jbh327Xu0oBgi6qxuHPMdaZ4 xjliS3MdIkQfY559S3OvSbmW5TlHNlmDShi+spgaca4Y2YV+y3QJeqRc64Q7KYqr2zNxJTKN+7xF WLaIiX+PKxm2a0NkFkoC/wua4YuQqNZ5pPEe4TlEGfGilCe8oXt8m8qlW3u8tkprMYEsfxmKQkq2 IiqRFpS1GRlIuBu6I2u5Mzmqd7e5LlMl55kRxtu+MfO+XWaV15ig89u8wjFsOUsSylqKvriJMmuh FkWa8MGsRRmkuvuS4wub+LZlefcdDpydMjzDNFzDNnzDyVl7CDqvEsKoCYeKQnsYF9lQElzAK8y7 SLTAp2u3nYsRn+tmiIOVUvUtWNSLgCuepvvEbcFDG+yipToio3WvIZzEuwKmNMq32/I/EjyQu9sn sQmoLjxBFPHAouOlQVJzSIdfvWiqzIvBw/tv0Zu/xaFTYky3p5OoYpRz9f9ZKY84ovvJwiAXx0zc xBahxVgMHqzJey9jL/34m31cx3NlGIrbxcS6w4MMPIXceCo3k7WjXSUsVIz8yHBrwEeccprLvpQ8 x4MbuP8lxaRasc/krlncrnlIYBLrgF/Mrx9MZYD5Q7+Wquw2tNtiJY0sunHrxifqpXtbrhOBy6Dc ktWLbzwrj4J6wX6MlHpFyi1ryoSayrIazhNSSGfMvR0CII2sOseUym/MdNmzIxZxGfP7Z9kbpePM es/3m+b8zfMldMjMzrmzzG2HtlarmBikzWhsKrFpaUTmL9ISO0g7xpA8umtzxZW8y+MKM/CcxAV9 RUB3jAmtY+hcgGmYzKH/6M6VlGA7iGWB+klALMAVTKnitl2yHGeDeiAVQccwjcm5K65aC1xXDIPD 3L3qCr02SdMPbdM2A76HTBf7miG/Kkt7EoaeUzAPBrMOksK0fH3FgqQFAicmDZS3V4VaKsRfpYrH +Mn0u9CArBIdjJNYfWpaPT+C9NYKPDnOPG5lIzTNnDOho8/VHJb4q0Rbq8uuqtCcaXqE2NS0Mp54 XaOzWoDqrCNW/VhYfTF/Rz4Gu087TSuyGzVLfTFbMlLzw3NLC78Em8hgI8cPYcmXbH1yvSTSnMa/ 8tSdfSH6O9V8Pdq4UqG3aDH8FZhd6puE6j1ZsjWyc58jmSbI69hDvVFm/+PNVCoRpjG/0qp/8UzP pEuHxW3cwAVZye3QpM1dJLmCL9PVy42vqdg4JSco0P26Qw2lq/k156vbDcHbkOu6wRp9K71jh0uf w2yzMYisoe3Eyh1tfwLJz/17EN6WzovfUvRgvjyHqkeuPTO2aY3E0ewiRd3WEgHe7I267gTVAp42 I+PgD16avejeVQ3fzchUKH6BwMzhGRxisPg4rEk1aMIeaYeC3L18V1nkKw4f4r3NUJybDbvgZnE4 xbdgACbdN87W+/ZkE17SPG7hj93fcJ227X0wxbxKZXZPqPG7Ws3cPw4+JP489ULgC/GmZV6WBOU4 bSY+IM66r/zlYL7FMv+644I8oGf+zEF+0Wv+OUwcTALyOBtzZHPX5FKV5Mz3g3jaIRIxVKsN4z89 JD320Ido0eecxdT7nWNOEX1tSKUN5FiOkUEsmIOy1lfTuBN2ZprOezCSTcXTaEsM6hGhrX0en7c9 JGU03ame7PJLXYHXcwxZ4d4y65nNywXiGtPkH292H2IdNb2e6f99lxurHDWEjUb9EBvbx1mlvI7W LR2reoC73kLejNM+ltCeGdi+f7Vu2STmPUsUSGgRhgrExs6Glb9+ayd4cerO4g6xsRf8rvAOM9Hx 1BD27Ih746Pj6iYR68ze6Olr4HTNUGqcdm0u4pa6Zv92zUGLQx3Xl1T/XhmkguxqXr9XbvHR7FCK 2ds37jUeX+37rrWNHsT2TZVxEUfFkzlCo5ULb+fK9ap5MtkRT/IyjvNXjjfJw1CTBqLKcvVR3eHI +vHWvo5F7/OFjrpKv7MEM7uHWcvvMo00lV4PL+UO4eJJPc0sL3RxNeJjNVWkeNIcL/Yi+OoRAfL+ ONFZuvMbDumo/pi3bp/iG9Ik6FqvVfcwfPcz37qkW5iGjvlhH+nnJfSLfryKj7n5dPR27ctrz/kq TPndt9aSM01UzxCm8ckvTW6L8vmp+NIQa3JRidwcXPbo/b4XheCqH+YVBfPyErpPD5tIl0+1Px94 7/h0ePoRiPHpfeis/57rWlj4wz/0wIrC9NdTyX+SIL2yPYm2bQzgy9fmwW3s2bL5aH/987aNrfPl nOH7AK+Brz2QAJFCwUCCBQ0eRJiQyUKGDR0+dJgC4kSKTP4xNIJFX0YsHT1+BOkxhRGSH41UnCgR 5cqFF1liDIklRUyaJzmGFHiT5s6P/3j+/DgT6NCRE0++tIgUZcKDDFUqRfkU6tSFRxfi5EmS6laH R11yBfvw60qdO312ZJpW7cEUbd2+hRtX7ly6de3exZtX716+ff3+BRxY8N5//wa3XavgqdSwCxk3 hgpSaFbIXB9XpnrZasOyNCcnBs208uWpF62WHIrFatGGqqeSLs3SZv/njpNT75xpRAFtk1djnr3t OThP1mHHgk389Hjj5Zhf9gTqHOpJ2NJZVu9KVGRo7gVHQx5L8iTQzUweZ3xduTlnJqiFD38v/mfV 3/Bj2rYvsnz72JATM1yPqwCtowg14HYi8CXqEsxMKe1q6y7C75hzSB992vupvPOwSA+854jLDyvX mMiQvo44OjBE/FRUr7L/HJNuQAaNSjGmGVFa8EaksMsOKOAi7G5C4x7SircTI4JIK6V4fElGE3EL UTKPfKOsKgOjFAlLkYikysmX1lpMOiZ1BJAzG8lM0jw0WfISJqA+AzI0IcFqTr6dNExyv6haxPFN LWvzyKYMrVKgPSP//hHPveFWzK84Ol1USzkx12TTzJAohWhMNNvE0M8T4wRtTgHTpPJSJAvkbyVN UXLyQS1te7Im+sq0dFEtqeNQT6U4XUotWp1b9cblOtIn0LDQ409XLtXEtCJejcwSQlDXEnWr9Y7i 7aHqlNWWzwJdxTK3jhga7qTloH0vxKNm8tA/X2GMsVmKmtOII7BKwrZBeVOa7ifgBJr23caCnShA bM9sSCrxNmJvz3a/9fRV1TI6OLhDIVJgUUVTE88pbpHitaJInYp3X4jWU+3I6XRSVNf9jCB4xmDR xeLHgNOqtkuWECY5Xys34zbmkyuiGdA/R+qtaJPqPJE8mDslT+WE/z9uElKmwnQu5BtJ6w0p2jpL lLNEtdJa5qnQhfNmhajCk0KyQtJQajNtcthto1Jj1D78BL3NXKM2PlOloejO1NuwBE4KWJMLhwgk qsmFu9isWDY08cUbKvunyQBWu6mtNhPaIS9jipvDPMfWNXTR+4w4XFOVNn1AdNeNlXQrGbf7cJxb sk713gu86XHeJLfYq8tXpwpEaTs3iCvQH2b9I85yI4tiPX3/dSK8/5TJccjJ4x1imhL+3nYMrzcc uauzz9lk7IL/WWojYYe77BnLNtI25j0fGProA+UI9ZJkurGlimT+IxK4osSo2pnPcgOU1QGhxrOU KOlR7koI1hR3PP8Jig8knSoV905kPwbhzywf2V/zIIO9B75NOI9DFQstp6ei5Q0+DGxg18J3NwfC 6yq8+ZgAL9iYtGgQMyQkEJPsNC4T0c9iiOJgBx1EkwOl0DsrRGD1ThRAGBJNhuEpz/aORjq+wU0s KOmhD60XwZSMaIi6y6AUs+g+peCrfCKsTxSZdbYTosWKA2kfVJBIn72x7YsNc1PrFiirrw2NaN7r Vo8oGBHTDQmDCCFfyaJIsEpOEI8gOcsmP8ebf/2xUFjMnfMKebZDelB5EpOVSZTVKunhrjVs1JYF R3VJ/rUwlcfDnhPtc5Yumo0r6eJcCgO5q9G4p5gYaSVFxHinGk7/bmKsciETIwk0wClrJLpUEOas hkn2/fJyLPxkfaZ0znvdpyTJ3N8yQTYhjnCrY5E0Z61eeScFmpFI5XGSTvj1z415M2y7JKJodnhE PfqwnemEjiwPuibfdUZw8GSePKuGSkO5TDfgbE80XXkf7tnwmhgBqS8hmLo8xcqbTLBQSjea0LWp NCwyxAwLhTmcGplqU43BiW9MqdFKcZRiCUzZFscmUh7uc5GD0qE4XcjSZZnIix19plRpyhY59q+h 6IRoRAdFpkF2Sjwu8aMVibqSsqrxqKkKXk2Y2tR0uW44BZMNWtBX1R9edaL92apBjLhWikImrGIF n7AgY0GXkGSo/xx9I1gYszBDDW6u2ruTSYOjWX+ecWcYsiVDdoPINKmkJAjFUVUmsj6HEhZNOj1s R3p6J8VqUjd/dO28cqaVzWbVkdkk6RiDo1uvubGrBnyJRFBDKmzysiCDhSwH27rTzZbrftb5ym3V Gl1rLRN238wnBIMLuOr2jbgK6uRx30q0BdmEYTpzLkGg61U9tjW2RjNvCbGLkcfSN7KWQaMYrdfd KeLEKk/l2HklS1pt3o06p0Gt+hAy35s21KZIuW+0hqtf2/a3wuGFCnZusyLfhmyiT0MpeTVnkirh 1b8kOso6xbtH1cI3sM+l3aQaikTq3hA+1+0wbrlr4w+PtK7GEv/kkFUMpUDxpLlFpo+gXGYshUWY K1fL8QbrC5YMa9hiCWor8trj4QWDeEmPnOYHk/ziRKY5qZ11MZQrK6h/9uY8RJYwV1s75MXZr8d6 sw+Hs8ZfIbMZzwCmqyKRPE82lxFvs6NaWzc0MTcu8Uh3BmwdH8JaGudWRybsspdTA+RBV4XMiLak oSs74vGtWc5t7ick2cpdll3ojlv8ppJKPE7BHsbXvwZ2sIU9bGLbxZSFQXaylb1sZjfb2c+GdrSl PW1qV9va18Z2trW9bW53W9sK3bOqm0USfYA61N3rW8d8+2SGmrrQrz60ITFbXsdt5KTsRrUBfRxC 487a0HwDGiT/c40Rq0aa1889bpmPd9Zn/rlRxRPbun/b7jG/W+H/3QppnMiossi0nPpCKqu7yUxx 1/M03oMZtiCs63vXOMycxmnC96W1cwfFYqazkCzNDF/HWjzfVs64NOnNMT1J2shMhnNR4Z1IXcvH JuDF6mwKKhaPIwXmv9vxVGouaqcZgXhqBnqqtatMPrsa3sLkbBovfOZEZyVvmf45UlsKI5laetEW qfqX4hjupZtMa0sOa9pJh0u4P2zs8Sw7yf/tY/jcc6Fx16fbyWh2yGdHVcgdqZL+wTCJM+HqOt5y 8mou+Mb/Fd+GP3XQd55c8bI6P5sx+tHhxvHCg/yRPjsV0W49/7FD4Z4qn9dyFM0datJj6XFh1urh M5p4Rqt64+rS6sUb52YZN1/6EBtwJkl1ckgeZ93Az6mFCebwYZ7b4EHerrgV33f6FV/Wa9/R/5xa /Zlev3oFVO6Ju4IaKbfQ61kFP0/bmn7ZupqpOX8rtYpLP03Lva5YP/vbPaRrvOirPFiTwFp6QNVz HscoEuE5jY0wjf0rpgBkvmYJlgKUra3jFuT7FeXrHAH0LPUburuiQA1su3ShnAy0vTLLO+CBon9S Ck5jQb6jozpCwdk6LNN7PKNKvR0kMPX7LvvYj9iriGnKQeurwBCrsXASM93rlQn7uFQTJSMsQCTM sNDiKIx6wf8SVLq+47cLHLUYhMBbipiMQTILmiU2vI6/+SuQejlwg7/aW5yZOUIUbDCZ00A1VBsY 7MI5zKHg+jI5zEISscKoIrg4c0S2Czn5Sa9A1Lua8kQdHETRqzkzvC80pC9FvBm+ir/V28MAU7To mLgsjMKmubtZwcRJbMXb6biTA6iDuyIifMIx5KNzM8XYQsVUU8WAYcQatMF5WzEalMRnlKRY7LfT ykVq1EB8KYsegT3ZWIndEcZhBKbPKUVD7MROexhTOiX1w0JddCbacL90DMW6mT7qkxv4mUVtBLl6 cqCbcEbmWi0SdMXXcp5QO8Yk3EcxZMdmDMMOySs4lMVpdEL/OhwU2qsdBdNF1rM7uBmPRSurnts7 dXRHTFEdhETHbGTIJoRIiQuzVckf61pIiLzHrMAvuSmVPCxJjiyalnlIVqyxIjIeB8xEk3yo+0pI iNKVIXwKF1zDnURAN6xJKYlEiqTJTYxGnMxJjeTH1+gxq/jDkaxH1tMj3+mypEynosM682hIPTy9 roRGqrwNrqxIi8zKfisVZ3HLqPizobwxFVpCqTTKozwstPwklSyyZWTGvaTLuhQ6SBycxtRCNIsY XbnFRoRL2ciIeTQjGYEhtVgNTeKgisowwxQhiog5NWpLqHxLx7xBdEswxJzMKgQX8VpBxpQkzqwf smCJkRlH/0GcOaC6L92EPtTcr4Vgx3YUzDYsSoeQSMLDTNd8RLnES0uMzqsssJuMEi+hGt8kSTG8 HPuKLeLMD3t8GMVcTNbUS8Z8Tp1rzdmUPZujvyd5T00kQK7Lj7AEtyH8zuA8lvE8wPoEOfScFocM TOl8iPbUStm0z8fcpxlbz+VsPdjEkh+EI0BkyqwTzsAzv6hkwtWUUAHdxQ+BTJ9izsx8QxGpO7y8 TviMDPnUEp/oPOT0ztRMTfA0Rw7tsvPTsuRUzub00I20SxhNOhF9RVgEkRkdS+NkG+rcThaFCjBB ROCUlzAjvyMLq8e5UZcg0ALFzZnETiR1UuuM0OZ8kIKsCP+hKQvyjKi/5B/+5M+wI8VPYtPYNM9U 9FEDXVImRS8svcwy3UiaESI5bVAy1M4QCaULxVDMwzj/NCyIqtPIvDwt61JQ0dOXNFQRUTtARdHp BBQlpcJiPNT8XNAglNLfdNFRrIwr1dTY0lLQ89EfFVIjPdKdec5nClXK9Awl3dNkJFEKfVJ6NNUa Bb1yxAxo2SnTLM8TfaNY9bZnhdZoldZppdZqtdZr9bZQOdBZ1ZEbBSLAUydXZVaFq1RL/VKrDFMH bdUtotIRlT/JSJ9OFZ9INUAl1dZtjbd9udFHdCJlncBJDT/HiNVLda352zX1zKx4RVDKJDGUSg0Z dVM9QzH/imMnBnE4f/3XO7UkpyQ79ZTMVKVNLCVHefUk6bmsdO1T2JyyN6sPe00OWuHV/hzMGQnW UxzXbYxVWSVZTt1Zp1q3XBXTkzpZkC0u/KJNaNFPxIlZVCWTfd0/Ur2v4wO9cjVXj2XQQo3PbyrV m8Va4CkS7cPRhcU+JbI3s2CbTbtXmUVZTInTqXQ9cQ3SVMtZnRVbWgVY4MIKUD1XfArbte3aOjPb symP0KAwQl2Ttk1QQLPZu8XTnCVYt1wxvbXagUJTPpVQ3qKiz3EI7vjJuq2tG3k4uI1bhKLaqg1R nhVbtNna+uPWNFVYv3XXlQhcwW0I7ihczyW1GdkpeoXO/6sFrLmlW9jl2r+tRpKS3NN13TkiWuGN vJQhoVyhUdC4Xeb9NDLZXWRkXbED3seFSrThVaDdWdRd3vHlw3t6XiYKEnzN15nVXcVVytgl1+3d 24Bk3vlR23fEXcttVPKF3/VlnaNIX6Yly4rVkfJ7X/zdJY71ufD13QF+Vyp7Xf514P0l3goGRz9D Fs8LYBZ0Wgl+VJ4KK1FMROANXg+2W411WzuLYAueYMNtYQa+RL+Zjr6KXsLtXMqTlw4e0qHA2BJh 4V0k4RL+4RNOXtmdvPvN3vyl3L41YRSOSBmuI2ysYTkR4FrVVzIx4D9RQsYdotJNT+RtYCsGns4a 2iF2Yv8cVmJftVUoxrB+AxL6pV5Bs1j3NT4Kns0gFuL+ReOF1Q0HKmM9bmLxNeMiblL1TaD9AJLp HWQCQdwdtsb8smNXw2PuDVGe+eMXTmN0XeQlpt2xtBe0lZAqJmJG1pHrLU4w5lMv/mIgHWVOzjyw jWQxhmEw3WQ1FuHEZdE4UWRA/qn2ZbxAW+E1U2AQZWVB/mGwgWUXluVMbtFa5ttYhpqBfGNRJmRH TRBT/rFgVjxVXuXWDWMuTrRnVmZwZmY45uVzTuKQ0xVQ2eXhbVrQzeIN01MfwmNAmt8bxuSnxcAp TedA1t9xPmNnbuaIowgv7VVXZl8CgVppVN47ruc8zuf/W7bgbnqehkZnMT5YVLZlBAbKzWVnfHbn LSxW60hWKQxYVOLmVbxnQ45oCzSuS17mODbmlr7o0Z2K9MQpHSbnVaXjuTzpIntoe55cTZ7oqUvm kS1nfg7pnfbnb/5CXVZqpq7eOf5lea7c9UxplR7qgUbnjhNnpJbpf0bqHjzqpGbp3sRpbc5d6aCu eVzaaApqodZorqZpoy7rdqXpvGbWZ5IhmEbraWlnqf5ctg5dn/7pMstqrZ5rc+5qMvXrgK7pVv5q sz5oUAbsYsPszNbszSa2uJbrYv5YFr7Cu97jpt7ofhZo0pZokZbmtF5pb/5VEHaatbSkxFZs0Hbq av6b/z+FOmiGbL226dSOasm2bMA+a8FmEKdd6J94rwRUOM/+bNgm6q7mPyJxFIDW7Vme7pg27e3+ a61moUYm7qDFR4+k7Quy7duWbrrm7hRzPNXmaOGm5txGaMpOWuOe78meausobGoiZfqC7ujWbsbW 60RJx8fObvt+bSRe6nBcvsomcDBT6J6eJD19igAXcLPGVM20owb0Gu/+7faO78hOcLz+xKdkIZ0W 68YoaSdLEOz5ivRexNfecAUBSPg2CvYOceRu8BLvbh1/arVRibYS7xUPi+V+v5HWQAzP8LCmZTNG HRzvcSP/8Qjf8Suf6RNH8QWv8gl92C0y0fMGOSZv8v8uh3ApFxv9Lm35ZvDgJnEqX20t33ImXuvF cl+VW9rT9jcZf8rFBmkeB/TxHm4fj/NAJ/QRtzorGnIuL/SUtZXVFc0lJ3OIFvEph/M3p289N/TQ Bm4s53Q5n3PcZnQV+dMkalwyp2RR13RBz281b/RD7/Qs/+6OxR4Vd/VMlW1IV+sI5fMH9/Pj9vT6 NvFNF/Y1x/RVl3UH/6PALvYX52kkf+cP63VfV3Ugh/VKL6rO6+tdD3Zk//RZT6FF/3VjL9o772VU m/RgHPcaH/czb3UPx+5Lj/VvV/b+8p0iB3FdtZU873YJSveCwNaAF/iBJ/iCN/iDhzYNTs5Bv3Ul 34r/bG7ze16MfyeIVF9veAdrM4/4ZL92Yn/yRM/Td8d3NNf3xHJ3gY5xiq94Gp9nBJd3bHfzeW92 RAd1RWd4kt9qR66SkX93Zpn2Bax2K+93jCdKVt/4l495mB96oReZnBX3iyd3W40aN7L1P8cdlVf3 oLf6jq+bzgNfBc95nKf3IE9OlVAdnj9zA6ethm/GC8f6lQ97YOf6uR97pF/6rZ95mf/4mjcls9f6 1C6SyfnFc//dt4f7dW/5711wl897pef4pgfep6dsj2eIjaCZwY/2LlEJw896qJd7uy8Qxvf2xk96 yif6Ya/3ufX7jI/0synZJD967XZ7zi9z+Wb3v//8/9HX/XwH/d7PdIzB49WffEEHvL3a7/6g/c4f cLwnfb48XtyP/b03fbH//eKO/Fa3ddXpyH2mfieHl+RXfg3X05R7fs/veeZn++lHf+u//uh3/2N3 2ArPfe9nFvAPf/pnet8Xm7Yga6PfdosGCCYCBxIkmKIgwoQKDypsqPCfw4gFFVCsaPEixowaNypg yFAiwo8gRyKESLKgkZRYVrJc6VDkyZMwSaZgyPEmzpw6N8ZsOLMnE5NAC/4kmdJITSNDCwpdyqRo T6gxmy6VKtMpQapLd3Ll6nGoVawCtYJUaqQl2qMJw4olC9Jk17hyuYoVyFai26hYkdasG7TuXYmB I//mvepQKciwiAn7nes441eggyUPVYkWbcLCficPtPn4M2gFm+tqprk0Zc2+pAGPXi0WZgqzsVVH jB1xscPSI0ODjqzX71qgRy+3xN0Z+ELJnnkz79oaq+7ES/XxpQ2dNfaTR3FHJ4hbqcjqqWN/T0nU uEDE5vE2bu7Yd0zOJLujPEsc/XHkRCkLdO9f53NO0ffSaePJl1l2WHE23mIDMrEeUkh5Z2BqEFZo 0FHk2WWgWg+1919c/0Ak34EjcTYccbnpZxBQJqUAIow8JbiUg8n1JNt4ftUYUoBlcTjWjRTOJiSF qP34VFKpbUgkfjsiFKNcENVYomDC2dcSYysO5KD/R1B6aVGPQzm5X0zmUajjjFUZZWSFSk1JJJxx yjlnmw1++KVOB5Go5V83WrYSfhiuhxxnLuKJZ5gtJnobkhVSmVWaYEmklpwdJkYnppliCulhux26 00H/LMjniQ9eiUWgD9q24qhMfIpopD2NyaJyjqL52qID8SUepqmyqSmwwbYJZF2v7iRin4bpd+J2 1KGqIqt6vWisl7meNGt+QdrqmoLW8ipsQt8KO66mbt5JLUcu/obcjtuxFOij+E2G7LToxmjtfPj6 xOCjW8a6LkrkcihhZwIbHKyo1gFlb06iIhlftJX9+SyZThk3WZcM3/vvtfrquh6H/RLbLWDg4Xaw /5DpobwysJbGpHHDexJq8XZNLnutnjBD6TF7HIf0a47cOqXYpXzpyjKDjSK99JyDkqRzTjLfSiqh 9C0HNYg8Z4nrbWx2lLLQlVmlMEJA2yauwWgzvTbYJ2GNk8ODiZztitjSLdiIb2/M9XU+m8pvyFNX lVTNEYr7HZxqs7044z3pjZOegc2d7M1aP2XX4zBa3pDdl09a6dztmh2s4oybfvrAbmd+UwpWAzc5 rXxLV+/q/m3uod+jnxn2pKWj/jvwK6OW6kC1Qx488sAbr7nfb/Hsu+CCJT899UgT7+ryrEvevLKd EjiSqNkzLzuNHvseOk3Vq7++wA6Jfzxb/cJ+0P/1tcVf0/vjk9w3+QvRGX1Dzse+ARJwVQnJ3/Gk IyDgEExN0qMdAt1zOwRp50E8eqCcABguARawg9VrSARZ1xEFSmovT3FZ9/zXkRBmjXtbK1qEYve5 OGlwQh68IQ4N+CQWckRJtRnaaYxUP//hDYI8ZM4ES5K+pKkshmVbTOlqaMEcUtGDIDxiD31IRP6U STxgGVtqsNjC/ilqJAJ0mqosGEXeqayKbhyg+8SoPftxsSziaWAKQ4I/OY5xfws00bjYtCQi1fCN hlQf8fgIv+9VsCxt1GL69hU+RfYRiML5iG7MwsH2sVFph/zk7yJCyUU+ZEBQydCQgjafoqBylPr/ s2SQzPMPfRgFdRrcJChzSS6JuDJPRXGYaRSiO8nB5CgJ6+XOXJie0UHoJabD4x+JostpLo6XyIwa 2Yygj58IMUOF2w4hTfQxCl0zmWQMYK/S87FBsg2a5bMhNePJMjQesJyg6gvQvonLbdXmH6Oz55ee t0/bJIWd1QybPBMqPJAANC6oo6eq4NTQQ3kLleNK4yPZBsy2wFOhHiWdpybq0PWJ1FiLGiiTQsY4 d4rJIB99KbCeVtLHGOhrKLPpHmdqUuxA0aO3GiZMg2ogmeqUOQYrKlKTqtSlMrWpTn0qVKMq1alS tapWvSpWs6rVrXK1q179KljDKtaxkrWsZj0rJ1rTqta1srWtbn0rXOMq17nSta52vSte86rXvfK1 r379K2ADu7qAAAA7 ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/cosmo240.gif R0lGODdhZwJxAPcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAZwJxAAAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6tzJs6fPn0CDCh1KtKjRo0iTKl3KtKnTp1CjSp1KtarKfPkMYs1KcKtWrl2xFvQ6FuxAsmfF lv1q9h/atGzLtnU79y3dunjb2qUbNyzevmn/yh28lnDgr4AF2gXGGJhhxWrDJr6L+DHlwn4t87W8 N/LhzJg/i4bL2TPkyZ3zajZ9efTp0oIXsma9WXJo0rZz6369mzfu38BrBxfuu7jx2XOJK6eNvPLt 5cmbPxfeuHFv6M57S3++XXts79mDd/8X/518+OPl0Z/HPn08Qvfsr7tnnp7+efvco9fXf59//oPz +Qdef+tF1hhW1hkX33ABArifgwRGKN+DEjJI4X/tXTjghOuxBdZWkYH4oYiBhQhiiSaiRSJkJ7KY 4oswoojiiCq2eFeNOMJIY4wu8njjjj6u+COQMvZIZI//HLiVdUI26WSOQB7544xFTmlklU9CiWWW UorYpY1ebgnll2OKqaOZOzZk15qm2cgibHq1KeeccMImV5x43mmnX3mCVuKef/r5Jp+Aumgnk14h 2megrrFJp6A3FhoppI4uOiijl2Y6aaNzWtqaoZR2Kqmbn5a6F4QZVmheqhi2aqGq6rH/uuGsCjYI K360QpZgbUqimuuCtWq4KoeuDvtqsbES+6utyOI6HKzAKhets8nmSm200wpo7LbSMmutttWetSt1 jIGLrbfcXgsfuuF2K2y76qaXra/cYgstu/Peau667+bb7L7y4itwv+MSVzC8ABfY78D3LuxwwxAj 6++vHqJJJZIYD2nxlRlzSeaZHYPJJZofR7mxxiGXmTLIVrp14MUul0vyyWGubLLNMI/Mccse06wz zz/3jPPOQRedo5qPcpq0pqQ6qmeoeHpa6ahOQy21qFA/rbTWTGM92suEdjXu1FmHvbXZXUdN9dKm Vq301WqXjWnbcZ89t9uavhfwwxIz/9w338sCXq/fgVfYa35jC97uxOkmLOvgip8bOb8RX1c55Jcv Tjjmf2cuueeUt4oogbturvnke4OeeuesF94655a/frrqCtP++Oyyf5576AMmaKvvqNe+++quFw/7 8bgbn/yzwwuvvO7P84489NNLv7x6pV84evO3U3+99+BbHz7x1ZOvYGJNv+Vm+p6tTzao8Mfvvteb 1l///HXf/77+9OPPtf9om1/22qc+tCjJLADEVALlV8D+NTB/C+QfAvcXwQWyb4IEdGAGIfjA/9HG dsoqn/NE2D3xmdB84xvhcQqGLrBFD4UnVGEKSwjDGsowhjRE2g1tmMMehvB7OPzhDP+FGMSBHIxd R+QhEZV4rBfu8Ik+bCIJl6jDKAYLhFIEIhOvyD0qWtFd4TkY4wTCwi2CsYtZHGIai8hFJ34xXlX0 ohzXaEY4vtFxc2zjFOlIEBd+C0CJg2Iez+jGQdrRkHjk4x3pdT406lGLglQkIhmpxkdWkpC4Ody/ HJS9SFqSjZiE5CL1RUlQHlKSCnmglCS4Svy1UpVVYmUsXTlLWGZMlrekZS5t2TJc9vJEB/SRL0Wk KAwKU5e/5KWQhmlBkXXwZMx85tAYqCUFOnODfHplcvrjKeh0EznfVA2kvLkacbqGnOMEZzlRE6Bw svMvwHPnnrYnN/LIs57ouafd7Ln/Tkmh85zqTKc58xZQgG7TkaG85Ck/WcdEMtSTCT1hJ0npHE2i 8qGj3CRFNcrRP27UoxLDIkYn+dHGlbKhJ4XoQiMayJL6xo8jvWhEUerSMdrUdAp1qN5UqtOV+rSn QE1pRkFK1OCUUag/TCJSZfrTpcb0qTPlqVOj+sWp3jR4QzVpTXFqyqCGkTFSPc9Rt4pVknZUq2dF 2FSbCi2RUtWsRVUrWd3K1rSSCxg05U5L7crVvMb1qnT1Kl/lVTGUoaxmNTvsihKL2MUKrbHXVAtk VTZZkFX2Zpe9WGY5tlmNBZNojm0RY0Obj2JalrSnFe1jUYtZ1mrWtZyFrWJVG1mu/3R2s6OlLVly u9tToY+C0qSmMT2IzQAGV4JoQ+7dgntB42pwuM6F7p8+u9zixk+CxSSudIWb3GY+t7vMBa51uVvd 7TbXmt8t7zit2tewDjawaxXsXxkGPPf2Dqx1nW9ZmSpftOoXvm1FaH79S2C5vlfA/TVwWCYK12FZ tMCARXB8JzxXCVc4doXkL4UPnGGoDljBEC4tWPcYU5iC+MQR7vBbNXxhEq84IV3d8H8tzGEXf9im Y21wuMTY3qyiuMc6TrGNdcre/Xo4wUIWZZCBbNQRq3ilSqXxjJ+MZCYfWcb1AnCNlcziLecUyyA2 cYxvleMhgznJX24xl68cYCqf2f/KL47zjeGc3wen+V97NbOa7zxlPXsZlA7yipeyMughiaXQiE40 iRS96DAx+kSPPnSkCe3oSRva0JRutKY3LehKexrSnwY1Mcslak5L2tSnLnWnQx3MVaP60oPOtKpT PWtZu7rWsLb0pG1N6177Oteh/nWsgV1rXhu7lzDeoDaNuexs1lLZz2Z2tJ29S2hXW9rXpnYyrb1t Zrc6us2Gpiu/jd5jKtO75ub2MpG57nOHt5rCDfc0o5nBOO4zn/3E5z8JOtBS7dvfBeX3O7mZ73t7 M54EF+jA88OVAybcoAv3jj7T9nCB+zPgAO93aiLOT4UzZMx/9muIjSznKu8nz2v/LnkfSa3lPqd8 ziSHuVuL3PKR1/zHMTf5fcr88v6KWeQ4vzmaQe7yS9JcyjZHetCVPvS5RNnNLn16l4tO9KRDPeQQ PfrVqQ70ptvX6sDhcc7PzHOV77nqS9862FOudT9z/etpd/va76pzpovYMXKPe8/fPPazm7Hte/c7 3L3uY8InieWCLzyCnIx2w0997o2nM5GFLnm+U77vWD+8Y2Ru96zUV/GYfzvoLz9z0nfe9GrXewo/ n/klNxy/Xa984l2PehcDns+Qj33oc79DBoue9mREPPBT73g2t/7xi6t94I9v/N8jfzkoV33kzfJz y5/++sSXfUjvFOvue//74A+///jHT/7ym//86E+/+tPf6vW7//3nbz/850//+tv//vjP/7A/jutd E/vWAHhsw6ZrBIhqAhhswoaAB2iA/+drCwhqDleAr+Z/Eth/ntYrFRiADZiADJiBHFhsG4hpITiA CCiCHviAt4Y0JlIbkpYzlAYXLNOCpxGDLziDN8MXK0iDLFiDhiWDOHiDPhiETrKDOygyRGggpDYi RwiEPCiERpiDTLiEgdFJUOiCUghaV9iDTbiFT6iEOliFWAiGWpiFo0WGQyiGpKI3cMM1dMOGeGM/ b8g+dYJPcmg1a7OG4LUoDkeHcUg/bZiHsDFAc3hvdfg2d3iIfMg2+/OH1TWIFP+3XsqHe9Kne5EY OvT0fNoHHqznfM3He6OHfbZXiZQIisvHiWC0iZ04iVB0iZ44fHlXfGbHfDv1idm3e6pIi5Dje6kI i4dkZ7xYd7UoioMHH8KIi6XYipi4MNHHecEYGib2i9bXjNL4isRIipIIjbOXjNBSdsxIjeUhdsXo isd4i+IoLeGojdY4fTcndbuYidzCjtfojuSIjtPYSPUYj7aIjbJoGtVnjPi4c042j+2Yj/KojxST jqN4j+ooZXa2kAqJF8uYkN54jgNZegg5jASZkVrGiv94kWuhix35kBhJkXF2ew45kR5ZjtKBiiGJ kveFdwUZkxqZkjJlkhI5jgb/iYxXBpIniZPMwpE92ZI+OZMqZpMjSZMViZR0EZFHKZLOKHwuGZVD SZIrZZT+GJRYeZPQF5A5KZCxGHx4RZXAKJVCaXRiGY1kmZUQBY9qeZXpwZZjOZVK2Y1sd5bZmJRO mUfgOJdxiS3c2JdtqZJaCWh2uY+AOZhM9IwyWZhiE5CBSY9piZhZx5g6+ZWVSZe8ApWXeZgYyZOc 6ZZNGZmTyZdoKZd5qUgc2ZWqSV8j9ph4KZqgWVWU6ZWY6ZpRxZKrSZScA5SfKZihaZqhSJp3aZm0 eZggmZuzmZl4JZmx6ZvNWZPJuZjC+WfRh5zTqRv9aJilWZa2WZXRqZvAGZ6a//ecrxme8Gidp1me 3HlQ6Umc6AmbScWV7imd91h27yme3dmbqcScztmfkLk82WmKtTmY1Umf8Pmf62lv6pmf28mgFaWZ 8wme63mcBoqf/ImgH3Sdm9mgF8pFvMmhv5mguFmhCUqeEdohGlqcIGqi9sGSAxqibZmaJOqg2jmc VumfC9qhEeqZK4qjJ4oZvjijOvqiJnqjGDqk+tmOTDmcROqfiimhNCqgSTqLPtqkRwqj8vKXPXql 5LmX7WmlOYqlCvqjXzqlYKoccLmlYWqiacqiZvqmakqlXFqlcMqkbRGga0qncXp3NdqnUrqnk5ei 91micNWQSAqogLqkemqniP9qo9/5qNP5oW7aqNrJo5PKqJgqi0aap3PaqWzmooeaqX86noMapRvq qIIqpGK6SJa6qH56quOpqpf6ql65qWR6oJx6ZIrqqbdqodlhqKvqqqOqqZBappRqLVo6q8O6rJoH paFKq7Boq2c6rXWKLG0qrLDKrKRqrKKarZUprdWqraV6p/I5rsHKq7SRrNAqq9iafKnqrOdaYjLT rSpKrze1q95ar+tKcuB6rPlqrmBJrf6qr/rVquLKrugaqNy6r8VKGjIKr8r6r2IBqgMLsO1qL+/a sL46ohB7sdIpqQybsUrZr/aKsDlKoR2bsBWLhMsZr71KqLxKsiG7sFRXoCl0m6svKz14SrASe7Ml 6SH6F7RCO7RES37yV7RIm7RKO39JuLRO+7RQi34qGLVUW7VWe7VYm7Vau7Vc27XzZxVgG7ZiO7Zk W7Zme7Zom7Zqu7Zs27Zu+7ZwG7dyO7d0W7d2e7d4m7d6u7d827d++7eAG7hkGxAAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/omega_2.gif R0lGODdhAwL8AfcAAAAAAAAAVQAAqgAA/wAqAAAqVQAqqgAq/wBVAABVVQBVqgBV/wB/AAB/VQB/ qgB//wCqAACqVQCqqgCq/wDVAADVVQDVqgDV/wD/AAD/VQD/qgD//wD/AAD/VQD/qgD//yoAACoA VSoAqioA/yoqACoqVSoqqioq/ypVACpVVSpVqipV/yp/ACp/VSp/qip//yqqACqqVSqqqiqq/yrV ACrVVSrVqirV/yr/ACr/VSr/qir//yr/ACr/VSr/qir//1UAAFUAVVUAqlUA/1UqAFUqVVUqqlUq /1VVAFVVVVVVqlVV/1V/AFV/VVV/qlV//1WqAFWqVVWqqlWq/1XVAFXVVVXVqlXV/1X/AFX/VVX/ qlX//1X/AFX/VVX/qlX//38AAH8AVX8Aqn8A/38qAH8qVX8qqn8q/39VAH9VVX9Vqn9V/39/AH9/ VX9/qn9//3+qAH+qVX+qqn+q/3/VAH/VVX/Vqn/V/3//AH//VX//qn///3//AH//VX//qn///6oA AKoAVaoAqqoA/6oqAKoqVaoqqqoq/6pVAKpVVapVqqpV/6p/AKp/Vap/qqp//6qqAKqqVaqqqqqq /6rVAKrVVarVqqrV/6r/AKr/Var/qqr//6r/AKr/Var/qqr//9UAANUAVdUAqtUA/9UqANUqVdUq qtUq/9VVANVVVdVVqtVV/9V/ANV/VdV/qtV//9WqANWqVdWqqtWq/9XVANXVVdXVqtXV/9X/ANX/ VdX/qtX//9X/ANX/VdX/qtX///8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/ AP9/Vf9/qv9///+qAP+qVf+qqv+q///VAP/VVf/Vqv/V////AP//Vf//qv//////AP//Vf//qv// //8AAP8AVf8Aqv8A//8qAP8qVf8qqv8q//9VAP9VVf9Vqv9V//9/AP9/Vf9/qv9///+qAP+qVf+q qv+q///VAP/VVf/Vqv/V////AAAAACoqKlVVVX9/f6qqqtXV1f///ywAAAAAAwL8AQAI/wD/CRxI sKDBgwgTKlzIsKHDhxAjSpxIsaLFixgzatzIsaPHjyBDihxJsqTJkyhTqlzJsqXLlzBjypxJs6bN mzhz6typMZ9Pn8CCAvvpk6fRo0iTKl1q9KdQoT+ZSp1KtarVqw7zCRUIFavXr2DDinXZ9Z/WoGPT ql3Ltm1CqETPAnNLt67du0jRmo36Ty/ev4ADCx7pdy/BwoMTK17M2CDioofnNp5MubLbrQUhR5Zs ubPnz0ufGtQ8UDTo06hTy8ScOd9B1qpjyx7rWilsgqQ3L609u7fvvbl53sbN2zFinkR/Kz8d1/Zx 4gqH72y+vDrjuHyPSoce/XlO7MGti/9vi11g+JzbuXfn3LR2+fHwab8Hnjf9wPOb2U/XPD++f6vU 3VeccMeBZ+CAfXmHU24B/ufgVNRlR6B+Ah4ooW5H8dXggxxKBV59FKrX2npIfdjhiVVtiJ6CAo6G oHEh3qQiijQyhV9N9rWo40I5znRjjUBm+KJNPer4I4b7Bamkh0e+VGSFF/LIYkxRLmllkivGqFBy ET3JUpNXhknlkKtpuRCYxumEpphsfkmmk1MmtCaSNc3Z5p0n2VmSly5WxGeeb+IpqEpVkhXnloFK aeZKhQ7qaEoMJirSoYheRClIkT6qqUuQzWjSn31aBOpGEUq66akdGdjSqCNaeqlHqqL/KitJB666 aFamStlSrbP2ytF8emrEaquu3hoSf576qixDKgaL0bDEFuumi40ua+1BXJrnrKuk5srQq7+Slu21 5DbE5baiglupsOr25F615cbbWrKTtguchfSSSGh/8vaLKLp+GivnvRam6ybA/ioL70fQ0octug1P tHDCFO/4qb3zUptRxBEhXLHC3m4ssLniepwgpCF/LO/E7I5M8rsp61sSyyonbPK3LuM6LruA1uwz QjfLHG7QXGHcccw/X0tzwDk/tPNGHJ9JdNKaTl2Q0cwi7RDWJFPttbaEcb0uSFHLqfXXIBN39tVN Hx12t8VZjfagReULUdlAr41z23lH/yX33HjGKjKteuMMt92Al1ve0kJjWrii7rrGb+Lx9mey2Fnv yffDajNOOVZ/oxylx3ibrfnm0Wrr+XePV7y6mhK+nubMreuaUeyyLxj6sk8DeO7jmHd9sbuq776v 8bMibuPkFAWf+fC3M3+V8kn7XbtNvU/k/PPQY5Q96JIj/+jvbJGOukTinxx9+TBfn3x26e+q9/bz 4vs31/FPWzzg2eavv8EisV/o8Oc+3UEJbePyH6O2RT+NPayAbLNI7pJSMgUCCV90YeD5dObAt1XE gscTHNV4xT6mmQR3EITRB1NYJxF+zmFreV0DzQYzlNhrgkJiYeVA2DOJlE5qNTzJqP94eEIibup7 XtHTDP+FQx+2zYgjQeIL1Qa0JM7phy/TIUL+1ESZDKmL1YuUFlESnDctkXsqYRGCoBi5jE0RIvAD 45gO+JYNrtBWTLSY75A1RopZT45jkp76/rcSBblwj3Vjo6+ao8iLkPA1drwjHmkoyN2ED5Bz01Af oxgg/GDRaZuEpJb4iMkFqu6NK0QWVfjVqDMKb5IPrF8j3bY/VMIRdyna2Y1cicZCmkmMs6RlLW2Z tZKBz5hbjKQEQ5lM09HRd50jJhAPuco/1hEmRDRkIoOZSmpKE0omOmYredlLX46Seu155Dd1xkzC eVKZy4yJNrnZzXW2ESzjnCNM5hn/llIS05+cGtInhWmoGNEzlfZM1UEpEh5yvhJOnMPnQv1VqHYS b3bYtCgkI7qbviXUcWvUqPdy41BqCZAlj5lo3jr4UViREkIDKqlJC4ZS/ai0b7wBaEuTg84WRvBg Hq1p6ijIU53u1JvpLA08JVZGHvrFqAFEaksPBzaYKjWjccsmZ2660ntN1Z16VIpmZBrUU0K0qkyq 0FePhUuYumagtwwinOYC1ahGc61DGxBXV1oYkRLMr8VBy145Oky8OlKXfl2fXogoRdoVzTDVlKVh D4vBFMGFsXWdZlmqWdnJRq+nMgoKaD9ixLiIFpGZnWxqFQqUocAwoIE0i2hXOzTP/y4wsegzrWSg yNvazLaxLcQtXmm7TMhgprde9O1iiYtQ2x5MuOwcJHL1eTLgJnewU2wUdOe1XB9t17hDCSaZmOtc KoYKe2dBa0a9WzRuhoe85TWvWnFy2e/at7VLra184xvQnMIXZ6N1nHedkl+qmpW/WCXYil673gEP Er3WRPB1E7lg9b6EjWMtMPECLGHSarLCkKVugx/sU692GKv+pS97/iui/kbGgIU9cQhbPJOUJvfG L5ZRVrErzdFt96dhJSRsc4xelsqYdgn8MZEPPOQLk1TDI+0cj1HZWRxRqLTCDQ5ZQanOI5OxkrCk sTtPirKNQti6XgaUkknM5CLa7/94ZqYJi9MMRCt39ctfzN95tlxnOsPux97x33kELVAoM3XNfjay oZyJZ0UT7prXTXRS5XnO2+63h3F2MqIlbdJ9/rKCjw4yay8NZPlN+cgVFeKiOlVXTY6RfN3JU1kz 2Rgfq3qaaKZsZqXKZrY6OjCbdmmwgTpfzVGS1WreJKu/V1IU1vrUcZ2MqzdZIMspO7UVfFqzXS1t aEe322DmSF9nlL5yv6g/2w43XnK9PG+DdJvde6aoff3lTpc6qpd0t4f1fexhP3fe4jboheJHcL0W ipwvfTa7S4Ts62SKJPPMapnrLe97C5jUglm2WFS5GFtDfNUcx3QRi93MUGMcMCH/t2KKE9M748VJ 3QoN4ZEQfu4545jB0CR5FdVCQpcbi8OSxHOTaA7OhYu1mGJ2a5eT3s+le+RSxNUzmmjOaysyseoM L1WVbC66ur5K6vu6m6GLfpet/w7ocm75wLlO7HpFm+JqFjtYUb729xq9xNOseNkHmLOCT/whrmT7 v2N8Z/Ytzt9zJ1vfmel3ubMV8Zz8K7/33XBgyw1cqzV3yJYoeP2h3S0fHow/1WVuuANew533/ORN nno4M6xppRf51lC/eoamvDNtzfjU2iW+3sesga0Pu84pM+0j1f7XACRo5EfuRGHHMFHvCf6AaVp4 +Zw7YIdmfuIdL7FYPv/qWKc7/2LNDvmRGhxpN+wj8oKV/vOTx+51l/6IcXr+8lO2eOjn2/rVn3/b c9vw9Rcoxzdj+Pd++cZ++kc0AoRJMpSARWV/xZVwKFJUIfZ8FKg9m6OAC+g+zpJ+fwV64WNiF8RI A/hA79I8GVhANzI1HZiAhGd9H2glcWSATGc72Tdq3qdfGGh7JydRwxckyMRzD9d8QWdhTFV9R1iD hpOEP+iDAHcizmZ9NbeDkvR5FWiEh1Z5VKh8L3hMPQiF/nV3+2F2W+h/VhiFuiaGj5VbJgiBXDaD S0JmW2JJDaJEKQhrUfaEoIR/WsN7O6aGX1JM1Fcj4dSFWJhOF9glsLchHvN/ef9Idop4hIVIVHkk ZSWIJceWg0wyWl9Hbq2jhYfVht7ih1boYjMlNVWTZPL3himDefhhMjD3UG50erm1iuz0h26IezO4 eoxDeh5nYN1ib9zHQVYngTZzeF+Ra6RocKx1PcBUhoKYjAd4iSx3dtI4ig4ocTG3jYZogy9zjQUY RiuncrRohnrIhtwohlBXe3z0NaAGjg1hNHgYjNuohpRii0ejjeI4VHsUjxtkPS4VkDh0KPiofAXp Gyh0fAsjNqWohFlYOC+nkKr4M3JIjrH2WR62bzzzL01XZa5TiI1lfwsZSQzIgeaDdBkSjUVHjbqH azSUdd4YitxIj4PDkTmUiWP/8zmeCIE+9lbKpIEByTM9SVQ1d5BsMn57lZC95n8ziZFCiYaIWH/x 1T8hSJQF6DxBk5W1I1jWSInGWF6qgl3IiJXOWJYBZxixyF7ht1ad5IalspRMSZNO+ZThyHDgRGdB mEMSR5bh0pdQQ1d/KFb66GVQOYbMyJdy+YiD84w32YQI1lR62SfbA4ufeD1cKYyYeI6eNZRjyFdL RZmJ+SyAOWu6E1K5eERvxjqD5pM4qJjF1RGXaYJ/NogStoHBNjn41ZRFGE8BF14zdZsbeGLwYjca ZW1wyYPrk5x/WYFp+SuCKIAsKShSBEJj+ZkIc51Bc5nNqZv1w2nml2dZ1hz0/4Odyrmc26mRsumd n9VUvUVgQSmT8PmXDalrp6iehxOGjeSeOribNyif+UmVRvlN5CN4+umXt1iR5SSaBEphImif7waK GTWeXySKqZkZSKigSrZsATpVSVYnwBeYyPeDHfp0rpV2d+WgjvWFjCKhkneh/NiiRHNaaceMKIpk 51VjJXqfDBqiFTWNzshnqDiLNUpvQkppjViH4/Umr4iLj9NawUVYQ+p8UOppucM8SwqejGaJxQWk WaqiUWqGFWqkSCNIK5hnOSlLY5pe0xemX7qeCGoor2N8SsqeZzqlOsOlv+mRbepmwsWVMTOc0Hmj duqlsYSnerenM9okLOSn/f85qGH1I2X6p0VxRpIyn4j6bgm6kdr1ki5KcoDKqdjCqZwHfRvapt8D UE8Ff6D6oiIip6SJcdkxqkkanWm2kym0XAFokw7pMBNDpzg5X7JalLTqZ0gKiJAGQ2C2drhyiIIK qAB6VZSXbad5qcIIoS2jVom4qmACc+9YKQ+oVLSHVsZKrYnqiLC5YiOqq2iCZu0YpHV5nK/ZouQq Ubl3rkWqqNaKU3uIc1B6ITMkrfMqH0V6rQ3KrK2yJgh7grJoYlikrAG7cb5qr2pnKju6sN5KsfDH mlJKqL0yrWmxmq8XXkn6hrcUV7lypQ1rpneyNh4LsVhKomX6dsvKZSVrNh//+rJHGZ9XErOpEpFc WKdAG7SRYZJCO4L3lxX/YZs9K6Nd6q4W27RFK1tMGzlvah0nuy3KM6xdF5wBp10hs65X+7OqM5m2 qbWmd3XdhLE7O65FI7JTWLNP66gXShRlY6mxsa1iCG8oKYNg5KdiJLNOq6vfKGXwarJh0qsVS0sL k2stO5sis1vpOrOZKqhoRB0cw7bSZrh95iy314b7Ch/UU2jdeYWTy6qmG1E7E2is6B9gu7jjiI7y Ch00U6p6SaovMhzNibiDy4oIIh2uS7uT9o3sSZXIKXnIyK+YGR/TWSWBxm74Grf0V3KjS0kPAlwf Jod6sk0B+KwuCUd326PM/xtxcBu1Bpu8dHKX6ZkaXxuSpMSIAFmLv0u4K7U0Zku1IcWvapSwpLq3 u5tp2Gqa9VueSHel3dpvWbivYapxxKgabSlX4Cq4pVu+pAvBbHNlCqxg33u1CsuH0afBkuot2ruS DfxtGXxJpGYfs7u/gUvB5/taf9S4poax+Ck42cq/TpOPSAQseAu8KOZ+GPWqUKuErRuTbWa3GWRd cZTDuYs+8KvBImym2asYTxMlOcIykBqo/StKioa5KSKJ4KnDHpwyWsS4M0xTnRvBR/yqEVmpPAvE IbqGJxfAncpoGtpZ+otodqK9AGycgPsXXqtCLCy3bdxndWTBq+rHcyKtzf9Sw9ArmEhcd8sqx46J c1X8vEEswcj7wAPLsQK7w9OLazBMnwTldJDFublkw4Ubv52qyhfppd6mNflqvINJwogsqRxMfWfc yH+WxT3iupcsp4lyG4jrscEScmWLyW/8fdmXPVWWvaXqyRWMyqy6pIRcyMmMzMFly0+8mnoLu+qL Tu7bxI7cZVT8c1fsolcsKdW2x5OIHAsHTCBsxLq4OvGnuxtatv66xit8iOm8N2i6gHQ4wXm6yc9J iJzLpEt3wR80YZPYy4OcdJHqz5Yoz0x8tBnbzLAsybsik4tcKwXMhDpGGg49p3Ya0ZBzqOwVr2Cj p28pQYukbuR8NlzcjLz/MdJQa3eHrMXvms28OdH4StGOwmFk+JDDJp4Eyc2UC77+CJjyd54TLDtA TTcAc9FgW7BnliDmrLI0htT+PNPCVpVZNNQqPUJNitCk3K7OmVc2PaWQqYnJ5LapsrEEnMBlbVvF R6FteaLm14xrfa8+TNCbMdNglK5sGo48rDjt3G/ue6SAVKAsPIRYODG/RdNU+8/smtj2iXa42URO jShHfb8tFrHdoYHjOsWa7dWGJUcEHIqW2lq2e6N52WbYMluUjS6nWjuHTS5Ei9d5jJ+wQtsQnJd/ 69k5Coy97U0K+LA6i88q3I0BE6mDKdzV4qRf7ZDMfbrKLXyYLcsO+8kt/3OlxHJ7XvtDamfZt93S 2c3QnlO1Vi2aIjtrxrxjfUPe4EubYZ3bktbZll2JfwnXHRR6SWyCpaPE+q2l6Z1gdsXfLfPe/62w aK02pgGMczyXB67Medff/m1eDafQxRPh66nLFY4aOzyuT1GsJgxvqohfdrTd2B3ioJHOAI2Cv9Wu FHbBuoUxx0y+Lu4ZVN3j7CYaz1rjJrw/Hn7ftlreO94b7Uu/eipKTF1Dh9c+WJ3VpIzXmpnkxLeW oCw9QP6AHp0cRb7NjF3gWC5+u+ORXa7HJDipwmzfXx3KZf53MvchaX5Sda7l3BnnsmIgTzHjfN7n eK7nw0W3gH7j9QXngv/+Pn2+6HCR6KZq6H6O6I5+Ksxd5ZO+mRgE0IV96eMjUoWttOYNXxrN6WE9 Zizu5VE+p5bupqQ+z2R+y9aL6h+COJtO1Pjd6hdnvCYb6NYY5c7N20yuw7heGT4O7DId4EKOrFXq 5tQ06sN+ybAe6J5rVsmu7JwN6tD+7HR3oGWplAD5wvKro2qr7d2WRZjqRhvuwL9ujmhM7jO6fNRL eTmY7iLqT8vLSZJOmKUoVai9k/Nl4xct74pd1qiN67xe6/3OzEGYcvWtgg1/8K/u7lW13WyasQLv 1vEN2AmP0z593vMo8T0d7auebRefvswZ3dNdSpFLfzF+5Tu+23m63r7/TdnBjfKAvdMfjs3bPOHd 96WqPasse4A0T8HSncytzcg4nO35+OgTtNnY6dWxDtp6JNrxnldPz85pyPShS5tse/TQnDqQPcl6 zeo5L+a86+x82z7CSsMgSuFkL83dLduZLFn7Kcri2uRaZ9d1LebJ8uA90Yw0y9ZSf/Pe7T1yDfR0 fVFeg0M9vocFL+FZ/KiDz8nr3l9g/ZwcP9ZkDdWZj8MH1VNKPVShv7qqGadFmbaZBNOHhLXSB1p/ TLkCPffRW5rHHvNsHNWgy9Gm/eWUL7co1qiw3/nXbL4mOtZq3tGxjLQ0wvkdb6Xq3vM97NQpj86q DqYRb/gWvfaDeND5/+7O9AzPz3vP1w38sC/Q/Wzr7L3LPz1+D2nQZBz3tzjOq8/9+2z+0JnR7Hz9 fCrGucq7slHMAJEv3z+BAv8dRHiw4MKFCQ0mhBgRYUOJFS1exJjR4sOMBTVW9HiRY8SREEuSPPmR YEqJLFW+hImRIsyRDG2C9BgypsuYPX3+bMlz48CVNo1yREp0p1KgTX/qFCl0KFOcQ63KlIqTqlan XX1mDTpR6VGyCrdqhOpV7dqoYB0yLVt15VO2dTueNek2L963fF2mDcoXq2Czdg2DfEr079G3S/Ue hnx35mCqgKs+jpwZpWDLaLPyBE3YrGiuUzWf7mkQbNrJbTujXotZdf/rokYbv3wNW/fmq44/ho76 G3Ph0ruNm8YNN27f2UuPU04ulizFpM6fX0dZnOZn4MgHf2U5HLth2WMVT5+pl3Zd0nvd6lyed+7O 8fVr8069mrBQ/e3xM7dvPP8aC4+x0VRiiD6atktwKvj6Ey/A6xqUDjz/+NvvQvFYW09CD91r78EO RxsRMd8QHCg99Cr0LMIPdWsIqty8u6tGrFAckMUDS3wxQB51RM+85nDM773zViRuxr56ZJJEIQ88 UTgbgyPyRBFdbDIyJVlMCkkjh7vpO+kWKyq6LD+kUKwyo2xxSholK3I+5nI8UzP1hgysJqnC3O6+ OVUULU206vSwQ0H/hbvTM0VxpLM2vH4kFLYcD/0vvvvAFHK6+baENNIXeex0zElJ447Bx0Dd0lM0 OX1oNiTl7NPJk1ytUlVCKd0ruVChvBFOXVPl1cFGbT0O2Jy2so24/NSkTENi68S1JUaVlXJRNxcN VUNgn33uyz3NSyxYrQYcllvUdkVUz1iv7a1aJ9nb1tzdyFUypAhp9VVeedFtsaRtU+1PVxDhxVLf +lhNsdxo5TOY24WLTOlUZ92lWFS2Hm64SQgV7rTgjGMLkk+vopUYRZPNzLPccUP2+OORQ+R3yd9c lpDlli2msuJedc555YttptnHWsEL+tnuQA50VJSt5TnXn3suOlIs/1WOutsCqR4XajGb1o5dAAnu umpom8Ja7HkfLTtrufpdWrKJ8zysQLNVTXvuW2e9Ge7/bkzU5IA3qzuwve0mvPAs/c1b7dts7Lta /QDPjEPDJ6e80MkSb4thMb09mVWn7VQu3spHJ92pZEW3UN2tOXe33tAxLy3Z0menXS0VqYXsWDxp 3BhmmYOLEfaw5Iy5duNpT1PkuLucUXJsff995ScjT774468vnFLrBZ4zc8299/zzlMVfPuLtsUc/ 6BFRj3Pw6Bdv99uwdXy/fAfTx5/0H4Un36E34Rcc/YYXQGnND15uy18C7YYxgoCuUbnBUHa0Vr82 Ra5fgVNgBn3EPv/yYCpDO2NWuwjIPfucT4MnpB7QarahpHmPgiEU4dAOZjMMotCGzXpVCVm4Ps6g bYKyspDlWHZDIjpwbRt0kfJw98LXmG97JjzgCIs4Rbs4cVVpExmZYghDJQZRiAOkYhh/hqwami5x trmaC+Uju5eVkWxkdKMYqYi4OHoRZI6SGwj/lDCwrbAydZQjES8HSDbZ7nVSRKSfltgVDnbwa4GE ZGKoQ0gGVfFRKQtZASU4RssBMZKfnNZcGkmwMt6Jhm1rIyWJ1KpRghKFFGKgpGDXyoK1MpETAhT/ XIk82kCRkb7cJFA8JrxYphCOutxl5QyFzHTxb5hlc2Yxc3c1VSb/02yowmXwOghNbrrRVbYMl2us ib7m7a9Y1XPkL1+WTk/Oy20ZquY4BaTCTx2KmFjEJztFFU9TBUme2fMnk5a5zXX+0ptoY6YwA/rP BeKNn+0L5h0Lqk5LGtCP7mNo1fB2t41WdKJm1CeJ7hbRjIpNRglN5fcMKdGPrvSRZzrpQ0uKSwDC 9KQebekbcarIkcJwphq9nacaNMu8FZWo7xJqpmT609MwBqVIO9ZOKerSp3XxcAmzKlMd9iBYQYuV 4FQpSFkK1SPRjY8i1aq+WiPNeR6Sk2M1KClf2CNBATOtMFoPWI3YP7HCdaqGhGNSz8LWuy6vWf8T 6FO7+tecTnOp/xAF3AcLW77q7UlqitXrIt8Yz8zmDoH7VOxPM+myziK2r0g7V2gdqKnJOrZ7pH0q Yb222diq1piha62WEEez0nIFc7/Famofa9i55paqa8pYbyG32NMW1K5qNNhNjatbcH1Mue7xKWOn +lzTblWA0yWruPaF0kFGcazctSix7IVe46JxuHI1Zlhp+7SXUta6WGVvYW9nW/vFV74KPeMx99ow POVXtIO8rnAT2sS6ZdU6txwjfyP8uvcmEEOWSfBtF6y9Bp/nuPtcbYapO74fjpONPCUpR7XZ1Lri s6yMdXBVY5xYce5Rq6MVia3YqNowtUx1Yp2xefFYYQW5xlIzZf+ehB1rvnMGOV/IBbBsteso9cGS yPrT05UtyeSzIVWn/+2nZnWrtyrjVr/KueZujaNmhR6RaDVlMV9hC+cDV9ekP5ZlDTvTWREHs8/Y 6dKZg6dl6nq4y0JOcXPjjOKo6e7P19OmkvMc1UOTNYeNpR4eGyrKR/MyyXNzNI+BO8S3Thpfd76S GC9MR0L3V8ptBt2iTS3eMv+xnPhTHodbTdDihpS4mcarrUHtRFZL+qqXBnNyI3Y2VZKXxxBWtpEN hOuvug7VG0xttnW4a/pKm9aQxvPoOq3HaWp727zstfECXbpxl1iqY0bi7LiqwfV6eoWyxHe85f1i C09y34R+NGb/jZ3uNHsZe07ldp47mW9znxvLQ074u8lsYK/uOrQXt/jAs5kpphktrxzSeJOviNdg j1zcIB8sxRW8XgyHfOXcFnWl/dhuQBP7SCp/uYNdvmQnK5zkJRfiiRvdQ9YS2Mw5BqrsXP7qcM4a 27Ki+bmevHMz2pndLUfiuEWNc55x3abfVavV/51oZmcX3uaOeljTviqzh93Q6maz1cIN7IZ7XYRr ZzuU72t3FbddwcmWeLnrW2m+VxzvSybnoDdOdl+ffUzZpPLBD494yfeclFyWdawj+9hpH6/wZQf3 zWuOThbX1saL17u90xxxkYN9zUOtpterrfGYhn6Btgd8sJn+/ytnW57urhc3eIVrIh2idcSp3/Lb D5Ze4e/y85UE/nGZWftjs775vKU6GIcf/V9rLPvXL3NPfU7wbh8b/Cb+PuO7T2fHe9/659/q+/3e X4y23/3w/+TkK2jqI6fwsvLHv8TavZ/jv6JrOJsawABcvc77unmaIcFiQAX0NOmquAdsq8v6EwnE PfbLOwe0QK+qPw3EsrmjsQ+sOQx8PBGsPLETwOKbIQBkHhVMH38DQRc0Qe8zPhkMvd3BQRv0wK9L QB2ELfx6P/1jLrlDwFMTwrHLwXrSv5ALQvv6tiUEKGGjK98TvBd8vv2bQipcPe3LOjGTuRNkNB/k Pi8MP+Kbuf/5I8Af3EKkgzY0HEIAZDTauzKHosM3lMPtMzwwPCczbML728OkM6vyukGryUDBGsSi MULeU0JEvECh46hFjC4svKIohLXRw8Qm00NKbKYI1DEibKsKS5D0Y5T+88RR/KPxyj3/oikOrEGc ScVLbMUeNImNU7KUY8XBm8UwZEPzuyjkgzzvSsFebEExbEB968LXM5d1M0b3U75Q/KIzbENpLMNn zLpNHL8XDMHXo8PNa0RsFCltPMDRY75qhED8EsdpvMZY1EID/MFQdMZ1vMBaNLl3RDYkVK/Aokdz 1CSzuqqAVK9z7Ef6izZbvELs+0YdDEdF68AS3LuC3EajK8L/ilxILpRIKVQ2U0RGLZzDjAQsUIy/ hrRHuSPJ1JFEkJQ2cjRJYXy6FuxES2NJSjREt0MzhKwnXtxHnVTJGuvI6ltFnHzIyCPGQOxJtvlJ AQQ5oQxGECvKmGRIVqrEoEpIiLTEvDvJACzFixQWqHSzoJvJLgvLXgy1OfRK9cPFrISY4DpK6GvH nTRKQPTFI/S4eWzLrVlGgLzFqvwUtFRE8jvKPdvI/8tDjsQNguzJs2y8K1RMd6NIriwptcQ0k5PM pBwvyGSoyqy6SXRJdiTEtkRF7OPMvJTLWhtL8MpHRpQ/wKhMwwzJlKRJCrw2YOxGhyu4YsRGqrwz w4NHvtzN/7gky3n7TWhcKIgEKtykRxo8Tri0xuVsTCTjwY9kzkLETEXRTHk6TU68TlhkzOc0KNfM KO+MsmgUv6QyuMe8S8DsO2pcuL8EzrpMz5IESr9sTxR8rUqMT1STzfIsz6vMT0HTHb38P037zyUU SePkze0s0BkURfNMR7pcUAXMMgcdTQiNUPgDT8d0xwuVwAzdIgHlUAn1UDKDzxAVUZsMOxM90WbM zixUUfBTUKeJUfV80QNj0aObzhpFTcxkzRHlTh1lqhkVRiEVUiCttbpcEcgUTyMdthaVydQkTh9l UhS1UPvcxSWd0r3D0aK8UZ7MUlXrper8xQ0lyi/NPyvDz/8UbSczTabQtFIkdVI2/bc4Xcx0LFI5 tUY6RTR5lEo8/ae4y9HmtEw/naI7/Uq3I1RrktLZ2sVEdaVFJbc0ddQzVc1KndRIglSfvK9LhSRD xSSF5FQ5ytSrGNVDDVUbKlU/E1M/PNUM0lP7S9X7bNV+e9X1G1PC9NRZpSx+u0woLcTz1NWrc55e LU4uLdNgPTkrW1VWvUzQQla4U85NFU0CfdYVxNJlMctcrdbbmlYtXdZtnbQ501JwLVRxTS5yzc9Y RdcFVdd1/c92ddf4hNd4vct5pdfE1NZ7Dcxa1Vc8Zbl+BVguzNeAzU2HItiDBS3YRNiFZdiGddiH hdiIldgFiaXYgAAAOw== ------=_NextPart_000_0000_01C42C3A.D693EB00 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://www.astro.ucla.edu/~wright/horizon.gif R0lGODdhaAI5AfMAAAAAAP///8zMzNnZ2cqqkZh4Z9y8o/8AAP//AAAA/wAAAAAAAAAAAAAAAAAA AAAAACwAAAAAaAI5AQAE/jDISau9OOvNu/9gKI5kaZ5oqq5s675wLM90bd94ru987//AoHBILBqP yKRyyWw6n9CodEqtWq/YrHbL7Xq/4LB4TC6bz+i0es3OAd6ktzwuB9Dno7o9X7/D+Xgien57gn2A f4IHi4Uhg4iNII+GgY6HlImWlZKXmpmcmx+Tnh6fmiahoKimqiWpoqywkaeusaW2HIyLtbOtd6u9 ssDDvMS/xcgcuB3LysGwJ80b0hrUGdYY2BfaFtwV3gG7b7t00c+35umr6rXs5evwzu5884b1lvec +dDxIORw5Oz1ozdQYLuC+BDqU8hPHkN0D5mdk7gP4sGL7zB6CPgn4EKN/gYziiQIMmHJjyNDVpvo 8GTDlCZhoiQp8yXNDh4TebRYk+dNlUBj/hQadGbRbiynJV1ZkWLElj2duvR59MLOTDuhDjVKtCvX rzarSo2q9dpSs03Leg27lmrbsVvZYsj6KSvTp0rT5sV7dypcsWrBfjubjfA2w0j19iW7129guZAr 2DVlt7BitHwxO27MeHFct4IpgJswWkLpAKdTIx582XJm15srs6qc+PXh1rdt197sGTDnz6JXB8e9 u7Nm47CR5+Z9fO6B5hNoD9fNmvp05smBPwYd+W92373fbvceerz53+ChS36uXoJ008JJx4dPvDr2 5cqLa0cvHj43Pf8B/ojJKyuNcouBEiHojIJKMVhgJwdCmKCE7rGHFIOyCegJgWY52CGFDYL4IIeF eViiiB+SeJiJK6J44lIuvriahhvOyGKL3tAIioo42hhjj5D0Ip2O68kY5JED+sjjhUsO9iOTOd4I pZJRUtMkk7zE92SLWXbph5eIgImJVRZ+uEGGo22J5ZdshtnmmG+SEqcv/JVXZ3fnhWennnjeyZ1b 78mHU5nX5WefoYXux+ef5PW5aKOHKtqeo5MymmelkGZ66XeBCjoofpJ+19+jm4Kanqh7YpqnavUl eqqpo6rqp6azatWpp59G+qp+u+oaK6qUAmtprcSiNp+xreKKqLKh/sKaqrC0LnYrs2cSyqp11P7q bLDbDktqsbIiiy1944p7H6/aovtst1JNm60GOR177bm+rqsut/d6G2648y5LLr2uplsvvgPr65q7 78JrYb/N5hvtvtCW6rDEBUfLcK8B21sxxRkT3LHBtyGcsML/+muuyRcL/PHDEYPb8skNb+wyuxyP zDLNM0+slMg2ZyCOvEAnW3LMK9c8NMY9F5uyxkXnLPO3UEOMc9TZ8Jy0c0t7fLXUOlM9NddPg900 zEgfrfLWL4uN9tdpt02m0IwITfbZZjO9dtdq16213mG7jbfffbMt+N+DB074ekGbYPXdhjc+dt5z 2833zYc/nTXI/pU/DrjmhXOeOeMVXs7M4pHvXTrmjoOu+uRGn27xlf6pGTvsxkoZnO3y4T57gLrX LrvvtAOIGCO/Cz+gyMbXiFjyOwZP5ITO9868LMU/v6CVtANP5fZI1th989wn+f2g1l9f5TiEQh++ 9+K3z/774I8f4fmo524MIPdTkj8tx/SPfwj/KE327BeO9C1of3TSXzL+5z8FNpB/DHSa51LHOgmu znWtE12p4iU3nRjQghX02udCCDkNghCDSkscwC5oQhFSEIUu1NxVVCgShLWwhDQkGgtzWDYY3nBz O+wgD+kGw33RZYgzcdcPOxfEci1xhEV82RNfOMUJWrGJKwzh/mSQGJZpVRGLKONi/cCoqC+SEIhn ZGIaoWhGFGZIiG+jHBXFKMcrrnGOcKwjGXvYxj7S0Ty08aNz9HhHO0ZRjYdk4x9PiL08ZjGReHTi Ih81pElOKlCClKQjw7jJGO6RiJl8ZCjjiMOKvGeUOizkJyUHSUM2UpOwFKUl0djKhGFyluyqZCf5 iEtF7nJUqOTlL1kZzAoRspasC2QvIynLYZquhcUk5jJdOc1P3iqaRUIkNseoym4i85vQrKY3t3lM cpbFi+KE4RadyU1wptOcKWRnOd9Jz04qsZ4bSR88PTlOfDaTL9WTXvlGxLuAGjR6By0oQvFwzYGm SKHUCKBA/iea0OU5VEYWpehCIZpR7HE0SR3daEg/qjyQmrSk6NQoST81vfmtlHoiPSn4RkpTmcL0 QGKSk5t2Ciee6rSnQCUF8gbou5zmgj2/y52WiJrU2BmVek+NUFQT1M59ljKWnFyH1axKgQDKM4P+ zOo/wfpVRoY1le5cHFe7+py1+hKraN2nW5kp1rrGlXRzDd1ZhQlXvo7VrGXlpzsDCznSDXZccesr KPe62MDmdZXPZKzkEvtXtBr2sf0kLC3DqVltSjayySJeZ9mI189W1bTzVAxmD1tZvyLqZ6Odo1pR S1bFSlO1tAWsbUFLHa/u9rQFtKtr45pbwb6ytY39bWp1/sOR4l6VZ6uNrnOlOF3PxpaauOGgcmsb 3OQi97bb1S13hetd8oI3n3QlrjtsWN23fpe3vJHudSELXPSmd7gqued8Mxte405Svv296nuzed/y /gSd+2WteeHbGQAPeLkPNqZ1AyyqhibYwQv2FobVS+EJk2yz7a1XpzaMXwOXGEczxYbwVLziFBNm xS9uMUzVBGMXD9JJF8Ux7mo84yvxmK0YZXFLQ7RjGbvUx0ZWH5KHTNAlL6miNj1ylJU8ZfO9VMqk 1PGVqVzSLlsATVD2co+rTOQtW7mmG8IpPcABBzbbwc2tbLNw5FwOONs5GLq8c53n/GY+n+6Nel6z nwNt/g9C48PQO+ImUWuHQGEs0IERhLSko/PB2zVazQ9MYJYt/WgITlrToHZ0pkUdaQFnGMKnHi+l 6xthYr2xw+5NtXgbHGLswrrARkHwrW19VA/L2r8X/m+t6YtqDmtEv7smNpBxzWBj/9rUwE42f1sd bQk3+8TBmmGwty1tHw572s8GMTuGyu37aJfa0MY2q2ld7nD7msPQ/baC7TtvdRfb3qpOt4n3fV5O blXeU/QtusXdbbkC/ODBnm27iQbbgiPc4et2tsTxzcjSLhxpooW4xgc+NRLz+9pEvOzDs0hZd8d6 4h/X8MhNzmxulhzl/bZspSNO8WqzfGwej3nN1ZZx/o6fnI8W3/jNlR1PocMc5ExruM9bPk+FG33n BI/vyo9Oc4EJfOjgVu+/L57yewNz6lB/966ay3WdJyTeZUe62lWe9qqbfV3nxnq9vUvup3c9319v u9ffnm1rgf3unGGv3vHOd7bbvfB7p9QRBz/rmyB76byWezi3BOOzVL7HTbr8kTP/4zNzPslfXljn y0z50Tf580wOsjU0f0rTP7T0oD/96l2vesvTvkewfzKNYy97G2M+xqlXve83f454BR/3Qs7x7ZSv 1CIff0qVqOTztexk5zN/d9Xf/fSXb32PWvRuiQgQ+Ash/jWG//vmJ3/x9al+g5Q/ked3P/rh334C /i/n/fiff/7lz3+TiN+jexaAgiaAhTZoBkiAmyYoiAYNC4gODUgRsZBnBziAFFiACKgPD3g9iiZA HDgfi/aBHXhp3VUiInhAnRZqmFZqy0aCJ0hqn+aCnhaDKEhVied2a1eDjXJLjGdzwKFLh3eDhOco OQeEjVcUI/Z3iAdIlTaENtiEr7OD+paE/GFhP+iE5/FqkEd0PFhzTIiDQUgVupaFWVdz61SFXliE eWeGX3iGnvF4koeECdiFaziHRSeGcyeFNid4aoiGz6Jte7iFgAc1csiHRNgXdWeHg7iCd1iIUciI 1AWFUfeG1oaHjWiFOUN2f1iJbMgvcGiJgKgP/luXiZEYM1dHdZs4ilzYiacodpbgdIioij7TVrBI iJ7IiZDIipRYNTNHh5/oiEzUc5Ioirj4c4GoibwYi7dIjLkYerPYi7X4iMKojL6IOMnIdMd4Y69Y jZHnjKsojc+IOM1ojLQ4Ors4jtc4jJ6YiOLIjciojqhYjIXhisGYjQAVju+4jBLmjujYjawRivT4 j+wWjdZojqGnhet4kPfID2gnkNuYitpokAmJjYv4jd7Ij9dxiPOYkWVkj/t4jX4IkKZ4jsWhhyAZ dhUJkR1JkOy4agO5ki6JkKDihiGpkjDZNfp4kipZhiUJjynZG2GokSbZkjfZkuKIhUDJkzgZ/h5U uJP4KJQ5VnkqApXNIJUsQZWexyJWSXrW01xQeZUxkpWy95VS6ZVROZZaiZVmOYLcx3vU95Rp+Xpu 2ZVnKZZyeXpYNpfS8JZw+SN6WXt5WZdhSRl+p3l4mRR9iXx8CZh7ySOHCX038pZbRJiBaZiK6ZeU KZmL+ZeYiVEQMXt4YwqeGTagaXufOQuh6So6uTWjGRanqZqmSZqi+ZqsCZuoaUCrSRWtSUK3+Re5 WUS76RCNpA2ZIJyNQJycM5yGgZwxYZzUokzHWZzJCZ3LGZ3PWZ1ro5woEYG2KZ3ZSZ3XyZ0vwZxp hJ0MCCPZI2c2wmgFmJ7n2WfsGSXqqYi3/tGe8YmB8Emf+Hmf+vme6zef+ylo/AmgArqePtUhU6WB cwJVCSpVc3KEacJUEPqgErpUE3qgk6hUFvogGWomCzohLZiUNUmUqPiTM/mSEcmGqVmiIdqQaciU 05heMhmULNqUMxqHHAmiJ4qSONqTpkaSR0mjOto3H/mjL1qjIsqjOSpeGKmiSWqiSKqWQ2mkbBil QWprC+miFHmkh4OJWGqRWkilY9hY/kikWSqlFFOKMlqlahpCYDqRTVeOK7qmbiqSjqN0ZOqlYfqk O7qnVBR0XUqnZmpBwMikeqqllnOjhmpIIveQeVqkq/NyadqoZXo1bYpZkIqUiSqnq7Wo/gypqebJ qHMqqAdQqYgaqNXgp3cKqJRaqp5KAnZKqHxqqnHaT/IIq5kqqbLapLMKSWiKqblaqL/qS2Nqq8Hq lKDqVlyaqjSpq8yaG1eqrE5qk6yKqxtUJqR6rP60pJEaqi55rRQ2pMTaqp0Kbj4artSqkt6Kbos3 rty6q6gUo74qrlKHrYGVotuarkBJovfajPg6k0Zpru3arLFqTXAasMAqr8t6sOdKKs7Jrv16YkdI r/31sF3ng3+asAO7sJdUjhSLhx27dq0nsRcbrQUTsg5bXB9rgzp4siJ7ahYLre76qSxrWxE7syMb s70msLdqsNLasii3lDCrs8U6tEnz/q/7uoMpe2/6Gq8aK7QIqyj2yrQ8a6w2a1fwCqRNq7BTK6vr erNOy6bTurXKUq5HW7UAiw3gWrYjm7Tcpa1Sy7YYGzhxd7b8GraZ9Kx067Nq+wHJmrd/CLfANqx7 67deWzi9irViu7CAi0O1OriO+7bT9KqPi7jHFbRaCwCoSriWm7FiO6iT66hgO3pU2VKjSySlayCn CyGpuwkwRjyku7qRALuxC7ttqZeyW7uKebtrObq4i5m623yl25au+7qr27uiS7u7C5bYp7zaIyWb ibzJW5nQC7zM27x9uWLDiyDTu7zSW7zGO2Tba73dm7qOOb6nW77P673Rm72hEL7u/qu+1Hu98Mu9 lRs5f9kysXC/OJO/lJkcUYtC/Ese+qszARwYAywzBVwnB9w0Cawns2GtwbDASdPA7SHBFUTB3vYx y4ALG3wOHfwoHDwRIXyhfPPBmDLCi2LC0ILClaLC7MLCwuLCDgPDLEnD+SLDFWPDBYPDiXJcU/kM P6wqthDEETPEVYm52/kYREwzRqzERyzEQPzERRzFTlzFd7LEbIXFG9PEVyzFTEzFnPFK9Qu2HdcL Y5zBXfO/6HLGbCyzh1rGcNyzcvzGc4xzQlKwrNDGbqHH3uHDn8piffMJgKw5ghxjTzOog4w2hTwT iXxGi2wTjRxFj+wTkVzJhhwc/kArybPLyJesyJvMD96nQLyTfnswyvRXykshUaS8yqfMyqb8yhnl yrHcyrQMyyTMgrZMC7ncCgqVgs1DCMAMCcGcs7MzzGkmzMg8IMb8y8l8zMrczMx8yygGzTdFzfPT oTubiGo8qVnLuYvLKQWbuOLMWWbrG0YLuXqLzoqVyZ+bjnb7Rw1buN78zsNUs/JMtfcspS+rufzc znhaOiubz19Kzw9hsgLdzdlM0BJ5uXWbzmAR0Jub0A59g/vsz7z4zc5izxFNtAjN0ePMEvG80QM9 0YCCxwot0h39tAut0uqsqik9hktLuSfdz4G4zf9scCQNF1cLuh+d0y5dRF2L/tLcitEjGc4v3dPl 3NLIkbZKXaJEbR9uK9M+HbcerQ1za9HoOtMCgbdYTbJVrdXE/NR2PNVMIbhN3dU4K5CHy9M4ndSc 0LhnHddSzZCSK9eFKNakkblo/bVIfdC15Ll27c5kjYxuzdZgjbWXOtfUhtcFdNiGPdh8zal+fcaK vSyAXdk0jdl7rU16HdhPWNjV0tdCzdiizQdwrdktOtqrsdbcXNqbPc/bZtaovSdE3bevLdGgfdOJ w9WevSqOLZGkHdwKHdWPXY+QzdSzXdyTfdJk29t1qNp8y36QzdDTDdvySdUsTd39ZdM/LdzVfV8x rdwBudy5Yt3kndvdPUTs/uzcgvjb0uza7J3W5/1dGp3ZQujeFR3ffO3dPwjR9m14852AuB3g/63b 7GTQ0G3gu+Xft/3V3+3gEZHfyQ3gCV6Q6f3g2S3eIRnSBe7b6bzeE67gBN7gRftBgPuw4d3a/D3i NZ3E6H3U72rUK17hNC4pQd3hz43j0mLU8B3iF/7iJorcGg4e6UrcKu7eP87iHwbjKEvQvO3j2M3k GN7Ntq3fcUzesj3kVm7eNd4rrC3i463ap63lUO7VGX7kriqLZF2pnV3m8t3lW546l03m9w2qkg3n br7fSK4we97je5PYdI7mQP7mAHvnOk6lcy7oSh7oYH62bc7oZ15HdZ3n/tq96Ir+hmN+6WaO0F+e 5HgO6VHu5+iQ5ZpO6GMnelMu6o1O4lKulqDe3rd41XEO4Za+6i1t5LZe6Uvtd6k+4zr+5s1d5up4 46yu6p7+63o+Dztd6snOF9wd6r5e7Cgezok4iOdM6VyO7Lqu7egC4q8uhxwu7X1u6rO+SvXd1V0o 4a9O7tg+4J/O4OzNhAjO7e5O77T+6a6e7UQOh/De7vdu75F+7GKh7sy+7UYIp9Fe7q1e60rI7nVu d95e8Ove7AwP7Ulx7d8Odime6xNv8Apv7MXy7JuOxiC57Bwv8Sh/8ip/KcQe7ysX7B2v7x+f8H3I 6387crgu8DM/7hTv/m6yLuwP9+QxX+/i3uu9VOVAH9s8HvAWb/RO31tI1dAOl+kr3/SD3vP2PukZ f2GPnvI67+9MP/JflOhVD/JLju9l7/Beb/UkN6pI+22AvvZiz/MeD/beZOgOmWxk//VD/+9Ff/Xb 0PVTWmtaL/dqn/ZY//eyRPUXHWKdzvZoz/eGn/hiuvQLD/n0RvN9H/aHL/lOIfSC3WE/v/mXD/Cl r/hilfNZrVlCPvl1T/pm3/mQD/Ohr67SDfgyb/exT/kxZ/KNX68uXvFz//TCn24b//vhhfGun/uw r/nMHvGD/1XhvvPEH/mYD7EI3+TyRPCI//rLT/TUv+Acq/2/Ne+o/m/6u+/93e+N5h+I2NTvzU/3 zP/9fv8W3I/89J391Y/+zr/+GzP9EBDkpDUAYPWWmFfvE69s/MLqOEyS5VAXLGOZtmC7zSfc7ulf LOgasoqm4ygpWp5mu+brmVuqNtHr1KfN7nhcodZqBBPLZG/njFwr28y3M63zYjX2W1w6x9fSfQrA L764Mb86vS42QkYKw8W/xDvJvEZESyjKw0xMKs3Az8HIzi1SIL1HNdMwtFFXiVS3VbPZ1stXTlzP Wshb39zfXd1Sl1RB1WHFYOKAWNlkVmhaaVtga+HlU97n7Oju6e+Nx2O66z1qSGduc230dWx273jw +Wr4e+b6Xv13/hNDcoBxAjJS169duH34DvKDs62hu4cIDcpTSDFfRRFjBkIsh5FMwYn0PCa8WHLh yJD2TFo8uVKkS5UtZfpbsVEispsnQKYkOfOlz5gshf4cGpToUaNJexZdijTjAZsMO8Kk6VAOx3M5 s0rdijIiV2VgJ1ntSpXn2Q8qQuGUGtWGWrJhvV7VKtfs17llgTZVipau2EpY7dLY6VfvWMEpoK6d utfwYKaPEdedDHhTXshOJQemzNlyoMJ/57otVpMxacd474pefViz6tSsY7vuCzuy7ddOQmeu3fi2 BY2nhcetjLl4a958lW++jPz47OTMQRGvtNvz6OGEV7A1ft25/nfoz3/TXo67N3npojo3Dw9+vCLr 0zmiTrud+3f278XnRm++vGz93OMvOv/Su6+9/AacLL4Df6NPHPsaVFDA8wgEcMIEK9xPQwr/6+9C DjP00MIPt2LwQRENiwXFETdssUMDfcNQvvVo/Ey9GyUM0cbuUsQrPhZxnMuZIAs0EsQXfUQyxiKX PLJEEqN0kcnslrGuySLVaRLKKZ+UEkYvu3RyTC7BJPNLJctME00eTdoNyyo5KGhLNoXEr00E8Qxw TTHV1HNGO/MMdM8/dxw0NDh5AYnOPuvUMclCIR0U0EeppI5PM/2c1NBKcSssUWp2YjRTR2Xk1FRJ Oz2zUVZJ/m0VU1gjtTQxCkWNc1UBP731zk1TRXXWGnsFNsdfw3T12FiFNVbERXctNQhEnSVUWVyT VVXTa5+VltJiq5V12W+9pRa9Obe1trE3zfV11HPZDRfbbuF1d1xtL3233hG0VJfe467cF1x+kb33 1YEFDrjdf8XNluCDC0bYKiITdgvIhOWtGN9gFzZY44dp7TjjeDHmakWJ4zzxYoY5dnjlhltW2eWQ U45545k/JnbebI0p2RIGa2b5ZaB9hhlnoYMm+miUaUaauHF2dqXnoqNe2uOfpU7a5h6rnhrkrUsb WqDhoLba3q/JNvpqrdEum+q1uVab4+CsCkjssdk+2+y6/t3Gu+us2775bZ+tALUOuvP+e2/A+eb1 brsN75txvXdQq+QEKrf8cswzr1wFzTv3/HPQQxd9dNJLN/101FNXfXXWW3f9ddhjl3122mu3XXPO WW8Cg9VVOOB24IMXfnjiizf+eOSTV3552H3XHWwvVECgcMUFhfzwxquf9vrHHV/c+9Kmj3A1QKRH QPzI08de/e6159b9U+GH1Hz029KE/vPFln/Y9hP3H3EAZu9/AswB/upHPkoYMH/ji98A2fe9/QGM exB04PosyAIFHtBBksjgAikYwAdaD3zbG+H7Ktg/EIqlgxrsDRZW6EESRlBhJWxgClFIQByGMIaJ eCEL/v0ShR7CsIY5vOAHiXhDHZrQhkbUShB9OKYmOFGI/GNiEUUoQ4st8YonrOKQDnA+MIZRjE+0 UBW+OEY0gjFdWtwhG5V4xC7GcYtuHOJT0njHNS5HimKMFh3XxcU5wjGQSayjFdtoxzvikYFiOsIe x6grP1JxkIZ8IyH/GEkJ0lA5juTjIpVUBE4+0pN+QyIlC1lKVMrxkJaUZFFC2ckjDeGVopwhFkWW yknicpWmvKQghzJLWH4IWmdMZDHDWC5M1hKQu9RlJXnZSmfqEpi0LCMXpolGfSUzi76Mpiq7mUtv nlKO16SmmXpATmwu0pYyW6fSlvlNZoazlw9EZznD/oWDeqbTndq8pTyhKU5wBjSeAhVJPu2pKhgY VJ9p4yc73wnQgUYUnhOFKD0UetDdzeCiC50gQSv60Xk+M5PtxJo/I7JRe2YUFsQ0ZkuL+Y+HhrSZ IP2nTE2qzIbusxksdWlPy6lSlCqyoxKl6UhjWlOkGjWnJdVGUNMYNzY4VagkZSg3i4pTq9rUo1rd oVSfapqP+FSsxpzcUqvKSqVmNalYRStbb+ZVRWYUA3Ola13tele85lWve+VrX/36V8AGVrCDJWxh DXtYxCZWsYtlbGMd+1jIRlaydiXDZC17WcxmVrOb5WxnPftZ0IZWtIOdQ2lNe1rUpla1q2Vta137 RVrYxla2s6VtbW17W9zmVre75W1vfftb4AZXuMMlbnGNe1zkJle5y2Vuc537XOhGV7rTpW51rXtd 7GZXu9vlbne9m4MIAAA7 ------=_NextPart_000_0000_01C42C3A.D693EB00--