%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
JustTheXmas-Menu-Birmingham_AW
2013-08-13T13:17:34+01:00
2013-08-13T13:17:34+01:00
2013-08-13T13:17:34+01:00
Adobe Illustrator CS6 (Macintosh)
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Alv5v/nX508qed7jRtK+q
/U4oYXX1oi71kQM2/Id8vx4wRbElgkv/ADkj+Z7vyW5tYx/KtshH/Dcjk/BijiWf9DHfml/y22//
AEjRf0x8KK8SlJ/zkR+azNVdTiQfyra29P8AhkJw+FFeJr/oYb81/wDq7R/9Itt/1Tx8KK8Sm/8A
zkD+bTNUa4EH8otLOn4wnHworxFb/wAr/wDzc/6v3/TpZf8AVHHworZQ0354fmrNIZH8wTBj2SOB
F2/yUjUYfDj3LxFZ/wArq/NL/qYbj/gYv+aMfDj3LxFQk/N78zZHLt5jvAT1CuFH3KAMfDj3LxFb
/wArb/Mv/qY77/kacfDj3LxFSf8ANL8x3YsfMuogn+W5kUfcCBh4B3Isrf8AlZ/5i/8AUy6l/wBJ
Uv8AzVjwDuWypv8AmP8AmE7Fj5m1Wp8L24A+4OBjwDuW2v8AlYv5g/8AUz6t/wBJ1z/zXjwDuW0N
L5x83TSGSXXNQkkb7TvdTMx+ZLYeELaz/Fnmn/q833/STN/zVjwhbUJNe1yRy8mo3LuerNNISfpJ
xoLa39Nax/y33H/I1/640FtSe/vnYs9xKzHqxdiT95w0trfrl3/v+T/gm/rjS2pszMxZiWY9Sdzi
hrFX0f8A+uo/88P+7lmP/G2dGA/85IxMn5n3LGlJbW2dfkE4/rXJ4fpYyeXZaxdirsVV7mxvbVYm
uYJIVmXnCZFKhl8VqNxjaVOF0SVHdBIisC0ZJAYA1IJHjiqM17ULHUdXuL2xsI9MtZiDHYxMzpHR
QDRm33I5fTgAUoDCh2KuxVH22g6zdWEl/b2kklpEQryqNqmv2R1alDXjWnfBYTSAwodirJrj8u/M
tvYfWZIV+sDm0mnhq3KRRwxztMyfyenMjVr3yPGGXCxnJMWT6n5JNj5PsfMf1+KX644U2iggqGWo
o1fiK0o+wpt1yIlvTKtmMZJindh5djfTY9Svp/ShnZltLaOjTShDRnNdo461UMQasCANiRh6nWDH
tzLvex+wcuuJIPDAfxfq71l5otv6LTWbvyjBZ4JSpPFRUsrgLX/V4/fleDXicuEinM7W9l8ulx+J
GXiQHPaiPOrOyT5sHlnYq7FXYq+iPWf/AKFL59+PD6P0vw/VmP8A5Rn0Yd/zkx/5Ms/8wNv+t8nh
+lEnnMEOgnQrqWa4nXWlmjFpbqgMDQkfvGduoYdv86Wb2hLsKE18rahaad5isL68JFtbyh5WWNZi
AO4jchXp/K2x74JDZIZ55680eVrnywbKyKG8uYbYoIiZwTHM7FpHlVGgZQzfu46xnn/k5XGJtkS8
uy1g7FXYq7FXYqzbQfzPvtJ8sHRFt+ZjBW2lEhVQru7vzBDMN5D/AHTJy2D8htkDCzbISYTk2LsV
ek3/AOba3WgfU/qZEzSTlrQkfV1M0KRmYP8A3rSc/UejHj8VKUAysY92fE82yxguRHkZY13LGgHu
cjKQiLLbhxSyTEIi5SND4pzZ6B60ixIslxO1aRxgkmgqaAAnYZqMnaMj9Ip9A0/sdgxx4s8z51UQ
Pif2Mt/LvRNM1LzJZ2OosI7DdWlduKq/E+mGJVlPJ6Di1OXSozCMvEn6jzd3rI/kdFw4P4eXU89z
tXvscu5lf566Bo+m+Y0l04RiW4Be9hh4qkOyrCpjRQELBWO7VbfYDrPURjGWzgey2pyZsBjk3iNh
f8XPi3J36Dlt5vMLvyvLDCks1pNbxyIJEkKsAUZmVWqwIoWRgPll0e0Mg50WuXstoMlxhIiQsbSB
3/ZaUx6LqU909tZ28t3IqmSkKM54KCSxC16UObfDmGSPE8F2l2fPSZzilvXI9470EQVJVhQjYg9Q
cude1ir6E/8AXSP8/wDq85R/lGfRiv8Azk3FIn5kIzCiy6fA8Z8VDyLX71OSw8kSeS5axdirsVZf
+W3l3RNU1K81DzAzjQNFg+t30UdQ87FxHDbqR0Mjt18K7jqKNRmGONuXodHPU5Y44fVJmv8AiLWN
VSWTy75L02PSbT4Gjg0qO74p2E0rxvyahqTtXrmnOqyy3D3o9m+z8AEc2T1nvkI/IMG83to93brd
W2lJpOqRyFL2C25LbOp6MIpGZonVhQqp4mvRab5uj1hmeGXN0fb3s6NLDxcR4sX2i/0MUzZPJpna
3+jR6Df2c+netqk8kLWeo+qy+giE+ovpgUfn03wUbSlmFDsVdirIPL2iaRLCb/W5ZltKlbezteKz
zkfaPNwyRxjpz4sSdgpoxGHqdWMe3OTvOyOws2tsx9MB/Ef0d6bSaR5CvSYoEv8ARpGFI7ieeO+h
DdvURILaRV8WUsf8k5jQ7S33Gzu9V7F5YRvHMTPdXD+k/oYUylWKsKEGhB8Rm0BvcPFSiYkg7EKl
rKIriNz0B3+R2OV5ocUCHK7P1PgZ4ZP5sgXs/wCUPnnR9AnntNXBNrPIk0BWH1f3qq1KsvKQbhQo
Vd67kDrocOQQPqfRvaLsvJqoxy4aJ4f53OJ7unmTfzeq3NppFrcS/oieewnvruxk1vT0tEuLkRSI
iQRsrNSFWKEs4DULGtMyKAPp2ur2eQE5yiBlAnGMJiB4qjYJJP8ASIvYbXtzVJElvdQuofMTvZ29
3HZi40o2waJb5pgIDb3ikmRmK/EgVqb7jG+Lae11t5+9AAhAHAOKQM6nxb8HDvxQ6eR2vuLA/wA3
PzF0+6sLny7ZW1xZXrSBdTR0jjqY5OfCQgMzivxIVem/TKM+bi2Arvej9nOxpwnHPIxlH+Hn1Fbf
cbF7PG9K85ap5e1W4udOELmSI28izJzUjf3Uggnx371G2bbR4axi+u7zHtHrBm1kzH6Y+n5c/ttj
s80k80k0hrJKxdyBTdjU7DMx0SzFD3f9IN/0Kl6HAU+s/V+Ve36R9fl/DKK/eM+iV/8AOU3/AJMH
T/8Atkw/9RNxhw8kSeOZcxdirJ/N/mDy1qllpkWkaV+j57VHW6kARQ/JqoPgA5Fd/iPWvQUqYxBH
NkSpeXbkpompwAkGae0LU6FUWc0P0kZgdpfQPe9Z7GRB1ciemM/fF9b/AJR28EP5daKIkCepCZH4
inJ2diWPucq0wqAdb29kMtbkv+dXyeGfnXpPrfmVqFrZWzSSXSQu0MKlmZ2iXkQq13PXbMLJIxyk
jnf6HtexoQzdl8GY1D1C7qhfeWBxeVtOh1H6rrjXmlqAS5EIeRdjQejIYT8R2ry2zLh2jIGpB1mq
9kcWSHHpZ8XvII+Y/ap2nlG4vVlk0+yu7yCH+8kjjZwo8W9NSF+nIntDIeQb4+yuixADPl9Z/pRj
8gUtfRaS0ElI+4I+IHwy2PaXp3Hq+xxcnsVLxahP913n6vd3H37Mg0r8uPMGpQCaw0W9u4CKrOsU
hQ/JwAp69soOtzHcfYHLl2F2Vh9OTJ6vOYv5BF2uh2fl6+j/AMTeVZZoAw5Q3DXVo7U32cGm/wDq
4fz+Uc0H2X0OcfuMm/vEh8Rz+1lv5faVY+a/zIt7i40oW+hlpHiso0/0dFgjJih5BVUgUHL+bv1z
HgfEyWepcztEjs/s/wALHIeIKHcdzuael/nf5S0mTyY13ZaZGuoWs0XoPbRBX4u3F1IQbihzJ1OK
PDYDzXsz2hOGqEZT/dyBuztysc+r5vg8o3+s6k1nZFE1FgSttOywhygqyiRyqK1BX46DrvWgNmj1
gAEZfNzfabsImR1WI3GVWB8rHfZW6F5E1bU7m/V2ht4dLglur13mjJKQqWKRBWJkZuNBx2r1IzNy
aqAiSCCXmcHZWeWSEZwlETkBZiQNy9C/KXyFpvmS5uLnVA66daPFCCjqimWYMqI26vu3HiV79ds0
mGHGTxfi30Lt/tOejhHHhoEjuuox7unLv6PW76bS3nFrpcQvn0y5sP0zcS3i21w0IjVraT1FaNZf
TD/ZYipHfMix03qr3+XveOhCYHFkPAJxnwDg4o3ZEhX8N1zA28lO8mOhXd/fa+sd/ZWMFoLvUJbl
RJPeJIHgK2qnjEYy32qKSAdmxJ4LMt6rfvPuZY4HOIwwnhlIzqAj9MSKlc+Zvu3HuYp+bXknyqdH
udb0q4SXU0/f3M0l0S8yvMyM4Uq6ytyVxRWQKF6HplOeEKsH7Xd+z3aeoGWOHIKxnYDh5UL8q6cw
bv4vnjVY1S7qP21DH59P4ZtdBMyx+7Z0ftZpRi1pI/jiJfeD86v4oPM15p2KvbP/AF1v/t4f9jWU
/wAbPoh/+cpgf+VgaeabHSYd/wDo5uMcPJEnjeXMXYq9D0n8ttBs9HtdV856vJpxv4lnsNIsohNe
PA9eMsnIhIlbqvLqPDMPPrI4zXV23Z/Yuo1e+OPpHU7BZqmmeSLLTy3lzUb2eWWZBPaX8CI/FVek
iPEWSg5UKnfNfqtWMsarq9n7O9hajR6gzyAcJgRsetx/U+nfyp/8l3oX/MMP+JNl+n+gPH9t/wCO
Zf65QmgWVtJ+afmu8dAbiC206KJyBVVljcvT5+muQxgeLI+77nI1eSQ0GCN7GWQ/IivvLC/+clLS
3+o6JecB9YEssPqdyhUNxJ9jlWsHIu69i8svEyQ/h4QftZz+UNpb235d6MIUCetE00pHVnd2JY5f
phUA6Ht/LKetyX0lXwDBNN8l6NqH5865HPCjWWnpHfC1YAq80sULbrSnHnKzfdmOMUTmI6c/x83o
M3aOXF2Rj4SeKZMb8gZfoAHuepeatcv9D0sXdhpE+sMrBWtrUgMqcSeVNyQKUoqnMvLMxFgW8pod
NDPk4ZzjjHfLl+PelVp5x8meZPLU0mqtDbwFGXUdNvyqSRFRVlZGo3TdWA+W+VjNCcd/k5WTs/U6
bOBjsy/hlHcH3H72N/k9+Yfl67tLTynawTRXdqs3pOVUxSRIzMH5VDBip3BXrlWlzChF2ftD2Rnx
yOomQRIj3g1y93d5M980eZtN8taPJq2pCQ2sTIjekoZqueI2JXvmVkyCAsug0WjnqcoxQriPf5C3
yz5+8x2/mrzfdapYWxghujHHBE4USNxUIGfiSvJj75qcsxKRL6x2RopaTTDHM2Y2T3fBkP5j/lH/
AIO8v2GqC/N1JPMtvdRFAgWR42kHAgnYemw3y3LpzAXbruxfaE63NLHw8IAsb9LA3+ad+YPyv03y
9+Wtt5q068uYdbgitLmaZJOKk3DoCqcQpXg0gKmvbJSwAYxMHfYuBo+3Mmp1x084xOImQqv5t/O6
3YN5H1GLy75rsdR1i1k9BCXRJUoC5FEc8xsoY1LAEjqBXMeEgJA9zvu1cJ1WmlDFIX5H5jb7tr6s
l/OfW7DzJ5jSLRYvrc1iHjurm1QSRyKeJiPqIOTcfiBBFFNaE12u1ExKWzqvZrTT0uAyzHgjOqEj
Vc72PK9vf1DzW6F3F+5mVxJCCqwSVUrU8uNG+zUmuUwAJ3NB6HPllHGZ4YicufOr+O7GrqeSaZmk
FGHw8fCnbOkwYowiBHk+N9o63Lqc0smT6u7uropZa4LsVey/W0/6Fh9Lia/pX0a9q+r6tfuyn+Nn
0X/85Uf8ptpf/bMX/qIlxw8lk8i0nVL3StSttSsX9O7tHEsEhAajL02YEZaRbFTvr25vr24vrp/U
ubqV5p5KBeUkjFmNFAAqT2whXtn5ZeX9O89+e9QudaVpbSGNrlbUMwUgOscUVQeQRE2Ar2AznMUf
En6ve+n9rauWg0OOOH0k0L+Fk+8p5+dH5WaVpWm2ur+W7BoUST0b6CEvIvFhVJKEsRuOJ+YyepwC
AscnD9mu3smXJLFnldi4k0PeP0/B6l+WVtcW3kHQ4biNopltlLRuKMORLCo+RzMwCoB5LtiYlq8h
BscZQvluRD+ZPnJQwLCHSqqDuP3Mp/42GQxf3k/h9zka0H8jp/fl++LEv+cj7S6m0DSZoomkiiun
ErKCQpdPhrTxplWs5Au19jckY6iYJq4fpDOPyztLm08haJBcxNDOlspeJxxYciWFQemxzIwCoB0X
bE4z1eQxNjjLzS/tPOL/AJ76zeeWI4nntI7Y3a3DcIWhe1hBRz1+IjancVzFkJeKeF6nHk0w7Ixx
z36jLhrnYlLcfpZ9c/mjo+kaiml+aIJNFvnQOkjfv7V1PeOaMVpXb4kWmXnUAGpCi87j7Ey5oeJg
IyR+Uh74n9BKaa95W8q+cNKUXsEV3DMga1vY6eooYVV4pV3718D3yc8cZjdxdJrs+jyXAmJB3HT3
EPEvyk0iTRvzguNKkYO9iLuD1B0YJsG+kb5g6cVkr3vce0WoGfs2GQbcRifsL1P86dOvtQ/L6/hs
oWuJkeGUxoKtwSQFiANzQb5makXAvJ+zmaGPWwlM8I33PnEvnzyF5kv/ACt5qgvIbdZJzW2kgmDC
glIU9KEMDmthkMDYfSO19FDV6cxJofUCPJ9Dfm75vuvK/lQXVtbx3D3s/wBRZZa8VWWGVi1B1pw6
ZstRMxjs+b9gdmx1eo4JExERxbeRH61XUdet9A/K+31e4tlu0tLGzdLd/stIRGsVahqUkZTWm2RE
uHEDV7Bji0ktRrziieEynPfy3v7LS7z0bDzb+U76o1sFee3hu7RXoWhldl6MB7lT4jBnIli4vi39
mGek7QEAfpmYnzHL9qfWmgTeWPK8Wn+VrG3mvIgin1m9FZG/bkldQzMTv/tZYMfBGo83Ay6v8znM
9RKVHu3ruABIYv8AnT5dstR8gyaxfQRW+s2CQyCVKEhnZUkh5/CWX4jSvfKtVC4cR5u29mdZPHrB
jgScc7FfDY10L5y8v6x5d0bWp59a079IQz27LGoWN+DsGWvGTbcbVrt136Zl6ImWL3Fo9qcMcetl
X8QB+LFLh45J5JI09ON3ZkjrXipNQtfbM95tTxQ9b/8AXaf+35/xrlX8bPojf+cqP+U20v8A7Zi/
9REuDDyWTxy0tLq8uI7a0hee4lIWOGNSzsTsAAN8uYrJI5IpGjlQpIhKujAhgR1BBxV6B+Wnnq48
sa5Bq8SesgUwX1vWheJqct/Gqhl9xmhzwOHJY5F9L0hx9q6AYiaywr4EbA+4j9L6U0z84Py8v4Fl
Grx2zN9qG6DROp8DUcfuJzIjqYHq8jqPZ/WYjRxmX9X1fcg/MP52+RdLtXe1vBqd3Q+lb2wYgsP5
pCAgH05GeqiOW5b9H7NavNIXHgj3y/VzeQ+RfzXl0rzvqGuawhlt9ZJF76Qq0fxVjKAkVEY+Gnh7
5iYs5jKz1ex7V9nxl0sMWLaWL6b69/xPP3vapfzg/LmO0Nz+mY3AXkIkSQyH/JCca1+eZv5mFc3h
4+z+tMuHwz9lfPklPlj88/J+ppdHU7gaVLHK31eOZWIeDbg3JQw5eI+6uQhq4nns5mt9l9ViI4B4
gIF10Pd+1g2g/mlHF+aOua3a2U99o+piOOUwRs0qRW6LHHNw8KLuD4/RlEdRUyejvdX2EToMWOco
wywurOx4jZjff+p6FqXm38nPM1vA+qXthdLF8UIugY5E5dR8YVh7jMk5MU+bzePQdpaWREI5I3z4
dx9mztY/N/8ALzQNKEenXUV48MfC0sLIVX4RRV5AcEUf5jBPUQiNt2Wl9n9ZqJ3KJjZ3lL9u5eFe
V/P91pXn3/FV5H9Ya4lle9iWgJSevPhWgqtfh+VMwMeThlxPf6/siObR/l4muEDhPmO/39Xv9t+c
35bz26zfpdYaipilimV1PgRwP4ZsPzWPv+wvnk/ZvXRNeHfxH63gHn/zTp2sefbjXdLipaiSFoiw
4GQwqoLkU25Fe+a/LLikSH0Lsns+eLRDDk+qpX5Xez17zJ+ZP5T+aPKcsWq3BdghljsXSZZ47gIV
TgUHEsOVKhuPj3zLyZ8c40fx+h43R9i9paXUA4xXTiscJHn5fax7zf8AmX5X1P8AKCHRra45atND
aW8lnxflG1u6M5LFQpH7rbfvlcs0fCEeuzsuzuxdRi7SOWUf3YlM3tvYNfesm/MzywfyYj0NLhv0
19WWy+qBW5KyOP3nOnHjxHLr7dcZZ4nHw9Vj2FqP5TOUj91x8fFt76rn5fan9n+ZX5fecvKsWn+Z
71tOvUCNcLWSI+qm3qRSICKNvsfHpk/FhkjU+br8vYus0OczwR449OR27iGIfmn5k/Ll/LttoPli
Nbm5ikV2vlD/AAqAeQaV/ilZtuu2U5TjoCAdz2DotaM5zZzwxI5H9XKNfB4TqEgku5CpqooB9Aof
xzdaSBjjAPN4vt7VRz6zJOJuN0PgAERomgatrl29npdubm5SJ52jBVT6cYqx+IgZkE06gBL8KHq/
rxf9C28K/F+nvTp/lenz/wCI5V/Gz6MA8z+f/MvnW8ivtfmjmuLaP0ITHGkQCVLUooFdzk4RA5MS
bTf8s/NWm+XdcM+oqxtpzCrPwWRE9OZJCzoQXNAu3Aq1ab9QRONhMSl3nPzBba5qsV1bI8cUNvFb
Kr8QP3QI+BVA4oOiKakDqzHcmIpSUf5G8vSazqun6XEeEuozLG0h/ZUnc/QoJzTa2Znl4R0fRfZ+
ENH2fLUkeqVn5bRHz+99Na9qXkf8rNEs/q+mBppmKW6RqvrylAOckkrCu1RX57DJSMMI2G7z2lwa
rtbLK5cud8h5AIDXoPy/8+fl/e65bxRWstrDK63LIkc9vNGOXCTidw1BtU1rtkcnBOBkOYb9HLV9
n6yOEkm5DbnGQPUfrULfydb6r+SNnZafp8UupXNrBJA3FFf1nlUs5egp1NTXpglivFsN9mf8onF2
rKc5EQjOQP8AVF7PKfNX5RecfLWlnVL6OGazTiJ3tpC5i5Gg5gqu1dqiozGyYJQFl6/s/wBotNqs
nhx4hLpxDn8iURbfkn5+ubbT7mK1iMWoKHU+qB6SsnNTNt8NR4V3264jBMgGubXP2o0cZTiSbh5f
V09P7aZ7+UuiecvKOq69pEmkxXjiO3medZxGtWD+mquynkG+LtsR75fgjOEiKt532g1mm1mPFlEz
HeQqr7rPP3e957ov5aecPOGpald2lrFZxLdSrPJO5SJJS5LxqVDluHQ8RlEMUpk09JqO29NoscIy
kZ+kVXMitibrmu8y/k1520CBLiaKG8t2kSIzWshZVaVgqchIsbAFiBWlMcmCUea6L2l0uckAyiQC
fUO7c8renWP5MWMf5by2E+nQP5qkikYXLMCyzcyYwsg2ChaDMmOm9G49Tymb2kmdcMkZy8AEen+j
127+byuz/KHzveRapJBaoTpUrwTx+oOTyRqGZYqVD7Ef7eYowyN+T1uT2j0kDAEn94L5cgdt0VP+
R/5hQ6Yb82cbcY/Ve1WVTOABUjj0LDwBrkjp5gXTVD2p0csnBZH9KvT+v5he35F/mENNN6bSLkI/
U+qCUGfpXjxApy9uWP5adXSB7V6M5OC5Vf1V6f1/Yk/lD8tvNXmtJJdLgRbWJuEl1O/pxh6V4jYs
Tv2GRx4pT5Ob2l23p9GQMhJkeg3Nfd9qY+aPya86eXdPl1C4jgu7ODeeW0kL8F7sVdY24juafhks
mnlEW42h9pdLqZiA4oyPLiHP5EqflH8ofOHmiwXUbNILaxckQ3F27IJOJoeCosjEV2rSmDHglPcc
mfaHtFptLPglxSl1ERy99kIPzt+V3mnytbLLqkaPZTN6S3dq5ZORFQDUKy1A2quS4ZYpA01Yu0dL
2pjlhjKcSR7j9lg+YeZ3EJhmeI7lT19uozf4sgnESHV8u1ullp80sUucTS2OSSNuUbFGoRVSQaMK
EbeIyxxluKHpPIf9C8U/7+in/TlXK/4/gy6PMlQx3V1GV4lJWUr0pQkUyYQqYUOxV6R+UN9bWvnT
y9cTuI4ROI2djQAupjFSf8o5osvpzm+/730nEDm7EqO5Ef8Acys/YHsf/OQHlDWtYtdL1HS7aW8+
o+slzBEObKjhWDhRufsEGntktXAmiHVeyXaOLBOcMhEeOqJ5bX+th/lz8kJrzydea5rM82m3iRyz
WlqyBfgjQsGlD/EORHTbbKI6c8Bkdnda32oENTHFiAnCwCff/Nrb793o1vqV7pv5FQ31lIYbqHSk
MUq9VLALyHuK7ZlEkYtu55eWKOTtUxkLicxv/TKGpahean+Qkt7fSGe6m08NLK+5ZhIByPvtkZG8
O7ZhxxxdrCMNojKmP5keZdW8u/l1FqGlSiG8ItolmKq/EONyAwK127jJ55mMLDi9h6PHqNYIZBcf
UkX5Ba3qutJr9/qly93dvLbK0r0rRUcAACgAynSSJlIny/S7T2r0mPB4UMY4Y1L7wj/IuuS6V5d1
eXV7GWHRF1K+ZNTiIcem1wyuzpGfWUK9RyA+6mTxzMQbHpvn+N3C7R0oy5cYxSBynHj9J234BVE+
ncVtaj+YXl9/+VZXT+W9VkXRlT641s7eskkBIkKxyvWVRX4qFj4bZHLj/d+k+nubux9WBro+PAeJ
fDfKpctwNvLl5o/R5tdvPyVSa0muZ9Zl06RoZkkdrlpKtTi9efLw3yyBPhedONqI4o9p1IRGMZRY
ocNX3cq71L8hmum8lTtdl2ujqFx65lqZC9E5c+W/KvWuR0f0n3/oDd7VCI1Q4a4eCNVyrfkq/kh5
i1jX/K17e6rcNc3C6jNGjN+ynpROEH+SC5pktLImJvvY+0+ixabURhjFDwx87kL+xr8mvMeta3p+
svql0109vqEkcDPSqoQDxFB0B6YNJMyjZYe0WjxYMkBjHCDjBPv33QP5b6FqMPlPU7m81aWy0i6u
ry4jhtFVJY445GSRvV4u4r6ZoE3HY5Xgx1Am6j5eTf2vq4zz4xGAlkjCAJlyJIBG3Lr127wyLSJN
Hn/L28GlRXSad9WuliN8JPVkBRiz/vSWKsSaVy6JicZrlu6zUDJDVDjMeO4/TVDl/N22SHybrltY
/llpcPmuzk07S5oVgS9DH0pIpamJmMDerFzXuQB775XjnWOpih+O7d2XaWlM9fM6eQnMSJrqCOf1
bSo91+7ZKfzv8vaha+R7VrLU5JdEspYw1nPxkY8qrEyz05sF5UoxPjXI6nGREUfS5nsvrIHVkSgP
EmDuNvM+nlvXR8yampF65JrWhH3UzZ6I3iDpfaTEYa7JZuyD8wELmU6J2KvRef8A1j3T/v6qf9y+
uV/x/Bl0YBqkJg8wavATUxXk6EjoSsjD+GSjyQVHJIZRbaX5NbyTcX02oMvmJGUQ2ddiTIwK04k0
9P4q9P8AKr8ORs2y2pJtNvxAfTkJCE1Vv5TmFrdJ4nqj9T1Hs528NITjy/3Uv9if1Hq9l8vf85Be
bdPsVtrqO31VUAWK4l5LLQfzOho33V981wz5IbH7Xocns1otUfEwToH+bRHy6fjZAedPzu8y+YdO
fTnEGm2Ew4zpCW5yDurOx+yfAD54DkyZdgPk2afsbQ9nyGTLO5jlxUPlFAyfmj5il8jx+UeMIsVX
0zchSZWhDc1QkkrsdqgdMrlklw8B5Ofi7G0x1X5qMrJ3AscN9T+Orl/NDzCPI3+EOEJsqGP6yQTL
6Jbn6fXj9rvTptg8WXDw9Gw9g4Dq/wAzvxc66X3/AI6rvMf5p+YNf8rWfl68jhWC19P1LhAfUl9J
eKcqkge9OpxlmlKIieQRouwMOn1Es0SbN0Ogvn+xZ5B/MzWPJgvUsreG5ivQpaOYN8LpUKwKkHo2
4xx5TC66su1uxMet4TImJj3dxTDyn+c/mTy/b3NoYIL+0uZZLgxTBgVeY8n4lT9kk1ocljzyj5uL
2h7MYNQQQTCUQBt3DYfYqeb/AM7PMfmLR30hbaDT7OYBbj0eTO6g1CVY/Cu29Bjk1EpCujHs32Xw
6bIMhkZyHLoAp+Tvzp8z+WdJj0mKG3vLKGv1cTh+aBmLEBlYVWp7jGGolEUKZ9o+zODVZDkJlGR5
1Vfct0r85/N2nR6wsQgaTV5nuWkKsPRlkADmIBgBsO/ffBHPKN11Tn9mdNlMLMqxx4feB37IPyX+
aXmDylpV7punxwyw3bGVWlDFopSoQuvFl/ZUbHwGDHmlAUG/tPsHDrMkZzMgY7bdRzW+SvzP8weU
ba/gsFinW+o9ZwzenKAR6i0IqSDvXwGOPLKHJPafYWHWSjKdjh226juTLyZ+dPmTyzprad6EN/a8
3li9Ysro0jF3oyncMzE9OpyWPUSgKHJxO0vZjDqZ8YJhKgNuW2w+xG3P5/8Am65s9RtZra1KXqtH
CVVl9BHXiQvxfF4/F39tskdRMgjvcWHsvo4yjITNQ+rcb+/u/V80J5S/PDX9D0SLSGtbXUrK3HG3
MvIMqg14kqaMB222wxzTxiiPmy1fs9pdbkOXFkonnwkSH7PmgfzA/OHXPNNglldpDY6cjCR4YeRM
jrWhZmJJA7ADEyyZjQCdN2do+yry5J3Otr5/5se/8bPKLqf152kpQHoPYbZvMGLggIvnvaWtOqzy
ynbiP2ch9ix45ECl1KhxyQkEBhWlR47jLXBW4oeg8l/6F/41HL/Fdad6fo3K/wCP4MujEvOVvHb+
ffNNvHX04dWvY0rueK3EgH6slDkgpXkkOxV2Kr4WjWZDJy9MMPU4Gjca70J70xKQaRvmCTQ5NYun
0KO4i0lmH1SO7ZWnC0FeZT4ftVp7YBy3UtaP/vS/+of1jMHtH+7+L1HsgP8ADf8AMl+h9KS+XbPW
vyP06whjX9KR2b6lZqqqGY2zgTe5LJJx+7MAwBxAdef63Nx62WDtWcyfQZ8Ev87l8qv4PL/yu8up
r3nSxt5wDZWxN5eljRfRgoxDHwZuKn55j4ocUgOj13b+t/L6WUh9UvSPef2WWRf85BtbSeb9Omtg
ohm0qCRCopVTNNxP/A0y3VVxCu51vseCNLIHpkP+5iyP80fP2p+UPMkei6NY6eljHaxOiSWysRXk
KAgjaijLc2UwNACnT9hdi4tdhOXLKfHxkbH3HqD3vMvNfn7WPM8FvDqEFpEtszPGbaERElhQ8jU1
GYmTKZ83rOzexcWjkTAyPF3n9getef8AyhpfmLy5Z2umxqvmbStLt9QSFFCme1kBR12+0Q0VR7/6
2ZOXGDEV9QH2PHdi9o5NNlMp/wBxkmYk90hvf2/L3MA/LiGNvKvnkyIGaPTVKFgCVNX6V6ZVhA4Z
e56Dt6R/M6Wv9U/TFF+Qre3f8rvPErxI0qJBwkKgsOvQncZHEPTL4fpYdsyI1+mo9T94Yf5Ijjk8
6aBHIoeN9StFdGFQQZ0BBB6g5HGPUPe73tQ1pcpH+pz/ANyV/wCb8UUXnHzDHEixxrdHiigKBVlO
wGZmmFZ/m8jrpGXYkCd/p/3TGPLnkzWNdaGSBVt7GW4Wz+vzkJCJ3UsI+R6txFf9sZuTKnz8BBat
oeqaQ8P1yJo47lPWs7gV9OeI9JYm25KfHDYKdwl/XCh2KGTeafPV55h0zTLCe1igTTk4iSOvJz0q
fanjU+/bIxjTIm2M5JiyL61D/wAq9+q1/ffpb1eNNuP1bjWvzyP8TLos/MdGT8zPNikcf9yly1P9
aVjX6a4MfJB5pBk0I7TND1jVPV/R1nLdejT1PSUtQsCVG37TBGoOpocBNJpA4UOxVGxaJq8umyan
HaStYRHjJchTwB77+1d/DBaaXaN/vS/+of8AiQzB7R/u/i9T7H/47/mH9D6Eh8yDy7pv5XX8hpat
De2954ejM0KsT/q7N9Ga/j4RA+92v5L8zLWwH1CUSPeOP7+Xxa8w6HF+XflzzVcwkJca/dfUdIKm
jLaOvqORTwVmX6BgnDwxLz2Hu/GydHqj2lnwRPLDHin5yG36AfiWM/nd/wAdny//ANsKz/4nLkNR
zH9UO19lP7jJ/wANl90Wafm1+aXm3yz5s/RulSwpa/Vo5aSRK55OWB3Pyy/UZpRlQdF7Pdg6fV4D
PJxcXERsfIfreSebvO+vea7i3n1h43ktUMcXpxrHsxqa03OYc8hkbL2fZ3ZWHRxIx36udm2efmN5
jv8Ay5528q6vYn99baJZloySFkQvKHjanZhl+WRjKJHcHnew9FDU6LLinyOWXwNRosmvNG0dvLHm
3zboTL+ifMOl+qYRQGK5Ut6yU7bnf3r2ploiOGUhyIdPHUZfzGn0+UevDlq++JMa/HdTEfywglv/
AMvPPGm2g9W+eGKWOAfaZVDk8R3+z+rxyjCLjL3D9Lve35DHrNNOW0eLn8QxL8uNNvbzz5ocVvCz
vBfQTzCh+BIJRI5bbagU9crxbyFd7uu2s8IaPIZHnAge8igofnFIjec/MRVgw+tstRvurAEfQRmZ
pt8/zeX13p7EgD14fvv7nfld560rQPRtLppLaVrwSveO0ktr6DKA6vah0jZ+SLxZw1OooQM28428
DEpD568z2WvXVo9tHKrW0ZS4mkmlkSWRm5M8MczO0MdfspXb2yUY0pLGMkxdirsVdiqJ9Y/o70Kb
etzr3rxpg6p6Mg/NmEw/mr5pQmpN6XqP8tQ//G2Rx8lPNi2TQnHl7zdr3l4XQ0m4+r/W1VZ/hBrw
rx6jtyOx2PcbDAYgpBSfCh2KpxbebddttAn0CG446ZcNzki4rWu9fipXv+unU1HCLtNoDT7hYLgM
/wBhhxY+Fd6/hmPq8JyQoc3cdg9oR0mpjkn9O4PxZdrHnS51PSNJ0y7mhNpo6SR2QjHxUmKluZBN
fsDNP+XyyAFHZ77D2j2dp5zyxyi8pBPXv6AWOfVV8yef9V1+20631W8SWLTYvRtQtBsQAWfj1YhR
U4+BmlzB2YabW9l6MylCY/eHfr93IKHmPzlda7PZzancRSS2ltHZQtGAP3URYry47Vq53w/l8s+h
2Z6ftPs3RgxhkFTkZfzqJ93IbMrk/PfzdKQ00+nyuABzkt4Wag9zk/3/AHH5Oq/k/sfpl/2f7Ei8
0/mNqXmO3gg1KSzEcDl0+rxRRtyYU3KfFTISxZp84/Y5+hzdmaImUMv1bfUZfYPvQHmzzvea5JbX
N/JFJNZ2sdlbrCKD04ixXlQnermpyePTZMkhxCgGrJ2touz8Ehp5cc5SMgLvc/oHzROi/mJq2neX
b/RLa6QaXqSkT28oBKlhRilSCpIFDkTp8sLiBsWR1/Zuqlj1E5cGSFGr326Hvo8qQPlrzxqGgap9
d0m7a0uF+HmQCkibEq6moI275M6LLACQ5/j5sMvb/Z+sMsOYVC/TI3v57bx+PT5M0ufz/wDOUltN
FFc2Vq8wPqT28SLKSRQmpLb+9MF5ztRHwccdm9j46nLLxDu4wfsju8s1XUmu5D8TPyYvJI1Szse5
J375n6PSnHvL6i6P2h7cjq+HHiFYYfCz7ugHRL8znmEy1ry9qujCy/SEax/pC2S8teLo9YZa8SeJ
PE7dDvgBtJCW4UJjonl7WNcuHt9LtzcSxoZHAZVAUdyXKjASAkBASRvHI0bgq6EqynqCNiMKrcUL
Ob+twr8HHlx960rirOPz2W3tPzh8yIDxV3tZN9/iktInb8WyvEfSk82CfW7f+f8AA5ZaHfXLf+f8
D/TG1a+uW/8AN+BxtVyXCSGkYZyNyFUn9QwWq/k/++pP+Ab+mNhNK31PUP8Aliuf+RL/ANMHEFoq
sWk63MpaHS72VQaFkt5GFfDYY8Y714SrReXfM80gjh0PUZJG+yiWkzMaCuwC4PEj3p4T3Ij/AAZ5
4/6lnV/+kG4/5oweNDvC8J7lQeRPPhAI8tapQ772soP3EYPGh3hPBLuVI/y9/MCSvHy1qIp15QMn
/EqY+PDvC+HLuVF/Lb8xGYKPLd9UmgrGAN/Ek0GDx4d6+HLuVv8AlVP5l/8AUu3P/BRf814PzEO9
Phy7kTF+TX5pSxiRfL7hT0D3NojbGm6tKCMH5rH3r4Uu5UT8k/zUZqHQgg8Wu7T/AI1lbH81j718
KS//AJUf+aX/AFZ0/wCkq2/5rwfm8fenwpK3/KiPzN/6t9v/ANJUeP5uC+DJVi/IP8ypBV7e0iI2
Ae5BNP8AYq2D85BfBkqx/wDOPf5jPIFb6hEp6u9w5A+fGJj+GD85BPgyTrRfyR/NjRJpZtL1XTLa
SZDFKVmnIZT4hrYjbqPA75E6yB6FIwyQj/8AOOXnuVmkl1LTTK5LOTJcNVjuTUwiuP52PcV8Erof
+cbPODNSTVNPStAOJnb9ca4fzse4r4JTD/oVLzhz5/prT+lPsz/805b4wa+F7zr/AJc8vXN8bq40
u0mupgPWnkgiaR+I4ryYqSaKKCua/NIgii5GMJcnlny2jBk0mzVlNVYW8QIPz45Txy72ygr/AKI0
n/lig/5FJ/TBxHvWkp0Pzt5Qv9Nu7uxvYYNO06Y29xLKVt4kaoo1X4ji/L4T3yyeKQNHmUCQUz+Y
vlFdKutTfUIkt7aS5iVWeNXnaz/vPq4Lfva/s8etRj4Mrql4wmk3mLQreztby8v4LOC9VWtWupUh
581DALzK1ND0yAgSaATYQvmfzho3luzjutQMzJLyMa28TzEqg5Ox4jiqqu5LEZLHjMjQRKQC3WPO
mhaXptjfyvJOmplBp0FtE8s85kUMvpxAcj8Jr/bjHESSO5TIBfZ+cvLdxb2cz30dm9/X6rbXrC1n
chyhAim4OfiFNhv2xOKQ6cl4gjJde0KJDJLqNrGg5ku00YAETiOTct+w7BW8DtkeA9ybCn/iby3/
ANXWz3h+sj/SIv7kf7t+19jb7XTHgl3FbC248z6FFodzrkd5FdaZaI8ktxass60jFWClCQThGM3X
VHEKtA235heULm+js4tRjLyWQ1H1SeMS25pu7tRUNDXi24yRwyAuutLxhHDzT5YKW8g1eyMd4xW0
cXEVJWU0YRnl8ZB2NMj4cu4p4gq6RrVlqyXT2halndTWU3Mcf3tu/B6eIr0OCUSOag2j8ilKPNHm
fTPLelPqF+x4g8YYV+3JIRsq/wAT2yM5UHN0GgyarIIQ+J7g8H8x/ml5t1qVgt01haE/BbWrFNv8
qQfG3309sxzIl9F0XYGmwD6eOXfLf7OQY9HresxSerHf3KSdeazOG29wchQdpLS4iKMI17gzryf+
cus2E8dtrrG/08mjTkD14x41FOYHcHf3yyMyHne0vZjFkiZYfRPu/hP6nuNpd213bRXVtIstvOok
ilU1DKwqCMyAbfPsmOUJGMhUhzVcLBdH/eL8x+vCOaCyLM9xUr1j+9j/ANX+OY2fm3YuSX5Q2pX5
pCHy3qYe+Gmxm2lEl+V5+ipQ8pAoKkkDpvk8f1Da0S5PM2/KvynPbwQaT5oEMWpQ20trBMY5/Xlt
nPpSiNnj5qELJwp9O1MyvzEuseTVwDoVt5+R+nC3W3fzHFDNEsq3JktouPp3kn7vjGZAIj6gKqw6
9BSmI1R7lOLzT/zb5L0jzXo2n6RD5ijgGiAW9yIysqszosKerGsqFX5L8FW61FDlePKYEmubKUbF
WiPNvlldd0XTPLlv5lhsYoaQ3MHBZTeNbhU4MomicBWQ8lBO/Xpgxz4SZcP7FlGxVoTzVNoJ+rRx
6+mmeYvJaRPJMlqXjVLqJIT/AKN0KSCRR8DHhUZLHfdcZLKu/cJHrXkLT/MF2t/qvmtEnbnp2pSX
lrBBJMbOcuxtebL6VOIWqA7bkmpGTjlMRQj5sTC+qGn8k+XL39PpN5uVLa3a9i+rvborQB5Yr2Zk
/ec5lXYcgN+3vIZZCvT3fqRwjfdW83eUPLA0688z/p5bfy9qlrFZWttZWquzAcFgUEyfGUMW44q1
AQW2wY8kr4a9QTKI53syLR/KOg2XknWfKo1y2NxdiWXUblT8ULTIiF5IpJncU4j7TD6MqlkJmJUy
ERVJZq35N+Sksri6ttUTSrC6tngluCUaMyvNHIknqO6rwBi4+mO3QjJx1M7qrKDjCX3n5O6HPp1h
po81RW8ju0yxpuk8lywMckcb3Bbk3pcQeTBgNhXfJDUmyeH8fJBxjvZ35GufL6aVe3ljqaXNtqOo
XV6XcCEo11cuixlGPL7aFVJpy7DMfKJWARyDONMrylm8A/NzWLrV/Oh0yI8obHhbW8dQFMsgBdt6
AEsQv0ZizlZfSfZvTRw6TxDzn6j7hy/X8Xq1jod15G8l6XBZeWF1rUZiG1tY+DuKjlJ8RDc6bKoG
22ZnB4cR6eI9XlMuqjr9VMyzeFAfRf2e7vLEPJtp+VPnPznqNsPL9zF649e1i9T0oESNAJCyQyIU
Jc7AFhv2yrEISmdtjydz2jk7Q0WlhLxYmtjtZN8t5Dfb3fFD2v5U+RtT0jzBe6brNz9Y0d7vnEyL
6cSwvJ6QclfjBSOpKt92RjiiYyIP0tk+39XiyYoTxxrJw+83V+7c9yM/InX5p9PvdFmYsLMrPa17
JISHUewYV+nI4j0cT2t0YjOOUfxbH3jl9n3PVMvePXR/3i/MfrwjmgsizPcVK9Y/vY/9X+OY2fm3
YuSX5Q2oDzBpS6voWo6UXEf162ltxIRy4GVCganfiTXJQlwkFBFh5iPyR1J73T55dRtI0iS0W89G
2IdDZfZNs5NUMoFZD/NU+2Zf5oUdmrw0+82eQ7zX/PWm3oQ2+kQwKNUuBKK3PpS+rBCIgOVUkHIs
dqfLevHmEYEdWUo2WNWv5C38EF4i6vCsqxLDp0kcHHkUuVuRJdb/ABt8PH/aplp1Y7mPhMi8q/lT
+iNettX1G8j1Ga2F26fujHxuLmYOJVHJhsnIU7E7dMqyajiFDZlGFG1LzZ+UEXmDVdT1T699Wvb2
4tpIJFQnjDFDHFLFIOQ5hzHyHgQPfDj1PCAKRLHbGfPX5QeZbu9lm0lY7x76e9lmeQxLHEl1ceso
Cy1YOoO7pv2oMtxamIG/kxljPRP0/Ja3WRpzdxNdO12GnMNWMV1p/wBUVD8X+6payDxr2yv81+Pi
y8NObj8v5r3yVovl68mt0k0ua2llaGE+jILd/iHBj1dCeR7tXbfKxmqZkOrLg2piT/kNeNc6g36W
iWGVLhbNhCfWY3Lcj9ZcEc+HQfw6Zd+bG2zDwmX+cPy8j1Xy/pel6S8NoujTRy2ltcR+tbSLGpTh
KnfZq13/ABrlOPNUiT1ZyhYY3bfkXHFa2yPqSyXdrHarBdGE8o3iunuJilHFAyycV+WWnV+TAYll
j+UOoWuuaNEsiHTdOjeW/u2pwu5Vupbi2jNuDy/dNIORZqMNhidSCD3lRj3ehWlt5sWaI3V9ZyQg
wmZY7eRWYCFhMATKQOUvFl22GxrmMTHoC2bvFdV0BNS/Ny60u8SQwT3byzrCyLJ6Ppmdipk+Gvpi
u+YQjv8AF9O0urOLsyOSNWIgC+V3w9PN7P5mjt9USx+o+Zr7y60SG0jijRzG7ugkVXAopk9Nagcq
0r75lzkJAVIx+f6HidEZYjLjwwzX6tzvzrbyvyed/kwbLQ9d8z6lfXSFrGzYwzykxiaJpeXqqJOL
EOY1p8x45Tp5iJJvkHpfaXiz4cMID657gb0a5bd1n5LvK8zad+RvmfVpXrc6rcPDyFKsJPThNf8A
g3Pyw49sUiO+ka6PidrYcY+nHG/lZ/QED+QcEh1jVZwP3aW6Ix/yneq/8QOV4h6vgz9sJDwoDrxH
7v2va8yHgl0f94vzH68I5oLIsz3FSvWP72P/AFf45jZ+bdi5JflDalXmnVrnSdAvNQtYlmuYFX0o
nqFZmcKK0I/m8chklwxtzOz9PHNmjCRqJ5sRk/M3Uguo8tNNpNGlsmmW1yGEjzzs6SeoqmvBDEx2
FaKT3yk5zTuo9g4/R6+IEy4jHkAKIrzNj4lu6/MvUGgt5NOsY7iWaCzf6s5ZX9ee6kt5YeuxDR0W
vfrhOY7UuPsKAkRkkQBKe/ThjESEvt3ZP5S8xjzBYXF6sfpxJcyQQqVKtwQCnNW6NvQ5ZimZAup7
R0X5aYhdnhBPx7vJO8sde7FXYq7FXYq7FXYq7FXYq7FXln5yeSru7C+Y9MQtNBGYr+NK8jEAaSCn
XiCVb2+WUZY9XsPZjtSMP3GTkTcff3fq83lkXnDzRGUYapcs0bF4zJIZCrNG0JZS/Kh9ORlqP4DK
7ewl2dpz/BH5V1B6eYT0/mx5ils3tLy3s7yFgSoliaquYTBzHFgK8DjZqj+OjgfyBhEuKJnE+R8+
KuXeoar5otdd0tdF07Q1s7ue9WeJbV2MbEoYyogUKnI0T4gPHxxJ2bMGhlp8nizycURCvUN+d/Vz
rnt7ns35ceUD5Z8vrbz0OoXLeteEbgMRRUB/yB+NcvxxoPBdt9pfm8/EPojtH9fxZVljp10f94vz
H68I5oLIsz3FSvWP72P/AFf45jZ+bdi5JflDagNeuhZ6Le3ZtRerbxNM1qSBzWMciNwwrQbbYYxE
jRUTMdxzYjP+ZmgrqMMcujXb3yXKWl1KtuHMMpSSnFvtvRuS7AbEn2N35W99lGeQHDZru/Hubj/M
DytNZzahaaRPKIJrf1w1sqSc7hWuFKV+06leRqRuQa5H8rv0Zfmp1zl3c/Kvu2R03n7R7SKUWmm3
ck31W31L6tFAA0iXkqJQBSaygygsvXGOD3c2EspPOzsgLb84tCcOtxp2oW80Mfq3CGEMEHDmKsG+
jp19t8mdMe8MPECb+XvzA0fX7yK1sLe85yRCcySw8I0jaNJFLMWoa+oB8Nd/bfITwmIsshIFk2VM
nYq7FXYq7FXYq7FXYq7FWD+Y/wAofKusTPcwq+nXTmrvb09Nie7RkU/4GmVHEOj0Gi9pNTgHCanH
z5/P9dsdi/IC2E1Zdadoa7ItuFalf5jIw/4XB4Xm7SXtjKtsYv8Arfs/Szfyv5A8teW/3ljAZLsi
jXk5Dy0PUA0Cr/sQMnHGA8/r+2NRqtpmo/zRsP2/FkeTdW7FV0f94vzH68I5oLIsz3FSvWP72P8A
1f45jZ+bdi5JflDal/mC5Ntot5OLlrNo4yVukRZDGegbgyvyA7jiTTpvkoCygvPB58v1lSRvNVh6
JbhIj2U4H7vkZTGwWrHjSgPce+ZXgj+afm18XmjrjzhPYxW0d3rsED3cT3H1hLGQkhzGIagfCW+F
1ptyqKdMiMd8h9qeJLpPzD1GCQpL5lsEjimdZXnsrgMUoBHx9NeLGsqcuniNqjJeCO4/NHF5o0+a
NS1G6s9PsfMUC3WoQKpglsXdC6lo5HQlI6Kxj3V67nwpSPhgWSOXmm/NP7XTPzCjdDJq1j6auCYR
bHiIwy/AKFD9gNTfqfurModxZUVyaV59BjjfXLdogrepMLZVmLMhAoN46K5BHw70393ih3LRVjYe
efQQfpW0M/Ec2+rkJzE8TbLyJKmFZFO4NWFCMFw7loqR0/8AMBrSRTq1ml5zjaKZID6XFYmWRGjb
k1Gk4tUPX5dMeKF8lork0/z79Yg9TV7M2wdDcBbYiQqCrOqMWZd/jUVXpTvU48UO5aKnBpn5hiRn
n1q0YNGyiNLWiK5+y61Jb4ad2Nd/bCZQ7loqlhY+fkvhJfanZy2YHEwxQsjGoALFjX4h9odj098B
MK2BUWpCy/MmswfU9O4mNDbukEikS80LhlJf4eAcA8q9NsN4+4ruqSab5/McfDWbRZBOzSf6N8LQ
GFFVRUkhhIrt135dgKYOKHctFyWH5hG1ZJNWsRcHgVlW2YqNnEg4lh/kFTX+avbG4dxWitvtP/MP
6xMdP1ay+rySs0QuLclo4yH4p8HENQ8Ou/XfthEodQVIKw6Z+ZBn5DWbJYa8eH1Yk8eNC1e78t+w
x4sfcUUVS6sPzDkupWg1WxgtjQwoLdiRTlVW5Fqj7PQj6O6DDuKaKeaXFqcVmqalPHcXQJLTRIY1
IJqBxJPTplcqvZIReRSuj/vF+Y/XhHNBZFme4qV6x/ex/wCr/HMbPzbsXJL8obUJq93d2el3V3aW
3125t4mljtAzKZSgrwUqsh5Gm3wnfJRAJooLE5/zC1uMmIeU9Sa4DpHyWKRofildGb1OAJUKgavH
owrTLhhH84MeLyW2/wCYevsCJ/KGpK5LrGERitUJoWZlSgcAEbYnDH+cF4j3Iiz89azdi+dPLGoQ
R2kXOIXMckTSvyQUUcGNArljxDN8J4qx2wHEBXqC8Xkhh591302ml8o37SQyXAJjjkbmkNRE0XOO
OSstduSCm/jh8EfzgjiPcuP5jaygk9TyhqtVEvH04mcMYy3EfYU/GFFNu+Pgj+cE8fki5/O+qLp0
V7B5bv2LzTxNbyxyJKFhFUPBI5W/fdE5AJ/M694jELqwvF5KX/KwL/6xbRt5bv4o7uaO3hkmAiJa
VQR8DhW235d1AJO2HwR3heLyZllDN2KuxV2KuxV2KuxV2KuxV2KuxV2Kro/7xfmP14RzQWRZnuKl
esf3sf8Aq/xzGz827FyS/KG1B6xp76jps9kl1NZNMABdWzFJUoQaow6dKZKJo2ghJP8ABV16gYeY
NTC0JZPW2LkD4wabdDsNt8s8XyCOFuXybfOGC+Y9TjDhBJxkQVKABiDx5KWp2ODxR3BeHzVH8p3z
SFk8wajEpYsI0aMqCX5UHNHalKjcn8MfEHcFpa3k+7KKi6/qSKIo4m4yipMUax86kVDMU5NTqScf
EHcF4Vj+Tr+Qo0nmHUC627QHiyqpdg4MoFDv8e2+1BvXfHxR3BeHzcPJt+pXj5j1NQvEgc4z9lOP
dDsT8VDj4o7gvD5rovJ96gEba/qEluYZopYmdas86svqcwA4K8uS77HHxR3BeFu58n3c0UAXX9Sj
mg9Q+uJVqxkjWP4l48Ph4kr8PUnEZB3BeF1x5S1Ga7+sDzFqMQMnMxI0YTjzLcQOFOhA+jEZBXIL
w+aIg8s3MaW6S61fzCFnaXlIFMocqaOyKrCnDbiR1OA5PILSXnyTq3NgPNGp+g0bKyck5c2CgsHp
UfZJAHSuxGS8UfzQjh80RZ+UL22vLe5bzBqM6wrR4ZJFKSENVS449unvgOQEcgnh81JfJeoglm8y
6mW+yGDoPhogpTiRX4DU0rv86nxR/NC8Pmi9T8sXd4LZodbv7Oa1FEeKReLn4KeqhXjJ9huu/wAR
36UjHIB0CkJUfy/1Z0T1fNurGUeiZGR0VSYR2TiwHJvibqT0Ncn4w/mhHD5oo+Sr76vbRL5l1QNb
BlWX1UqwZlIDgIA9AtAWqd+uDxR3BPD5rZvJOpSW7xDzNqaEuWjkWSjKhRV4kjdviBau3XalAQ+K
P5oXh82VAEAAmpHc9T92Usm8VXR/3i/MfrwjmgsizPcVK9Y/vY/9X+OY2fm3YuSX5Q2pP5uvb2x8
uXt1YuY7qNV9ORVDlauoZgrBgaKT1GV5ZERJDm9m4oZM8YzFxPw6MEPm7zUYGUX0j2S30kNvqxhi
t3niWItQiSKSMcX25BN8xpZ5D3PRfybprvhHFwAmHEZcJvykDy6Xsq3nm3zRHqeo2kN8WX6sZLGU
W/OOMqifHMFhD1Yk0ZQyHwAGPjSvmxxdnac44SMf4vV6qJ3Ow9VfDaXxWWHnLzDdT6WJb2a3tpEb
6xMyWyiR1n4VDmGRXXh04Ba4PHlbLN2ZggJ1ESkDsLlt6b5cQo332radrnne8k1GOW7ntQLW7ubO
RreA1a3uSiLDRDVeC8WEnxb1G2+WDJLv6NebSaSAgRGMvVCMvVL+KNni353uOHboWc+XPrx0Szkv
7lru6miWWWZ0SM1kHLjxjVF+GtOmX4ySAS89reDxpCEeGINVZPL3plk3FdirsVdirsVdirsVdirs
VdirsVdirsVdiq6P+8X5j9eEc0FkWZ7ipXrH97H/AKv8cxs/NuxckvyhtQmr3F5b6XdT2SRyXccT
NbpM3CMuB8IZtu/uPmOuSiATugsO/TP5sqHCaHa3CrSRJTLFC7ryQel6YnmVHZeRrzKjxJ63cOPv
YXLuXjXPzYUEv5ctG/dyMKXMa/vKt6SCsjV/Z5HbvjwY+9Ny7lb9K/mfPaW8qaNZ2V0s0puraedZ
F9BIVMdHjc0LyllG21BWgwcOO+a3JCz67+a8jH6t5fto1YwBA1zC7BWYmZzSQD4RRaePSuEQx96L
l3I3S/MXnc69aafq+hx2tlKZfV1BJOacVUel0qqs7njx5E/IUqJQhVgpBNsu9SPkE5DkdgtRWoFe
nyyhmuxVoEEVBqOm3iNjirQkjPRgaHidx9rw+eKtkgEAmhOw9z1xVvFXYq7FXYq7FXYq7FXYq7FV
0f8AeL8x+vCOaCyLM9xUr1j+9j/1f45jZ+bdi5JflDalfmcaN+grs61J6OmBVa5lqRxCuCDVan7V
Mnju9uaDy3YfpaflZdXjPY6sZppH+rtALiWrm4UQBVTZmWtwCGHQmtdtr5eIBuGA4Udb6b+XF0gs
o78SSXThxC95L67N6T02d/U2jdiPDrkTLIN6+xNBD6fbflZEJjFfIPWRzILm5mXnHJHICyrMw5Ky
cyrqNxUqaYScncgcKpY+Xfyx1eT6lp91FdyIgm+rW92zlY6qeXFXPw1eu/dq9TgM8kdykCJTWP8A
Lryqiun1eR45CpMbzzMo4cStAW2+wOmQ8aSeEKZ/LXysZTMY7gzGpMjXMzNyYIC9WY/F+6U19sPj
yXgC6H8uPK8cSIYppGSL0BK88vMpx4ndWWlRsaUwHPJeEOH5ceVVWNVhnQRMzpwuZ0oWINfhddxS
letMfHkvCG0/LryukXpLDMFHAj9/LUGNw6kHlWvJRv1x8aS8IWt+W/lc8Ssc6Mk31hWW4lqG3qu7
H4SHYU7VNKYfHkvCFST8vfLMjTFo7ik7F5VF1cAElg/Tn/MNsHjSXhCf2ltHa20dtEWMcShELszt
QdKsxLH6TlZNpVcCXYq7FXYq7FXYq7FV0f8AeL8x+vCOaCyLM9xUr1j+9j/1f45jZ+bdi5JflDag
Ndtp7rSp7eC2gu5ZOAFvd19BhzWvOgOwG/TJQNFBYjY+X9Xt1a5/wtpEd+txDIhhIjDcS5aXkORU
owjI65eZj+caYgeSsdH1a1uo72y8qaZ9aiMTpKJlWQOYCr8W9P8AYJ4fKhwcQOxkVryQs3lvUTbI
v+DdHkYszSxc0C8qtxYEp4SuKb9ewG5Ex/OKK8kZpGl65ps4e08tabZzcWgW5t5aAQ1DAFeIaham
1e3bbIykDzJSB5I5NQ/MJFYSaTYyshpzS5aPmOLGqoVfjVlAoW7/ADORqHeU2W5dS8/iNTHo1m0n
GQspuiAGXjwA+H9qpx4Yd62UMmpfmcC3PR7BlCkqRcFSTxO1CW7kfd1+L4ZcOPvKLLK7VrhraJrl
VS4KKZkQ1UOR8QUnqAcpLNUwK7FXYq7FXYq7FXYq7FXYq7FXYquj/vF+Y/XhHNBZFme4qV6x/ex/
6v8AHMbPzbsXJL8obUv8wX19YaLeXlhbm7vIImeC2VWcuw6LxT4j9GSgATRQTsxKH8wvNS6fHJN5
Qvpbwweq6Rq6IT65iAAZGkWqD1KMOXiOhNxwxv6gw4j3IyTzL5zWG8UaKrXUN1aJbhRMVe2uSC70
KqvKJfhb46Bt2oOo8OHemyl+ofmlqljZW13ceV7uFbl4YY0mk9N2kmaUBUUpyagiB6ftCtOuSGnB
NcSDPyRUHnnzLdW+pTReWrm2NpayTW0NyJA8s0UzRsg4Iyn4KMADWuwqPiwHFEVuniPcq3n5gaha
6Wbx/Lt765v/AKhDZkESSjizCSOiksPgp0p/ldcAwgmrHJTLyV9L8563d6h9UuPK1/bgwmdJeUXG
gn9GjGUwqG4/vOPLlx6A4JYgBfEFEj3JXe/mL5oGm3FzZ+T79pEjHpCUNX1nkkRVMSIZGC+l8fHo
SP2SHyYwxveQQZnuTS2856vPJqQPlu9t49PjuXV5wR6zwMBGkXBJA3q16qTTfr3gcQ23G6eLyS+0
/MHXhZapqmp6BPY2NlHBLDBMrxTP6ixeqoeQKrsrSOFAALUp1yRwxsAHdAke5e/5h64hKN5R1H1F
dIiFVnXm3AtQojfCqszculAOjEqr4I/nBPGe5E3Pm3zPbX1oX8vTS2Nxb2jTLDzeaKe6aTkhYqqE
QrFR+lCy1IBrkRjiRz3XiPcstfO+vXepaXaJ5avbWK7uJY7y4uEbhFHED8VVG1TQVagrsvMfFhOI
AE2F4j3ISP8AMjzA0TyHydqIRELBgsm7cnC7NErceMfIkKSKgBSSMPgR/nBHGe5VvfO/mu2GiRx+
Wbi6mvrOG5v+CSqkU0qUaGvF/TMclOXPoO3cIxRN+pPEe5Cr+YXnBXtEl8pXnFniS6lWOanGSOru
FCMyCNyK/arv3w+DH+cjiPcmknnfWU0rT70eWL6Sa9huZntUB5wtArNHG/JVblLxFKqP8nkdjDwh
ZHEE8Xklsf5gecBeS+r5SvDbLL6SxpHJzCpCru/qFeEg5h1Sijl8PfJ+DGvqRxHuZJ5X8z/puO4W
awuNMvrZiJrK6WjiNndI5AQOJD+k3Q9vChNWTHw9bZRNp5lbJdH/AHi/MfrwjmgsizPcVK9Y/vY/
9X+OY2fm3YuSX5Q2oHXLO/vdIu7XT7r6jezRlILsDkY2P7QG2SgQDZQWGy+QPOcxnSfzbM1vKZP3
QjahVkASvKRiOLqGND3PTL/Gh/NYcJ71bTfKXn601zTJbjzGbzSLYyPexuWWSQvHQIECkMoffkz7
DoB3EskCDtuoib5rbTyb5+W1iafzZIt2sYDx+n6sXNJ1dat+5ZlaJAj7Ka1NfiIxOWH81eE96/VP
Ifma8ubaaLzLPbtHFaRzyIH5loFZJ3j+PihmD16dfHGOaI6JMT3ovRfK3nKyuFa780SXlutrLAI3
hQsJnbkkxYk8uJPQ/LpkZZInlFQD3qVh5N82RR3Ed55onulnsZbOhQrwlkFEmUhuQaMn7VanvhOW
PSPVeE96lo/knzfp9zA/+J5Xtluxd3Nq0fqCRSX9SLnIzOA4Ze/Wp60wyyxP8KiJ70FrPkX8wZFu
JNM8zk3MryiEzcovSjlkRyFdFleiiMAKKfOlQZRyw6xQYnvROmfl5r9rd2klz5imu7a1mEwtnDhd
popqbPTrG/UftZGWaJHJRE97PMx2x2KuxV2KuxV2KuxV2KuxV2Kro/7xfmP14RzQWRZnuK8//Mb8
ydD8ranbWV/BdTTTQesv1dI2AUuyipeSPeqnMXPIA7l23Z3ZefUxJxR4q57gfeWIj8+/KZG+n6kP
Yx238J8xzOPe7MezWtP8I/00f1oVvz+0fkeOkXZWvwkvECR7jkcPHDvX/Qzrf5o/0wUpPz/sw5Ee
iysnZmnVT9wRv148cO8/Js/0Lazuj/pv2KMn/OQND+70DkO5a747/RC2PiQ7z8v2so+yusJ/gH+c
f0Aqcn/OQdyAPT8uox78r4r+q2bHxId5+X7Wf+hLV/zsfzl/xClJ/wA5Bak0ZEfl+GOXsWvWkWny
FvH+vHxIefy/akeyOq6yx/OX/Eodvz+8xcTx0e0DU+EmaUgH3HAYfFx+af8AQjqv52P/AGX/ABKl
/wAr681/9W6w/wCS3/NWDxYdxZ/6EM/8+H2qQ/PfztXe00wD/jHcH/mcMfGh3FMfY/P1nD5FTb89
PPvI8YNKC9gbe4J+/wCsjHxodx+f7GX+g/L/AKpH/Sn9aHm/Ov8AMWR+Sy6fCP5EtZCP+HmY/jj4
8P5p+f7GcfY2db5R/pP+PIeX84fzKcjjqFrFTqEs1Nf+CdsP5iH837f2Mv8AQZL/AFb/AGH/AB9Z
J+bf5lOtF1eOM16raQV/4YNg/MR/m/ay/wBBv+2/7H/jykfzV/M0gj9PUr3W0taj742GP5iP837S
kexo65T/AKUfrWN+Z/5mEEHzFJQ7bWtkD94hx/MR/mj5lP8AoNj/AKrL/ShDDz9+YNN/Ml4T8oP+
qeP5ofzQyHsbj65JfIKB84eeixJ8zajUmppKoH3BcP5v+jFl/oNxf6pP7P1KT+Z/OjsWPmfVgT/L
dMo+4ADB+bP82Py/a2/6DtN/Py/OP/Eqr6p5pDD6z5z1GJ1UGWJr65DRgjkOSxLuadhUjvmTE5ZA
EQjR/HUvP59L2TinKEsmUmG3Tf3VH4b0oajN5pAUXXmHUblAxCkajJMAQSN6O3EmnRqHKZ6jJA0Y
gfB2ei7B7N1QJxZJyrnvuPhwoF31CROEupX0qnqHupiPu5UyH52fl8nYD2Q0ffP/AE37HWcEi3kD
fWbk8ZENGnkI2YHcE4RrZ+XyatR7KaSGOUhx2Ik/V3B9xZsHzV87/wDOSH/KXad/2z1/5PS5r9Z9
Q9z6F7Ff3eT+sPueTZhvbK1lHay3cUd3Mba2ZgJZ1T1Sin9rhVeX34sMspCJMRxS7rr7U9OjeS+P
w+Y5Cf8AKsZFp9k9nevUjtiXX/mdV/qQ/wBOP1NyaT5GpH6evzgnaTlZsae4o/4YEDUave8Q/wBP
+xSOk+USQRr7qnEVBs5C3Km+3ID8cbZ/mNT/AKl/sx+pCWun6JNrX1SXVPq+mEsBqbwOaD02ZC0C
ln3cKpoTTrvmbo8WKZPiGq5bgXv530dd2xr9dhxwODGJTkTxCjPh2/omPVMf8PeUg0QPmmIhq+qw
s7n4ftUO4Feg+/Nh+V0n84/6eP6nQfy521/qEf8AlXk/4tBWGneXJLAzX2rtb3YjZhaR27ylnH2V
9SqqK9a7/wBNRnjGM5CJuIO3m9RpdXrJ4oGeICUgOLfho9dtzsrvpnk4Tsi61MYioKTfVG+FgKlS
vIcq9Aaj5ZTZcgZ9TV+GL7uL9iomleSCj89dnV+YCEWbMOHckc1qa+/T7sR+PxbE6jV3tij/AKf9
io2i+RPSZl8yy+pQcUNjJ1AFann0O/y9+uSYjU6u/wC5Ff1x+pLIrLQP0tJBJqLnTVp6d76LKz9C
f3fxle465PFGJkBI8Me+rTrNRq4afjxYhPN/M4gB/ptvxt5pjFo/kdraJ5PMMscxDGWL6nIxFGYB
QQwFWUKa12yB/H4tiNTrP9RH+nHcPLob6brW0jyUVdl8wTKQRwQ2TkkACu4cDc9MDMajVdcQ/wBO
P1ISLSdIuL65gt9SRYFEZtrm4/cg8yvOqkEn06nbblTbJ4+G/U0a/VazHijLFjByE7jnQ79iPxsi
rXSvJfpq93rkof0wXgitXNJCKkeoxAoDt9nK92+efVXUcY58zLp7v2tppPkkg8temUqOv1N6OSK9
mPHidu9fbFTqNV/qQ/0/7N0Nfaf5WjsHls9WknvFCcLZrdlDkn4/jJAWla9+nviLbcWbUGdSxgR7
+L5bI60u7KGP1LbXnspbuOIXnpiaN1KrCGFUgfl/dvuHH2uu7Bs/FrjGIiY3Xn+x4/Xey08ueeSJ
MRIkgAR/4sc+fJCa7dWklp6SaidQZZUMBPqjhHwb1BxdI1Xk5r8Na9dj1p1Go8Ug1VO29n+x8mjl
LiJIkPLmPdKX6PikWY71Cpa/70w/66/rwjm42s/uZ/1Zfc+3c3b4g+d/+ckP+Uu07/tnr/yelzX6
z6h7n0L2K/u8n9Yfc8mzDe2dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVVLX
/emH/XX9eEc3G1n9zP8Aqy+59u5u3xB//9k=
uuid:f2fd6b67-2924-8b4e-ae2e-27699b973f18
xmp.did:B5775221D3206811822AA8881B8BD274
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:db2adef2-9985-1b42-a8e9-2b713a9974eb
xmp.did:BB861792D1206811822A962C73294DD3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4C6056032820681180838EBC107320EC
2013-06-11T17:20:21+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:B5775221D3206811822AA8881B8BD274
2013-08-13T13:17:31+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
210.001652
296.999959
Millimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
5Indigo (SPOT WHITE)
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 130 C
PROCESS
100.000000
CMYK
1.770000
37.863697
100.000000
0.000000
PANTONE 109 C
PROCESS
100.000000
CMYK
0.299100
16.293600
100.000000
0.000000
PANTONE 186 C
PROCESS
100.000000
CMYK
11.877600
100.000000
91.924896
2.826000
PANTONE 288 C
PROCESS
100.000000
CMYK
100.000000
87.899605
26.987099
18.774700
C=1 M=100 Y=100 K=0 1
CMYK
PROCESS
0.625598
99.822998
100.000000
0.274700
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWKdЙ
мч)ђѕ,(Ры>@Уумm эћНЌЌіЦLѕc%1Ћњ,џoјѓќзу/§[yўѓПkьqЕUЋзkэчўёј§QЎюЋpRЯФп3>ЙBбп%ћѓл-ФПўэљ§q/ћППдyеЈјсDњ
БJXяХUaХЏqтО~ЃпОФљѕZЏКц[џчL3ђЊuх`uХЕgVkїpqѕЕоУЅ8=№'рў5Ў|эЏСbkЮxYЏ(ћэЇђѓѓQюдy№љёЩП?џ
ВўwеВїчЈЈЪ
їзGCф&sцЦЙЏ]ЦГ]-ј=JЧwneчЗGCЃЛ=ѕћљzvOЧo\РФ^696V1W
иCсљЏж&ЦЪм4QiШБ7;Бhт2ёћўшзЈ2уїaП#ДRє1Йб9nYЦ2'еИњm юH\ХЊZНcqMЮъ8ђc цcядеЌаР ърЗPЄ0;ъЦаGО'EmіуЕcйС5v4нќмч