%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Torneo F8 OPT - Tríptico programa V2
2017-05-10T12:04:04+02:00
2017-05-10T12:04:04+02:00
2017-05-10T12:04:04+02:00
Adobe Illustrator CS6 (Macintosh)
256
92
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAXAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYqwbzF+cvkry/
r11oeoyXC31pw9YJFyX95Gsq0Nd/hcZVPMImi1TzxiaKlB+d3kOeGSZJp+EQDOTEdlJC8uvSpA+n
K/zUfNq/OY+9Xi/OPyVKoZJbihFQTCwys9oYx3sfz2LvRK/mn5SY0Es1f+MTZD+U8XmzGrgVy/mf
5TYik0u/T902P8p4fP5JGph3qq/mP5Yb7Msh/wCeZ74/yni8/kyGeLY/MTy0RUSSU/1P7cf5Txef
yT40Xf8AKw/Ldac5q9P7psH8q4fP5J8WK7/lYHlzerygjsYmGD+VcPefknxAkDfn3+WisVOoSgg0
I+rTdR/sc6Edm5u77Q4X8qYP532FmMd99ehilhEiwTKGT4SGoy8vi/l27HMEijTng2FC5fT9xEDF
cjZSpKtuPEEH8cCUmvvzL0XQLNG8ySNbychGJIkaVXYgnYIK/smvw0/Vl+HTyymo82jPqIYhczQR
PlT8y/KPmq+lsdFunnuIYjNIrxSRgIGC1q4A6sMlm0mTELkNmGDW48pqBsspzGcpLte8waZoVh9f
1F2jtg6x8lUueTdNlqe2WY8RmaHNryZBAWeTG/8AlcXkUdbuX/kRJ/TMj8jl7nH/AD+Lv+xr/lcf
kT/lql/5ESf0x/IZe5fz+Lv+xv8A5XF5F/5apf8AkRJ/TH8hl7l/P4u/7HD84PI3/LVL/wAiJP6Y
/kMvcv5/F3/Y3/yuDyN/y1S/8iJP6Y/kMvcv5/F3/Y1/yuDyN/y1S/8AIiT+mP5DL3I/P4u/7Gj+
cfkUf8fU3/IiT+mH8hl7kfyjh7/sa/5XL5F/5aZv+REn9Mf5Py9y/wApYe/7Hf8AK5PIv/LTMP8A
nhJ/TH+T8vd9qP5Sw9/2O/5XJ5F/5apv+REn9Mf5Py932r/KWHv+x3/K5PIv/LTN/wAiJP6Y/wAn
5e77V/lLD3/Y7/lcnkT/AJapv+REn9Mf5Py932r/ACnh7/sd/wArk8if8tU3/IiT+mP8n5e77V/l
PD3/AGFm+YTnuxV2Kvk7877hIvzR8wSsf7hbZzuFoBZwk9idhvTMDNEmdd7qdULyUOZYtonnby/p
1zDcXlzVJFHrwxxSvzjcMsiiicTSnU0ys6TKDy294/W1jRZb+k18E3vPNflm2u3SOZpLISS26XEU
U7RySKVHpqyxASOA4rQ9wdwa5jZOz8oJA9/Tl82P5HLzEbC23/MryiLhES/LlqAEQSk1Ow2CGv2d
9spPZub+b9o/WyhpcoPL7mSaZq1pqFjHd2rieBlDJOFZOvwlvjoQKg7N8swsuKUJcJ2Ym4kgjcJ1
aWN9JZvNIYw6mqwtz9QiQkRnZWG6+LCvXpk46YyqjV8vlbnYNHlyR4qFeZ+C9La/NxEsfFZJC3oc
2ASo5AqZG2HFhRq0p1rgjgkZRHPirl3IlhMMnDPomMulapHbfWSACG9NwzwAI5BI50l5IKI1CwHL
x6ZljszMZVw7f1h+r8ebl+Hgq7nf+b+tAX7z2Bh+vxPbrNGJisyKrKvNo/3i8mIo6ladfEdK42fS
Sx1xDny3txs/BGuG662HkF1BS5lFP22/Xnr8OQeLnKiX055l8zRx+VodRtL2SBjQxvA5IKvGWFQO
tOI+jPPe0YziYAEj1gS3rbq+l6KUZAnY+mx1YbfaveNq+pFL66MdqzCP963RpuKcjtX4VanTNfkM
4xykGXplHh9R/X97lwESYbDcG9gx38zbma58uaXHO5knDQtKSeTc/RPqVY9fiOdn2RGsh8o/pDyH
bs/3Q/rfoKYf842w8fNmpt/y4Ef8lo8y+1/7se9wuwjeSX9X9L6Jzn3p2F/m5F6nlFlpX/SIv45l
6I1k+Di6wXB4l9Q8VzccTqPDRWmWVulw7yQrM8UTvDC4qjy8T6Svuuxb33zXdq5ckcP7smJMo2Rv
IQ4hxmIo2RG+h9zbgxizsCRE0DyMq9IPLa/Ndf2JZBNJAkJaWVQVRYhx5/u14rRfs7jau++4zF7H
1k8nEJAiIjCuK74q9f1b0DXld1s26nTiIBNXcuVcr9PLb9PehP0cPDN3xuJ4bjpdegx40+EtGmMX
VAG5seKKBuT4Ad8jLNGIsmgowkpre2VwZ7qxGllLGNne3u/RUShVBoPURqulafaWtDuds4fsrtDV
nUxOWZ32kP4PhY5+6VH4u21GlhwSAjt/CduL7D94v5JQbD2zvRkBGzozia+or/Lh4mPAHC0PQDAZ
ACyyjAk1Ebsmg0xYbOzhXSjcTXCOLlpYxQOZAFPI0dDxDDYgU3675wXafaGs/NT4JkQiY8HDyPp3
4jvGuLvoj3PXaDQ6c6b95H94e8G+v7GOz2LRStG8RRlNKMvFqe4Od1jyCQsG/du8pkxmBqUa94pS
NqP5cstqfU2cw9S7FVkk8Uf2mAxV8j/ntLYy/mR5iecE24S2M7KVDmMWkJfjyDfFxB/jXMSd+JYd
VkI/MC7qx+hhOl+SdK1XSrq8sLeWWKW0nvbGNFSSRY7S5gguHZH9OQ0WViojry2I+IPGNhDOTYqO
3f7vj+O93J0sTR4pDn9+1/pr9jMNPs9Gk/Ly50yXS1u757i5t9Nu4gZWnuooxco0as7mN/3SQq0c
fxLIB9syKpyRmMnEeESFD8e/n3tsdMBAw3Mdz+D+AlE/lK30S8tLmOW7njmWRJZbSK3vVNY2QJRH
kp6zb/FGGiKniHZSyzln4o2eHr1+RHl38r6Uww9nkTMYmXTp069Oe3p51td8038v3K/o8hnb4HkV
lsyZEYhmPMtQuquBULxD7069OY11HKSOve6DXY5QzShP6htt+OT0S712dNHhSxjkqIbcu7L6biez
hSJfjkMRqnJq0qa79N8uhhlM3HpwdeUo2D9j0Gj1EPBiD0BB+NfpSi8voVurZLlSVJdre3V39SOF
xGWZtouSt2K1B+RynV46AgCPSZfC+Qv+xxNRmxTzR4xtW/4H61nr6HLNMv6TMAt5VogVZFJfkqq6
n4gCQQQev7O4NJYMWMxuZlEkdLr5hx9XHDHJ6D6fsVdUeztLeaeOVZY0EikzEoAoPwseRQPsdlrT
oK064ebBGxwS4onlsfj0r5fJxCB03/H2sOn00m5kAUkl2oB3JOeqjIBGzyp584LlQG5LI4D5gOin
SLu2uWtY/wC4cQs5j2PwkfASDyA+1sPoGc7r56PUcssBI/0o9Hpez/zenFSxTlEf0TaAuLDzDPLN
HIJq3RDzAW7BqKGFQC56erXNf+X05snNDhMhfq6/gOyOqyigMU7A7v2qOsPe6jcs03MRxs/pwuxY
oSaNXZRy+EBjQdM6vSRhCA4DYO997yWtlkyz9Yrh2ruegfkDamHzNqBI62RH/JVMxu1JXAe9zOx4
VOXue65onoWKfmWnPyyR/wAXx/xzJ0v1uPqfoYNZeV9OXy9JrepXUkFrG1JDEhcqvIINhUn4jmXk
zkTEQHFxYbiZEqNz5ItorWe/iv77T9Sq0RtrSaVRNIkYlRQYgokrGVq4FB9knbMXPq8Qjebg8MdZ
VQ6fxJlpCLMTLj7he/ya0byQ+qI8eoapqstxbuZ0sJp5mDiIKQw9QhW+JxtX55Vh1em+rTjEducO
HkSe7+qfl5MoaSUjw5DIb/xGXz396YweSUl0e5vyzxm3WUhao6P6YJqrL2/ZPShBzIw6yUiAR1bt
VoxjBIPS9xR+P45Ul3lvy4NXv3tWYxhImk5AVOzKtN/9bLdRnMKrq42HFxGilmm6HDrUyC79fTob
f1LsXMNwyz2/1avxuEVSB416HanfNbl1Byx4Zxjwn8d7n5NBGAsSO1d4/R0/s2Rdv5aurjUJLa+1
3WILMiSOK5knulDqzAUJJ+AMPiNfDNVhy9m5ABjOMzvob93VrOLNZ4jMR+K+w8q6QnmU+VoVulki
RyJODEAIAzPIzDo5bZqmp67nN7i1GUWAIiEa7+Z6fgoyaLHGMNzxT4ttuQofi1LVfK81lqs2nxkz
MjKEIFCeahgKVO45Zm4tT6OKWzgz0x4qG6HuvKuqfVZVOnSXLmnFFm+rU+IVJcRykGnQjvmFrdYS
BGFGJ+qwfhXJztBpTCfFLiiRyqilNxqut2ly9tPNqEc6Bl9NdTvpAHio5VmS1Ipwbt1b4euc5Lwe
RhDY93w/nd70cfUL4v8AYwTG18v61cSSTTadOxnpIt5JetduwoONQ8MZoQdqNtm57P1Bx0AIxgfI
/DqXTdo4hmANyMo8hQA8+S6fSZbZwk0bRsRUBh1GbvHqYz5Hk6WemMOYp9AZpncJbqOqpApCnfxy
JKCWKah5hIJ+LKzJiS+ZfzQ1K3n/ADH1Ka8ia7sVa3F1bohZ2hEEXqKrAjiWUkA1G+Vm7sc3XER8
cE8uKP6E8k03VtLtGhtdAit7Kyt4F0+aW8/R0X1yAVju4SzwtcSeq5VnRw37ziduKrnHLilCJBrx
B+jly+fueo4Yn6RYH7aZHeaBNrvk3TZNMe30BvLkxS9tbGaWGHTrkmSS5uLiYyKWkg9NCsVKxl29
R6NyWmOpBMzIXXKxz+xqhXK+eyy106/i0C7/AEjaxabr+mXEl22oTyQIi2NylDEot5S6q9w6kerG
FjSU8PhGHNlxgkQ32/B3/Fhvw5hHKJn6bv5H58r/AAGLPbCzhuHWaJY7Kch5oQBGFZeVTGoHwHmD
xWTbapIzQSnxS5byHL8fqeW7YN6mZI+qtveOn3eSfzflrZ38sBkuNK9eVYlFm11HDIPUUuFMDDnV
uSAdHHYVrXIhp83DY6tUNJlrYj8fB2k+Rri0CWVlqulpqFvVV/0+1Mq+mwLVZAXDRor8iY+vgNxL
JospNkbH8fjdlCEuOxICfSjumIsfNQe4TT/MFlJHEpkmuBqduZIQZamWNv3jLQpEKOtOQT4tqsce
kzCIjHbfYDb50fx3N+TFnHqnL4kn7yhtRs72x0iGU61DrkFq6QyGG5S8eJZEZ0jf0BzCepEdxHSj
GqHcijV6XPGpZQR0F/ovy8+Y5uNIiW/ECPI3TT2KNO24HJianw6/qzu82qjix8UuQcPDpTlycMeZ
TGwnNvcCWZjfRhWAh9aVF5MPhYmMq2xAPUdM0+L8rmkYDGIS6XAb/jf8W7nJHU4YiRmZx61I7fj8
dE4XXdDWSVpdEaTkipA4vrlZFIB5M7AlTyPHZVUCnfL/AOSsVVUa/qhr/lKd36v9MUru00iW3kS1
09oLiS5acTtO0rCN13hoVUEB6kMfipsSTuc/FEwoX6QKqqcHJwys16ibu2Yfk/ZiDXLx6Urakf8A
JRcx9fK4j3uToYVI+56zmqdoxvz/ABGTy+VAqfWT+OX6c1Jo1AuLEdM17WYNPi0KztrZnuGlp9ci
kkiliZfiX4SqfarXk242p0JyJyxcfqJuun9jixjn4PQI1xH6t/sB+9FXy+YJtCnsta0zTZtNgt39
FYoW5QMFK+svqyTbpGW6Cte/YmJxcQ4OK769fsDCQz8J8Tg4a6A2PPcnol+gJqukWtxd6DYadFQt
9ZuprZmmI4o3ANE8bFfhB471OSyyxf5Ti+H9hRjx5rPhcHPex7vMI2LXvNt5okz20ViulOkglKwT
o/Eg+uU5yjepJX4dvfKcB0xox4ue34pv1cdYCRkMOW+x7t/4q9yH8tz6jZ307adCk149rKkQlJ4K
SyUdgCCwDUqoIr4jIarp37pxcW9c6UNDv9YvLoX9lDo13b6ugmuxFFMwnt5CDMsXqTvHGJan1PgP
xEcwTmAI0em/473Il+YIFmPCKvY/r99c1+g6Xplt5hkurfQbSWeN5XSD0okEDLKCDG3E8TGwAUgZ
kHHAQBA39zTAerk1YebtSk893UcCaS+qmKG3u0VJRM6QMXeJJTMY+Yq9QFqNuXLhQQ8WZHCeQ3/G
6fDycfF6d6HW9vj7+iteT3tz5jkubmlhcGZakfEI1UAIagmvwAH+A6ZkGvBP4+75sQT4m+yyeNXa
UyWEUhaNA3+jaf8AEPgPD+9/Z79vh+Wauz+I/tejhkmKrPW/fLz3+n8WkesRa/Jrdi8Kae4ie8Fo
5hjb6uHUg8xHIif6Q9S1AaqQHoKtmMZyqW46eXX3H4/bsxEo2LlIn072f1fw/wBidzRtJI7T2kFz
M0SCWRbewZH+JTwBeRCaH4twBtl8ZGuY+X7UwyTAFZuHflctv9j8FDVbdpHjJZTTn+7RI0VSXJJp
ESnxn4vp33zbaCWxsOi7QszHq49vx+p6nqFyIICa7nMclvLAdd1Ygt8WUyLWSwXVNaIJ+LKyWsl4
xrS6nf8A5mD9HczfyywNZyQq8kqSxwhhxjRJGb7FacThq404UiTPbmPK+5l9x5M/Mm/sJYJ/M0V9
pU6pcSxy6Vqk0Ii9JVjf020t0RRFEpToBvTqSXwht5eZcvxM9HcfL9iG8y6H+bpeGGQ6h5gZELxr
+h5WSjARygJe2du8hEexqh2agO5GUjTAHYH5yap6nVCQjzHuNfHZ2ixazM9wl/eT2WoRiWC7URW1
pcxLMzPNxYwxSRUkeViCyfaLBalqGEREnv5VZrl3GwwOtykVK7v3Hv8Axv8AYp3kmoafdzX91DNy
eZDcPIsAa4iKlbcq8YMajhJUxHh2YdPiwpYgDwCqrb8fpcPMTMknr+Pt+X6PR2g213HYWswkK6cN
Mt47a3cOWBMSt+8PrMhZeB5H0R9sfEabbrER4Q/nfjy/S7mAPwr8fil+i3GuRST2l7Mt7BE8T21w
ojWZY5ZGoJFTY8QOI+AVp365EebdOr2SXyWPOLancHVriWaBf7+3eqgXJPLjC5VfgC8ujUoy02pk
IHfr8W/MI0Krfu/tYz+Zk1/N5Xs5tXkETJqgi0+F7eZJZruFr6MBHfj6CSxLG6SEeNWAZWWjU34e
/wAfd+n3c/e4XaEICPplY235d23w5faoTaaeDtTiR8XL3U1/Z+WdFqYeJiMfJ1uml4eUSUdNttSb
UIhH6lvKjiGP7KHlKVRVD0AHLmBueh28Rouz/BMweOO+9XuefIHp9u3vd3rZZRCuGXdfd7z3/Zuy
u2sfNUccQrxhvVa6hEk5VWiUKzEfvgFARxXoae++bo+H38vx3OsByd3NLp9PlSzh1CSOIwagPWgu
AxdmEoEwO8jkVSQfaFae+WwkLoHk1TG3ERzZJ+WiINVumXvAR/w65Tq/pHvbdJ9Rei5r3PSHzt/x
xD/xlT+OWYju15eTCrify7caDDa39jPfXNvcSFRBDbz8OaV+IXBCFTyG3WoB8DmRPTeJIGxHbr/Y
40Nb4UDERMrPSvffMfgq1/qtlrNk9s66naSxJ6tpNcJamNpQrRrHIC1wjci4P2B0616xyaIGNGVx
PPhlKMu/YjhP2tf5sz24JRPTiEavl3n7lDR2s9JklNz9dvJrvlAVgitBDFE3pHm4QWz1+E03agrt
kIaKPDUZVt/FKcupO3EZd/3dwojOcct4mVn+ERFcufL9Ktouo6Zp2kXelR2ep87qGSt3ePzTm0fF
R8dxcMvWhI22y3HpTAiRlE79L/UnLrjlBjwSjY68P6Cq6ZqMOi3hvJraW5UwtEsNuEMhZpIzWkjR
rQAEnfMfUS3BbIy4d6v3IGDVdGeW/eXTdRjt5FnNlaRW2nRvBJcJxmmWVZZJPrEgkYcuSqVHxKXq
74pkO5s/NSMaMZAfD9fmVG306zs7xL24ub24to5eVvDbR2Ec0lJRw5MsUNBwBL8HB/l3zEx9mY8Q
EgZk+c5HrfWXzU5T3fIR/YlujfoCy88T6+o1R1eWS4i0opaDjLLyDBity1RH9ZkI+EHbqeK8szxP
Ip8WVWYSr4fr/FfOVm6h1TUDqENqwWd042s3AvVFVCj+m7pXkpGzZcZXjKIeqXFSVzT6fWU/XkjB
jRqCTT/gDcKOKxn7XIe3xfLNZwn+aP8AY/regjint+5vf+n57c+n6GLaxb+XX8zW7NpNxPeN9drI
n1ZmuRHGaqvIqeMRJjXiAAR8dV6455EcJG/9Lv8ALb5Mo8YH836dvV+N+f3MlW40ox0iuktolgiI
hElh+7Q8OLfGjNuCB8Xjl8Qa+kfZ+tAxZBzw3uek9+e3P8UrywR3UUM9uy+i4YxyoY2Djmw+1EAh
4n4fo3zZaPYHp5Oo1olGdSjwnu3/AE/Nm3mKcqpHgMjJqLzDzBdkct8okWqReda1fsC2+VlpkXmK
/wCmefTb/WBbNeOIvWaK2kCobfi7f6ZJBB9mtOciU61y6A2aox4pDueiG0K2EF1c63YJOk5e5Frp
vlVwjLG1wwVlvUaZQQE4mg6qBWgyVNgHmPkP1qOpao1jaRTfpTT7q5eF/QRNE8vXI+sAiaRZPq1x
ceiqOy05jkAxKr8O8Saac2Twz7+XpHn5/bSQ6Df3P6Yun1e5ipfupIgt/TjWQn92I7aJYVDEiv7v
rxpsWNaDKztt+Px83D8QTNja/wAfZ+lm+vxtHpLT2gubpLZrlJY1tnNurCSOX11kAuwkJWNox/xY
ezciDk03Hvfu/HX7Pju2zw2Pnuzy18reaF1/Q723upE0wW1lLHB9ckWFLa2tvTuImtkuOEjM5jo4
DLUjl0+LIhOQoXtT0GIYzgNxudj1b7cvh/Cfme4Kflry5qcX5t6jduLZtHiDXNu6Sh5Vkn9KgMSs
WBDSShqqB9nCIx8rWYPCDWxT7TPKFu+j3ulwXIa7ZZ7Z7qNgJA8v7xWDHkwCONg1fDtlJl4pIvYW
Ku+5ycsxARoHej97AvzCtLT/AJVtpy2ZiElxf29uWS5UqLlYLp5JTIvqKf7w8U6t9rdjTHNGEY+k
VEeW/wAXT6+UjAE7m77w9Cm02Rbdn9OSR1Ut6a05MQK0HQVObrxajbXHDxGjsl+nRaVqkKzWs3MM
BJ6ZYF+LfZYgE/C3UHvhhnEhYXLpZQkYyFEdF1xpCQDdJCG6FPUY/wDChsuE7caWOkH5faz1qwgv
7SOURXHLj6qsKFGKn4vsdVPfLMtwNFpw1kiJDkWb+SdOe11Cd2GzRUrUH9oeGYWpmCA5+lxmJLMs
wnOSDzvy/QZ40r6qdfpyePm15OST+Xr3y9Hoz29/qVta3H7x5FeeOKRELcQ9GIKip2OX5MM5UREk
e5x8Wpx47EpRBG+5CW313ZL5Ut7TStS0x71bflf6et2nJkaBuUVu1LlvtlQvw7jv4149LljHYGB6
ExJAPmLjY/zg2a7XYckpcE4zG/8AEOKQ+3c+5LhY+Y7vyp5gK3Vnp0TxOkEtxdMtJysQUtKkVq0S
svJA4eoYggbZHHDLsCROVfwxI6y/pS6V8ib3oVxnEcRl6YWOZ/q+QUPyw0TVdN8qeYYNavVnmjRn
igkvGvZ409FqvIzyzcFc7Kop9kneuOCGQcPGD9Tndp5tLOc/y9CAjyuzy67lPvJuraHrGr8rO6in
WO0kdwrAlQzxEc1rVfpyEzuPx3NEeaD0SL1vNOu3Npr1nPHcwCPQovrMEiTSyjaQrG7uRE8XAVWu
7022wVijEmNeJM2T7hQCDq/FkACOCEaFG7JJJl/vfgVmkr5j/SrKz2dssLzNeTy3POP00lBmZV+q
Rcq0LD4127jNdhhqgbnOBh/VI+3iLLij0FfH9jWinyZYeYLi9k8waU8UlxcXKzm9tztPX4EBkZhT
4eXbb3zKOUmQH8I8+e1N/wCe0wxn1x4peY77TbVjGmrXYgcMokVRw+L4giqw2ruGqKeOZAog3yaA
CZbJTrN15hg9L6jaT3Rk5eqyqjceNKCkk1v19iemUThDoPvc/TYuK+OXD+Pils2s6uZKm3uWkjYr
y9K3PFgxBBreggg9c1ozaoAjw8X/ACsl/wAR0cj8lAkHil9v/Eoywv8AzDLeRGSyn+pSJyN2VjVa
U5KapczsQdqUXvmZgiSP3kYxPkSf1MM2GIj6Zky7vwE1dqvSRW5Dpyr0+nMzHQ+l12SB/iT/AMyq
fiyuSC8s8wo3xZRJpk821yN6tkGibzqynuofzBg+oTC01BHLJdu10gipb1MjNZgzhVSp+AfhXL4c
mGOMuf4/W9r04fmk3oiUKt5NS4JlPnXnDIiLHIjgM3xn1ONUqKftAemMm5BEj+JLfr/5nwwGa8ns
2S6uEaFrh/OQSNPjeBl/u+SF4i6bs/xVPSgifxzUjfr/ALJgX5q3XmMX0S+Z7CRZltiseoEaxGlw
IpGJWM6s4kkCfWalY41PLoVTcwkDbRmhInlv3/2/p+RZZok+leYba7gvJ2vLCCsf1i+kR4jGp9Ws
tGmb6x6cTSjmyLswPGMtGXGSRZFfP7OTj3xGxYvve/2+lepHp16VjbjY8aOzzsXKII2+sSDm1KyB
i32qgnemWmO9u8x5f3ZHU18uv6EJZeWrmDX5NVjncRzpEht09ID92KPyHpKxBPFt3JqOtPhEQN+Q
ZSyXER7kpi/L2+LeYwLwxNqKvbWJLO4SBoy5MgqB8UknFgBso2O+ZJlHgEYjqZS95/RQaJSnKZlK
uQiAO4fpJJtiep+R5vLPky9m19re5eW5jltooI2mRGt0lm5q0iBebciqcl+IUQMJHUjHnD01+Px8
/c0aqzF61GkAUBaEAUqcyrZ7JLD5RsINRlvbORoDIrj00AoGdgxIanLjt9mtPDIRgBybZ5DLn+P2
+atqXluS+tI4lv5bSaOpE0TuoNT0ZQwr9JzIxZeDpbjZcXH1pL/LvkY6O1G1NrmFFpDaorxxJXr8
Ad1NevTrl2XV8fSnHxaPg6st0W3jiuZKV5cOtKdxmLklYcvFCinOUt7zv899YtdK8htPcS3UIluo
YY5bIFpg78qUHr2tdgf2+tNjgJpeG0n8n2FpqH5cw6tG095PLFKIbq6jSO4f01YITHI5jBPAU5PQ
9WO5OWzzSjEUa2asWCBmeIXv1+7yc8Aj8iLf3NhOlxMsiPfKh/cAxNItw62glZVj+yfhpUbnxjDP
Phv+8roKHFv04jEefP3WV1eHHEngHDfvNfeUj8vW0cvkXWnc3OrzWNpdX0WqtDOwZ4EV1gUXUSoW
NaUXfr0OCGacsYNGB8zA9ZfzZS7vt261CGMGZjIfYe4d4HeoflXpeleZ/IGt6zd2XKSBpoI0nt40
ZTHbJNyQirHl6o6nttlmMy4gCSRfVlqMMYxJAo0lP5F+V7XVdYvhqulsE+qiW3W7jVWKmQAN6fJm
Wo8fozFiSTvyZGFSopl5NJv/ADJqtpd6FBOLVbmWWwig4y2626qUUHiOTSSs0XAgk0DDuMPDSTCN
cl/lfSbRfO17Mlrc3dvM/pppKQ3qC2dmVOT84kj/AHaystXKgCu4zCx6ucpCJxyAv+j5/wBL8WPO
nw9r6e4/qT7yv5XvZtbvbPUpg15aXQiMCCXgYgfUaT4gnwtFQVpx5MOPicqGGhZNn8c/0NkuEkgR
oIPzN5os/LPnG40y6TUYbGExyfW4Y0mgiiaNZZJQ1fXBT4vFR+GTvfhbMOMx9den8c/JLYvMvleS
4hkjtIpZpy7RehbTzF2QEnjw01iTVWr4ZWYEdHf/AMoRIIGWW3kf+LRd15h8v8Wu/rcrwXtypgng
lCo/qyieF+AkiIdklEzfB3LfZ+LNTqNNKWQnwcUhv6pH1bxrf0Hn9J3O3ycSOeA4fV05fj9alN5i
8qyOiM1hJMbS1JeYiPZkCLGeVo3EK0bKgLVovQdtrKJAFhydPrY1QyEUTsOm/wDX59+3MqMv5h6X
HdWem6UqztN8AWvp20blmbijukG1Dyb92KEmu3xZOEwOTq9eeOV2T8CP1/edqe067bepHyA7ZZIO
AXmmv6eSW2yiQaiHn+saUxLbZWQ1Si8nk5Wn5isDGk0STp6lvPJaxRSVtQaGS/ins49hVmmSlMth
yDVEDjF82dWur2tw8FyNM076jePExtzf+UkkUGMwlGQ2XLiXcSfFGqL16nlk2yUj3cvOKY3X1PUF
KQaXp9vexQfuGg1XygTEY5I3jmHo2MRKcmq1XXYsAAGORkUymR/D9sWOa/pPkrSp4oNU0m/jmuXk
otvrumXEbCHizAiztLj0JJDJHRSqLuAHArkfxzaJxiPVInr1Br7Om/eoeSYtNl1OS0icJGHju/SK
kpDJG0irJNMYy6lIZfVLSBo/hYMpRlUOKUgacWEz3ft/Rtv+LfU98uux+TbW60aIWVxBDDN+jvQS
qwrGOcHpKrUZF2Cp3UKDQ5fOwLd/p4iR4T1H29OoHPYk8gbQOiL5b1e2Wa80u3hv5JSj/uvUDtyH
xh3jQtXmD4+OSDApJdebbHRvM1tFpctva6akc66rEmnTxt6tFMYpx5sfhNOJp4jpmwhpbxk16tq9
Qddk1VZBv6Rd+k/BB/nlr09r5N0q/ie4jjuNSt0mkhDxMqSRS0Z0KvJHuQo25KxFPipmp1FgED9f
7G7UgygKNf2fgswtr2IpEnrh3KVUV3YLQFh7bjMoFnwsTk8peYWmd11q2CGYyKrW8jEL6iuPj9cP
y+Hc138cAw4bup3/AFyk5M1UDGv6n7VT/C+uLbSRjWLfmUHBjbuQHPp+ozD1d+XF6+NRXpkPy+K+
U63/AI5dfwP0c2Xi5a5wvb+AdPwfwNzDy5pV9pdzJLeahDeL6QigSOB4Qnxcmr+9flWnz9/GUcUI
fQJD3yMvv5Lxzl9ZifdHh/tZj5fuVlupFFKhKkio7jxwyTABPsg2MG/OTULax8niW4hM0TXcCsqy
LEepbqySg148SKdD1ynMaiyjlMNwwbSbiS1/LqDzCl9dWemxSUtNO0+4MKFWl9OFFaaRV2DdOSg9
KGgzKwZOCA4t9uoia/2LhzwHPLYmJMhylIeXeq6ZqTeYND1C/j1LVI7pTcWf6NuLgzM7sjM0fG3k
kVeQ+RUUPTjUZdbDwuIyjCH848Ma6A2QjP2bkwZCJcRmP4eIkGxdc65fJHaFZ3h0q5e91S+0xrQX
F1PDA08ZMQVTJIePD1CAR7jt1zG7M1UZYhwzjk+MJVvIDv22P29zHLpzOR4uKNdxkL2HzRNj5euG
0W4ubPVr/wCpxwSTwQtPK0MsEqswLxk8Kv8AFyU7jvmznlN8OwPLaMdv9i0HSARM+KZodZSN/akf
kLQUnuZ7DS5ZNLj9Iyu1kxgr8aCgMfA70FfGmcxoZSySNyLl1x7WUw0KHzFqNvLqN5rN9Z2LI4dv
rUvILxlkZxxbjQIPtDcbDbjTM+UKr1Ssn9BP6HKyaMASNy+fn9nN2g29/Y69cSLe3FkkxkDX8sTk
zkkKC7SA0LCjcm6UzV6TXYsmUiOUEeRB5tQxTjzBChpdtqMnmj9HxarqQBnltVuBfzOS9oZHPOMt
0LRNXtv1PIjNoMcr5n5hP5IRHFxS6dZf2dN+/wA90u852VwmvXSajOt3MrAmaVRypIqvSnRRTiNq
dM1mrlKOQiyWB2X6RH5BGlSvfyiLUl5hIlDpESB8ILKj8d9jQH5ZHFPGR6zK27EIbXt3pRP/AILm
u/rqahSSvpenHf3AhUqGjZVAs+NVC+Fa1J33M6xVXq+Q/wCJdrDNgiOHjNf1B/xSYWHnH8vbfSLs
trUtrcp6hhitprp/UlQbs1YYKnmKGgIy7YRIiZ3Wzh5xi4vSb77FfpLyTVta8z3thNrllOVuY7uG
3eRJGSZ7h1McfJ15MOCmnJitQeFfiK5l4YVuTbjQxTI/o9/R9rTRLLGUPfMxWIa3oxJb4cqlFgQw
rUtCJJ+HKzFgQ+ZvzUiis/P2oxzFTHxjT00AD/Fbw15gMrN9oU/ClKgx5ONkgTy57fj8fsYusdtd
SPKCWt4h6kce9fTDgUZkUBSqyV5cKd9t8kbDXImHIc/1fbyr8BPdG0LUNYSeW3tmb6zw4vIRbxuZ
izRrV5OJ+KKYVcN4bNxGARPyauHhobbbe7z6dB0pmXl3ytwaC5uLuVry4ilvJ7L6rdwpaxtG6xE3
DqZ3VpnjUSRIyK7MQTT45jTx5S/HwY5IwER1oc6v7mY29nqtppz6jPf22kwyz2d3CJLdCtugaaS0
SIukRtrcPI1JJpYpFVRGi8IwZbzCIuhV/j7v1NnELscz+B5PoO68x2egeW4NQ11hEsMMK3ckYLIJ
H4xgKOKO3KV6L8APsOmACxbshLkGP2/njTNU0S51vSdV0y8s7IGeeKKHnPGxdljZ1FwpUtw2LU5d
QadIlmlGj/mT5c1G5ZZLu3uJhG0nBbSWGRgg3CtLKwr7AYCSBzQa5sa/PbX7HUfyxjvbdJkgnv0g
bko/dsY5KM4B+NR8J25FSeVKjbFMxOIkHFzy4oxMTzP6Cxa7ufP143pwXLyBPSNvFaXqLJIeI9aO
kdtFuT0LkBe3LckjWRkQBz9zkS4I9Vi6T+aK6fHdT3l7bXEh2hnuZeO/EpWQfDuOXQnDLVxiNyQf
6pYgDbfb8fjmmGk+Z/PdlxN/dW86xRAm0lmjR68CP3jLFI1eRFW5ffjDU8UbFn4FvEIXzNe7+34e
fOhui384ec1jVPRtBSNSPXkZ5SzRqf3jxpDEKMxPwIa0pQVDYZ6uMR14vc0zI4qHJ6P+V+tSX2t3
sLGL00tUkjKBg7MXpICNxRfhoa717UyWLVRyGgyiHpeXM3n/AOd8UEnkoCe2S9iF3EzWbOUaQBXJ
9MhkHqIPjXltVa/DTmsMkqDfp8QySosJ0LVL60/KQ2L6VZXmgAMqXF48jgx+qOAeCGJGVx48kMb7
fs8jbAx4QZ8q7/2FxcuOUJGOI73zI5fCwT9jek6lc3f5d6tBbeX9Lu9OiE8pkBlVkmMberO3rpN6
swjbZg4oKL0oMlGURXhAiuhPy6BxtQc0xI5+GV9QPnzJUPyx13VtO8ky6tpulWEczXLxtqs6vJI0
ZKgo6wKHpyC0+OmV6bJ6I+JZHv8AP3H3MIYsnq8Lh4upPu94Zil952tdFu4H07S10s2s1IrP1YSp
dCSylmkXiKk8ae2ZU5QJuIPF5y/46wrOIkT4OGjyBH6SxD8s9W1xbm9m0m2inv5LR1iF07KifGvA
uq7kVG4BGcz2eJCZruciF9OacaF518y6pMlvbWWlXEd0HS7ASUwyJxb4I1M7qo4qQwofozOxmZ3A
G/vciZz7RkY+nnsf1/rS/wAtQLF51v2tNCsJruAyvFZlY1S1dZAySKwUkFXAA4j5UzFwcfjy2/Y0
RjvyTjRNQ86XOonX7O20qZ7iOMXM0P1oIVeVa8A8rojSBAp+GoIr4jM8RndgRts4tRQiTGvcf193
62AfmVrWoDzRf3eoQx21yBV7aMtJxjSIcKv3LIB0APU0GavUxlLKbFFhIG2/LV1+WFx5fkfWL549
XVnHou0yRGm8ZZkRwAwPYHHHijXqu/JvwwxmuLl1/FhRS8/LmW8RrbUohJIfSit47+4ClirJRYxZ
UJJDb9WNW675Z4MKr1fKP/Eu6xywACIkf9IP+LWy2n5IfVNakvdQW31CzSQsbe4uJ0WUAiprDDGC
ZNgqA8jlvBQ24r6cv1OPk08BLihuBubAH++LwfUJrWWWYLHJ9evWAV7lld0iCqZZ5X/35IyseJrx
qaGv2ssfY5GTbYCpS5eUe8+f7ap+jGZLplOa3jmWjD6cVSW98vq9SorkDFjT5L/NbySt3+bfmCea
6jsLS1+qmeeTlzFbSD+5RfUaSQ8vgUKKkf5JqYwJ2cPNI3w/j8fj3FkXlKO2C3zyC6uruN7q1ur1
YB60UQCfvWvS8KVkhcRgNI/Tl6ewkMQKceUqFcvLu7+Xf9tJ9bQ6NplxDqgmsr2SaUXBlNJIUjSX
nbCaS3im9BoxHymWJF6sHdqomM5AcjW7CU+HbYft+0/BAHzRe3nHTWuprTVr2JhqGoxRNNLygBZo
XkJ9f03SKF3rMVoByoCpWvx63H4/HT4+TXuBKRNx/V+ru777kj/S5urwzX7NbW00okgmEUNm68C8
a8pUjVX4mNZA7J9pCwVd8x5zO/Dz+fd+PijJY+kX+B/Z8e8voDy3+cvlWTTLHTLa9uEvrSzhifhb
KYXnijQSLzmICFWZQS7AKepyXichfD8nbQ1WMAX+Px9rKbb8ytFs9JOqahcXbK6xshmt1ViWXnRE
i5MP3bK7cuKivWocC6IINE2WU9Vj26Md1/zhp8lnHrI813lpo1xc2zCVYrNo4zcgypCxCl04fBz5
k0UjlVSxFnEKurb8esxfzQfn+tgn5q/mL5S82eUrPSfL4W4uIL+GZ4poPgoheEmNEYLyZpQ1X4xk
VHKuY2SYrqPx+OW7g588TGgSPx7v2sO0D8wJbXVoJpLv6pGGrHOsXrOigfCQjMFYV238fvxo4TCX
FHmGsgnnyZ3qP5kaXHprD/FD30vA0to7FkH2aD4n4KAdlNKUrUVpkcmKUrJlz8mYyAChL7GJ2vm3
y1cyyLq149iGVeE6WkV0tCrVDL6kRBHpqO/4ZLDCcRV0Fx5Cdr+xDeafNulWsVlaaDq1xqQmjpel
rRYSsnFWXgEI5FqsCoUfENiQclLBxGzuWcqkbB3Zp/zi7qgufPWpWqsw9DS3SWEhQkUkU8EbKnFU
rvXZdlHHffMjDj4Tbkwx0LPN9O5ksnkn/OT1vLN+WP7sPxjv7eWVol5SJGgcs6Cq7oPi+0PmMryc
nI0wJlt3MI8rfmb5U1L8qJfKV/dz/pmS0ljubuyWKsdT+7nUSSwlq/C1F+XwnL4RhKIuQj77/UWj
LPKMpqEpk/zeHr75D7lHy15s8k6V+XUunvrV/c3sV1cXIvZBbNDHdSQ+nHbzJM8/GIvQVZR8W9VB
rhy4sZiQZ2D3GYl8DHhP28ti0SGbKdsc4785cFA/0tz9yYfl35+8sWWiu3nKR01u5kltZtIht4I7
dbdnHCdaJCHAMQ+IOx3+Fcx8MMfBw8VbfxSnLkSduIy7/wBfIMswyafJZjK76ADoLPTawe9NbT80
Py4sdGvNNs7m4tLaSOcw+rDbxxFpI6IlLZ6lnb9oqak7+OZI8OFHjjKvff3OJLVHJY8OcbB7q+yR
Yr+TXnny95f1fVbrXrj6tGbYpCvB25OjCTipAI+z3rTNNpSIHfucqECN+9kWi/mR+VFnDPpovZYN
NuZZFt/RWGM2/wBYRoWkZw5ZvRSvGik/HWjNXjmeNEgCvsZgTPKE/V5fju+1j+jfmJ5VTzfqJvdT
mm0Oy/e6dJaQWcVxO0UsZVXdYoiAwG5BT5jNVp9FjxZOK5+VzmfvkuTxALkD/pQP0Bmtn+dXkCbU
ZbueO7kt4pop7eF4LMi2f03tzPyWZ35cHKMQfscVVa8y+1/MR82r8zI7GEv9j+iTx382vNVprHnO
91fTkY2NwkHGOb4SHSKOMoxQsPtfyknwzFmROVhlE3vX4/HmnX5deX/yhu/LEc3m3UZINbeWRjEr
XALqgoDCkStzCrWoWtO+XQjGt3OhppSiCI/jf3XsmMPmH8vdOT9G6dfQtb28ki3SstmPQj5kIGkm
tPjLVI+Jvp75h5NDjnPjPHZ7pzA5VyBr9u/N32HFjAI4ojhA6H/ilMWH/OO6eWZNXg1GSG7ghN2b
dWnIF0pkWN2WFBEG9Rm9MgLQU4hdgNht8XAPGJdDiBu/Lv7/ANvfQeHaJyvNVub+SBfUnaSR41PF
U4Dmy1cuKVFKNXb7xCewps00eKZmefX4P0SzLdG7FXYqw/X/AMovy88wavLq+saV9b1CZ45Xma4u
lo8KCNCqJKqJRVAPECvfFrliib25oQfkb+VYVFGhJxiDrCPXuf3ay+qXSP8Ae/Aha4duK0HI8qVA
IFI8CP4JULz8gPynvURLrRpZhGhjUvf6gWKFufFm+sVYcjXfHhCjDDuUz/zjz+TxR0OgfA5BK/XL
6lQKbD19tjTbtg4Aoww7l93/AM4+flBd/wB9oA6hqJdXke43/YmXvufE7nfBHGByRHBAcgvtvyD/
ACltpWki0EAs6yMjXV46F1NQxRpilT0JpuKg7EjHw42D3I/LQ7k4/wCVZeSvrUd19Rk9WK3FmgN1
dlBbBQgh9P1eBSg+yRTv1w8IT+Xh3faVK6/Kj8v7qwewn0oPZvwrD69wAPTPIcaSArV/jan2nqzV
Yk4aHNPgQu6StfyB/KNTyXy+ob+cXN3y8R8XrV27eGROMFH5eHd9pWSf84+/lFI5d9CJYlmP+mXw
qXJJ2E/ixw8IZSxRlzCm3/OP/wCTSOFbQwrvQBTe3oJoTSg9f3x4QjwY1VN/9C7fk7sf0ASRvU3l
8STTjufX32x4Qvgx7nD/AJx3/J4KqjQDRPs1vb8nsRuZ+xUEeB3w8IZxgByCdeUPyo/L/wAn6hLq
HlzSRYXk8Jt5JBNcS1iLK5TjLJIoHJAdh+s40ztluFCVeZPK2heZbGOx1q2+tWsMyXEcYkkipLGC
FNYmRjsx2Joe+AxB2LPHklA3Hmw9f+cevyfV4nXQKNA/qREXd7sahv8Af/SorTp95wcAZ+PO7vcK
6/kP+VC3f1saHWcx+i7G6vCHjpSkimbi+38wODwwy/N5Lu9z5BWt/wAkvywt4hFFogWNHMkQ+sXR
9NmbkfSJlPprXfilB7YnHFEtTOQ4Sdvh+Aon8h/ypKcP0IQnELwF3ehaL0oBNT5+OR8GHc45Frf+
VB/lLxZToVQ5Jat3eH7Qoes3h92Pgx7loL1/In8qxGYxoh4Hehu7w70ptWbbB4EO5HAHL+RX5VLG
sY0McUFBW5uyaEU3Jmqfpw+BDuSQFqfkJ+UyKyroIo4Ib/Sbs/a3O5m71x8GPctLoPyJ/KiGRJE0
BC6II1aSe5kPEHkPtytU1PXrh8KPczhMx5fcFYfkp+WYna4Gjn6w5qZ/rV36gHINwV/W5KlR9gHj
7YfDi3nV5bu/uQLf848/k+1qbU6ARAxJdReXwLFiGPNhPyapAO57DwGHgDWc86q9mn/5x4/J140i
by+DEjiRYvrd6E5LspKiehp2riIAJnqJyFE7Bf8A9C+/lDRh/h8APXmBdXlGqANx62+wx4Q1W9Dy
SHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUn1Xl9cHH1PS4p9Z48ONOf7vr8X2v5ciefwUonRfrP1Ff
rH2v2eteNB1r716dsGOuAV3JN9eaPyaHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9k=
uuid:351ad190-fbe5-cb46-8d51-08ec27c5ef7b
xmp.did:0980117407206811822ACD2316B4924F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8e2e681d-01d2-7447-853d-987273c85699
xmp.did:202529DA2B206811822AE91D78B69ECE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:098011740720681180839DD0069577B5
2017-05-03T12:16:31+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0980117407206811822ACD2316B4924F
2017-05-10T12:03:49+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/UaRcp5.tif
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/KWPqO3.tif
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/3º Torneo Ourense Provincia Termal fútbol 8/Material/2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/soccer-ball2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/soccer-ball2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/3º Torneo Ourense Provincia Termal fútbol 8/Material/Estadio do Couto panorámica.jpg
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/UaRcp5.tif
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/UaRcp5.tif
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/KWPqO3.tif
EmbedByReference
/private/var/folders/7v/wwq0ww5d7y326qmvsgb8vrnr0000gn/T/TemporaryItems/KWPqO3.tif
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/soccer-ball2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/soccer-ball2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/soccer-ball2.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/2º Torneo Ourense Provincia Termal fútbol 8/Material/centrocampo.jpg
EmbedByReference
/VISUALQ2/TRABAJOS IMPRESIÓN Eventuales/Deputación Ourense/3º Torneo Ourense Provincia Termal fútbol 8/Material/Estadio do Couto panorámica.jpg
Print
False
True
1
297.000132
210.001652
Millimeters
Gotham-Ultra
Gotham
Ultra
Open Type
Version 1.200
False
Gotham-Ultra.otf
HandelGotD-Bold
HandelGotDBol
Regular
TrueType
Version 001.005
False
HANDGOTB.TTF
HandelGothicBT-Regular
HandelGothic BT
Regular
TrueType
mfgpctt-v4.4 Dec 14 1998
False
handgotn.ttf
KinoMT
Kino MT
Regular
Open Type
Version 1.51
False
Kino
VAGRoundedStd-Bold
VAG Rounded Std
Bold
Open Type
OTF 1.022;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
VAGRoundedStd-Bold.otf
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
Renfe (50-100-30-15)
PROCESS
100.000000
CMYK
50.000000
100.000000
30.000002
14.999999
PANTONE Process Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
C=70 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
70.000000
0.000000
100.000000
0.000000
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=10 M=0 Y=90 K=0
PROCESS
100.000000
CMYK
10.000000
0.000000
90.000000
0.000000
C=0 M=95 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
95.000000
90.000000
0.000000
C=0 M=0 Y=0 K=30
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
30.000002
C=85 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
85.000000
50.000000
0.000000
0.000000
C=0 M=30 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
30.000002
65.000000
0.000000
C=25 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
25.000000
0.000000
0.000000
0.000000
C=0 M=20 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
50.000000
0.000000
Caldaria (30-36-68-0)
PROCESS
100.000000
CMYK
30.000002
36.000000
68.000000
0.000000
C=0 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
C=15 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
14.999999
0.000000
100.000000
0.000000
C=100 M=20 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
20.000000
0.000000
0.000000
C=100 M=50 Y=0 K=30
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
30.000002
C=100 M=50 Y=0 K=75
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
75.000000
C=10 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
10.000000
0.000000
50.000000
0.000000
C=90 M=25 Y=100 K=0
PROCESS
100.000000
CMYK
90.000000
25.000000
100.000000
0.000000
C=90 M=25 Y=100 K=60
PROCESS
100.000000
CMYK
90.000000
25.000000
100.000000
60.000004
C=90 M=25 Y=100 K=80
PROCESS
100.000000
CMYK
90.000000
25.000000
100.000000
80.000000
C=0 M=85 Y=45 K=0
PROCESS
100.000000
CMYK
0.000000
85.000000
45.000000
0.000000
C=0 M=85 Y=45 K=60
PROCESS
100.000000
CMYK
0.000000
85.000000
45.000000
60.000004
C=0 M=85 Y=45 K=75
PROCESS
100.000000
CMYK
0.000000
85.000000
45.000000
75.000000
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
C=0 M=90 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
90.000000
80.000000
0.000000
C=85 M=30 Y=75 K=0
PROCESS
100.000000
CMYK
85.000000
30.000002
75.000000
0.000000
C=50 M=65 Y=0 K=0
PROCESS
100.000000
CMYK
50.000000
65.000000
0.000000
0.000000
C=40 M=39 Y=81 K=8
PROCESS
100.000000
CMYK
39.630699
38.709103
80.910995
7.534900
C=75 M=100 Y=26 K=18
PROCESS
100.000000
CMYK
74.761597
100.000000
26.474401
18.289501
C=8 M=79 Y=84 K=1
PROCESS
100.000000
CMYK
7.733300
78.792992
83.700302
0.692800
C=79 M=29 Y=4 K=0
PROCESS
100.000000
CMYK
79.073799
28.979900
3.784200
0.000000
C=34 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
33.603401
4.364100
0.000000
0.000000
C=35 M=45 Y=75 K=0
PROCESS
100.000000
CMYK
35.000000
45.000000
75.000000
0.000000
C=50 M=15 Y=0 K=0
PROCESS
100.000000
CMYK
50.000000
14.999999
0.000000
0.000000
C=0 M=95 Y=55 K=0
PROCESS
100.000000
CMYK
0.000000
95.000000
55.000000
0.000000
C=100 M=50 Y=0 K=10
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
10.000000
C=90 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
89.803902
3.921600
0.000000
0.000000
C=0 M=0 Y=100 K=75
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
75.000000
C=0 M=0 Y=100 K=40
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
40.000000
C=0 M=35 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
35.000000
85.000000
0.000000
C=100 M=70 Y=0 K=30
PROCESS
100.000000
CMYK
100.000000
70.000000
0.000000
30.000002
C=100 M=50 Y=0 K=70
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
70.000000
C=35 M=47 Y=4 K=0
PROCESS
100.000000
CMYK
35.233101
47.415901
3.381400
0.000000
C=7 M=17 Y=27 K=0
PROCESS
100.000000
CMYK
6.720100
17.065699
26.456100
0.000000
C=6 M=12 Y=72 K=0
PROCESS
100.000000
CMYK
5.734300
11.691501
72.048500
0.000000
C=3 M=55 Y=71 K=0
PROCESS
100.000000
CMYK
3.061000
55.168999
71.410698
0.000000
C=3 M=56 Y=71 K=0
PROCESS
100.000000
CMYK
2.929700
56.331699
71.374100
0.000000
C=78 M=11 Y=56 K=0
PROCESS
100.000000
CMYK
78.197899
10.345600
56.374504
0.085500
C=37 M=3 Y=80 K=0
PROCESS
100.000000
CMYK
36.536198
3.033500
80.190697
0.000000
C=54 M=18 Y=14 K=1
PROCESS
100.000000
CMYK
53.890301
19.031099
14.938601
0.000000
C=48 M=4 Y=38 K=0
PROCESS
100.000000
CMYK
47.480000
3.671300
37.723400
0.000000
C=20 M=14 Y=15 K=0
PROCESS
100.000000
CMYK
19.476601
14.139000
15.335300
0.000000
C=100 M=70 Y=0 K=52
PROCESS
100.000000
CMYK
100.000000
70.000000
0.000000
52.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
54 0 obj
<>stream
HWˎd
߯?j[qeE/$ cL0CT U@huN5%Ra}>Z2Fgj;_o_?b~T5vZs>{|ާZ%d=}>(6yitƖo|;71T%