%PDF-1.6
%
47 0 obj
<>stream
h|j0_EnRtR@hs+=xҸto?;`d'YB2BTvx71Esf/eSPĪr* Gx$ӽXDb0\dH%Ed>pbHQJPg4E/ܬ~`NqY
{;]jt_m&.+UWQzb~O uΜe+ 2m
endstream
endobj
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FRIPETS_VITA_60TAB_SERI_M
2020-04-21T12:19:34-05:00
2020-04-21T12:19:34-05:00
2020-01-15T18:23:35-04:00
Adobe Illustrator CC 23.0 (Windows)
248
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD4AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9H/4J8mf9WDTv+kSD/mj
FXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDTv+kS
D/mjFXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDTv+kSD/mjFXf4J8mf9WDT
v+kSD/mjFWB/nBqvkzyFoNtfQeW9IuL67n9OG3nt4I1McUbSzGvEfFwTio7syjFWMaj560JGvIdP
8qaJPNYGS7ndrNOB02Y2p0+ZaD7U63w7/sNiqyTzrY299cWV35Q0GG4uZo4NJWW09OIepfpZeq1y
EkhuIUEgd2jZSD8JX9rFU7Or6Vb+WtYmufKmhTa3pOswaEZYbdEsHkuWgVZ2Zkd40X6yOa1NCKV3
xVD6lqkUF1NpVv5e8pPqWmWF5qOpXIVJLaRbKQRmCNVRXhlNfjDlvT2ryxVJF/MvRZDCqeRtJhkv
51OlrcQQxpLb/o9rqVHkK8I5YZTEjFvh4vWm2KroPORmns9NXyhor6vNPIlxAmkTmaJBbJcJW1py
35GjpIystGFOmKp55q8zeWtJ1Cy0+w8taHezXVqqzTNbRxxQag1/bWLJMQrFI4zcOWU/FVaVxVKN
W82jTvrts3lLy9LPotxdQ6vfwWRuLfhbQ28yuIYQ1xChFwwkkpIIyu9a4q9jtvKHkm4top00HTSk
qK6lbWAijCooeAriqp/gnyZ/1YNO/wCkSD/mjFXf4J8mf9WDTv8ApEg/5oxV3+CfJn/Vg07/AKRI
P+aMVd/gnyZ/1YNO/wCkSD/mjFXf4J8mf9WDTv8ApEg/5oxV3+CfJn/Vg07/AKRIP+aMVd/gnyZ/
1YNO/wCkSD/mjFXf4J8mf9WDTv8ApEg/5oxV3+CfJn/Vg07/AKRIP+aMVRFj5Y8tWFwtzY6TZ2ly
oIWeC3ijcAihoyqDuMVTLFXYqxTzB5o1Ty9aRXmsPp1pbTTJbRSF7p6yy14LRIWO9PliqQt+cejr
aRXZ1PSzbzCMxuPrx/vl5x8gLeq8hT7VNyo6sKqoy5/MpbdmEs9iFVzC0qpfvEJQK+kZVtjGJCCK
Jy5Gq0HxLVVPzf8Amk2RvIotOmhMfrRuk8xV148gVIjpQjFWr7UvMtjbNdXaadFAhUM5lnNC7BVG
0RO7MBiqDTzXdu8aLfaJzlZo40+uOGZkFWABSuw3xVvTfNGoanKYbC50i5mUVMUdzKWpvuF9OpGx
xVMvU83/AO+NP/5Gz/8AVPFXep5v/wB8af8A8jZ/+qeKoW407Xbm8hvbjT9Kmu7dJIoJ3eVnRJqC
VVJi2D8By8aYqkOsaKNF0iWUeXdFa3l+pWEsCF1DRfWEigQ/ud0iaTko7dsVQWvW3lTy3Mw1jR/L
llL5kk+ryB4ZGN27SJVX427cv3jqx5d/iPSuKpXB5/8AIVv5fXSYodGi8v3CgfU/ql+to4kMP2lN
p6ZqbmKte53xVH6NbeTvMtvDpem6N5cvrfSTzt7X0JQkBZY5iVEluoHITIW8T13BoqyK98u3LIjT
6HoswW49ZQ/MgTTAQNJvD1KHifEbYqld/wCQPL9rpMn13yx5ag0qz9S8m5pwhjolZJW/cgCiJufA
YqqaN5d0W6trtdI0Ty1PbXUUdte/VxzSSJFAjikKwkMqhRRT7Yqrv+X1jJY2thJ5W8uvZ2TNJaW7
RVSNnpzZQYNi/EcvGm+KshD+bgABBp4A6D1Zv+qeKu9Tzf8A740//kbP/wBU8Vd6nm//AHxp/wDy
Nn/6p4qgLnWvNkGtWOlm0sGe+iuJllE01FFsYgQR6X7XrfhiqP8AU83/AO+NP/5Gz/8AVPFXep5v
/wB8af8A8jZ/+qeKu9Tzf/vjT/8AkbP/ANU8Vd6nm/8A3xp//I2f/qnirvU83/740/8A5Gz/APVP
FXep5v8A98af/wAjZ/8AqniqvZP5iNwovYrNbeh5GGSVnrTagZFHX3xVMcVdirHfNeqWGl2lpNrQ
ingmuVt4B9UafjLIjjnx5niBHz5N2WvbFWE3nnz8qdOuriJbawM2k3Dxs8WmKFingkSFyrchxMbX
G7eAY9MVRR8/fl0toZ5obaGEokDrLpvE/VwEjjqC28QS6HSoVCTsuKs/v474WFz++ip6T7ek38p/
4sxVZqsyWtjJPqdxbJZIU9RpYWKAlwEJrIf2yMVYql9+WnrySrPorXLq93MTaq0tCAWdwWLivpd/
5fbFUVa6r5FiVtct7jSoHiIia8FqIp1M0oi4n4llHOR6fM4qmdj5s0i+v4dPtNXtJb64iM8NsI3D
tGADyCmQbUNR47+BoqnHC/8A9/Rf8im/6qYq7hf/AO/ov+RTf9VMVY759S+/w23KaIj65p/SNh/x
/wAH/FhxVD+fNW8v6TBa3HmW1gvYT6wgdrEXPp8I/UcUaQkclTt1pirHJvM/5RzEQT2mmOHuLiFh
JpQ4CWsZuGYt8IBqrO3Tb4jWmKp75LvfJ+qXE0vl+1sbS8secTBbFLeZFaRlkACuGCmRDX3xVlF6
l/6K/vov72H/AHU3+/V/4sxVVltrqaJ4ZngkikUpJG8JZWVhQqwMlCCMVUrXTDaGQ2iWtuZmLzGK
34c2JJLNxcVNT1OKojhf/wC/ov8AkU3/AFUxV3C//wB/Rf8AIpv+qmKu4X/+/ov+RTf9VMVdwv8A
/f0X/Ipv+qmKpBfrcDz1oPqujj6nqVOCFf2rXxZsVZNirsVdirsVdirsVdirsVdirG/OWux+XNH/
AEjcx32op6gjW1s4Ip5izKx2QJ0oNzirED+a+mtKQdF1dmZZJDL9XtSg9NmQ82IHEtxqteo74qnn
lrzjp/mLUBYRWWpWjcZ2DXtpFCvGAQqx3Q7N63EHoeLCu2Kso1C2m+oXP+ly/wB0/aL+U/5GKtX8
fo2jyTTTTRAqGjCwN1YCtGQDatcVYsPNHlSCQIUni/crcMyWtu6oZt2RjEj/ALzlJRx2J3O+6qJj
81eWVjSSKa6VLj0mc/UxGFWSV40kmLwoI1V4mqz047E/aWqqjpnnHyvczRTxNeW9zMY4Q0lkFkAl
UMoYrCaL4mtB8iCVWX/Vpv8Alrl+6L/mjFXfVpv+WuX7ov8AmjFWO+fbeYeW2JupT/pmn7ERf8t8
HgmKq3mnWotDtoZ7kXl4JC4RYI4GoUjLmpZFUEhaAV/AEhVjl5+YelpDBcHSNXnkhDShPqcHOAmb
6s4bko4P6b83HZDud8VTfyR5ltfM0Vxc2lve6e0SxGT6zDBGzGYF+NVQ1K0+IVqD7UJVZBe203or
/pcv97D2i/36v+RirWoyPY6fc30lxcyx2sTzPHEkTSMI1LFUXgKsabDFWMR/mJpkqF401Ugc+Vba
FKBAW5EuFHEr8QPTiQxou+KpnoPmey1u/urK1lvoprNVab6xDHDszMooGTl+zXp0piqe/Vpv+WuX
7ov+aMVd9Wm/5a5fui/5oxV31ab/AJa5fui/5oxVIL+J089aDymeWtnqVOYQU+K1/lVcVY1+aiq2
q2fIA0gPX/XOcd7V5JROPhJH1f71txBLfIqIuoakQoB/RlzuB/lR5V7L5ZSyT4iT6WUxuGAZn8R7
30XwYdw+T1m4iifStD5orU0y1pUA0+DKu3pyiMVEjY/oeN0sRx5Nv4v1odoYk0zXSiKpOjXwqAB+
wuR9n8kpTnZJ9LHtGIERXe+IM6C3WP0M/L//AJQPy3/2y7L/AKh0zNjyayn2FDsVY/5ovL7SbO3m
03TLnV5prhYZII7mZDHGUd2lJHqbLwpSm5IA3oMVYtP598yx2sUsfknVpZ5YyfQE9wCsv1cSxo7F
KBXkIj5fs7lwpHHFVWTz1rY1G6tofJ2syW0LRfVrsyTosqSIGZuLLVSjVUr407VIVTzQtQl1zyo+
oXun3mkXjRyrPYXMlyrIVB4kGQRFlZaMDxHWhAYEBVOryFLe2eZEuJ2Wn7pJZSxBIBoOXYb4qx9f
MshtZrj9A6uiwwet6TCf1HkKlvSRFLEtUcSelfbfFU80z07+xjungu7QyFv9HuJJVlXi5UFlDmla
chiqL+ow/wA0v/I6X/mrFXfUYf5pf+R0v/NWKu+ow/zS/wDI6X/mrFWO+fbOEeW2IaX/AHs0/rLK
et/B4tiq/wA1avc6IbP6po+oawLgy+v9TkmYwpHGSpO5BLylEAqNiW/ZOKsXuPzE8xwyTqnkfWZ0
iLhJIpLukoR4k5IJIozRvUdl5UaifZ+LZVOfKnmbV9avI4L7y1qOkRPHJIbm4mn4Ao4VVo6xNUg7
8gP8nmvJlVZNe2UPor8Uv97D/u6X/fq/5WKq0lpCiM9Z24ivFZZST8hyxVjD+brWOURS6NraM0no
qTHNxZzuoVjIAaiu/TbFUd5b1ePW/rHLTtT030eDx/XhcwepHLy4EcyPi+A80+0lRypXFU7+ow/z
S/8AI6X/AJqxV31GH+aX/kdL/wA1Yq76jD/NL/yOl/5qxVIL+BIvPWg8S5rZ6lXm7v8AtWv8xOKr
POXkZfMs1rI16bT6sCKLEsnLkCKHkRtviqM0XypBpGnLp9tKPQEUqMeLc2km48pWLOwqSlSAAPCm
KsftPyot7fXodXOotIbec3MVsYUVAfiYLyUiQqrkN9rtvWrclUd5r/L7/ECaer6gbZrFAlVgSQOQ
KVKuTQV3p99cVTLRvKkOk6eLG2kUQ+i8bNwbk0kioplarkf7r3VQB8sVYz5f/KWXR72yuxrJuHsm
VlraxxlwqkBWKMNq77Ae1MVZ/bQmG2ihLcjGioWApXiKVpU0xVUxV2Ksb83prlnpaS+WNFtNT1Az
KskE5jiUQ8WLOGZo96gACvfFUitrn8zGQPN5V0sfBCHQzIj+ozOJSoVpUZVCqd3U/F+1TFUM2o/m
x6EbL5M031iVEqevCQK+iSQfUFQoM4PeoTbriqfaENdvNEv5fMmiW2mXIUi3gj9KQlPQUsWKPMtR
IWHXoMVTfW7WaDTJpdJ06C6v14+jA6ooargNuxQVCVIBYVO1RiqQx3vnGQ3KN5NtbcrBW1ka7gkR
rgxlgrBVVuHPirGlepAOKrbTVfNVzPGP8ExwQGR45ZJrm3WgVioegUt+zWgU1qKHrirJtPtYp7C3
mvNNitLuSNHuLT93L6UjKC0fqKOLcTtUdcVRH6PsP+WaL/gF/pirv0fYf8s0X/AL/TFWPee7Kzj8
ul44I0cXmn0ZUUEf6fB3AxVlGKuxV2KqF9/cr/xlh/5OriqvirsVdirsVdirsVY7qn/KdaB/zB6l
/wAStcVZFirsVdirsVdirsVdirsVdirA/Neu6Rc2ECeWfMOg2V6LiNria6ltnU24Deoqr8fxE0p0
+eKpTperXcWr2M9/5p8uXGmsXbU7T1rUMtQ4jS3KxITx5KWZ33psBXZVmH+Jvy8/6uukf9JFt/zV
iqhfeZfy+NjcBdV0ksYnAAuLateJ/wArFVf/ABN+Xn/V10j/AKSLb/mrFXf4m/Lz/q66R/0kW3/N
WKu/xN+Xn/V10j/pItv+asVd/ib8vP8Aq66R/wBJFt/zVirv8Tfl5/1ddI/6SLb/AJqxV3+Jvy8/
6uukf9JFt/zVirT+Y/y5deL6po7LUGhntSKg1HVvHFW/8Tfl5/1ddI/6SLb/AJqxV3+Jvy8/6uuk
f9JFt/zVirv8Tfl5/wBXXSP+ki2/5qxVx8y/l4euq6Qf+ji2/wCasVd/ib8vP+rrpH/SRbf81Yq7
/E35ef8AV10j/pItv+asVd/ib8vP+rrpH/SRbf8ANWKu/wATfl5/1ddI/wCki2/5qxV3+Jvy8/6u
ukf9JFt/zVirv8Tfl5/1ddI/6SLb/mrFWj5j/LkuHOqaOXUEK3r2tQD1oeXemKt/4m/Lz/q66R/0
kW3/ADVirv8AE35ef9XXSP8ApItv+asVd/ib8vP+rrpH/SRbf81Yq7/E35ef9XXSP+ki2/5qxV3+
Jvy8/wCrrpH/AEkW3/NWKu/xN+Xn/V10j/pItv8AmrFUVput+T7u7WHTL/T7i7YEpFbTQPIQBU0V
CW6YqnGKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxVj1z+YPky1nure51aGGWxk9G7V+S+nICq8WJFOsi/eD3xVNrLV9
MvprqCzuo7iWyZI7pY2Dem0kayoGp/MjqwxVF4q7FXYq7FUum8x6FAsTTX0UYnuXsYSzU53MfPnE
viy+k33YqhdP87+UdRntYLHVre4mveX1aNHqz8VLEU7HiCQD1HTFVKf8wPJlvK0U+rwQugUkSErs
6sykEgVHFGavYAk9Diq6fz55QgkWOTVIRK6s6RjkzFVZVYhVBJo0ij6cVWxfmD5JlljiTWbX1JZH
hRWcKfUjMasp5U4ms8YFepYU64qmmk6zper2gvNMuY7u2JK+rGaio3p9xB+WKozFXYq7FULfarpe
nmAX95BaG6kEFsJ5Ej9SVvsxx8yOTHso3xVKYvzD8gTXP1WLzNpUlzUr6C31sz1WpYcQ9dqb4qmN
n5g0G+Fs1lqVrdLeiQ2ZhnjkEwhoJTFxY8+FRy49O+Ko/FXYq7FVGS9tY7qK0klVbidXkhiPVli4
8yP9XmtfniqSx/mD5JkRHTWbZklgF1EQ/wBuFiwDJ/NUoaAb7YqqXXnnyhaQwT3OrW0UNzbteW8r
PRXgRS7SK3SgVScVUz+YHk0CTlqsKtCEaSNuQkAlZVT4CORqzqNh3HiMVVLfzx5RuJJo4dVt3ktz
xnQNuh9RIfiHb95Kq/PbxxVH6RrWlaxafXNMuo7u25FPViNRUAGn3EEexBxVG4q7FXYq7FWEeYfy
q0jXb28uLy6l9O+uvrU8C0ANYbKEoGFGoV05f+COKo3yX5Bt/K9xd3Md/Pez6giC9ebiA8kcsro6
qtFSizenQfsqvhirKsVdirsVdirBNT/KqLUrr1LrV7j6rDeTajY2saIghuprlLkuzDeQKUKgHsxx
V2hflRaaTfWl2NTnnaBoHuEZI1WU2kZjtxsKoEBHKn2iMVQepfk4t7DexnW5lN2noq5giYpbm1kt
Gt+xMZS4kbYghmJB3xVZJ+Slk96t4dXnaaL10gDxR8VimkhkCELwLcfq/Wu9cVbH5I6QJy66jOkM
xc3sSqlZTJPazuebcuHI6fEu3QVpQmuKsw8reW00CwkthcvdyzSCWad1VKlY0hWirsKRxL9O+Kpz
irsVdirGPPnkhPNlnaW5vGsms5XnidVZwZGheNOah4w6BnDMjfC4HE9cVSO3/Kq8XRYNMudZWUWs
dxBBKsE20U5t2UFZrqehT6sdkKp8WyrQ8lVDy5+TTaJrWn6jFrkkselPG9jbtACRytfq14JZpJJJ
ZPXoGT4h6dFX4lVaKvSsVdirsVY95r8q3OtvDLa6nJplxDb3Vr60caSkx3YQPQP0YemKHFWMw/kp
pVs6rbancxWlvKtzZW5Cv6c0cs00ZLt8TorXT/Ceu2+2KonXPyjsdW0iLS5dTnjt1sZLG4ZUTnKZ
ObepWlF/eScuIFO3TFULc/kpp08jXB1KVbt+HOQRjiVie3kVeBbb4rQdD3PtiqL/AOVS2cvw3mpz
3UUbu9pE0carCZLyO9bhxFSS8ZWpPQ+2Ksg8n+VIvLdhNbLcvdy3Ekcs08iqhJhtobSP4V2FIbZK
+JqcVT3FVO4uba2hae5lSCFKc5ZGCKKmgqzUHU5GUhEWTQVBf4k8u/8AV1s/+kiL/mrKvzOL+dH5
hNF3+JPLv/V1s/8ApIi/5qx/M4v50fmFou/xJ5d/6utn/wBJEX/NWP5nF/Oj8wtF3+JPLv8A1dbP
/pIi/wCasfzOL+dH5haLv8SeXf8Aq62f/SRF/wA1Y/mcX86PzC0Xf4k8u/8AV1s/+kiL/mrH8zi/
nR+YWiibPUdPvQxs7qG5CU5mGRZONeleJNOmWQyRl9JBQqSXFvEQJZUQncBmANPpyarPr1l/y0Rf
8Gv9cVd9esv+WiL/AINf64q769Zf8tEX/Br/AFxV316y/wCWiL/g1/rirvr1l/y0Rf8ABr/XFXfX
rL/loi/4Nf64qrKysoZSCpFQRuCDiqBl8waDFI8UupWsckZKujTxhlYGhBBbYjKTqMYNGUfmE0t/
xJ5d/wCrrZ/9JEX/ADVg/M4v50fmFou/xJ5d/wCrrZ/9JEX/ADVj+Zxfzo/MLRd/iTy7/wBXWz/6
SIv+asfzOL+dH5haLv8AEnl3/q62f/SRF/zVj+Zxfzo/MLRd/iTy7/1dbP8A6SIv+asfzOL+dH5h
aK6LX9CmlWKHUrWSVyFSNJo2ZiegADVJwjUYyaEo/MLSPy5Cj9esv+WiP/g1/rirX16y/wCWiL/g
1/rirvr1l/y0Rf8ABr/XFXfXrL/loi/4Nf64q769Zf8ALRF/wa/1xV316y/5aIv+DX+uKrku7WRg
iTI7HoqsCfuBxVI/zA/5RK++cP8AyfjzWds/4pk/qsoc3kOeWuU7FXYq7FXYq7FXoP5U/Z1P5wf8
zM7r2T/uZ/1v0NGXmybWtdt9GkNxNb3FwsvpRKlrEZXBpM/JgOi0Q751MpU1gWkNv+a+lTwCZdG1
pARyVZLB0JWj0O5oK+mftEZHxR3FPCn3lzzNBrsd08Vnd2f1WX0WF5CYS9VDho6/aWjb+BqO2SjK
0EUnGSQ7FXYq7FVCx/3it/8AjEn/ABEYq8W17/jvan/zGXH/ACdbPLe2f8byf1nJhyQGaxm7FXYq
7FXYqmPlz/lINN/5iof+Tgza9if43j9/6GE+T27PUHGYZqv5meXvL5jsb2C+kniii5G3tJZU+NFI
o6jj+14+PhlcsgDIRtRX84PLJRZPqWqCNwCjGyl3NA3Hj9qvE16ePhg8ULwFFWv5n6HcpI6WOpKs
R/eF7OQUHJlUgdW5cajjXbD4oXhTDy5510rX7mS3sobuJ44lmY3Vu8A4saD7YBrhjMFBjSf5NDsV
ULj++tv+Mp/5NviqS/mB/wAolffOH/k/Hms7Z/xTJ/VZQ5vIc8tcp2KuxV2KuxV2KvQfyp+zqfzg
/wCZmd17J/3M/wCt+hoy81P84L1bPSIJWaJSbq2VWmnuLYA8Lg/DLblXVtup+Gla502XkwgwbS7f
TNU1WG0ZVk9ZxauLXXLqWURiVFJWEEAybLVzsONCaDKgAWZei3f5b+W7xla6tdSmKTTXC87+U0e4
Ks4A9egXkgIUbDtlxxgsOIrj+Xuj8rjj+mEjuChMSajKqp6asn7uk4Khlf4hWmww+GF4ky0Py1Ya
LcNPZQX5LIYvTnujNGFLBvhjkmZV+yAOI2Gw2wxgAgm1bzFqPmO2sJLjSLOJpIk5Mt2QE2kjLGsT
ltofUNApq3H3xlfRQkyefZTpugyyvZQ3er3q23xS0hkQTGKRbYsVd5BVQoK7nI8ewTTLrH/eK3/4
xJ/xEZYxeLa9/wAd7U/+Yy4/5OtnlvbP+N5P6zkw5IDNYzdirsVdirsVTHy5/wApBpv/ADFQ/wDJ
wZtexP8AG8fv/Qwnye3Z6g4zx7zHqd/Z+Zb97KFGd7GG1nb9LNbEI8MUkcpgRT6TB0ZA5YdfBqNj
zNEtgGyBs9fulXTYyyTadMk1kt3Hq80w/wBI5NcF+KfG8P1gEMdwKbVK5HiTSS2PmG91LS7TS7R4
Y4oixMsfmc+qzPIluql0Qeqv7teAU/tUA6jBfT9K0rG+0+JUF3qYh0t5BBLK/mViOaACWOhRKheS
AVFOJDLUHH8c1TDWrtbmKN5H4RQ89OR11+RIw6GUyo/FGX1o0mJ5novHtSpJ/FqEZP5ou7eytDeX
UVq8cVk9ux12RUkkg+Ah5Wj+KOS1uFmkNTVqVNdweL8WimQflpfz32p6ldTSKzzywzcI9TOpIvMX
WwQxxiChHHvUAD9kZZjN2iTJvzA/5RK++cP/ACfjzB7Z/wAUyf1UQ5sB0LzONMsTa+nIpMhkM1u4
RmBWnF6q1QO2cR2d2sNPj4KPO7iavyO3yb5RtGP52JZCJL5VQU4+uvxf63wZmHt8EjfJt/SG/v2Y
8CovnqMLx/00g8eRNwKkrXvw2rXtTJj2hjVfvP8ATfs+5fDUh50YMT69/QmoX102Hh/d5UO3hfPL
/po/8SvAvfzwGUBXvkABG06nqa1qyE+3XJy9oAeXiD/OH6Qvhuj88iOKZGS4uxLEYvSupVkj3FKk
cAfnvgj7QAAipzsVUiCPuXw0z/Kn7Op/OD/mZmz9k/7mf9b9DHLzQ/5zSSposBieRHN3bAejNDAx
rHc0FZqq2/7Hc+1c6fLyYRYn5Xmum16CO7e6SAz05SrZMhYzoUQrBSSjdAvce+VxO7IvW/Rh/wB9
Rf8ASDL/AFzIa3ejD/vqL/pBl/rirvRh/wB9Rf8ASDL/AFxVKvNFrbyaDeAzrp5CEpdxWzwMr/sj
1H5IOR+H4lI36ZGXJIY6k1nd6N5XhQpLdRX1nz4+j6zpBMYmmklqVlDPHyYIAxbwIIyF2Ay73o9j
/vFb/wDGJP8AiIy1g8kk1FNO833928XqiO7uhxrQgtI4DKSDRlrUZ5zqtUMHaE5kcVE/dzHmHIAu
KYN53JDAS3wLClfXTbwI+DrmQe3x35P9MP1I4F0HnhYypdr2UqVI5XAA+E1NaIK8u+Sh7QRjz8Q/
5w/V1Xw1r+dgxUiS/WlOQFwnxfOqbfRTIy7fBrfKP84b/Z91LwNr54Cpx5XxahHqG4WvUHpw4/hk
h7QACv3nv4h+qvsXw1v+NtwfVv8At/u9O1f8jvXfI/y+O/L/AKYfqXgQy6uurec7C9EIh53FupWt
SSrKORIA3OQ02tGp7RhkA4f7EkVF65noLjsNgi0iz8yjUr3zDbotxaQ2raJcG2UK6oro6klZedDX
etQ3+rxr2vmy6JlHcfl+kQWOTSViJedVVrYKWPxSSCm1T6dWb/J9sPp8l3WQz/l0ZY4oZNIMrELF
GhtuRJbkAoG+7LXbvj6fJd0zPl7QCSTploSx5MTBHufE/D12w8I7kWVd9M0142je0haNmZ2QxoVL
P9piKdT3OGgi1I6FohWJDp9sUtxSBfRjogoB8Ap8OygbeAx4Qm3Lp9haTwNa20Vu0kh9QxIqFqJK
wrxAr8TsfpOICLSz8wP+USvvnD/yfjzW9s/4pk/qsoc3kOeWuU7FUfDoWrzRiSK2Z0Kh+S0Pwkch
38Mzodm55i4xsVfRjxBamjam61SAttyoCtaUJrStegwR7PzkWI/cvEELNDLDK8MqlJI2Kup6gg0I
zFyQMJGMhRCVmQS9B/Kn7Op/OD/mZndeyf8Acz/rfoaMvNZ+bkKTafZxSRrLG93Aro9sbtaGC6G8
akMPZh367Vzp8nJhF5nohaxn0nUliIuHRDNx0eWNy5lZmZgriSJqxrX4qV+IbHKht/Yze16VrFnq
VhFexVgjl5ARXVzcQSjgxQ8o5FVhUrUVG43zIBtqKL9aH/fsX/SdL/TCrvWh/wB+xf8ASdL/AExV
A64tncaNexS+lMjQufS+tPOSVUlaROODmo2VticEuSQ8si0N4rjydfTxQS0u4YSZNOcXETrqZlBf
0SFtQfVAU0oTVj9o5RXL9TO+b3Gx/wB4rf8A4xJ/xEZkNbxbXv8Ajvan/wAxlx/ydbPLe2f8byf1
nJhyQGaxmiLTT7y85C2iMpUgEClatWn/ABE5fg0uTLfALpBNK7aFqyOUe3ZGHHZyq/aqV6kdaHLz
2bnBoxr5I4go3enXtoqNcwtEslfTLd6AE0/4IZTn0uTFXGKvl+PikG0NmOlMfLn/ACkGm/8AMVD/
AMnBm17E/wAbx+/9DCfJ7dnqDjMA1j8vr3Vb1dRgbTKSRQsovLH15FZI41r6gkQmoQg+1AOm9Usd
m2YknOneQfLyWUK6lptjcXqJJHJLFCUQrJyDBUdpCoZXPIcjvkhjHVBkiB5C8lgQj9C2hFu5lgBi
UhHIALAH2UY8Ee5HEU+yaHYq7FVC4/vrb/jKf+Tb4qkv5gf8olffOH/k/Hms7Z/xTJ/VZQ5vIc8t
cpWsoY57yCGR/SjlkRHlPRVZgC30ZbgxieSMSaBIF9yCy6AXVnZp9T1RWtmt5JqFY6giNVRDWvxO
ppQ9M6rGJ4sY8PJcOAn+HuFD3kNfPoqzQTpDPLFqcRb0zE0QSKjIGkHGlf5FX78tnjkBIjIOVVUf
6X6KR8GNeYLaOK99RbkXUlxzlmcBB8ZlYHZD3py6DrnOdp4RDJYlxmVk8ufEe759GyJSvNcyeg/l
T9nU/nB/zMzuvZP+5n/W/Q0Zeaj+cVwtvpdpO0ltEkd3AzvdSXMQ4+jdVCPbAsHPT4hx4170zp8v
JhFIPIfkjRde8vxzXnqXdvaSNb2Z02/uDAEQhiGWd0fksjOBUt8NKHwhCAISSQzXQfIuj6Ddm70u
DUIZmj9J+VysqFfh3MckjpX4BvSuWxgByYmRKf8A+m/8vX/TrkkO/wBN/wCXr/p1xVJ/N4tD5cvV
1cXR09lVZAxiALM6iOpg/egepxqVyM6rdI5vL7a29F/Jl431VIZ7qKC2lS9vYeUi6mzyJDFICJP7
zf1t2JKj4eOUgcv2s+97hY/7xW//ABiT/iIzIa3i2vf8d7U/+Yy4/wCTrZ5b2z/jeT+s5MOSAzWM
2S6Ha+lYteWd+sV6sRlMBVK8gZURV5HckD6K50PZ2HhxGeOdZOG62/pADfv/AEtcinBjlu7h4p9W
jqHjUyhIdyojIpSlQokb7s23DLJIiWUcxvUf6P3Wfkx+CU69C9xbSz3V+sssNZIY1WJeXIxJ+ya/
Z+ey5q+0sRnAynkBMdwKiOfCPu9/JlFjGc42Jj5c/wCUg03/AJiof+Tgza9if43j9/6GE+T27PUH
GeE+eNd0vRfOkOqCbRY9XtRB6BvV1f16fVYtj9W5WxZmdAtRQA771zHmale32tg5JAbDyE7iCW10
E8bdUsFD6/EVkdVefmwVuSUMoUg16b9Rle3l9rLdHJf6N5O8y3XonQNO4pcxTfFr08pt2kVGVm4v
EzcYwC3cgFclYB6fajmlywfl+9lNBEmhNIiO7mRvMJAtlEccAPIc+XrzScgG+zxNNjQeny+1O6bL
Lp+g63BpNzPodppmn6hb6hYQRjXJJEDytF9YjlA4Su8MfGnqNHyXtvU7A9PtRzQOspYXV3qGrwJ5
caJCbm5uJl8wxOZ5eJupeEdF+OVyUCVIFNzTAaO+32ru9B/KxbOLVdTtoE02OS3NpFNHpv18kFUu
h+9a9AVtweJj368v2ctxdWMmXfmB/wAolffOH/k/HmF2z/imT+qiHN5DnlrlLkjkkYJGpdj0VQSf
uGSjAyNAWUJhH5c1+Qck065I8TE4/WMzIdl6mXLHP5FHEFz+WPMSAk6bcbeEbH9QOSl2Tqh/k5fJ
eIICe2ubduM8TxMeiupU/jmHkwzgakDH3ik2pZWl6D+VP2dT+cH/ADMzuvZP+5n/AFv0NGXmq/ml
JPHpiGB5Y3M0IDQXENq/91c/tTgo1OvH6egzp8nJhFivlnytqeu2sk9xrOs2EKKEtp4pbS7WT42D
fFBE68kMa15V60/mGRjEnqfmkmmYaB5SXR5pJDql7qayJx9LULdplU1ryXiiEH6ae2WRjXViSnno
w/76i/6QZf65JDvRh/31F/0gy/1xVTn+rQwSSukCJGpdmeylRAFFSWauw8Tiryu41S9n13y1Ihlj
iu7qCSa3hvLOSAFtUeqlHBlmCii1jPwqAo+JTlF7j9fm2U9osf8AeK3/AOMSf8RGXtbxbXv+O9qf
/MZcf8nWzy3tn/G8n9ZyYckBmsZoy30fVrkA29lPKp/aSNyPvApmVj0Oef0wkfgWJkET/hbzH/1b
rj/kWcv/AJI1X+py+S8YQtzpOqWoJubOaEDq0kbKPvIzHy6LNj+qEh7wUghCZjJTHy5/ykGm/wDM
VD/ycGbXsT/G8fv/AEMJ8nt2eoOM8r8zeX/Ot9raTafHrf6NMMSo9hrVvYwUNuORFu0LOCroBu25
JPTKZg31+bMEIOPy9+YPNbVrPzD9WmdfXvD5htfVRXarFFEQ/u1OwBFfxyPDLz+abDNtL8gLYyrI
/mLXL0KqL6d1fMykpKkvI8FQ1bhxbfdSR3y0Q8yx4lK1/Lt7ZGVfNGvSBoHt6zXokKhyT6ikx/3i
mnFjXbB4fmV4nQ/lwsRYnzP5glDQJbsr35pVJFk9UUQESHhxYjqpIpj4fmV4kVP5GilWUDXNZiMg
ADJfSVQhonLLXluxh6GoAZgAAdjweZXiRthoq6ZcKy3t5drcSqeF3M04QpC4JjLbrzPxMK0r0AG2
ERpBKG8/gnynegCpJgAA/wCM8ea7tgXpcnuTDm8o80a55P8AIFpBP5raS61a6T1bXQrYj1PTqQHm
ao4io8R9O+c5oPZ8RAlmFyP8PID3+fk3cVsa1r87PP8ADolrqWgWGkaVp2o27XNlbozy3MiRzeg5
UKIRzWX4Spr02r1zoMen4BQ9I7ogRH6/tTxDoPnv+xhlz+b/AOdr6emojVhEZLlrZLEW0T3HIoJQ
/pyxSNwINFNcI08PM++RP3lPiy/ACAi/PH86RcNH+k5XlRDI0X1O3VglK8yEiVqU3ridPDzHuJH6
V8WX4DLrT/nID82NPFnDrejW2rW17bJfRRemzPJbOSFclWmVRt3SvjhOI1VkjuPqH+ys/ajiB5gf
d9zPPLvmnyd501SbQY7WTyz5ygLrJpFxvFJJECZFjI7rTtQ0qeNM0+r7Bx5voHBk8vpPw6fBHFTP
fy2s7myuNYtblDHPE0Cuh/56Zf7N4J4oZITFSE/0NeQ2hvzeWZtIhEcLTVubcOqWqXpAMdyOXouQ
DQ06b50OTkxipflpdMNGltp4HszE4kRZ1OmDjIv2BFEXRmQoeTCnbalMcfJZMv8AWh/37F/0nS/0
yxi71of9+xf9J0v9MVd60P8Av2L/AKTpf6YqhtTlQ6bdiOdFkMMnBku5JWB4mhWMijnwU9cB5KHm
t5pUS/4Lm+qhrtNSRLiZbGGV1Rb9ZFEvpk/U1DMxVkY9Szd8prl+pnfN7HY/7xW//GJP+IjL2Dyf
U9Os0utd1zWbtdO0Gwu7g3V4+5JMxASMd2JIA9z3zhsnZEtTq8kz6cYlz6nyDeJUAGGW350292mp
/wCAtEtYotHgF1darrEhEno8xGZFRVc05MuwYHfp4bzT9nY8Q9AEfPnL5n9ATY97Ern84fzs1PWZ
NPiv7aw4mVfrUcdbOsaNJRZJhMDyEZCeJ2zIOAS5mR/zj910yGQjkB8gxyT88fzoSATSatIkDUAl
NlaBTXpRvQpvTD+Xh3L4smQ6N+eX53wWWoakyxXdppZh+v8A1qL0zH9ZJWL92rxMeXBjsp8TtiMN
bxMh/nE/YbH2IOS+YHyZdpf536PqEMDefPLEujRXMrW8et2ylV9VFVnLpxVvhWRT0brmJqezcWYe
uIP9IemX2bH4hFjpt9zO7bQXsNb0W9t5lvNKvZ7eSyvo91dHZWWtK9VNR45pMHZM9LrMZ+rHI7H4
cj5oMrBesZ3TQ8o8xax5sg1s29heaxBaIsIRbPTYbuAhoIKqrswaoJZt/cUyiZN9WYApAQ695zbT
0m/SHmLlKjQOj6NDHNG0LpJ9YaNpDQMtUA2rXuy7iz5/JNBBWWvefnv4lk1XzEIIpH58tCi4sm5W
riZgQoahI8N8HFLz+SaD0Gf8x51u4reHytrsolT1PWNmUjX4nXi5JND+7rTrQjxGW+J5FhwrbX8x
7mYT+p5V1yFoahA1o37wiN5PgPuUCb0+Jh2x8TyK8LMoZVliSVQwWRQyh1ZGowr8SsAyn2IrljFS
uP762/4yn/k2+KrdQijkt1WRQy+tA1D4rMjD7iMEog81eD/85C/kZ5i80ayPNPlwi7ujAkN3prsE
c+lUK8LMQpqDup+de2Y2YEG62bIbvMf8Y6v5Sh8nWF3pmq6dB5bcHVIZo1RLql99fKxuw+EeqOFQ
fs/SMqhlBqjdMjEjmj/JX5lW2readNtr/Vbu2Ztdl1STVtSu0jjitWtWg9IySPsyoAF3p2pk4ndB
Tby/5z803EEz2umXM1pb2tpbWfmF7m2uLxXsbmdxJK8izRurvcsg2oAFpy71S1MY7dzm4ezsuQAx
G0uW43+1PLE+e7W0spbvQ572K106xs5rWeYPCzwtIY5I+KLJbtIzIQ6b/DSh2oPzHkWQ7PndXG9/
4h05sT/Jb8qpdP8APNnq3mi/h0pdJmE0Vk7lZZZlHwAsQEVQdzU1PSm9cceeBlRNe/ZZ9mZxHi4b
Hlv9z6xijiGoTyqBykih5MO4DSU/XmwERd97q3n/AOdc0UWjWpk+r0a8t1rdfWOHxQ3QNGtgZEan
7XYVyGXkyhzY1+X/AJ8ltPqllJe2EGlFnWa3sEuGcTNUcUa4Qr8Mgo1T4nbIQnXd9rKUXr/+m/8A
L1/065kNbv8ATf8Al6/6dcVd/pv/AC9f9OuKoLWpdch0u5lsGlW7jTnG1wIGjAU1YssYLn4a0A74
Jctkh5O2stfXfk9bx7ChvYrqBDHd27iWbVGQmDiqgcuAHGXYtX9gjKLuuX2s65vbbH/eK3/4xJ/x
EZkNbDPzK/LxPO3kS80CCf6ncNcvdWsu/D1kmdqSAblW5H5HftlU8fp2ZRO75q03yx52/LRPMdvq
+iXxk1WxNja6hYKJoUrKshlLjt+7AANDucxBkANHYtvAeanYfnS0S6FDqMmozx6bBqaapbK6JFc3
Oo/WB6vpghB6X1tgPh7ClO1nExpk7ecdStbby3Z6Eq+ZLj9F6Ob2yN9bzW0Lafdi4K+mjvwnZlVC
W6AmlT0jPKIVbdg008pIgLP4705t5vO17LqCxadqH1Z59PW2RbiCOS3NpdTSvaOyw8ZFk+sEUfkx
PXb4crGoB5AuVLs3JGieEWL5jl3+5hPnvyL5p8z+aLS6uLCDQ7Zo1tbi7k5JE0qSO0spiQMEJL/Y
j2+85CWpj1CR2Xml9NH3SD6e8naPo2m+SNI0awvE1K30sW0QuVIasqSKxag+z8RqB2GZ+PhlEcjX
3uvzYp45VIGJ82V5c0vH/NkujW+rXb3J0+O8MdlLbvONSVw8aRAyTfVgUaiHihWhHjsRmPOr/tbI
8mPPc6FQtKuitqU0hmuB9X1YpWVA3qmStQ9FBpxpv23yFjy+1kq6B+idK1K1n0UaUn1dJJtPvbeD
VJ/Qg9UQSq6uVVwsRkA5MPiAO3XCNjt+lBZTL+Y3mO1ubuG4vtOZo29CNfqeorxlYM0bVCN6i0if
kFFQadus/EKOEMmsNS846rYS6hpNxp81rOSunmaK4gKhJOLmZWHI/YZRQCv2smDI8mOyqsX5mMQs
k+kRhgFaSOO4bgQxPMIzDlVaDjyG/ffZ9XkuyP0oeYxHD+njaG7M5KfUfU9MJ6B2/e/FUNy37+3T
JRvqg0mV5/cr/wAZYv8Ak4uSQr4qoz2dpcAieFJKilWAJoffKsmCE95AEs45JR5FJLr8vfJN1J6l
xotpI9SeTRKxqevUHrlB0GM/zh/nS/WzGol5fIMW1TQdK0PzKbK00xpNK1SxKmws4wAZYpQ+yqAF
BKrU+9cxcmEY8lUZCQ97vdJlM9PYlGEsc+Z22I/tTGz8v+cL+2jXUBaWdSWkL8riQsxm5fApVAON
yQBy2plscGWQ9VD7e/8AW1ZNXpscjwcUv9iP4evP+Hubl/KjS7u7lvNSv7m4uZmLyNGI4lJP+Txe
g+Rw/wAnxJuRJKB29khERhGIA95ZfBGI7l4wSQkMSgnrsXG+Z4FCnRyNm2D/AJuFvqFkFn+rsb23
owuvqZP7q6NA5Vg5H2uB60r2yGTkmLA/KWi33mK4Nv8AWNRj03rdXlrqcd4IpXRnNVgWp5PsPffx
yuIJ7/myJp7BaWMNtaQ2/wAM/oxrH601lK0j8ABydtqsaVJzIDWrejD/AL6i/wCkGX+uKu9GH/fU
X/SDL/XFUs8zWkk+gX0FrAGnmiMa+jbyW0ih/hZ1mPLgVUlq0J22BORlySHnza5JPdeVLcSJVr2K
Vri1voYzKX1ExlJI5PiuEAj6KPFF3GVcXL9bKnslj/vFb/8AGJP+IjL2DrP+5b/jLL/ycbFVZ40d
SrqGU9VYVH45GUBIURYSCRySnUPKPlnUf97tMt7jtR0BFPlmMdDiPIV7iR9xDaM8/f7wCxbzd5A8
t6d5eur7RdMt7O/tOMyTQRIj8VcFgWUVpx3+jMfUaOMIExMrHeSfvdn2Vqv34EqqW3JfYw6/eXrX
ekaatrZzkXDy3xMXK4klSaV/TWrsP3SqtafjjCM5G4igd9++7/Q35ZYYR4ck+KQ29O+wBA35dSSq
zfltJf20EGp6j+5goVitYViFQixgl2LljxjUdMn+RMgBI/IMI9sjHInHDc/zjfW/LqU70byxp/l7
TWtbJ5XjluIpHaZlZuXNB+yqjoPDMrBgjjFB12t1s9RISnWwrZPcucN5D5gv7n/Ed4sWo3MD2VoJ
4rWHWBbKzQ2KzgGyKE8SVq5Un4amhO2UTO5/W2Dkxc+b+aXCi/1KSdUlLQt5jiUBVTkxr6IXYIxF
ad8r4vf82VI221DVXs9PWTUdUpLKj3SvrcckixyPGE5MIVLq6Bvgr47fFsb/ABaKZGPzn1aO1kmu
NKsFMRXkBqcXxDnxYD4CRtUivgcn4x7kcCf6f5z87X+kQ6naeVY54ZgWhEeowN6qUHCRG48eL1NP
86yE5EcmNDvZHoF/rl5BM2r6UNKmSTjFGLhLkOlAefJAtNzShGTiSeYQUbcf31t/xlP/ACbfJIde
f3K/8ZYv+Ti4qr4q7FXYq6grXvirsVdiqgn+9sv/ABij/wCJSYqwn82YbiTR1aCeSB4Z7eQiGKOd
5AEuBwWKUUY716jp4VyvJyZRYl+Xmna+LiWOHUZtJtLaWGaW2uLK3so7mNm5PGkluzhqAFKjda7V
GQgD+AmRD1P1of8AfsX/AEnS/wBMvYO9aH/fsX/SdL/TFXetD/v2L/pOl/piqUea7ueHQLuSxuHj
ul4em9ndNNOKyKDxjkHA7VrXoKnIz5JHN5jHFeS6p5TYW916cdxbeo31G1uUXjqr/wB5PzZ4Dx+L
4Psr8f2iRlIHL9TMvdbH/eK3/wCMSf8AERmQ1us/7lv+Msv/ACcbFVfFXYq4gHrirsVdiqhef3K/
8ZYv+Ti4qr4q8217zfa6dqa2k3lyyvZY4Y/q97cXthAz84UD8hcEPHQScfEjoDlMpUeTMDZSTzjZ
pZzXD+UrC2FVCh77Tgjq8Ifk8iF0RfsLVj+0vvQcY7lrzUp/P1/bwSzXHkmzWKIQOWGq6XQxTVcG
rMorwAdB0bscePyWvNUvfO9kjyRDynYzkcZZlN/pY3eJZoXNW3DpVg3gAe+Jn5fcteaN/wCVk6tb
NcWh8sx2zWUMrGFtU0+Pi8MLSCP0w/NQSnHlxoOvStJeIe77V4UCPzY82p8dx5Xs4I5IEnto5Ncs
keRX5UccgPgNAOm3vg8U932rwsp8v+aLjWb+a3ns4rVrKZKGG8guw6zQyPGxER5IHj4uvIbg+2Tj
K2JFMgvP7lf+MsX/ACcXJoV8VdiqFXVdOa1uLpZ0MFoZFuXr/dtFXmGHUFaZDxI0TewbjgnxCNby
qvO+TtL1K21PT4L+1JMFwvNOQoR2oRvuDjjmJxEh1RnwyxTMJcwism1OxVQT/e2X/jFH/wASkxVg
P5yiFtItknRHt2vLUTmSCS4VUCXJJ4RAyDpSqkeFaHKsvJlBQ8t/mP5SttO0vSoZ72KThFbRxQWb
tD6hCjijtEx48m2LHp1xjkjVKYlkmh+cNJ124mt9Lu7q4mgjSaVDHDGRHIzqjD1FSoJjbp/EZOMw
eSCCE5/03/l6/wCnXJId/pv/AC9f9OuKoPVxenSrwUum/cSVXjavUcTUcR1r4YJckh488OhJr3lu
zS2T9LaXqq21+9xBdmOOmomdFtpoeCVEkjHlICpJFfhrmPtYZ7vdbH/eK3/4xJ/xEZktbrP+5b/j
LL/ycbFVfFVGS9tI7qK0klVLidWaGNti4SnLj405DbImYBrqWYxyMTIDYc0PBrVhPq1zpUT8ry0j
SSZewD9BXx6E/MZEZYmRj1DZLTTjjGQ/TI0EdljQ7FVC8/uV/wCMsX/JxcVV8VeJ+ebec+YGnEwM
SpbmSJodGuaRpa83p9f/AHkQFA/vQ9BRsx58/wCxsjyQUmoGDTBBzBVkltHuANDVmEQhlEZCsVaM
xkh1I3Q/EDUUhf42S7TvrWqanFpUd1JEbnhNbWzw6BcRkiAEMkHqE0+EsAuy8tu+Eb7fqUpta6T5
kj1MXN5oOpXKqY/rMCR6akDpBGkSxKqMnwcYqgf5XHsCDwm+SLej6JpulXlnFqNxoEOm30wk9a3l
hhMy1Lo3J0BrzVieu4bfqcuiAd6YEoyXy75fmZGl0y0kaNPTjZ4I2KoCW4iq7LViae+S4R3LZcml
6ZZXMUlnaQ20kzqszwxpGXWKF0jDFQKhF2WvQYgAItE3n9yv/GWL/k4uFWNee/PH+HY4be1jWbUb
gFkV68EQGnJgCCanYDMPV6rw9hzdv2X2Z+YJMjUAk3lv8wtfm8xQaRrNrCpuDxBiBV42K8l5Dk4+
Y2IyjBrJmYjIc3N1nZGGOE5MRO3f1YH5k1SQ6/rH1GaWK0u7iQSxqxVZAGP2lBowrUiua/NP1yrk
S77R4B4OPjAMoxHwZ9+W/mK2svJV1NfMRb6bMw+EVPCSjAAeJdjmx0eYRxEn+F5/tjRynqoiHOY+
79jLfL3mnSNfhlk0+QkwnjLG44utehpvsabZmYdRHINnU6vQ5NOQJjmmc00UELzTOI4o1LO7GgCj
cknLSQBZcWMTI0OZQunXkF8ReQEmG4t4ZYywoeLFyKjBCQkAR1ZZcZhIxPMGkNrGp6Npomu9Ylih
s0WEGSYVUMzSBex3NaYSQObABJ4/Pv5YyCqanYMKKdgPsuCVb7PQ069Mj4ke9PCV9n52/Lm8EJtb
6zmFw8ccHFKl2mDGMKOO/IRt9xx8SKOEo/RtY8n61LPFpUtrdyWyo06xqpKrIWCHcDY8DhEgeSkU
mv6PsP8Almi/4Bf6ZJDv0fYf8s0X/AL/AExVy2FipDLbxAjcEItQfuxV1j/vFb/8Yk/4iMVQl1qd
tpekXWoXRIgt2mdgOp/esAor3YmgyGTIIRMj0btPgllmIR5l5vL+avmpla+is7ZNPEnpqHDEk0rx
5c1LGnUgbZqTr8nOhT1EewtP9BlLjr8dG/zI1+O/03y9ewhre7kR7leJoYw3EbMKH7S7H2w6zNxC
BHPmvY2kOOeWJ3iDXv5pV+XGr3KedIJJ5Wle+EkM8kjFmbkvIEk7n4kGU6PIRlF9XK7Y08TpSAK4
aIemR+ffLj62dG9ZluhKYA7LSMyDbiG+e3zzaDVw4+Hq8yeyswxeLXpq/OmRZlOtS6bU7Oa6msIn
5XNq1s86jcKJZfhBPj8NaZAZAZGI5htlhlGAmR6ZXXwTHJtTz7V/KEep3VxcPrNjFFPaejcWtzZW
s7wg2nBD6rlZOKuwl4tsenQ5VKNnmzBQelfltChQP5jtLz0JFkbjp9grDkqggEBuPMcO3h1yIx+a
8Tdp5K0i01oXll5msIp2mrbILPTvVjESlWhidQrALwPuKexxEBfNb8k6sdJ1mRIpI/OjXMCoY2dY
rduUjS8g3IEiuxSnhkgD3ovyRfluG902e6fVPNSaxFK/oQwukEIhmj5eovJGJLfCaqelD9Eo7cyp
9yfnUdPEiRm6hEkgYxoZF5MIyocqK78ea18KjJWGNLXuLeaa39GVJOMtG4MGpWJyK09sNqvvP7lf
+MsX/JxcVeE+edZfVfM95ONo4HNvBT+SIkA/SanOd1OTjyEvoHZmm8LBEdTufikcU80UolikaOUV
pIpKtuKHcb7g5SDTnyiCKI2WYEvQ/wAudCh1zy5rOnXDMkUssJSRf2XUE1FdvCubDR4hkhKJ8nne
2NUcGbHOPMAsIt7zVtJu5BbzTWV0tY5gjNGwoaFWpTvmEJSgdti7yePHmiLAlHn3pxoWr6vq2s2G
m6leTXljcXURnt5pWZGAbvyPT2y3HklOQjIkglw9Vp8eHFKcIiMhE0QHuEKIl3IiKFRYogqgUAAL
0AGdCBTwRN7ljnn6OZ9LnMLTiRTBx+rrbuS7tLHHyW5IjK+o6mnfpkMnJMebAk1PWXje2t9N1OO9
jX0IroWWlF2l9X1lmRKlSxtx6PGlCKntyymyzW6lDrGl6o+k2cupam6CCT6xY2GkeixCAF0BEclS
zErSv2SAw3onbZATDy/ea2mla28V3qdlcR2i3kM5tNOf1DFyBjtli5I5agAQnq21MMSaKlA6Lrfn
YX8aS3Wt3EdtLDLNbPHp7PKiUlkQ0dSqsNjR9gw9sAkb6pICZ+Zda8z2VtZ29pqOryyTwtfvPBBY
FxHOABbyJJxZDD9qq/zbnpkpSIQAE28r3Xmaazs5b2/1OWQagBIlxDp6GaCRFWg9IrWGNlLcl+Pc
jcdJRJQQGcWP+8Vv/wAYk/4iMtYPPPzV1h4dJt9KQf71zTSzN/kxSniPpY1+jNb2jkoCPe9H7Paf
inLIf4dh8XlxZiACSQOg8M1D1tLpJppePquz8FCJyJNFXoor0A8MJKBEDkE48klx5s0rh1+sJX5f
tfhlum/vI+9wu0q/Lzv+amH5i+XhovmAyW/P6veA3Ebn9l2c80DD+U7/AE5brMPBPbkXH7H1fjYa
POOyVr5u80KyMNWuqx/ZrK5HSm4Jofpyn8xk/nH5uWez8H8yPyeteSLWKLyfYzhALi7kSa5lryaR
2n+07dSaZutFEDGD1Lxva8ydRIdI7Dy2ZXmU6x4d5z0R9S81yk2xcxRWkiTSaPBeR8VjhUcZ2miZ
jykoAVJB6CmY0xcmyPJB2+kapp73MVnY3cDyTQrN9W0G3Z0kiAuLZfguauqv6Up5ftD4vh5DAAR/
YlWbQLXW7xvU0mWFrtoWimbQYlQ/WJkD0keZgT/pHrGvRA53pjw3/Yt0yXSdW8imWy0+18i6jawX
N2s8Zk00IiXCVi9dlDEj0xIQzU+CuTBjypjR71QQ+SNWN1fyeQL8zer9Zle4sFR5XkrI0qfGeZLd
R1qfnh2PRd+9FXNl5Kj0u2gbyTdTWFp6s1jDHZCQoZinMoqszKZOVT3+GuO1cl37028qwaDDdsmk
6BPovAQpLJNbm3Eqhbkoik/b9Mlj/sx45OFdBSCye8/uV/4yxf8AJxcmxfPfmOzns9e1C2mXjIk8
n0hmLKfpUg5zWWJjIg976Po8gnhjIfzQsstC1i+tJruzs5Z7e32lkRSQDSv00HWmCOKUhYGwZZNV
jhIRlIAlBcW4hqHiSQD2qOv68g32948gaAdF8uwxSU+s3J+sXFOzOBRf9ioA+eb/AEeLgh5nd4Ht
bV+NmJH0x2Clc+QrK581DX5bh3NQxtWRSvJV4jfwHuMjLRg5OMlnDtWUdP4IHxQEP5X2cWvW2rC+
kb0ZVnkhaKMc3Q8loY/TVRUDbhkBoAJiVt8u3JHCcfCNxV2f0397ME/3tl/4xR/8SkzPdGxT8yTa
HRp0uljdGa3KrLbTXa8o2lk/urcrJWiHcHbK8nJlHm8rtbZrNLfUQllbqzrKFTRtTZlltCsyyBtq
UMgKnlTYU+yQaAOrYmPl+HTDbRS6XDBYa9Z3kb2+pjSL9FNoUW3RHqzM0nqMpdmIqnUDehjXTmgo
TRD5c0d5hqtrbzwXqPHL6ehaiJGE0dEoBQleZAb4eR3G3ZjQ5qVOe3h0m8utOtbbToZ2M0V5JFoW
ouvCb9zOCzOeayIOJCfERWjYOSo3UtL0bUTp1xDYWXrLZC1uxLpOpSKZrSEJWID0yE9ABePxEUAD
NQkkgFQm+irpknnGxXSLS2tdJs2jayil0m+jnQSShW4zFuAblKd3AA5bjbaQq9kHk9Zsf94rf/jE
n/ERmQ1vLfzasZeVhfBSYS1xAz9gwmZlB+YJ+7NT2lA2C9V7OZRU4debArKyu726jtbSJpriU8Y4
0FSTmtjEyNDm9HkyRhEykaAXXunX1jdPa3kDwXCbtE4oaUrX5U74ZQMTR5oxZoTjxRNhnH5SeXzc
6nJrMv8Ac2VY4R4yutCf9ih/HM7s/DcuLudH2/q+HGMQ5y+7+16D5s8sReYtOSzkuHtxHIJVZVDA
kAjcH2PY5sdRg8QVdPO6DWnTT4gL2pJ9U/LLT73T7W0S7eA2kSxxuIoiGYVq70Cu1a9OdMonoYkA
Xyc3B23OE5SMb4jfM/IdPsTzStGj0XQLTTI5DKtu8YMpHHkzTh2NKmm7HvmVhx8ERHudbq9Sc2U5
CKtN8tcZ435qs7e517UIpbO4kM1hwUi0lZZTHZLcBUnibjIvOGOkb0/eDMeY3LZHkx+88sa7b2wn
NhK95p5tpLe6h0v1HDtUsgjSaRXYc1qWIUUoN+sOEsrZJ5R/LRbxLK8eIrpPqH67pl9by2skgRf3
LemS4rH6sgB2602ycMbEyZu35XeQmRIzpEfpxtLJGnOXirXAVZSq86AsI1+4Zb4cWPEUboPknyvo
F1JdaRYi1nmQxyOHkeqluVKOzDqMMYAckGRKeZJChcf31t/xlP8AybfFXXn9yv8Axli/5OLiryb8
1LIHzdFRTW5tFK8QSWkBdVUU6klVGaXXx/ee8PY9hZP8GP8ARl9mzOfJnoS+TYrSO3kt5IomguIn
jMberx+Mio35E1rmdpqOKgHRdo2NSZEggmxvezzKKBJPy0mkFPUh1YMxG5CtbhRXwFTmsA/cf536
HqJSI1wHQ4v989p0i+tb7TLa6tZBLBJGpR19hQg+BB2Izd4pCUQQ8TqMUoTMZCiClmrHWv0nIkCS
NZvboFeJiOJDlpKAdXZQFG9R275rtV4/ikRB4OEcvf6viRt93VgKpVtb7WITY20tm8qssaXF0W3U
+kCzNQbnnUHLMebNHgiYE8gZf5vM/FBATJP97Zf+MUf/ABKTNixYx+YbWo0icXNylpEz2tZpLySw
ACyO5/fRBm+ypPHaviDkMnJlHm841Sfyfaie4stUtZZZpp4DFe63erby2zIEVpmY8CwVm+BgQh4g
MDQGg0zZLpPkXzIVjtLu3aPTZSolkj1q9kkjQOWEkNUUB9gdvtVIyYgfwUGQUJvy980LptIbZzda
gpj1OD9PaisUUUcqvElvRfh5KpBp0qeoNMeA0iwsTyF5wgmujFZF1uIvqzufMGo1ZEkV1ehQ8HPE
7gnqceA/gpsK+peRPNsvO1t7cvYC3WKEPrV8rBmhQSK4o4kUPzXelRTpiYH8FeIIny55G12LUYb3
VLWSGaymt2teGt3l0hWrGZijxRLsCBxpR9+ncxgfwUGT0Ox/3it/+MSf8RGXMGKfmLbiXyReORUw
XHqL7f6QU/U+YeujeI+Tt+w51qYjvB+62N/lT9Xt9YnLW0lLyFRZ3PpsyDjvKnqU232+jMPQUJ8u
fJ2vb1yxjcek7i/ka/HNM9Uhj/5W9pokoUmtmqG6GsMy0/DLpgfmRfd+guNgkf5OnXSX6Yt/lDcW
sVlqGmtIPrsdw0jQnYmMKqchX/KG/htj2dIUY9Ue0EJGUZ16TH7ebMdfN+NMc2IZpw8ZKoSGKBxz
AI33WvTLtf4nhHw/qsfKxf2PPR5pfbXGvW8tzPJbSTeoyUgLVCV9Vjw9gvpofffMXHPUQlKRiTdb
d31Hb4cI+1kaTNJ559Nt5p4TbzO0JkhO5VvUWozY4JylAGQ4ZEbjuYlHZahJrbzL5fhntNJm1CCL
UpVRI7R3CyM3pq/FVPU8WB2yPELpNJzkkOxV2KuxV2KqFx/fW3/GU/8AJt8VavwxtxwIDepFQkVF
fUXtUYDdbKoXGmG5ljluEtZpYd4ZJLfkyE/ykuSOnbKZY5Hc8P8Apf2tkM0ogiJIB81fhf8A+/ov
+RTf9VMlWTvHy/48wSnT/KGn6el5HbxQelfkG6ikjeRG4kkDi8rCg5HKIaXhuuHfyP8AxTl5tfly
GJkd4cun3Ii40a6/RbadYXEOnwsCqmC3K8QTVuIEgAJ8cjqNNknjMISEL6iP/HnHllMpcUiZHzSq
08jtbQxxetZTcCCZJrEO7UrszGXcGu+azD2GYRAvHKupxWT7zxqZuPkduXL1bIDb4fqK02r/AMW/
5WH+QzfPF/yq/wCPLxovyn5c/QTXdv8AWPrPqiOTlw4U+2KU5N4Zl9k9mfk4GPFxWb5V+ksZStNZ
bW2uLuRLiJJlWOMhZFDAGsgrQ17EjNrTFf8Ao3T61+qw1rWvprWta+HjgoLaIACgKooBsAOgGFXY
q7FXYq7FVCx/3it/+MSf8RGKoZLaae3licwvbySSq0UsRcEGRqhvjAP3ZVOMj1Fe79rKMjE2NiqW
1lNbRCG2NvBCv2Y44Cij5BZAMEYTAoGP+l/48mczI3IknzQOoeWLfUNStNSuhE95ZEG3lCSLTi3N
agSgGjb75XPTmUhIkWPI/wDFN+LWZMcJQifTLmiYdHSC7kvIY7SO7m2luEt+MjV3NWD1NckMUgbH
Df8AV/a1yzzlERJJiOl7JNJ5MvJtTl1C6v4LuSTpFcWnqRoK7KqmXYDNPLsXJLKck5xmT0ljsD3D
iY8e1Nt5KYhP3liCncWABNDXf979GE9inb+6/wCVX/H140PH5GNrqdpqRu4v9Hkj/cw24iVqyU3o
7b/F4ZDB2DwZ45eKPp6Rhw3z/pKZ7UzHOia3lHmjS/MDX0t1ptpfs7IXintEhapXTVWM83HNKS7L
6fxcqnrwyiYN7NgOyTwy/mc1qsat5mIkkCkPFZKwi/bbm9JAR2qfpqaGPq807PYNBhuotItkuria
6nK82luUWOajksqyKnw8kUhT8syI8mso/Ch2KuxVQuP762/4yn/k2+KtXzKsAZiFUSREk7AfvFxV
v69Zf8tEX/Br/XFWC/mf5Tu/NEmkyadeWJTTvrRnsr6VhbTmeHhF6qRqxcRv8VKj2NdxXkgSyiaS
STyh+a8SKth58t44hKxS1ZIvThgDt6UaN6bO3FCoPI7065Hgn3psL4vK35tww2rDz9bT3cTq1w0s
aCKREbkF4Ku3IAKxr0r3x4J962Ef5M0T8z9L1uCfzF5zs9Y0lFdZ7YRJHIxeJQpDACnpypt4gtXw
wxjIHcoJD0P69Zf8tEX/AAa/1y1itglilvJmjdXURxglSCK8n8MVaaeCK9k9WRY+UUdORArRn8cV
X/XrL/loi/4Nf64q769Zf8tEX/Br/XFXfXrL/loi/wCDX+uKu+vWX/LRF/wa/wBcVd9esv8Aloi/
4Nf64q769Zf8tEX/AAa/1xV1hvY2/wDxiT/iIxVStru1RHV5o1YSy1UsAR+8bxOKoPzIkOp+XdU0
22vIori+tJ7aGUyBQjyxMitUciKFq9MEhYSHmOgflx540qxit7DzRYaLJHCi3D2NJjeTxpAolujc
J1JSYkoATyWpO5ykY5BkZBEw+VPzfJrcef7fgUUGNEjqHWSvLn6a/aQkfZ8PDHgn3rYU18qfnWFK
n8wrH+79MEQId3Z2aTdftIH4qK70BOHgn3rYep6fecLC2W/u4JL5YkF1JGwCNKFHNkB6KWrTLQwX
XN3ayIiJMjsZYqKrAn+8XsDhVGYqg7O8s1s4FaeMMI0BBdQQQo98VVfr1l/y0Rf8Gv8AXFXfXrL/
AJaIv+DX+uKu+vWX/LRF/wAGv9cVd9esv+WiL/g1/rirvr1l/wAtEX/Br/XFVOS5tpJ7ZY5UdvUJ
orAn+7fwxV//2Q==
uuid:999c7d3f-1e33-424e-97ea-c40a36efa2a6
xmp.did:cb243802-aa18-654b-b73d-4797c6b062be
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5f1e674b-897e-9143-9506-1eaf3d685a9b
xmp.did:5f1e674b-897e-9143-9506-1eaf3d685a9b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3b6099e5-1d4e-464c-8485-f7bb32bfdd06
2019-06-13T17:09:17-05:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:cb243802-aa18-654b-b73d-4797c6b062be
2020-01-15T18:23:31-05:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
Adobe PDF library 15.00
1
False
False
227.523529
146.350588
Millimeters
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 285 C
SPOT
100.000000
LAB
45.098038
-5
-59
PANTONE 233 C
SPOT
100.000000
LAB
43.921570
75
-10
PANTONE 299 C
SPOT
100.000000
LAB
60.784302
-24
-44
PANTONE 650 C
SPOT
100.000000
LAB
86.274498
-2
-8
PANTONE 3005 C
SPOT
100.000000
LAB
43.921600
-21
-58
PANTONE 7685 C
SPOT
100.000000
LAB
36.078400
3
-41
Troquel
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
PANTONE Black 2 CP
PROCESS
100.000000
CMYK
38.999999
43.000001
80.000001
91.000003
PANTONE 142 CP
PROCESS
100.000000
CMYK
0.000000
23.999999
77.999997
0.000000
PANTONE 7416 CP
PROCESS
100.000000
CMYK
0.000000
72.000003
69.999999
0.000000
PANTONE 383 CP
PROCESS
100.000000
CMYK
28.999999
1.000000
100.000000
18.000001
Grises
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brillantes
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
endstream
endobj
6 0 obj
<>
endobj
7 0 obj
[6 0 R]
endobj
10 0 obj
<>
endobj
11 0 obj
<>
endobj
13 0 obj
<>stream
H|WKŸ
ܿSP6 3$RU:Lk)d,~UnQZ}_{Ur;,^?/ǿ_𩴫4kGv2O?Zc\q]*qq^27ovf5G}l駯6j
qεxe+EW~b
z