%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
edsheeran-best-border-collie
2021-09-16T23:11:29-03:00
2021-09-16T23:11:29-03:00
2021-09-16T23:11:29-03:00
Adobe Illustrator CC 2015 (Macintosh)
188
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq0zKilmNFHU5GcxEWeSgPij/nJ3zbcab+cdw/la8udJ1CO0tDq09p
JJbyveek4jf1EKsf9DmjTY06jxyOHIZx4qq0yFM3/PH88/PHkU6B5S0/VY5PNNvZ2tx5q1S3EEqm
Zo+LwIk0TpGZCPVqYVIUpQUJGV4sBjIkyJ8kmTOP+cY/zV1/zv5Wvv8AFF6LzWbW9eOOcRwQ8rcx
RsgKQhBUOzb8BXxJBwz1MIzEDsZcvx+PutESRb2nL2LsVdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVYL+aXnK88v2dtHpn1CbV55Ea00/UbuOyF0A4EkVs715TFKqvRQWBNacTo+09QB
kjjIlwCJlIiPFw9Ik102lf4rIxQ9NirfO/mbTdJl/PjUPM1yuna21pJaSnRtU1my0smdTJFFIecf
xw28dkpaLaT44y3NGblm9l5TkwRl+Px+PJOrweHPhuzQJ+ItL/8AnMfydHpP5g2vmOKcOnmWANNA
zAvHPYpHASAFXjG8Rj41YksH7UzPcZmP/OMSrp3kKeT1Cks/r6nEyL6jCj/VuLGMcowTaDd+nX9r
OV7bxSnmBsx4IcQIF2QfLce87D4u70WnBxRI9XFOiOVfPnt3fofS2k3317TLW82BnjV2A6BiPiG/
gc6HSZvFxRn1I39/X7XVajF4eSUe4ovMlpdiqEudX0m1l9K6vYIJaV9OWVEah6GjEHKp58cTUpAH
3t0NPkmLjGRHkCpf4i8v/wDVztP+R8f/ADVkfzWL+fH5hn+TzfzJf6Uu/wAReX/+rnaf8j4/+asf
zWL+fH5hfyeb+ZL/AEpd/iLy/wD9XO0/5Hx/81Y/msX8+PzC/k838yX+lLv8ReX/APq52n/I+P8A
5qx/NYv58fmF/J5v5kv9KXf4i8v/APVztP8AkfH/AM1Y/msX8+PzC/k838yX+lLv8ReX/wDq52n/
ACPj/wCasfzWL+fH5hfyeb+ZL/Sl3+IvL/8A1c7T/kfH/wA1Y/msX8+PzC/k838yX+lLv8ReX/8A
q52n/I+P/mrH81i/nx+YX8nm/mS/0pd/iLy//wBXO0/5Hx/81Y/msX8+PzC/k838yX+lLv8AEXl/
/q52n/I+P/mrH81i/nx+YX8nm/mS/wBKXf4i8v8A/VztP+R8f/NWP5rF/Pj8wv5PN/Ml/pS7/EXl
/wD6udp/yPj/AOasfzWL+fH5hfyeb+ZL/Sl3+IvL/wD1c7T/AJHx/wDNWP5rF/Pj8wv5PN/Ml/pS
7/EXl/8A6udp/wAj4/8AmrH81i/nx+YX8nm/mS/0pd/iLy//ANXO0/5Hx/8ANWP5rF/Pj8wv5PN/
Ml/pS7/EXl//AKudp/yPj/5qx/NYv58fmF/J5v5kv9KXkv582Fvr1paz6TqDG+ijeCCexlgMcYl/
vF1EPz52UjCP1YwrV41KlQaaLtDLAZ4zBjOJjRHM3EkjhrlP1HhO3vczBpZ8BBjKMr93Pvvptug/
LvlbyR5zudT8xw2dvPqeoGz+t37tHND9WijmgUW5UOyScAIbhA/BvTG5Nczey5mWLwpbSx0D+j8f
Ftz8OCYyx9ccgPwIri7/AMGlTzd+Uv5byeRNQ8uCNbWSR3vjrUqpcXkd7N6fqXK8h8H1hrZBJHCI
1YAqoXam0nkhCJs0A6uOPJmnsDKUz8z1/b3IDypb2Wj6RpdjAjWujaRafVZ7+3/0Zr0x0MwYie3N
ZpXMiw+oX+LlQ1oNBqNUMuXiiP3cQRf87qRzj8r+D0mn0BxYuCRvLIg8PPh7j9MvjKq6Xs9c8rav
otp5d06CfU7YTrAjTK80YZXccmU1bqC1M2Ghy4seGMTOPLvHXd1Gu0+WeaREJVe2x5Jzb61o9zMs
NvfW80z14xxyozGgqaAEnoMzI6jHI0JAn3hwp6bLEXKMgPcUZlzS8T/NK5mtvMOpTQqHlU24RSCa
lo416Ch75y+tgJaog8v+Ou/ya3JpezPFxgGceQPLeddK72Gfpe+inNlevBaarIqNaWDxTM8nNuP7
xlJWDxrLx8dhvkY6Ljj4mOMp4hdyBG1d3WX+bfz2dNi9oe0ZRJlHFGW3DEiVn/Z+n4/tRun3GqNc
3VrqNuLae2Kgx8Sp+Ku+5NRtsRmJljj4RKBsF3Ps92vqdXLLHPGMJY+HkCOfF3k921JlDF6sipyC
V6u1aADck0BOVAWXpZSoWi10i4aWOP1Ih6tfTbnUEfDTZQW+LmNqV7mgywYTdWGk6gUTR2/H6P1O
Oi6kJniEQZk3Yh0pSikGteh5rTHwJ3VL+ZhV3+PwFOfS72BisyqhHHYulTyNBQA/F47dt+mCWKQ5
so54y5fcVd/L+pi8FoiLLKzcU4uoDEDkaciuwH8fDJnTT4uEc2savHw8R2Ciul3ToGTg2zMwDrsF
bhUsTx+Jtlod8gMRLM54g7/jr/arv5c1ZIlcxL8Uno8A6Fg548a7/tc9vbfpkzpZgXXWmsazGTV9
L5KK6TetGHRQ1VMnEMK8d6EHoeXFqAEnY7ZAYZU2HURB/H4/Qsl027jsor1lH1eavB6jqGKkU69V
wHFIREuhTHNEyMeoQ2QbXYq7FXYq7FW1YggjsQe3Y175GUQRRRIWE5tPNGlpcQnVLb0Tbc1t72CL
+6WRlWMc5HlCqeTh+MRfv8TOa5+mzRiQT6SLox6fOxXP+E9+8iS63PoZyiRE2DVgnn8q35V6q6bA
BIvTs2u3nvpFjjlkinhu1liu5eBVysRtjKSXkZQCHY+ntyrXKvCEjc5EjvsX1+N/H09XYGUoxEYD
vFUYxvbfioct+X1fwrluZpbeCMRtbRJGglQmMvIwCkhmiSP91yQMI2r8dWJLb5GeXah8eX6httdd
/mngFknffz2595O+9XttsBTeUsk88kEjzVp9Nvjb/iDZmdn/AN/H3uD2n/i8vd+l7PnXvEPE/wA0
bee48xalFbv6cxNu0bklaFY42rUbjpnL66QjqZE8v+Ou+y6PJqezPCxmpnl05ZL/AEMIudBu7zUb
LVb1Yp9W08oYLv1HHqmN+S/WlKN6vEbLQqf5i2HD2h4WOWKBIxzuxXKxvwb+nv6+VOnx9h9pCI4v
ClMcpGUv9l6fV9nnaZ2EGrG7ubnUZ/rNxclaMCzHYtsAQKD4tgMwchx8IjjFAO49nuy9VpZZZ6iQ
kcnDyN8uLyFc9maaV5JvpoFuJ5zZSk1ROHJuJAoTRl4n2ycNOTvdOzz9pQiaA4h+PJMf8GX3MP8A
piXmBxDcWrSgFK+p02GW+DLnxFx/5RhVeGPx8Fv+Cbvly/S0nIgAng1aAAD/AHZ/kj7sHgS/nJ/l
KP8AMH4+DUvkW4lYNLqjyMKULRkkUFB1k7YDpyeclj2nEcofb+x1x5V1GErcfpiZpS6Jzowb94yx
15epXocJxyG/EbWGugdvDFfq37lGLyv8bRx64wdWaFlCMCSSpdR+833Ycqd8iMZ/nM5a3qcfn+Nk
UfJ+osoU61MVVg6qVagYdCP3nXJ+FP8AnH8fFq/lCH+pj8fBYnkm7ROCatIqcSnFUYDixqVoJOh8
MAwSH8TI9pRJswH4+C1vItw0SwtqjtCleEZjJVampoPUoN8B05quLZI7TAN8G/v/AGKf/Kvf+1h/
yR/5vwflfNl/K39H7f2O/wCVe/8Aaw/5I/8AN+P5XzX+Vv6P2/sUz5GtwWB1Rar9r90Nt+O/x+OR
/LjvZfynL+Z9v7FNvJcKNIJdQ4Kkqwq3ok1ZkVh0fb7WD8uOpZDtEmqj0vn+xc3km0WoOrJUbkem
Kgbbkep0Fd8P5cfzkDtKR/g+39it/wAq9/7WH/JH/m/JflfNh/K39H7f2O/5V7/2sP8Akj/zfj+V
81/lb+j9v7Hf8q9/7WH/ACR/5vx/K+a/yt/R+39jv+Ve/wDaw/5I/wDN+P5XzX+Vv6P2/sWN5DiV
wjakA5pRTFvvWn7ftg/LDvSO1CRfB9v7Ex8u+UY7LV7S+S+E4icfAI+NeYp15mmzV6Zk6LBWWJvq
42s15njlExqx3/sei51DzTFtW0y3mvr6c6fHdzc0pyjQlqRJtyYZodZiJyyPDfL7g7fT5zGERxGI
9/mVKLQrBo1aTS4UcgFk9FDQ+FQMxxp/6P2M5aqd7TPzKomh6ejq6afErqQyssKggjcEEDD4H9H7
GJ1UyKMj80X6Mv8AI33HJ+HLuLVxDvd6Mv8AI33HHw5dxXiHe70Zf5G+44+HLuK8Q71skdwqEpEz
sOi0pX6TgOOXcUiUb5qU8MjCNZY2VPrFuK9iDKn8dsMcRMgCNrH3soyAuj/DL7inP6G03b9wux5D
5luVf+C3+ebf8ji7nA/M5O9U/Rtp/KfvOH8lj7kePJCJDGY2c2jgj7K8m+LcjuAfDt3+eUjTQq+E
/a2mZuuJzQqGYLZuygExsGI5fAWGxAKmopvidND+afmkTP8AO/FtCGtf9CenElTz6t2U1oR88H5a
P80/NeP+kPkio9PtWjVjGVLAEqSaio6ZcNHjI5NUs0gebX6I0+pPpCpBBPiCakY/kcXcv5mfelk0
eh2g1CfUSkdvHdIA8hqAxgi40671OUw0eImVjkf0BunqJgRo/wAP++klr+Z/y0jYq19aqX3Iod6H
5b/Zy0aDF3NJ1mT+cjdN8xeS9Tuo7Swv47i5lLLHGperFFLtSo7KK5L8lj7mI1Eu9O/0bafyn7zj
+Sx9yfHkorZKZeJtqR1+36m/Vh0+QB+n2ysaSF/Tt72Zymue/ualsgvD07bnUkNWTjxA6Hv1xlpI
9I/ascvfL7FOayoSVsfUKseP70AkClCK9/iOxyMtJHpH7Wccv9KvgvSzijjDCD0CkqCNeVfh5rvt
sOuTjpox3AogsTlJNXex+5MczXFULf8Avrr/AIyj/k0mVw5n3/oDZPlH3fpKvljWskMvwemAfiHO
v8vem4wG+jKNdVJnv6qVjjpQ8lLGta7UNPD2yBM+4MwId5dI96K+nEjb7Fm47V8AD2/2sSZdAgCH
UqsbSljzUKtBxoa7nrkgT1YkDovyTFB6r/vKn/MRbf8AURHlOf6f86P+6Ddg+o/1Zf7kozLml2Kv
j2y/O7849X836tpsPmb6jaWs9wVC2NlIscUcpVEXnFyPYVZj9JyjNl4BbPHjM5UyLUPMf/OS5tor
zQdbfVbUKxu2e20q39OlOBHqIvLnU9K9PfIYc5mCTtTPLh4SADaV3H5qfnrDOwh8wJdRxfBMBa2K
MsgrXZoBt9OUjWA89imekyDlu+p9Duri70XT7u4p9YuLaGWagoObxhmoPmczwdmhG4VYj5ru4rO0
uLuU0S31S2cmgalIYuxBzGB3l/W/3sW3NKowP9H/AH0nj3mzSLaSS3to9MSyu7cenMsLqTIqn7bE
BUBoey9t+uYY1U4+kDk5R0uOfrJ5px+W/luC086aNfQtIUrOByKsKm1k60UbfFtmTp9QZmi4mfT+
HIUbi9kHmPSgXEshhKMqnmP5lVgfh5UHxjc5L85j6mm78nk6C1aTWNPSKOZpf3UkhiDkEAMFLb1p
tRcmdRAAG9rpgNNMkitwLWPr2kps0+4IBHFyfiAK7U78hgOqxjqyGkyHp9yve6lp1iEN7dQ2olPG
IzSLHybwXkRU5kgW44iTyULbV9J1Wz+saZewX9usyRtNbSpMgcMhKlkLCtGBpkcsSOY7vvTjNn4H
7kwwsWLfmA4TyD5ydgGC6bekqehAsemVD+L8dA2T5R936S+BZo4H5F3KmVlEZXcCm71HanbxyPJr
gqQTmEWsq0b00cgnv+8UZYA1SO6aX3n67vtOl04W0aeorRNKrHeo41AIyrwt7bvE2pZajTbKGeJF
aUSRmLUpa8fT4kCSOMUP2SftGoJ7bZb4HFRJ5LxAJH/iK8tmENg/1a3hZjHxHxSV2/eHvsPlh4AC
vE9BuyZNEspXNZJ4oXdq7MzxgsaCnU9u2VVunIdg+vvKhr+XPlc+NnpP/MjDm+ke+P8Aug2af6v8
2X+5LK8uaXYq+EPKcVzN5p81RRojRm6cu0u6oRcPR+H7RUcqe/hmHqzQDkacep7ZOmqx+RmWw1WG
WaG5VryMowWNTxCxEB/iKgdR1O/bKzjrHz26tolc+XTZ51rNlZy37389vzmjhkkhlrVWKqSysV3G
3TYb5jYz0b8nK31l5R4/4U0Xj9n6hbUr4eiubgOrR99fWtjavdXcgit46c5DUgciFHSvc5HJkjCP
FI0GzFilklwxFksS8z2ek+YtK1TS/wBMQ2DTXUUkdzySTZIoq/CXStaEdcw/Gxky9UR6u/8Aohvz
aXLKMQIy+nu/pFid7+WkF3YWtmfOdrClqOPKG3jUyCgFZa3B5HbHxMX8+P2frcc6LORVSr3FMvJn
kyDyzqsF5/jKO9to/UEtpIsa80dOKIHMz8Vjb4ht7YYZMUTfHH7P1s/yufaxLbyLLnu7douP6fth
IWd/U/dmhYAJxDOQAhFe9fbIHJEj+9j9nw69HLGOQP8AdSrbv+PTq095ExQjzJCpDEvT0aMpYniA
WIG21cTkH+qj7EjGf9RP2pimtaGtT9ftuTbuwkjFTQCp38BmSNTiH8UfmHFOmyn+GXyLCfzQ8p6d
53t7GKDzRDpBs/V5MlJeYm4fyzwdOFN69cvw6/DHmYy+IX8vqB9InH3Wq/lf5T0zyX5ek0GHXIdX
kuL762joqxMAwiQoIxJNWnpFq174NRrceaQoi9ut9WOPS5IAkxNb9PJ6DkmljnnGFZ/J/mqBhVZb
K6QgeDWdMqH8X46BsmNo+79JfBmr6RNZG4R4/wB2QhJelQ3wig/4PKseQH3tfDSEuI+FtCoHwCFj
X5yg5cC0y5pdbJ6kirC5jlj+NJK0+zvVffbDI0ziLel6d+X0PmDyrLH5dmN7rlpJHFqsNzGtoqj7
REfqOeXpty5s1CwAoBTfIEQAgXbznzHosuk6lJaSSwzsjECW3YNGSrFWp9IyoSB5Nkokcwz23Hr+
VtJvVB4TsYXrTaWAKHp7cZEyMo1v3oMr2fYnlL/yW3lb/mC0j9UGV5/pH9aP+6Ddpuf+bL/cllmX
NTsVfCXlORz5o81W/ICGS4mMnjVbg8T+OYWs5ByNMfUzl9GuZre4tI7+W0tL9/Xu4rcBecq0JYMA
G+NtyT4e+XSFhnICHvW+X3+ps9vzeZvULgy7soHJKbffmsPpk5X1APqvSI0j0myjRQqJBEqqBQAB
AAABm5jydWeaLwoY/daZdXt7eGCX0eFzGzEVqQsMRK7EbHNRqNLPJkkY94+4Oyx54whGxfpP+6K1
tB1hq/6YAKgqFQDoVND49D9+Vfyfl7wkavEP4UZ+i7r/ACfvyf5HJ5NP5iK1tOnUcmKKo7k0GJ0U
x3JGeJaFjISoEkZL14jkKnj1p8sH5OfePmnxR3FTECFQwnh4nofUFOhP6hkfysu+PzZcfkfk1JaO
3FUuIkdmovxAkkdQBidJLvHzUZQOYK60tJlKSmeOdFkjBZCDQ1Xbb51yzBppRkJWCAUZMgNiiNin
mbh16Q+Z3WPyz5kd1DqlrcMyGtCBagkGm+Y8wTGYBo9/+aG0/wAP46l8N+bVupPXa3md4IWd7m3G
5QGQFeTbclbgpAPTKcZHFvz72qQ3LHJ3DxFuRYCIUr3BkqeuZYcc80f+WKQS/mH5djlUNbjUbd3D
AEFFkDMCCCvbvkm6nuPnbyJcp5zvbPTJ2a91md7yYV4xLBcyt8LKCvIRxozdd6060yc4ivNycJoG
TKPL/k7T9L079FywLcQMWM5lRGEjHZmZaU3/AFZixjRa8kzLdKfzJ8qaXYfl5LJp8KxjTrlbiJQF
ARZnWN1UClF6be2ZRFwcWR3ezeTjX8s/Kh8bHRz+EGY+f6R/Wj/ug5ml5/5sv9yWW5c1OxV8NeR7
RX83+ajICtbqWGpHjO7Ef8KMw9UeQcjAOZZ75auJbe+bTp/jikr6cp67j+zKcM6NNuUAi1OxsZYt
Wlaf4dyfvJ2+jKeG5bt3H6dkf/zlp5s81aBpnkX9BaxfaR9ZhvfrIsbma29T00tOHP0mTlx5tSvS
pzbx5OtlzZjL5g14fnl5b00aldDTp7RmnsvXk9B243O7x8uDH4R1HYZy3s7qMmTGTOUpevqSegex
lpcX8nZJ8MeIS50L/h6sy/MO8uLXy9qckWozaSjahbpPf25AljjaKKpViGoK05HwrnQg0ZV/O/3s
XlMpAEL7v99J5NC/n8/VdRh/MC5ttNuIfVlhu0muJotyFUFfSjkrsa1Q9qeIObhG/NY4uLlyZF+W
+tfmXd+dtPju746r5ab1hPfIzBSBbu0ZaJmLr+84jfavfJYsvEWrJGUZVW3e9xIBFCKg9QcyGKz0
IOQb015Akg0FQT1OR4R3MuM9636pab/uY9+vwjwA8PAAYPDj3BPiS7y4WlqDUQoD1qFHz8MfDj3B
fEl3lbOiJEAihR6kWwFOjqB+AwSAA+I+9MCSd+4/cr5Y1pB5piebyt5lhjpzktLlErsKtaADKgL4
h+OQbSa4T5fpL5M1b8vPMV4kkUdwscUpHKENs9RUltv2ad/HKo4SCjJl4uTGZvyo85ozRrYrcQ04
8lnhQkA1B+I/wzJAcbgY7qenX3lHVLf6xaPZarEVubUNLHKKK3wv+7FOqHauT2ZAEdX0F+T/AOak
Xm1W03UQketwxKEmPxPMo5MRyI/Z22yZ3DDce56VJbEtTsTlJi2Ase8/II/JGtBmNBbMajrlkQeE
tUwz/wAlEn8r/KRPX9H6P/xGDMbP9I/rR/3QczS8/wDNl/uSn7a/p8TcLhmhcu8aAozcuDmPlVQw
oWG2QOqgOe39tNg0kzuN9v0WuOu6aIXmeUrEgLFuLH4RxFdh35imH81CrvZH5XJdVv8Aj9Sha+Zt
NmLq5aF41LMrgnZa8qFajamQhrYS57NmTQzjy3XN5l0n0biWKUzG2RpJI1Vg3FTxNOQHfCdZjokG
6QNFksAiuI0rW2t6ZdXAt7eb1JWBYAI9KAkE8qceqnvk4amEjQO7CelyQjxEUPgjsvcd2KsC/Mq0
1C68satFYW8lzcfXoD6cSl2p6MW/Eb7ZhTiSJ1/O/wB7FOrF44/1f99J5ANL83G39OTQ9Q+Ji8oE
M4BY0PwgLt47nrXKp8ZjVOIM2SIoAsn/ACv0/X7Pzlp9vJY38WnwG4Uz3EE0acTHLx5EqF3b3pks
MZiY/m+5sGScpb8nprJDJQLJqKSwBoisRCqpdY2b4lTc/vAakdfoyugf59ju+Hl5u8BI6Y6O+/lf
n5K0N5JZhbpIr66EsZIhldmKqDI+6FaBvgA696dt5xyGHqAnKxyPxa5YxP0kwjR5ge4fL8e4z07V
/rnphrWeB3UsfUQhRx47Fj3+L9eZOHUcdbEOLm0/BfqBYX+cHmzzj5ettMfyzZTXkk8kpuhBAZyF
j4cQQEkpy5nw6dczsOITO5AaoZIRviiZe41+gu/KHXvOmteUri683Ryx6kmoiKITW4tm9ALAykIF
So5M29MGshGJAjy2+9hgJPPz+56HlSsf82PJH5U8zvGwWRLS5ZGNKBhaAg77ZUDXEfxyDPL9I936
S+TbnzL5uWZWiuYzHGSHCKshr7lW2OQGZxfEobrP+VgeYLJJbieVHjUVYSpsCPAKVP45OOSRQMhJ
p5V5m8w3mvaxLqV01ZWYiNamiIDVUWvYZe3Jp5C1WbSPO2iXkRIWS5hV+NR8MjhHG3sxyd7sTyfX
17qrR8Sq78QzDwrvlc5UsQxrzT5sNpY3PCAXEoVKQhghPI1O7eC74nKIjdiaBemaeZ7ryVouqx3E
9sbiz0t/qoMbRqSY2BoyN8Q57kdaDMDWgiBmCR9O21fV7nZ6LICRExB2lvvf0+9cNU1fmym5uqep
6aOI7ehHIIWP7rbcn6BXNZ+dzfzj8h+pzfy+OuUeXfL/AIpGerqn/Vxm/wCAt/8Aqlk/zWX+d9g/
U08GP+YP9l/xTvV1T/q4zf8AAW//AFSx/NZf532D9S8GP+YP9l/xTvV1T/q4zf8AAW//AFSx/NZf
532D9S8GP+YP9l/xTvV1T/q4zf8AAW//AFSx/NZf532D9S8GP+YP9l/xTvV1T/q4zf8AAW//AFSx
/NZf532D9S8GP+YP9l/xSg9/qakj67dGgJqI7emzcaD91175H85l/nH5R/UzGHGf4Y/OX60Mb3VY
JLlo7ueQvcoj8Ugr8UUY5n903QZD83lBNSPPuHcPJt8LHIC4j6T/ADu8/wBJe2r6mOQW6vG4sA37
q3AoSoqP3W/2u2H87l/nH5D9TEabH3R+cv1o31dU/wCrjN/wFv8A9Uss/NZf532D9TTwY/5g/wBl
/wAU71dU/wCrjN/wFv8A9UsfzWX+d9g/UvBj/mD/AGX/ABTvV1T/AKuM3/AW/wD1Sx/NZf532D9S
8GP+YP8AZf8AFO9XVP8Aq4zf8Bb/APVLH81l/nfYP1LwY/5g/wBl/wAUpz3epxKGN/cPU0okduT/
AMmsB1eUfxH5D9TKOLGf4Y/OX61WzuL+WaEy3c7xl0rFIkKg1IP7Eatt88twajJKYBO1+X6mGWEA
DURdHlf62RZunWMe83f8ol5o2B/0O62b7P8AvIOu42yofxfjoGWX6R/V/SXzNpPleeWdEuoGkWVR
Lbi0eIvv0oWJ2+VaZjzlQv73EgD1eb/mvrRm1NdHtmnjs9PrFPFOQGadTR+QWgPBqha5fgx0L728
BgrwRiLnExLCpdT4eIzJpWV/lNeWaef9C+uqGhW5CpUVAdtk2Pg3T3xBshjLk+pPNV0lrPaE/DDO
WQsP8kAjK8oophyeX+fbG2utUgmnSsbWiMoMRkRmEr7OQQVAA7VOVS3a8kjEvpXy0qD8vfLaqqqg
tNKCqgIQD9zQKDvTwrgzD0D3x/3Qc3TGzf8ARl/uSyb04/5R9wy3gHc1cRd6cf8AKPuGPAO5eIrJ
I3qPTWML+0WFT1HSlP2a/hkTDuAZRkOtqJjv6bLb1qvZqU4/H/w3T2yHBLuj+ObPih/S/HJUt47i
rfWEiA24CMH6a1yUIHqAxnIfw2q+nH/KPuGT4B3MOIu9OP8AlH3DHgHcvEUrN3bWJ1K4mQlFuUFF
AJ3gi8SMpxxFy2/i/wB7FuyyPDD+r/vpKC+atHJp6cg+ap/zVllR7mjiKS+XPzX8q+YPNL+WrK3u
k1BIDdc54USJohxIZW5knkrqw26H55LgHcvGWa+nH/KPuGPAO5PEVBY7r1zyWH0OwAPI7n6BtT/P
pWIG+QpsMo11tp470hfTSEGp5hqnb9mlAPpxMJdBFIlHra2WPUKt6Qt6AkpyDbjagNOnfffBKEug
imModeJc6SiKsoTl6sfDgDsOa7GvfCY0N65j70Ai9r5H7kVlzSkXmW5Fr5a8x3JFRBbXEhBXkDwt
Q32R16dMhj+o+/8AQGeX6R7v0l8t+afNiavbma5vm+srGaQIeL70AFHpTpSlMzY8JDik7vD9YNxP
dz3FwSzSSM3JjUkltycoIbQt0aye7kmA+xFFI8nyVCcgUpp5dggt5orhXK3sUoeEDxWhBrkCTezK
hT6dlnbXfy7tbthyubZA3IGpDIOLVJrvw675blNxtxxsx7VvLWr6t+j57GSBJPq6wpHNKI2LKeR+
0OB/vBXfMTLMRqwjLEk7PoHRraa18laFbTgCaCDTI5QpBAZGhVqEbUqO2SykGAI74/7oObpef+bL
/clkWXtTsVfD3mQafo3m7VLm/Am+tX93NK1A/FHk/dx8e7CtfAVzAIMtg3RxRG8kY/5WpqulJ5hi
X6tCzi3jsgVQ0FSX4ty3+Lt4dskMhiOa/l7OyF1G1XSdLkumsLYLp4hjVZER2dSyoGblWo2rxyqB
4pVblTgMcLoPszywyN5a0lo9kaytyg9jEtOpP682IdemeFWEfmFfXVl5X12e0jMt4LhRbRgA1k+r
RldmKjrmPE7y/rf72Lbm+mP9X/fSfGNpY+bdcLassxmkrxDzStzcg7sCfDkQanL56iMTRcQl9X+Q
l0u1vfK313TYrTzRe2snryQRxj4XgM8ytIvVTIOShSaV+ZyJmLA72wF6JDea08Z9SyVXrVWDoV40
HYN1rXKY5MpG8ftcyWPEDtL7ERp81/JDW+gEExOyKwYAUG1QTuDXLMUpkeoUWvNGAPoNhFVFaV3O
4Hyy1pSTzN5u0zy7HA99HM6z8yDCqkKsfHkzFmQbcxsN+u2xwSkIgkmqcjT6aeaQjAWT+Px9jei+
Y7PX9Oa7tYpoFiuI4ZI7hVVg37uT9lnUjjIOh9uoORmQRYNix9/45rLDLHLhkKNH7j+Nk6ybjpH5
jsbq/wDLnmKxtF53V3bXEFulQOUklqFUVYgCpPc5XHnL3/oDLKLiP6v6S+cG/Iz8zpCA+kJw7g3N
v+FJTju4PhSCW3f/ADjb55uFYyaHWU/tR3VsAfc1mFcNyZAZFRfyF/Na30U6NZ6T6NmzM7hJ7AO7
OKHlIXZum2Sssh4g6JRH/wA4z/mam40eTl2JvLMkfKkwyNFf3j0/8v8AyB+Yvl7yxd6Hf6Hc3CXU
0jcxd2TcInhWMBOVxsar06ZMHakgS6hJ7n8uvzndbizTy/BLp/KZbV55rMzoknwq4Kz0SQLQ1Xvk
a2pBEj0e76PZ3tj5K0KyvlKX1rBpkN0pYMRLG0KuCylgfiB3BOV5h6R74/7oObpuf+bL/clkWXNT
sVfCXmr6rqHmEvLIq+pdzpEoUsTIJHWQGooODcaVzChEglnj629jsvKcVx5E0e/0rUfrNroyy/X5
FkYt6jiMtwBXfcmte2QyQ6hzsc6NF5trsKz6frDTuZVUwSMzIzxxBmZkRgA55Nx+7IY7BsMdSfS+
wPLBJ8taSSwc/UrerA1B/dLuCc2UeTgI+4leKFpEhedhSkUZQMamm3NkXbrucEiQLAv8ebKEQTRN
fjytjGpLYanHqOn6pplxLBLcRyNGGhBBWGLjuJRv8PbNbLUxEpRlGXPy7h5ubPSiUY+qPL+l/OPk
kB/L/wDL8/8ATP3QoAAFlRQANgABOKADYAZE6rEecZfZ+tq/I/0o/wCy/wCJTrT9P0Gwnsp7fS7z
1dORorNnljfgjBgQOUx7OR93gMmNbjBB4Zbe79afyP8ASj/sv+JRL/opkVBpl2gRlYUeL9h1cA1m
PdBlRzYa+mX4373LAyXfHH5Hur+b5qn1jTRE8Q0u6VH3YB4x1VV6ievRBkvzOGq4Zfj/ADvJhwZL
vjj8j/xPmotHojMrNpFyxUsVBkjI+Ilm2M9NyxyBy4D/AAS/H+czByj/ACkfkf8AiVHWrHQtYhto
rzS7zjachA0UscThZABInNJg3FwKMO42OZEe0ICJiIy4SK6fr+1qjhnGYmJx4gQevT/N+xX8vW2l
6TajTtPsrqJJ7gTzXFzIkzvIzLV5ZDLJI7UULU12AHTLPz8ckgACN/Kvv/BazpyLJkDt53y8x+Ay
jM1wkPC3GS7NK0kBoP8AjEmVxO8vf+gNshtH3fpKW/pvRZFal5KVVkkNBItK8UVahRsSy7e+Y35n
Ef4j9rk/lco/hH2e9VuNZ0q2ilgnuJFeMNzJD86UY1DAU/YNCP15OWoxxBBJYQ02SRBAH6On60PP
qekIXV9QuFMKASFRIae5ohHL4hlUs2Mc5S29/wCpthgynlCO/u/WnIiBdJeb7LTgSQD7keO+ZvDv
bhcW1bKmSYOxVB6r/vKn/MRbf9REeU5/p/zo/wC6Ddg+o/1Zf7kozLml2KvjfT9I0u8mv5pEjaVN
Rn9OaRBQMshVlYUOzKOJ8cxOI2WyIe2eTLC00LQU0+FkuLaomliKihDqPtA7Nup+7KTkpy+a7zr5
E0O/8la20sMVm99H9ZvLpVCsWiYTB3KgFipB65ZjBAtqmb2ZlZeZvL/l7yzoKazqEVoZ7KEQNKSP
U9OJA5XbtyH35kSyxiBadNoc2e/DiZVzrzROm+f/ACZqd9FY6fq9vc3kxIihRiWYgFjTbwGCOohI
0C25uytTiiZzhKMR1QfmK78v6dDqGpa7cm2sobuIeoFd6P6EXHaMM2YeXSxyTkSeo+4IjqJY4xr+
af8AdFi5/MT8oqSudakPH43P1e7NKcd1/d+w6ZD+TsfeV/Pz8mYeXdQ0DzHYtfaNeG6tUkMTSem8
dHCq9KSKh+y4ywaCJ6tP5g9yafomP/fh+4Yf5Pj3r+ZPctk0yCNC7ylVXckgbYDoIgWSkZyTQCkt
tZMKidqDrVSKUoTWo/yhkBo4fzmZyT7kPcQaPKiLJOzKfiUKrHoSvYeOQlpcR/iPybITyg7BWtLK
yVFktZCyxyxoQQRuGVf2vbLcWlhEiUTyLDJlmTUhzB/SnGbJwUKFmb66IWCSl/gdhyAPpJQkVGVA
H1Vzv9AbiR6b5V+kqMOn3VuqC3n4qAoeMgFKqtKoABx5Hc029utYRxSj9JZyzRl9Q/H6VOK18wid
DNeRNCGBZVj4kqD077kf5+EYwzXvIV7mUp4a2ib9657HVVvJJoLseg/SGQFuOzE0P+sRTbYYTiyC
RIlsgZcZiAY796YxpwRUqW4gDkxqTTuTmQBQpxibNofU7+PTtNu9QlR5Y7OGSd44gGkZYkLlUBIB
Y023xlKhbZgxHJOMAQDIgb8t+959/wAr38vf9WPW/wDpFi/6rZi/nYeb0P8AoWzf6ph/0x/4lmrX
8eo6HY6hEjxR3jWU6RygLIqyyxOFcAkBhXffLMsrgD5x/wB0HSDEceWUCQTHjG3LYHkmuXuI7FXj
mgflh5ksrvU2uraMx3ty0zgSRsslNlO+9NgdxXMKOGQv3tsZAJ/5R8la7ps96t7Gv1csFszzViI6
tUUrt2x8GTZ4gZPcaE11Y3FpdRiaCdWDRMQQQw+zv2ywYjW7DxBbHfN2geY10rQbLSNB0rXTY25g
uDqqJKIiqRKpi5sn2+B5fIYcwltURJ2vY+bDDj8TLlxXVcBq+fPbp0+KX+UtE86W/mGzm1Dyh5f0
2zRmMt9YwxpcRjgwHpssjEVNAdumV4xPiFxA+X63O7Q1OllhkIZ885fzZE8J367Ir819ON/5S1eE
SCILfwSM7GgAWCKtdjhJri/rf72LzmX6Y/1f99J8m+jqi+YtR0+5Pr6bfWiS6fLwkqonRWgmgEZg
+MA78+3Ko5UzLiAOfNqESX1J+QcUejfl1Zi/uCJb2aE1mZixmks4AVq2+7ITlJyxjz23pnDHKd8I
uhb0htW01a1uE2kWJjWoDsSFUnsTTE54d/WmQ08+7pfwVlu7ZpJIxKvOJuMi13B4hv1MMmMkbIvk
wOOQANc3W93bXCloZA6qxQkfzDYjf3xhkjLkVnjlHmFXJsFK5/ux/wAZI/8Aia5CfL4j72cOfwP3
KuTYKFv/AH11/wAZR/yaTK4cz7/0Bsnyj7v0lXyxrdirsVdiqG1O3urnTbu3tLg2l1NDJHb3QHIx
SMpCScdq8WNaYJCxQbcM4xnGUhxRBFjvHd8WA/4B/M7/AKn2T/pEX/mvMTwMn856D+VtD/yjD/Tf
sZk9vdW2iWNvd3Bu7qFrKO4uiOJlkWWMPJx3pyYVpluUVAA98f8AdB0onGWWUojhieOh3Cjt8ETc
HVRDN9XERm2+rh68a8zXkQa04U+muGZyUaq+nz/U1wGOxxXXX5frQyP5n+IOlrVVPEjnRia8f2vh
ptXr88qBz9eFtIwdOL7FW4/T25t/q5/vKK4fpX910P8AwX+dJz8Xpw9f2MIeD/FxdP2/sU3fzNvw
S0G541Mh2qaV3X9nf8PcRJz/ANH7WQGDvl9is7a2Ej4LAXoPV5cgK/DXjQn/AC/w3yZOXaq/Fft+
xgBis3xfi/2fau086uRW/EA23EIb7Vdt2J2phxeJ/HXwRm8L+C/ijMuaHmf51aH5k1z8vPMumeXL
drrVJ7mBUhRlVjGY4RJQsVH2Ce+UQHql/W/3ob8v0x/q/wC+k8y8l+QPzNg0OO01fR3Wezcwwiqk
NHGAFY/FvXen0ZZlHFyaY7Pb/Lll5j/QTJqNvbrfevyVZV5pwECqG4g7NzGV5IyI2A59fc24ZRB3
JryRZ07WFbjHZ6aYmKlx6bL9gVXpX7NTTMbwcg5Rx17nL8bEecsl+9dJpl/JIpksdPZDIGmYK3Jh
Vg2xABPBtqnrkjhmTvGHPf8AHuYjPADaU+W3497aWOsLNE8drp8ZBUSSCNuVCxLFaEUpWtK9a4jH
kBBAh8lOXEQQZTPxQPnHRNS1a0sBHp1tfzRcjOk13cWiozKteBgBLbj9rLMuOUgLAJb+ztTDDKVz
lAHlUYyv/TclbyppN1pejSW9zZQ2EjXSyCG3uZrtSCYxyMk4DA/DTj0+/Djhwxqq3H6GGv1EcuUG
MjP08zER7+kWSZkusY1f2VnLqd48sEcj81HJlUn+6TuRmh1YHiy+H3B2uHJIY4gE8v0lR/Runf8A
LLD/AMi1/pmNwjuZ+NPvPzd+jdO/5ZYf+Ra/0x4R3L40+8/N36N07/llh/5Fr/THhHcvjT7z83fo
3Tv+WWH/AJFr/THhHcvjT7z83fo3Tv8Allh/5Fr/AEx4R3L40+8/N36N07/llh/5Fr/THhHcvjT7
z81C902x9JAlrFyM0IFEWu8qinTAYXsB1H3tmPNK9yeR6+RVf0FP6h/3H24i57H0wW4bfLc75d+V
yfzWH5qNfXK/eiP0DB/ywR/8i1/pkvyk/wCa1/mz/OPzd+gYP+WCP/kWv9Mfyk/5q/mz/OPzd+gY
P+WCP/kWv9Mfyk/5q/mz/OPzd+gYP+WCP/kWv9Mfyk/5q/mz/OPzd+gYP+WCP/kWv9Mfyk/5q/mz
/OPzUToUvJqafb8R9n4BU/F8v5fxyP5TJ/NZ/mh/OPzUE0RjLdCCxhZluEVhJGKBPSjLUoOu+RGl
nZqPX9AbDqRQuR+nv8yvbQ7zl8OnW3H3Teu23T57/hh/K5f5rEaqH8+XzRX6Bg/5YI/+Ra/0yf5S
f81q/Nn+cfm79Awf8sEf/Itf6Y/lJ/zV/Nn+cfm79Awf8sEf/Itf6Y/lJ/zV/Nn+cfm79Awf8sEf
/Itf6Y/lJ/zV/Nn+cfmsl0JQv7qwiLVFeUa0p36DAdJPpFlHVd8j81Wy0kW88UrWkcTrIlJEQLQE
gdabZbp9POMwTGt2GXUcQIEidmR5vHVpRd6NDqD30csjKkkihgux2jjPXNdl0QyykSev6A5uPUnG
IkDkP0lq28tW9vK0iTOSyhSGAI+0zk/SXORj2ZEfxJnrpSFEIn9EL/vw/d/bkv5PHe1fmT3O/RC/
78P3f24/yeO9fzJ7nfohf9+H7v7cf5PHev5k9zv0Qv8Avw/d/bj/ACeO9fzJ7nfohf8Afh+7+3H+
Tx3r+ZPchr7TlhjikDk8bi32p4zoMidGIVK/4o/eGzFn4iRX8Mv9yU4zZuE7FXj9/wDnhqMF9dW8
VhA6QzPFGavVgrEDuAdutMxJaiQPJyo4YkIcfnxrDXdraJpcTzXfMRgc9igBPL4um/XANRI9An8v
HvU7f8/tSmubmBLK1Z7RxFPxMhAkoeShg3VTsagfSMJzyHRAwRPV7PaT/WLSG448fWjWTj1pyANP
xzKBsOMQq4UMa1/Ur7TrDVLmydI7gXcah5FLqA0EX7IK5iHJw8Z/pf72Lfkrhhf83/fSeKal+eH5
n22tnSrSfSr6cu0UMaWVzG0sg+FVRnk9Mnl1+P5ZbHISEDF16Mx/Lrz7+ZHmPzSovRYxeWvXuIuB
hkjvWRI2eFh8TRivwE199sPierha5UDs9WGpWFJCZ0T0mKPzPChU0P2qffh8aG+/Jn4M9tuaJBBF
RuDljUoz23rMD6skdARSNuINRQ5CUL6lnCddAsksebs/1iZCTUcXoF6EUFKdu/icicVm7LKOWhVB
zw+lFTm78pUarmtKuuw8B7YmND4j71ErPLofuROWtSBnvIrK31K9lDGK15TSBaFiscCsaVIFaDKe
MREien6g3GPFwjv/AFlhjfnb5VViv1S+JBptHD8v9+5bA8UQR1apDhJB6OH52+VCK/VL75enD/1W
yVMbUW/Pnyat2lq1tfiV1DL+6ip8VaCvq/5Jw8BSqN+ePlNZ0hNpf8nVmU+nDSiEA/7u/wArHhY8
S8/nZ5UHW1vv+RcP/VXHhTa0fnf5TIqLS/NP+K4f+quPCtsukvotQ0Wyv4Qyw3bWU8avQMFkmjcB
gCRWh33zHz/T/nR/3Qb9P9X+bL/clNMuaXYq+W9S/eavqErMGjN1OzEigH759hTrvXrmvlzcoSoI
/RrXU4NHuLyysIdQuo6/V7OeR4y0tUKhiHSqMw8aEjfJ4hZZ3ezBPy+0bUrX9IpeKSzz+rGSeblS
CSzU3FeJP34cpBphiOxfY2lCml2YrWkEe/8AsBmXHk4x5orChjPmGR0sNTKAFvrkQ3JAFYItyR2z
Cycpf1h/uYt2X6Yf1f8AfSfO+lfllqk2sXl9qsdxLIJXkhl4wG3ltEUSvxt1MkrTOWlCqwIIpUVp
kY5rqmJyk3b1D8qrawtL2ztIlEV3FJOb5Srpyu3jdp2j5BeS8q0KilMYEnKCWp6LcQ2rSzH/AEQy
sk1Wc8H9TlSOtNwAtQx65KcYkn6b3+fRz4SkAPqrb5df2JjBeRSkETRsrhSgVt6nYih9/wDazJhk
B6hxp4yOhRGWNSV+Z9cXQtEuNUaH1xAYx6XNYgTLKsQ+N/hWnOu+VZsvhwMu5pz5fDgZe7qBzNcz
sxnyj+Ztr5svJLS3szAsVXMjSgtyguI4mUxMscg+3XlSnbrWlRzEy4CKNRl37EjqNvt+ymWLMfE4
CP4Sef6Nj8apnWZTYkXmU08teZD4Wtx/1CDKuG+Id/6g3E1wn8cy+b2PJmYdGJNPmclphWOP9Ufc
wz/XL3lZzPECoqagff7Ze1Uk72unnzZYzaxcSxaYwHrRRCsjrH8RMJpQFdj16+O+WRjbbHk9D/NH
y75T8u+XLHVNKnvH1PUoHm0oTtEYuCiOVxIeKcSUIAqeuRiLJthwB515Z8xy61BNM8QjSPhwYdy4
NRSppSmEhBinBJqTgYvpDRTXyToJ/wCKNM/4lDmJqOX+dH/dBydP9X+bL/clkWWtLsVfLut6ag1m
8EbUYzylw6kLu7bnah/Xmskd2yiWTLHDpunjVkmNs+l8YbN40WVLh5f71H3A+zv1GXYxQttybABg
mganHrd/qVyCeCXB9fan741LADw+zQ9MjnrZop9XaWANMswOggjpX/UGZseQYt6h+kPqkn6O9L65
t6X1jl6X2hy5cPi+zWnvkcvHw+iuLz5NmHg4hx3w+XP7Uhl1PULC7vBJNbjncIvIxSbu0MYAAEm2
avLq54pyG3PuPcPN2McEMkY0JfSeo7z5OfzJdo3Fri1BO/8AdSdNt/7zp8Q3yH8pT/o/b+tRoYnp
L5j9SJ/Ses/zW/8AyLf/AKqZP8/k7o/b+tr/AC+L+l8x+p36T1j+a3/5FP8A9VMfz+Tuj9v61/L4
v6XzH6nfpPWP5rf/AJFv/wBVMfz+Tuj9v61/L4v6XzH6nfpPWf5rf/kW/wD1Ux/P5O6P2/rX8vi/
pfMfqQup3M93ZvbailnPaSlRJDLC7oxDBlqpkP7QByMtfOtxH7f1olosOQcJBI+H6kNommabaXiz
WNhYWrOVilktrcxSFSyvx5cjtUKSKYcGpMpAVFqHZ+DDcoR4ZUe79AZhm5cRIfNH/KL+Zv8AmEuf
+oQZCHM+/wDQGyfKPu/SXzSKbMDswFfuw4Pp91j5GkZvq+X3LyBw5ile/fvl9NaBu/L15b+aNK1a
9s59RghjjmhsYmBcxmQk0UFB8XCi8m+eS3DbELRrd7qD68uq6ReTL5pvY9Q0ZZWR4owpdyGjRieL
R3QWgDdt8HEW3wiF3lvyld6H5ekkkUrbNdOqcqcgeKnie/68QGmcaRDEEbMKYtT6U0Sn+B9Ap09D
TKf8FDmJqOX+dH/dByNP9X+bL/clkeWtLsVfOHmSwtdc1nW7LRpzS1ZvTlu2MIlkDEypGGVK8KD4
ulD1zWziL2Lk4pREgbQ08mr2f5OazpF5acNWtIbfV7SEFHfibz6rcGiM+wWMMCQOXLboaZUOVMMh
3tjeiar5QtfJEWuRvKZoZUtNenWOSgkVEa3JULVQ3KRQ3em+QyQlIbNYnT6R1+DU9T8l2X6Ea5aS
ZbaRWsp1tZzCVBJWSQqBsa0PXph1Mchx1j+vzcbVRMo0OLn/AAkA/AljP5daF+Z1nrcM3mdrgwCO
YTf6cbm2PMK0QEbyO/NSWU9qAb9SWMJeJY4vDr+Krve+RqjsR8fc4+LFMZQakI0buVjpXORN876d
zNrmXSbVtRu9RosSXKLzPI0JgipsuRGnhOcjIXv/AL0O5nllGMaP8P8AvpIVNd8kurMsyUG7DjJX
alNqfLJfkcX838fNr/NT70Jovnz8vNb1iLRtLv1udRngkuooQk61ihlaGRubKqVWRCtK126YfyeP
u+9HjS72Ufo+z/33+Lf1x/J4u7718aXe79H2f++/xb+uP5PF3fevjS70K1qwXayDN4CU+/j8h9/t
lR0sf5n2toyf0vsa+qlmUNp44FqMTLWgr1A74Py0f5n2p8T+n9i5LVUjV3txBIskYUK5cULL8vEj
Jx08Y78NGx1tByEmrsUenvTHMxxWPebvU/wj5p9NPUk+pXXCPkqcj9T2HJiFFfE7ZXA0SfP9AbJi
xEeX6S+VJBrDuoj0z1aqoYC4gBVgoDDdhWh7ioPXBizCI37z9pLLLgkTt3D7gpNB5gDEtokpINBS
4tun/IzLPzMGv8vPueufl3fi88vMl/aGyv4T9SHJkdggRWTdGdf92HLxOxbZAEbFPhPLb6jYwso/
elwGH8sbJyA/1g2RMuTlSkCEo/OTTpl8tWt1pFqJoxcsbq39aKAlpVFJKzMiUqvjXfGU+EWXFnCU
tg8WZdXNC2lBab/736f/ABuBlf5mLX+Uyfin1h5b5/4A8uc09N/qulco+SvxP7mo5IWVqeINMpzm
43/Sj/ug24BUiD/Nl/uSnUWtaVJK8K3KerG7RvGx4tySvIUalfsnp4HEajGTV7hZabIADRo7tyaz
pcZcPcopSMTGp2MbVoyn9rp2xOoxjmel/BRpsh5A86+LH38o/l9c3cjNaxvcu7Ow9SUEsauSoDAb
1J+H+GVjwSfNidPMCyNmrfQvy99Bra3CRxXihZIo7iaPkvYOFcFetKGnhkY5MO1Ebth02WN+k7Og
8s/l6ttc2USRx25LRXMAuJo1PGrEEeoOlDkozw70R82J0+QV6Tun51TRrOAJ9ZhjigXiI1YHiqDo
FWp2XLJajHEbyCx02SXKJR2XNDzL86tW1fSPy/8AMOo6Q5iv7e7gaOQANxX0oQ7UII2SuUY64pX/
ADv97FyJ/TH+r/vpPnfy5pn52X2o297a62ItQu5fVFnO7qy1NSZImjMACr8XDsBQCtBmQT0poD2/
yjpHljTPzLs49HtFW4Zrw3d2amQPMjyywhq/EvNQ2/Qk0NKYL2RI7vSLi5tLe5uU5XoZXdpFQKyn
mENVLA0WtAN9t+2YE5xjIj1finYwhKUQfR+LRa63bpDK3p3EhiX1GBj4txYeoFHLiKhT8/HeuWjU
gA7SNeXxaTpSSN4i/P4JnmU4iye4gt4mmuJEhhWnKSRgqipoKk0HU4Ca5oJA3KD/AEppl2BHa3cN
xIGjYpFIjkASKK0UnbfK5SBGx7vvZYpxJ2PQ/cj8tQkHmr/lFfM3/MJc/wDUIMrj/F7/ANAbJ8o+
79JfLtG48iKeFRTINTuJKNuCaHYDviqI8s6hJYy2tpYM08lzEbubu31jd2BArvxFD4UzPrZvi9f0
YPqSWMkiNyUAliCPiYAsB+GVU2goD827OZdHsGU8oVmdHUVqPhqpI+jHJ9LVk5PK/TCjxr45i20P
pTQ7q2HkzQoTIqyx2mlSOpNKKzRgHf8A1DkM+SIjRPIx/wB05Wnxyu62Il/uf2prJDpzkt61rzqx
RmSMleTFjTf/ACm+k1yJOM/xQ+xkJTHSXzLhHabA3VsUVWRF4R/CrLx4rv02G3tjcP50fsW5fzZf
MqsMeixBCv1YOgA5qI1Ow47U6bE5KMsI6x+xjI5T/O+1pYdATjwS1XiarQRihNOn3DEHAP5n2KZZ
j/O+1cyaGzO7Lal5P7xiIyWrXqe/U4TLCf5v2IBzDb1be9potBZy7Jal2XgzERklfAnwwE4Ofo+x
RLMBXq+1E/XbL/loj/4Nf65b4+P+cPm1+FPuKWU067e/imuFVPrKOCsiqTS3iH0jKceaHFL1D6u/
+iG7Jjlwx2P0/wC+klmn+SvKWntC1nO8TwklT64INVKkFTVejeGTGXHd8Q+xpGKXcVmj+SPLGlav
FqsF9JJdRciPVkgKkuhQ1Cop6N2OT8fH/OHzY+BK7osla4tSai9CitaB4yPxByJyw/nj5hsEJfzf
vaSe2Sg+vBgKbM8Z6eJpXAMsB/GPmEmEj/D96r9dsv8Aloj/AODX+uT8fH/OHzYeFPuKTecNNtvM
Hl260iO+ht3uDERM/GRR6UqS7pUVrwplebJjnEx4hv5uPqtHPLjMKq66XyN8mLeSPy9fy3rE2oS6
zFqLXCtGIgnFwZriKU0Yu54r6ey+9eta1REOIEGPKIoeXl3/AI6McOkyjL4k/wCaR9JHnzJL0jM5
uSHzP/yjHmXv/olzt/0aDKo/xe/9AbJ8o+79JeKeUPL3le8tLq91+/FpDFQxRpNGjOBUtyD1PYZK
ELYxjaUea10D6vd3/l4sbS1R2eKomJCigePerdyQT8sslh7mZxsP8myXcXnTTJrWZLmF5JZRKnIl
kmVhRk3CFeVSOgy7kmnq1l5p1ay1v6tIVWNiDwpsQxIqC29e2UmZBbAFLzlqhudKgWR3Vmnm9GNu
jhCnI+NPjBU4Mh2a8vJgzstRVqjt47nKGh9JaZHz8h6JGm1bfTQtenWHIauJliodTH7w5OlNTvyl
/uSiToN9z5fWti3IptSnIHj9mtKCnXMD+TsnePx8HJ/Nwr6UR+irj+ZPvP8ATJfkJ94/Hwa/zEfN
36KuP5k+8/0x/IT7x+Pgv5iPm79FXH8yfef6Y/kJ94/HwX8xHzd+irj+ZPvP9MfyE+8fj4L+Yj5u
/RVx/Mn3n+mP5CfePx8F/MR81L9C31WP1gUP2RQbb1/l+jB/J+TvH4+DL81Du/HzQ0Wj3cs94qTC
IpcoWK9wIYjx3HQ5XHQTJO42P6A2y1MQI2L9P6SqvoOpN/x+BelOIA6U3+z7fLJfydk7x+PgwGrg
P4UT+irj+ZPvP9Mn+Qn3j8fBr/MR83foq4/mT7z/AEx/IT7x+Pgv5iPm79FXH8yfef6Y/kJ94/Hw
X8xHzd+irj+ZPvP9MfyE+8fj4L+Yj5u/RVx/Mn3n+mP5CfePx8F/MR83DT5onjkZlKrIlaE13YDw
yePRyhISNc0HMJAjyKa5tHDSHzP/AMox5l/5hLn/AKhBlUf4vf8AoDZPlH3fpL5W1O2ju4Ggl+JR
uBUggda7dMETTWCiNM1nTNKsJIprd2SOIx26xrzWrghmkDGp69vuzIhm72yM+9Gfllb3lnouq+ZH
hKWckyJAzrTgIuXNnU0Kp+8XjkolmEV+dd9b29j5X1i2cmHUYpYJZVFVBT02Ulugr6pp8jkcgUSp
DT2GoT+QNH1GJjPb2s88csq/EFM6RceTAGg/dU+e2VyGzDIlkU1QeJqa0ZjTamVNT6i0M18j6ATv
/o+mb/7KHHN9I98f90G/T/V/my/3JZHl7S7FXz/a/mL+auoatcwafLcXNtHEsoaC0t3Clifg3j39
vxywAKUq/wCVm/m3PA7JrKwy8uMaLbWpUgORWrQnqtO2MQCshTS/mN+bg1CK2fzCKOWHIWtpT4Vq
d/q+2T8MMbfS2UMnYqw3zxqE9hoGr3EMzwMLyFTJExRqGGHowoRmu1EiIzrb1D/cxckjaH9X/fSe
C6t+ecOmTFZdZv5XNdoppGUgVB41kXoR22zFhizy6n5lkYACzTPfyr8yeaNX1rR7+fUXu9Kv5JuC
euzqIzZGVElX1ZaTJJyV1I7V+eXiBExZPz8iuWERG+r19tWkWSSP6jcsY248gg4kcgOSmu4oa7fw
OZBzmyOGTEacUDxR3WtrbKisbC7oyB+IiqwqxWhoSK7VpXocB1P9GXySNN/Sj80fBL6sEcvBo/UU
N6bijrUVow3oR3y+MrALjyjRI5r8kxUrn+7H/GSP/ia5CfL4j72cOfwP3KuTYJD5o/5RfzL/AMwl
z/1CDKo/xe/9AbJ8o+79JfMYRXqT9kjoffItSg9mpLKg5V2JB233OKrDBeJbTWkM8iW9yB68Su6q
/FqgOB1ofHJcRSCWeWfl+11j8i7y1uxHLdaTeCWzWpBjVWTly6VqkslPmO+TsmKbNMd8ta1qHl7y
9faDarE+magztKlwrOQzxhCUNRSlAw2O+Q49qXiSwJSh4gA71+WQYvprQ9vI+gf8w+mf8Shw5vpH
vj/ug36f6v8ANl/uSyPL2l2Kvm/RNKs9M1ptPe2XVZL3nZ6jdW8swIi9MlxCysg/vYYaM1PgB2HT
LBQiUUSb7mN6/qEH+I5jaWbSpA5HCTmSQzvGehrWqbe1MxZZSORcqMAefNObPQL7W4Y5NMAW/jBB
gZiQRShpU7MPA5LDqL2LHLhrk+m8saHYqw3zzZalfeXdbtdOiaa4luoaog5NxEULEgb+GYGYSInw
i/UPui5d1wf1f99J4fqf5N6rqkkr6hoUsrO7Oj+nIKM9GZiIylKsPfbMSBzR5A/JnlzxkWc/lp5T
13SPMunRDTbiw0a0aYxxMrCNA9u67s9SSXbvl2ATOQEggNOSYkHqE1lCkt1xN6Y5vVMkcdPTLSJx
PFaDfw99zl8sYBP1737t/wAfNujlJEfosVz57H8fDk3aaUjoyGe9VIyoRZmWg4MGUoKHpxpvhx4A
RVz270ZNQQbqG/ci7XS1t7j6w1zPPIEMY9ZgwAJUmgAG9Vy6GDhN2T72nJn4o1QHuS/zxd61aeWL
y40USnUkMPo/V4RcS0aZFk4xEEN+7LYc5kIEx+p1+slOOMmF8W3IWefd12Yj5D1f8w7vWZ4PMqXS
2YjLwetaLDHUXMQhPqrHF8ZjLVT6dj8K48ZyJ68NDmK9Vi/h8f1mOmlPxquRjwE7x28t6G9dK/UO
l5muWl93Zw3tnqtnOWEFyHhlKfb4SQKrcdjvQ7bZVH+L3/oDbIWI+79JYMv5MeTirP8AW78Ghahk
tx0qNqxcf2e/TAOFicZtSH5PeTYyf9I1MkGmzQsDxIG1Iv8AK/A5HiiO9kMB7wvj/KLydcSen9Y1
JBQEM7RKpJoONTF17YxnEmt1lhMReyIf8jvKTijXV/x7D1Idv+SWXcDUs/5UT5PrX61fmnT95Dtv
X/fWDgCrh+RvlIE0ur/ft6kP/VHHgC0zCSxh0/RbKwhLNDaNZQRs5BYrHNGiliABWg8Mhm+ke+P+
6Ddp/q/zZf7kpplzS7FXztDr2l23m60n8vs95pbpElxNOnGWNizI/QINyy0267YwMjVhrJG9NeY9
J07TfMmpG0njmu9QvGkuLV2kWQNISw6oF41NKK+UZMVy3tuhqANhzdb2SizmsrXUbO3mZpLc3M8j
Rx+EgUsvUK/hlYgYGwylqIyju+isy2tSuoXngaJJnt2alJYuPMUNduauu/TpkZx4hV17mcJcJsgH
3pBd315Z3t4ImkcNcRhgioxHKGMFj8J2GafUaiePJIRPUd3cPJ2OPFGcI3X0nv7z5qb67qALBVuW
KirfuowNqVA+Hc77Uyn89l7z8h+pmNJD+j8yjPrt9/y0N/wMf/NOT/N5f532D9TT4UO77/1u+u33
/LQ3/Ax/804/m8v877B+pfCh3ff+t312+/5aG/4GP/mnH83l/nfYP1L4UO77/wBbvrt9/wAtDf8A
Ax/804/m8v8AO+wfqXwod33/AK1ObUr+JQ3qyyVNKIkZPz+zgOsyjr9g/Uyjggeg+ZX217dzyRiS
R+HqJVXVFruD2UHLcGpyTmATtfkxnijEGgORT3Ny65Bs7JHqDq3FlYkMByIIhTfj3+WUk0JH8cg3
gWYD8cylR1C8hljkm1W3NsZUXiFHJlZ+JFadQdj4b1zE8WQIJnGrDl+DEggQlxUfuTdtU09eJM6c
X5DnUcQUpyDHoCK9DmYc8O9wxgn3Oi1OwlhkmSZfTiZlkao+EqxQ18BUbYxzQIJvYIlgmCARuWjq
2mB+Juoq7/tr+zUHv7H7jj48O8J/L5P5p+StBdW1xX0JVlAoSUNRvUdR8slGcZcjbCWOUeYpVybB
B6r/ALyp/wAxFt/1ER5Tn+n/ADo/7oN2D6j/AFZf7kozLml2KvkL8t9dhW+9DULy1thc3Fu7SXEi
RIkduWlYszHuwUAV65PHLvcICrQC+Zbm41K81S9tjdTXUzSLFDJ6YqzFqNz5Gnxfs5DjYWLslMbL
XIrnRNTW7BS+ae3mgqrcn/vRNQ0NNmU70rTCDt5okNju+l/zA1y+0Xy619ZTxW0wmij9edWeNVdq
ElVBOYuqyyxwMoiz+O9yNXlMIWCI7jc3X2MJ/LL8z/MXmfzBFa3ypBA6TlrUqDMDFx4SclVV4vy2
Ht4UyMZyGXgMhMVdgUOu3M7j9LTj1XFmEYyEo8J9/Tu2ovQrq+NhZa/fAcjac5wKVqY7SNum3hlk
DRmfP/eh28xYgPL/AH0nzXZfn5+bFxby3vrxyWUFossrwWaMI5nl4KJGI4rVQdqjfMaWon9v2OTH
TQJ+H2sy/IH83PPnnLzXfab5hlt5LOGxknRY4RFIssc0KDdduJErfSPvyseSzTi5cfCHvXJSSKio
6jLraKdirsVdiqlc/wB2P+Mkf/E1yE+XxH3s4c/gfuVcmwQ0auzXio3By9FelaH0koad6ZUAfVXf
+gNsiPTfd+ktvDfH7Nwq7k/3ddqUA3b6cJjPv+xRKHd9quteI5EE03IFBX5b5YGot4q7FUs8z3lz
ZeWtWvbV/TubayuJoJKBuLxxMymjAg0I7jIzNRJaNTMxxSkOYifueHT/AJrec45LW2TWnm+sWxup
tSFvarbwSCNyLVk9FmaRnj415D7QPGnXUQ1OaUJTJAMZcIhtxSFj1g91G+R5VfdrPHPg8Xjeqr5R
oGvoqrvz+x7Lpt5c3vlDRr26f1Lm5j06aeSgXk8jwsxooAFSewzY5DcAfOP3h3XZ0zKEZHmYH/cF
MbjVHgnkiazuHVV5JJGgdX2qQCDsfnhnn4SRwy+DkQwCQB4o/FbFrHqSKn1K7TmQA7xUUV47nfb7
f4HBHUWa4ZfJMtNQvij8/f8Aq+0NHV3+rSzCxuaxVHpFDzZgvKigVqO3Lxx/MHhJ4ZbeS/lxxAcU
d/NaNcrIFFheU5cefo0H2itetabV+WD8zv8ATL5J/K7fVD5qo1RjAJhaXAFQGiKESCvH9nvTnvv2
OS8fa+GXy3Y+BvXFH57dVCHXhLy42F3+7DGRTGOQIVWC05faIfpkI6q/4ZfL3frZy0lfxR+fv/Um
cUnqRJJxZOahuLijCorQjscyYmxbiyFGktkigmg1uG4XnBIzJKprujWsYYbe2Y4/j9/+9DfM7Q93
++k8RsdE0TyQ2vaUtu13pGrRwuZ4GP1hQ8Mi8Sj8omULJUA0C0rvsBq5ZjwUfm5uOHHOxt5Ir8kd
Ys38+z6Npj00+00qeWZOAUvcveRl5AfiNAGoKtv+q/s+HqMj+Bs1607U9Y1KBZrmS4OkNczJWJG9
RkDxhXapAHH7S0FfH77s0eKRPBZ5c+fP8fFcMuGIHicI58uR2/HwVbeZrBeFtpcwSVmWnMtQgsQT
XlxB8ffJQl4f0wO7GcfE+qY2TC0vLuWXhNaNAtGPMsGFVIHYd67fLMjHkkTRjTjZMcQLErWa5rVj
omlzanfFltYOAkKKXb946xrRRufiYZZOYiLLiZsscceKXJJNE/MHy55iu3sNMkla5h4ySLJGyABJ
Y1YVP7QMi1GVHKDtvex+Frp9VGc+EWDwk7ghlOXtqHUSxSzH0y6yOGUoV6BFXfkV3qpysWCduf6g
2GiBvyH6Sv8AWk/3xJ96f81YeI9x+z9aOEd4+39TvWk/3xJ96f8ANWPEe4/Z+teEd4+39TvWk/3x
J96f81Y8R7j9n614R3j7f1O9aT/fEn3p/wA1Y8R7j9n614R3j7f1NGV2BBt3IOxBMdCP+Cx4j3H7
P1rwjvH2/qU/Sh/5Yf8AhYv+asF/0fu/Wjw494+39Sy8SaaBIo4GXhLC4BKAcYpVcgUbwXbIZLkK
A6ju6EFtxcMTd9D39QR3Lmi5E1hmAatQHRR8RqejDCY+R/HxUS8x9v6nGMkKDFOQpr/eLvQ1Ffjx
ryl8/wBqOLzj8v2K3rSf74k+9P8AmrJ8R7j9n62HCO8fb+p3rSf74k+9P+aseI9x+z9a8I7x9v6n
etJ/viT70/5qx4j3H7P1rwjvH2/qd60n++JPvT/mrHiPcfs/WvCO8fb+p3rSf74k+9P+aseI9x+z
9a8I7x9v6kvubK4uLTVbYrJD+kA6pNGYy8YeBYuQq1OQKkjK4g3KxzPl3Ad7ZIgiNHkPPvJ7vN5H
5W/5x41LQbSS0/xJLdwSuZJFeyiBLn9rkblj2yvJhEuY+79bKOSt7+/9TJPy9/KN/KHme515tQl1
CS4tHsxB6McIUSSxylq+vJU/ugOmHDiMOh+z9bLNl4xVj7f1PQGtoW5crWQ8iWb4xuSa/wA/vkzA
H+E/j4tYmR/EPx8Go7WCNgyWsoIPIfGCAfkXpiIAcon5/tSchPOQ+X7ET60n++JPvT/mrLOI9x+z
9bVwjvH2/qQGuaXa63pc2mX1tMbWfgZAjojfu3WRaMG2+JRkZjiFEH7P1tWbTwyR4ZHb4pV5f8g+
X9DvnvNNtZLaaRSjlmTgQ0qSueCGnJmjHxUyuGGjfqvbmb2HxWOGMZ8d3KiPmynMlk//2Q==
uuid:4e0665f6-648c-1941-a6ff-9313e06499e8
xmp.did:01bd97bd-8785-4a38-ab3a-75aada2956ab
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:51fb1cdb-301a-4266-ad88-a0ad93eac248
xmp.did:51fb1cdb-301a-4266-ad88-a0ad93eac248
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:084a0d56-926e-4ddb-89e6-7c7de6c462c3
2021-09-15T22:18:27-03:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:01bd97bd-8785-4a38-ab3a-75aada2956ab
2021-09-16T23:11:26-03:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/cristianevasconcellos/Library/Containers/com.apple.mail/Data/Library/Mail Downloads/9ABD3041-3ABA-4F02-9B03-218BDE69E56E/Best Border_Colie - logo.png
0
0
EmbedByReference
/Users/cristianevasconcellos/Downloads/ed-sheeran-best-border-collie-pedigreeC9FB0E66-14DF-4956-4AEC-2E47414E3717.png
0
0
/Users/cristianevasconcellos/Library/Containers/com.apple.mail/Data/Library/Mail Downloads/9ABD3041-3ABA-4F02-9B03-218BDE69E56E/Best Border_Colie - logo.png
0
0
/Users/cristianevasconcellos/Downloads/ed-sheeran-best-border-collie-pedigreeC9FB0E66-14DF-4956-4AEC-2E47414E3717.png
0
0
Print
False
True
1
21.000156
29.700008
Centimeters
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano 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
Cinzas
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
Luzes
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[14.1732 14.1732 609.453 856.063]/Type/Page>>
endobj
8 0 obj
<>stream
Hd10Ew'HN!
U !
H=ٟA`
XbQ,|X΄7 YzQDu0R?\Jq%X6]Ps$qѮ@RmI씚r'TЅ ;2
endstream
endobj
9 0 obj
<>
endobj
14 0 obj
<>stream
8;Z\7]l)k$&uH:W0=XQ%"CInS"QUmCbp+d1FQn=Lp*D=(*Gi38Kq1uGOY.Nn^k(n6
()K]@\Ua;R*n#SXI\$A98Pq^LA4ms`E55Jc/ZP<:qQ$6kY."'(nm;sS>F*J$"m%&o
hZ9\Z$3BGZ`0OfL`4Uja@kF$R#>01+\+GYNT:[1W8mmt!($`nFGi%>OT?5rGA>e9K
m+e$kcV36=$4A'JIk([JnRO\Lo*l0!/'V@0c!qsL*m=dko.U"=lV/ZS7L.d`ck
r7X6)VUOngQ5P0iG.[@Zl!S$&/QA^-7Ffa=_
($pkV_"N#jc;C$"V!3P>R^t@S.LO6]#ZYC=%(E9p-YO9>qVk1*fX'7UVFS[jo"930
2t9\K>`D-C*334q=@*/R(2H_.PBouKI5E*=$;YtG:e5%)-"8`5.df5lA@.A]hH93$
+,BMf.)Z:P=LTrrf]11O@KXc:Z03mtii4AV@YA&:[>=ee!)PJ!dgU5^lps3*&eujAID.c-7T"$HH>(
@"jg>'1NB:pf]gNAla?A4NKrVXPpA)h51FR$<<%`"On)Pff2`9iO;.-n6!s#l39fU
B%$Zf,nXiN1broh1??L`\tV!2DWVjN#GE=^8bFg]ZEgp$q0B2B&6U4hB<7hHXGgXh
LJ%@Nb'0u1l5=7-_%6#"3F*$Pg`,&dDPq"i(?$L2!i!hBNg7V=cY(;j>!Y@a!QPsX
+\).4T"p!?\!DuF/b=#!4(V3p$f@"5`Mr1ZBT4S-Et[97gY-uXV>M`tc?LFT]52\n
K2ZVU;-/BLa76ag#^=Z;bEX2R'%:ZlD$Ld+.#f)21(lL>'F%os2(MHh.$X&1KD=bY<`bR4
NX/MNB#87JP8gKropW/T66kMEDK;b/>(4hLGLu=3EcBHhZaJ])(2WgE:pm.V9-drU&oh%#)VhYL43W
jia!?*LKkGM>NQ70*o,RdG8Os]AqrNlhs"JT3V/gp>/s%L!5;>Vuq0AO.90>YN8t59WQ$f2csPP']'\\2M%OmQu8bBI)Uu&q&L$i'_hBQR>1e;5A:W46p',
\\>fK&r(/fM-Flj!59ZrdR[b9i7#(<.[IkJ,hB&k,Uk&f:iF^]*_%u,2nVdH
,X(3eEO="]N!+9VI$I1F!p(.'gn,nqUs1'bTcuho6W'qb`&ZXTiDa_s9Jg&&/T,"7
D,s9N,)1\i20?(:@QQ:XYkj:I0)=6?$99s(Wse*hpV$13Fk=e&Ci,1+D[0I-ZWmT4
l>]?SDYO;.n?1APT46iK`g,..0?#6-W4+lkOQd_EmK`HU=eQ0lWN-!ODY>flKA@oa
O13+GILaq@f;,-=l$62Ai-9uL?lUlOd+hq*TcX`V)%9_VX@0QZ3bk4NXi>/@!gZur>@
K%_nRa3(D'qJTGj&Q@jJqdCS
=C&2cPO\CT'bkA$\\n_W/#l\p:T(fZ4^Fej3`KH8168o5BL%;Q=JmVc3D.q:>0EsN
!6J05,.@9sm==+\&p(lQBI8j!L4KmE(&1UbqJJ+Q_BSipdd55Wn>6?m,D0cm8+drW!^'uU<\-#Rnt@.]2C]C
A2TYsQ6360XesiCDa]_GE/,S3.9])57U6[jN/,:TC*jVd9n]E/e^;[.P1ADDliVad
K@!>M0UB`2=,90IAXk6fUUYI^@P.)'On3h#.U*p?,&^(&aCsKhk2Y[Np-j>rf#l^)
!#41t`^W!kH14XYF]aBJ`_@+l2%!Z=(OXXTh)j<_&LYR?"UOSRPKRoR5J5WI'Cgop
F&^^.red89NY$EbI1_gUpB*U!lpVcb04)QdAI4@`J)_MQ4?%.4h>5k&eNZ8$2(fQ_
MU0]eK&abdO3T'UXGH`Y*ti:rq(jo->KEmdbe)9"^,f:IoQ^:tH^`LK9mq.@Pb9]m
mAL!5nt,p_m27GD~>
endstream
endobj
15 0 obj
[/Indexed/DeviceRGB 255 16 0 R]
endobj
16 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
12 0 obj
<>/Filter/FlateDecode/Height 1524/Intent/RelativeColorimetric/Length 1925083/Name/X/Subtype/Image/Type/XObject/Width 1200>>stream
Hߋ\g8mfLb8(I ؤSbms`k
`mu7E썣X,(zoC
f9!;;ٳL$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$I$-`K"vHD dwD,mۋ,g"W
x&bn/fbׁ_/ 8y.]b&;Xęqk @^g rxBŮg 8]"k^s 么n/Xk l,ul m'F -Zo{ 0v{$ ̇G: ̇K3s
|h43 ̇K3s
|h43 ̇K3s
|h43 ̇K3s
|h43 ̇K3s
|h43 ̇K3s
|h43 ̇K3s
|h4s{r}C;ɕe `1Uu^9彆Iw\6N{ XLUfNy`MA;F^ SUG륙Sk8teSЎQd Tzi&qco:e `1Uu^9彆Iw\6N{ XLUfNy`MA;F^ SUG륙Sk8teS̛іgйM' ,K3p0˦YjF;G?srM' ,K3p0˦u-MhP+ߔ}uo:e `1Uu^9彆Iw\6,{&NE
F\^#}==5M>륌M' ,K3p0˦E\&\˗/}z^?~~/ )5L)f͟Mע떾?=/=?37~~Gڟ}@eg3mm XxUfNy`M1+^)~Mܾq蕗/=/=?Nz;ըt3}߭}G7:MG]וWo?"?o~g#EgQn*|x?i#| Z{WŞxGg^ַ3?F|w-ⶻ#[_)ӎ;;3WϮyV"gX^ s% "h4s{
lY+xXo[zzܻao:rtK>Ѿ_EQ\qs>_