%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
U20 INFOGRAFIA 2021 (1)
2021-07-19T11:55:19-03:00
2021-07-19T11:55:19-03:00
2021-07-19T11:55:19-03:00
Adobe Illustrator 24.0 (Macintosh)
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A5rqn/HSu/wDjNJ/xM5yz
7xg+iPuCY+UPKGsebNYGk6SqNdelJNWRuCBY1ruaH7Roo9z4ZZjxmZoc3G7Q1+PSY/EyfTYHz/Fo
zyz+XPmrzFqb6dY2vpzJDNcc5z6aMsDem3BqHn+9onw1FeuHHhlM0GnW9r6fTw45GxYG2/Pffu23
9yH0PyXqus6Lrur28kMVv5fjjkvY5i6yMJS4AjARgSPTNeRGCOIyiZfzWzU9o48OXHjIJOUmq5bV
z38/NvW/JWraPo2hatcPDLB5hSSSxihLtKoiKAiRSigE+oKcScZYjGIl/OXTdo482TJjFg4q4rqt
75b+XkyrWPyE85aZoMuqPNaXE9tGs15pkMjNcRI9aEjjxNKGtD2NK5dPSTjG9vd1dVp/anTZcox1
ICRoSI9JUtd/I/zVo+gXGqy3NnPPYxJcalpkEpa5t4nqQ7rxA2AJO/Y0rTBPSTjG9tuY6hnpvaXB
myjGBICRqMiPTIvO8xnoXYq7FXv3/OKf/TUf9GH/AGM5tezP4vh+l4H24/yP+f8A7x79m0eBYifz
V8kJd3lpNevBcWE/1e6jkgmBRqleVAp+DktOXuK9RlmXFLHESlyLhz1+GN8RqjR2P4+KKn/MfyPB
dC0fWIDdGUQCCMtI5kJ4hQqBjucnHTZCLA2bTqsYNcQtkmUN7sVdirsVdirsVQq6lasoZRKysKqw
hmIIPcEJirf6Qg/km/5ETf8ANGKu/SEH8k3/ACIm/wCaMVd+kIP5Jv8AkRN/zRirv0hB/JN/yIm/
5oxV36Qg/km/5ETf80Yq79IQfyTf8iJv+aMVXRXsEsvpLzDlSwDxulQCAac1X+YYqr4q7FXYq7FX
wZqn/HSu/wDjNJ/xM5yz7xg+iPuDJvyr88L5N82R6pLGZLWaJ7W6C7sI5CrcwKjlxdFald8v0+bw
5W6ztzs385pzjB9QPEPeHrM35lfl15YsotS0TW7nXLu1tpbXR9IljKRwRzMrsK+lDxo6ru5Y8BxU
d8y/HxwFxJkRyB6PJx7G1mpkYZcccUZSEpzB3Nf5x8+VbmywD8rNf8vfovzdoGv6iNMbzHBEsGoO
heNZIjKTyC9KmUHsNvlmPp5x4ZRka4v0O/7b0ubxMGXDDj8Em49aNfqTbzt5q/L2HT/L/l2AHzHH
omm3NtHfRO9tGl5cCIJKKjfgYiaVIFe5GSzZIcIiPVQPluXE7N0OsM8uY/ufEyRPCRxHhjdj42nu
k+Y/JXlvyPcQ2Hm6K78wT8LrU5JYZ52uvq4LrZRM/D01Y/u+bV+0TTfacJ444yBL1Hnsfk4OfR6n
U6oGeAxxD0xogcN/xnvI51tyCt5j85eQbWLzb5p0/W11C8816fHZW2jcD6kT+h6LGUN0UbHencCu
2TyZYeqQNmQqmGk7P1cjhwTx8EcEzIz6He9nz7mtfQHYq7FXv3/OKf8A01H/AEYf9jObXsz+L4fp
eB9uP8j/AJ/+8e4fp3Q+aR/pG29SRpURPWjqzW4rMoFdzEPt/wAvfNx4U+4/28vm+e+LC6sdevdz
+XV5l578ueTPMOv2mtab5l0u0vQBFqUT3MTJcwNRRXi9eXE0B+VKEDM/FxjFLHOEjE8tuTqtZgw5
pAicR0O43HzVPJHkvyRbeYbbUptesdX1a0/c6aILiIll4kR+pGGYtIiAhKHYD/JFMaB1GPEccgeH
3Fr7O0eOBFzjOUdo0fv8x08vc9CPm3yoLgWx1qwFwW9MQm5h58+XHjx5Vry2p45X+XyVfDKvcXb/
AJnHdcUb94TXKW52KuxV2KuxVL9P1CwjsLaOS5iR0iRXRnUEEKAQQTiqv+k9N/5a4f8AkYv9cVY7
580yXzJoY07SvM7eXroTxzfpC1esnBK8o/glh2avc09sVYTpf5X+aLNpzP8Amrf3gltLi2RZGaiS
TwCJJx/pRPKJx6i71r3BqWVtGSfl3rz2Ol2//KyrwTafPPNcXPqSBrpZp4pUjmC3S7RpG0YptRtg
NwVWa+UoU0Ty5Y6VqGvDWby1QpNqdxIBLMSxbk3J5DsDTdj0xVN/0npv/LXD/wAjF/riqmlzbT6l
CYJUlCwy8uDBqVaOlafLFUbirsVdirsVfIN/+TH5nS31zImgysjyuyn1IdwWJH7ec9+VyfzX13F7
RaEQAOQch0P6kToP5ZfnBoeofX7HQXFx6U0ALvAwCzxtE5p6nXi5phjp8oNgNeq7Z7Ozw4J5NrB/
i6G+5mAb8/RJK48sQBZZUnaINRBIl++o1AFztWWQqT/Lt13y+s9/T+L4nTkdk0P3x2FfDgGP+Z3D
5/JQa1/Pp9PisZPLUUkcMttMJHKmQvZ09Pk31j4q0+KuQ8PNVcPd9jMT7JEzIZSLEh5ern/Cmsms
f85BSTrOfKNiJVkSXkF3JjkkkVTW6O3KZstJzk3w/j8FxRp+yAK8edV94A/meSC0x/z8062ht4PK
tqyQTfWFLqleXrzXFDxuF253LDboKU71jEZogDh5ft/W35h2TkkSc0txXX+bGP8AN7ohQig/P+PS
5tLXy7D9SniuonipENrsyFmBEwIKfWH4dt9waDIiOcCq23+2/wBbOUuyTkGTxTxAxPX+Gv6PXhF/
oYJ/ypT80f8AqwTf8jIP+qmU/lcn80u9/wBEeh/1QfKX6nf8qU/NH/qwTf8AIyD/AKqY/lcn80r/
AKI9D/qg+Uv1O/5Up+aP/Vgm/wCRkH/VTH8rk/mlf9Eeh/1QfKX6nsf/ADjz5K80eWP0/wDp2wex
+t/VPq3Nkbn6Xr86cGbpzXrmw0GKUOLiFcv0vH+1naWDU+F4UuLh4r59eHv9zIvMH5NaLrGqX+ot
qF3ayXrGRI4WUJC0iBJygIP98q/FXOhxdozhERoGvwPk+fZuzYTkZEmz9nf8+qEm/IzSDdXcttql
xawXMolFskUBWPjIsiqrMhfivpgUrkh2nOhYBr3sf5MhZokWb6fq8law/JwWMq3EHmK9W7in+txX
RhtGk9ahUs7vEzSDi7AKxoMEu0DIUYiqrr+tMezxE2JSu76c/k3D+SujRrMX1W/lnmkhnaRnUAyR
S+q5aNFWN+bE/aB49sT2lPuCjs2A6y53z875cnoua52LsVdirsVdirsVY15l8ly65fLcprupaWno
rBLb2MqJG6BnYlg6P8R50r7Zj5dPxm+Ij3Oy0faIwR4Tjxz3u5A2OXcR3IZfy/kgKtaa/qUTRTC4
hEkiyL6lQX9QUX1BJuGqeW5+LKxpK5Sk2HtQS+rHA2KO1beXdXTp5KkHkWeC+N6uv6k0rsvqh3Rg
0atEeGyBqfumHXbm2EaWjfFJjLtMSjw+HCvcee+/PzH+lCi/5eXMscK3HmjWXeH0yHS4WM1VQkh+
FK/vBy77cjTtR/Kk85y+bYO1ogmsOLe/4b93Xp+hSn/LN5biK7HmfWo7yNWVp0ni+MMqoTwMRVWI
QVKgfqoPym98Ur97KPbIAMfBxGJ6Uf1+fVWtvy9uLeSORPM+skpL6pVrhSjKzB3Qpw4kMw6kE077
mpGlI/jl82E+1RIEeDi5V9Pwvn+z7GX5luodirsVdirsVdirsVSm882+VLG5e1vdasLW5jNJIJrm
GN1JFfiVmBGxyqWfHE0ZAH3ubi7M1OSIlDFklE9RGRH3JsrBgGU1U7gjoRlrhEU7FXYq7FXYqpLd
2rXUlosyNdwokstuGBkSOUusbsleQV2icKT14nwOKqOoavpWmoj6jewWSSHijXEqRBjUCgLkV3YD
IynGPM024sGTJtCJl7haCj85eUJVRotc091lDGMrdQkMENGK0behNDkPHh/OHzb5dn6gc8c9v6J/
Uj7DVNM1BHfT7uG8SJuEjQSJKFbiG4sUJoeLA08Dk4zEuRtoy4J49pxMb7xSJyTU7FXYq7FXYq8m
8waF+bC/mfJrNrqkkHlNEDCt0kVpDbpAPVEls4flMZAxEjIygGvbjiqTWPnPzKdcaWbzfpyWaSUn
t/0xZUEUfxyMFfSzTijVb94Nj174VUP0956hVIrvzrYC4eGWBlfWbCIF2VWkaMDSviaOMq6nmvEm
m/xclU4tPO/mTSGkkk8x6Nq/qqkaLqGrW8MalG3K/VrJD6jo67Mep6diqzr8wbTzJqvkq8h8pXZg
1W4WJrW5ikEbtF6itIIpT8Ks8VQre/brgV57HdeaPL3ljSdM83a7qVlrDw6jOstreaa05tYBGQlx
LftwklANQ67KCasOuFUNbfmDBcSr/wA7ZrH1OLgz3Mdz5cMZeCb0mRmpX94xiLUYj94vRTiqIsvO
Fxr15Fp2m+Y9YFzdtLcWkVrdeXZZZY5IDO0aAsa+g8TRDj0O5PHoqy7ym3nQ+ZDFqY1xdNjjLrJq
R0f0WPpRpxb6iDLz58m+E8evXArOpRIYnEZCyFTwY7gNTYnFXiXljTfzS8uaZrM/nXzAbS2uGiWH
UL3Uoh6dwS5eW1Zo5o0joBxidRXeo2wqp6h5s82RwFpfO2m2k31ikyDVtPZI4pArRBXOldG51q3b
oabYq1/irzU4FfN1hEluwiuS2t2SxMbcpG8hc6WsoJnlCstEStNypxVk+j6xa6g1rp5/MIw6tc/3
dnBPpl07KBWPhILcKxlSWN/s96Lv8WKvTcCuxVCaxqlvpOkX2q3Ks1vYW8t1MsYBcpChkYKCVFaL
tU5PHAzkIjmTSCaFvhzzp51afVdT1qGBB+lLmaSK1lBJgaWVpHIkVl9TwBKjY9K0OZ0fZ7Bgmcs/
3hJ5Hl8urvz7Ua2enjgifCjGMRcPqoD+ceX+bSUx/nB+YUXoC31u8gS1QR20cdxMFjQUHFV50C0U
Dj0oM2MZY6oQgB7nRjGCTImUpE2SSSXqHl3/AJyj/MNdFtoZI7LVNQSVo7iSe2dGMRIKSGSGeNWb
4mWnorQKDyYsaVR7OhM2Nh5H9h/HcjIKX33/ADkD+ZdjaHUn1BHYToRYmG19ExtyZkPGMTUFAted
feuZeTs7AI/T9pcHBlnPKY3t/V/S9x/JH8ydQ/MHyfNrGoWkNpd217JZyLblvTfhHHKHVXLMu03E
jkele9BoNVhjjnUeVOcRT0DMZDFtO/8AJo+Yf+2Hon/UXq2KqP5i2unXNraR3fl648wyEuYbe2uI
rcpw4S1YvPbsQXjT7Ib396smGM/qDlaXXZdOScZ4b8ge8dfeWNWvkryYqxwJ5Fu0tY2mtoy13GwK
t8ZJBuzyWSnw139gMq/JYu773Ol2/rCSTPc+UenwTLytqMmk2eoJpPkXUrLmzXTQG5s5fWkCiJKM
bqQLyWMDw2P03Y8MYCoinA1Wsy5yDkPFwihy5XfT3sw0XVb7UEdrrSbnSigUql00DFqlgaehLMNu
IO57j3yxxkyxV2KuxV2KqN96n1K49IhZPTfgzHiA3E0JbjJQe/E/I4q8hHmLU/RhCeadIoUVl5an
YlnaVioWj6aCU5c02UE08ajCqC/xF5gBtoJfOFghiQmOVdU0z1ZAszqzMsulxmnpxsPgJ6Uod2Cr
IPITebtRuoL86zZa9p0JMNyIr+0uY+LseThrfS7d+SdEXmFam5XAr1EAAUGwGKsD/MrVf0df6PJ+
nbLSVk9aOSC9u4bYSrI0S8o45LW6MrJXoGSld6jFWO6Zpv5ja9Yi5tdcgmQ3KfWJLa8s3CNASssR
K6WvxvRWlBA+MUoBsCqZXugfmtb2d3Lp92JbsymSCP65ZxkRGJlESM2lN9liCAzdvtdcVR3lfy5+
ZCa3Hc+YNduDY20cbJDHPaTLO7Rr6scsa6da/Cr1o6uDSm1STgVn2Kpfr2l3GqabJZ2+oTabI5B+
tW6wvIADWnGdJo6H/VxVJIfJWrJFbJJ5r1KZoJTJKXh0396hoPTeloDxoPHv8qKr/wDBmqC19FPM
1+jgIFmENgGUqgUsKWwFWYBzyqKgUAxVkFpZiCCBZX+s3ESKr3cioJJGVQpkbiFAZqb0AGKojFXY
qkP5gI0nkPzJGv2n0u9Vfmbdxl+l/vYf1h97GZqJfBPmOzuTBG7FOIelASTUgnwHhnT6yJkAuEgi
gk1npV9e3aWlpH69w6u4RSB8MaGR2JNAAqKWJPQDNZl9AskAOTHHKRAiLJ2A72RWf5e+aJIxIj2M
QI25alYI33NcKcpj2ngH+Uj83YfyTq/9Ryf6SX6lW6/L/wA128IedrZ4jupW/spa/LhcNhn2xpwN
8n3lni7G1czQxTvziR99Ppr/AJxLtntvy61OFyC6a1cK1CCKrbWwO4JB6dRmLrZCRjIGxKII+11e
oxyhMxkKlE0feHtmYbSxbTv/ACaPmH/th6J/1F6tiqB/M3UrixTSzF5Pbzak03CYKKm1UPGRLx9K
cn4wrDpTjWu1QqpeSPKnlTVdAtdUvvI9l5f1GSdpptOe3jMsU1tK8UblzFCWqo5qeNKNtWtSqy3T
PL+iaWzPp1jBaOyLGzRIqEopZlUkdgXJxVH4q7FXYq7FXYq7FUFeX+i2LLHe3FtatKOSJM8cZYIQ
agMRXiTiqHGu+VR01Gx6cf76Hp4dcVRlhd6ZdRvJp80M8auVke3ZHUPQMQxQnejA/TiqJxVgH5rX
LwDTGTS5tRdfXk5QSapE0ap6XKv6Nt7rkGDVpNxWoBBqMVYXDd6rHxnh0S+aTTZ7mOWJdT8y0aQq
Y4Ssn1RTOpa2dX2IG29WoSqvNI9uVKaZq5FrK2nv/p/mN+VpL67epGUtm5y9N6EjoP2cVTr8tvMO
pnV/qz6XcQ6dqfFkubm41u7dZEgMg+LULVURSq0qZRVunJtsCvUsVS7X7i4gsFaCY27SXFtC06hC
yrNcJGeIdXUk8qbj3xV36Kvv+rzef8BZ/wDZPiqhEbu0121tJdQluorm2uJPTmWAfHC8ABUxRxHp
K2KpxirsVdiqTedf+UO17/tnXf8AyYfLtN/ex/rD72GT6T7nwp5iX/RFHhKP1NnWZ+THS/oR35J6
dDqn5paXptwWW3vYdQt5WSgcJLp9whKkhhWh2qM0mvhxYpA9XY4c8sOSOSPOEhIX3g2+ldD8gXln
HDGl9cWthaU9P0p7eYcRHItfTk02NXBFxJXcgk8uuaAaHHEemU/lHz9/eXa5/aKeUkzxYiZcz+8v
nE/6pt9MeXQVyRGn/lp5HgH1SWxlKluEVw1xcRPJwooB9Jo1yuOhxAVVpze1GtlK+IDy4Yn/AHQK
afkfpFrpeheYLe1Qx258xap6KEk8UimECgFiSaLEOubTUAAQA5CEQ6LPllkmZyNykbPvPN6LmO1M
W07/AMmj5h/7Yeif9RerYqgfzS1C9trC2gtNZt9GlmE0glnvk09n9EKW4u1vd8gkbO7UXagqCOir
CIPPWtOl3by+dNISSW5doGj1nT2eKAgkAV05xUNxVQdmr18SqrB5q80x3M19J5s0yS2EYS8hk1e0
KW8xLrCqmPTYq83Qo1VB7VJGKpfN5l8yT28Usfn2y+tWtvFzii1SzijkkfjKvLlpzuecSs1QN6fZ
Wpoq9P8AJ+tebdSjgkv7TTW07hJG2oWOoPdu00MhiYFPqtun2kIajbH7sCsqxV2KuxV2KsZ1PzHp
Wn+YXnup/Rt7W3kgu24s7epSO4BCRh2EcURLSyEBF5Lv1oCaFllCBnIRiLJ2CtcfmB5Kt9Gi1qXW
bYaXM5iiuQ/INIOqALVuQ7imVHUYxHivZzY9l6mWQ4hjlxgXVdFnl7W7a61i/ij5UvWN5CHUxyII
YoIJI5ono6N9h1qKMrgjLnAZHirAfzTjjkbTop768tYJo7qLhZQazPydxGFaUaTPbgon8sv2v2SP
ixVg31JY11OSLWNSSRoLfkfqPmT1Wd5FuI5E4XnqEIhVGVRyWlCVXbCq/Ty+nwxNY6hqkiuiLb00
zzIAKW86Aycrzf8AftsCxooVeysFWYfljY6Y1xJqDT6nPrRjaO5muo9UtLV0+BwY7a+mnUcfUA69
eVAN8VeiYFSrXNGutSe2aC8+q+gWJ/diQ1agEkdWCrKgB4MwYCteJ2xV5xoF7+dTwebGmQwQ2HOL
Qba8gWSZ+LNT0pQU9UqgHxvzDt9OYWI5pGV7Do9D2hDQ48eHwvVMgGe5+0Xsb6Aj9LX5S33mDzRa
SzazqEg1OzuYLuWKWkh9AsREYwrJ6DSejKrFVo8bfZNQ2X6cyMPUN3XdqYsUM5GKQlCgQR5j8eff
u9dy517sVdiqUecRXyjrg8dPuv8Aky2Xaf8AvI/1h97GXIvhfXF5W9D/AL8/g2dhkjYa9L+hOPyI
j9L84NBdRUqLwgeP+gz7ZptdGsZ/HVy5cn1nZWU0LxmR+Mccf92yRD94GB+GRSzhdqUNdjuc0TVa
RX3mTyRo1m+m6z5lUvaxqtws1+PrjUAb4li9OXkf8kVPyy2OCcuQKR7k8/KC6tL7yhJqdm/qWmo6
pqt3byUK8o5dQmKNRgGFVpsRXLNUCJAHmIj7lLNcxkMW07/yaPmH/th6J/1F6tiqF/MhXCaXKllN
eCKd3lWGbUYQsSrzkLfUIZ1fZfhSbipOw+LFXnF3f6hdxyXB0C7YKbqFopL3zNAfTlWKBvhNnTkT
ctUlF6VrVWwqvS/nlNwsWiX0s1pbxI0UV55mhZ1Kxxh5OFqZA/FVPEBn6kn4jRVP9M8+eYl+rWlv
5ZX6stCs9wusTTFFAc1rprPXiz8S5FTtQbVVZJ5W/MGbWNTjspNJmsoZuYjnMGoqPVoZQHM9jbwI
GjViSZq8vhoa1wKzTFXYq7FXEgAk9BucVYB5i8zfln5l0a+0l9dtrWbVbYxGdSI7jgqvL0cKzBPS
fkh6EFTRtshlx8cTHvcjR6k4MscgFmJtiV95c/JK48p2vkkeYrK3v7dkki1DnCLkzOahpCeNUf16
BSehFDtmPLRxOMQ7nbYvaHNDVnU0CZbEdK7vsejeXPMHkcT2mhaVqdtd6jb2ogjQOr3DQ2hMJ5MB
U8WjNfv75lRjwgDudJlyGcjI85G/mybCwSjzHpOg3NpLqGqaZb6g9jbzmL140kYI6AyopcNx5hAD
iryj/F35dcUT/A1hwjYPGvp29Ayqqggel2WNQPkPDDSLZh5S/M3yhJCunMkWhJCAlpbMQIuB/lYK
qLQ9saVncM8E8YlgkWWJvsuhDKfkRgSvxV2KuxV5ldaNovlrUtd1OKOKz1qG7/TkF2SFa7tZQFnt
ak03YvGEGwdo3+0cKvTQaiuBXYq7FUq82afeal5V1nTrIgXl7Y3NvbEniPVlhZEq3b4iN8twTEZx
J5AhBfC2ppcxQKt4pDO3JWWhrsc7UHua9PIE+lLbO9vLG+ju9PnmtLuLl6VxCxjkXkpVuLqQRVWI
65j5McZmiHLRV/qeoanKs+qXdzqEyrxWS6meRlHgC5c0yzHp4xGwr8eTFBtQrQKqnxFa/iTlnBsl
9m/849Aj8n9ABNT/AKXv/wBHs+cn2kKzy+H3Brlzei5goYtp3/k0fMP/AGw9E/6i9WxVL/zOhkJ0
y6iu7m1mtPrMkRtrXVLurBFpzTTZYaAU/wB21UioFCa4qwXTtF/RyXcdxr2pt6qrJPcGx8zKEiiW
R0DTC+IUrJwNKo3EEftVwqve2vH1JxPrWp1H1mKdRpfmgIZJxNETGTelQi8U4gMenwsNhiqzTNN1
Fbz6xa6vercxCe6lkm0vzEkTpcv8KCJ7wboSx4MT1qKdcVZ5+XelWv1dLmW81C71OxVre4lnTU7S
2fkWaqW17LKjH4vtqT2pReIwKzfFXYq7FVk/qehJ6dfU4nhxpXlTanLb78VeLiy/MiPTjFFb+ari
cxIJDLPoUXAsI1ZYyFk+wrMy8f8AVP7YBVMhoPmae4nZrLzPbHUWoZU1KxZrbizIHVfWVI6/aIiJ
27khRiqrpdt5xSGxpp3mK2oXikE93ps0gja4iILylpJHovI1YhiOfI7jkq9UwKl/mH/jgan/AMwk
/wDybbFXz55OtLbX7u6tFsLqWG2t5rqbV4riFLeJURxGhieN3kZpY6bN0Ne2SQksctvLI4VwxpxZ
PDgzKaj54q9F/JSqeZruNWYRmydjGCeFRLEAePSu+AqHtGBLzTzxrP5k2nnCS00CUDTJNPSVEkt7
OVEmWRlZg8t3ayguWRaFGHh+0cKpXp3mL84LjSZppbqzW6MkaxqLW1rEpKGV3K6g6skQ+Fl2NXUh
j0xVEabr3n+4+r6leWNrrMdlKzMVtrATRIiAOyTJqUkcLO/JSw5AcCN+rKvRNE1a+1Jbh7rSrjS1
jcLALl7aQyoVDc1+rSzqBU0+1/QBUzxV2KuxV4d+dH5L6fJof6R8paTI1+Lx7i+tbcvJySVSXaOJ
malHVaRxDuds3fZ3aBEuHJLatr/H3tRjR4hzeJQ/lb57lnjji8t6l6krCNDJZzxoCxABZ3VVUeLM
QB3zcnWYhvxR+YZicizXQP8AnF7zxqLxyaxc2uiWxLCSMt9auV4g8SI4iISGP/F1QPuzBy9s44/S
DL7B+Pg2iVPRPLf/ADi55F08Rya1c3Wt3ChhJGW+q2zVPwkRxH1QVH/F1Ce3bNfm7Yyy+mo/b+Pk
gyew21tb2tvFbW0SQW0CLHBBGoRERBxVEVaBVUCgAzVEkmzzYqmBUFDo9nFrd3rKcvrl5bW1nNU/
B6VpJPJFQdjyu3r9GKo3FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWG/mzqY0zye949w1tbR3Vr9cl
QsP9HMy+srBSpZTHUFa7jbEK+VLby75xaJnbyd5sH1hmkYWTzW9uQ5+HhGLGTbhQfaNcUsl8r/Xd
O0DzFp+saHc6FfJo1+2gtqcDRzzLDFJLJwmlihV5oOXKqKp47ihB5lafVdlomi2EpmsbC2tZWXg0
kEMcbFSQeJKgGlQMCEbiqT33k/yrf6p+lr7SbW61IIsS3c0SySKiHkqqzA8aE9sVQdv+W35e2xc2
/lrTIS6lHKWkKkqwAIJC9Nv864qvh/LvyFBA1vF5d01IXYSNGLWGhdfsv9n7Q7N1xVP4oo4okiiU
JFGoVEUUCqooAB7YquxV8pWv/OZfm27ANr5NinBljtwYppn/AH03L0o/hjPxycG4r1NDTpii02l/
5yd/NiFoVm/LO6ja4m+q24dLxTJPVx6SVg+J/wB0/wAI3+E+BxW1dv8AnJD841MCn8r7sSXIdoIe
F36rrEYg7iP0efAG4jHKlKsB1xW0KP8AnKT80iYQPy2uCbgstuON3+8KR+s4T9z8XGL4zTou/TFK
m/8AzlX+ZcdgdQf8u5VsFiFwbtvrQhEJVHEnqGHjw4zRnlWlGXxGKLSj/odzXf8AqVrX/pKk/wCa
MVt3/Q7mu/8AUrWv/SVJ/wA0Yrbv+h3Nd/6la1/6SpP+aMVt3/Q7mu/9Sta/9JUn/NGK27/odzXf
+pWtf+kqT/mjFbd/0O5rv/UrWv8A0lSf80Yrbv8AodzXf+pWtf8ApKk/5oxW3f8AQ7mu/wDUrWv/
AElSf80Yrbv+h3Nd/wCpWtf+kqT/AJoxW3f9Dua7/wBSta/9JUn/ADRitsl/Lb/nK/V/N/njSPLc
/l63tItSlMTXCXDuyURnqFKAH7OK2+kMUuxV2KuxV2KuxVgf5weXYfN3lp/K8et2uk3MssFxOZ2U
t6Cs3H93yVqNIux70IxV5h/yojzr6rw/8rVm9aN0jkj9WfkryCqKw+s1DMNwO+KbQ2p/844+Zr6A
R6j+YovU2MMd36sic5EbhTnO1C613A3Fe2K2+iNPvreS3t43vILi6ZAHaJlo7qCHKqD05I33YoRm
KuxV2KuxV2KuxV+ZOmeate0yyjsrG5ENvDfQarGvpxMReWqssMvNlLfCHb4a8T3GFiyY/nr+bDRa
bFJ5hmlGkXAu7B5YoJJEnCyJ6jSPGzyErO4bmTWu/bFbRj/nf+dE8kOvNrUkj2KGzW+FtaExo8kM
3pyEQ/tvaxkc+tG8XqE2gJPzt/M6RNPU6wFGlBl08x2tpGYg9qbNqMkKk/6OeG9abHqAcKLQGo/m
l581HQ20O81VpdLdVWSARQKWCRxRAvIqLIzcLdFLFqnev2mqrbFcVXxRSzSpDCjSSyMEjjQFmZmN
Aqgbkk4q6WKWGV4ZkaOWNikkbgqyspoVYHcEHFVmKuxV2Kq9lavd3UdsjKjSGnN68VHUk0BNAPAY
qmVroen3csVpa6mj30jAbwzC3PJqALIA0ldxXlEo9/EJpJsKHYq9E/5x6/8AJz+Vf+Ypv+TMmKh+
hGBk7FXYq7FXYq7FXlX5p6ZHqeuyW0sEE8a2FsQsmizak3OS5liRjcqRGirzPwcgw3etARhVI4ls
o/rFvFp9ut5zsWkeLyjeGAGKVXgHCOU7RQyKOHMsOoIpiq/zBpUdqkka2tszNMZoHi8p3UqpK1y5
ikZK83dEjkDOOvJW78iqmPlzTfqvmnS7m2tbe3EMz2vOLy7LaOI2jSR1SZ5GeBGkndviJ6lSOS1K
r13ArsVdirsVdirsVflnhYuxV9Eaf+T+l6p5D03zDo1w+k6+tjYxq0XEW87T2ssj/WF4sT6jhQ53
+HbicDOnkfnvTo9JNvpd1pn1LW45Jpby6iAS2uI2IjjaCPdgvKF2r8I32RabrEsTwodirN/yw85+
V/K19Ld6xpEt/cF4zaXkEiLLbqFdZOCyKyknmrDcfZ41ocCQWda/rTebLLzRW/0++s7oSX2iW7Tw
xXKLzHpRJa1/dvGpBboRRhVlJxS8PdGRijgq6khlIoQR1BGFi1irsVRujTwQ6pbSTv6cHMLLJQng
r/CWoNzxBrTFQz+PWzZaRYabZaJHoUUUsMvmfXIZGliv4rZlNusUjMw4v6TOY42pJJ8X7I4hk8zw
sXYq9E/5x6/8nP5V/wCYpv8AkzJiofoRgZOxV2KuxV2KuxVI/MPkzRfMEiyag13VYzEFt7y6t04m
v7EMiJX4utK9P5Voqhh+XnlwRNGPrfF4oID/AKZc/YtgRH/uz7Xxbt1OKpjoflvTNE+tfUTOfrkp
mm9e4muPiP8AJ6zvwX/JWgxVNMVdirsVdirsVdirsVflnhYppo/ly91WKaaC4sreG3FZWvL21tGo
BUlI55I5Jdu0asfAVxV6a19LHNDp1tqklnbtDCkGn2Hm6BLdWtEaCSs04aCMvIrMlX4qmyhuSMQy
Y958s9Our1reKR5byCb0odWvPMVjqyNaqgk4sIY1PLnJUMjBRunEsGbFDDNY0qfSdSm0+ea3uJYC
AZrO4hu4GDAMCk0DSRtsex26GhqMKEFirOfKuj+QJNIRte1K0D3M8Przeve29zZpxuQ0axx2V6kw
YpEzOEIFVUH4mZAlMxp/5MxGK4tdTvknsy7XbRXkkZmKhUU2fPSwyB5JOa+oxYIjAgMVOK7Jb5vt
vIt1ZQNotzYW15A1097eLc6pcG7LvJJCgjubONlZVRU57K3JeXEhyFSwXChEafNZw3sMt7bm7tFa
s1sshiLr4CQBuJ96HFWeX3l/ydcQ2x07TokeWYTSsPM+nKBbvObdYOFzbxFJNgxclgBWQqIyOISr
2flHQtTNw9nYW8IPO5tNKuvMljDNFBHbRswd5YYomDtcpNXkp4RSIaN8WKqV/wCWvJFlaNqrWDza
egattB5q0ee5cOEEbrElos60qSVMDN/MFoaqvOjSppsOwO+FD0P/AJx6/wDJz+Vf+Ypv+TMmKhmP
/ORX/k5PMH/Rn/1AwZuNJ/dj8dUHm83zJQ7FWVaf+V3nrUNCt9etdM5aRdFEt7tp7eNXeSc2yIoe
RW5GUceNK9+hGVHNEGr3TSre/lJ+YllYTahcaO62dvHPLPMssDhEtQPXLBJGI9MtxYdQ1V+0CABn
gTVrRQP/ACr/AM3HVodIjsPW1G4lmghghmglrLbRLPOnKN2UNHHICwJ2NR1BAl4sau0UmkH5NfmT
OJDDo/P0UWSZRcWvJFcgKWX1arUkrv3Vh1RqR/MQ708JWj8nvzE9NpDpaKiPcRuXu7NafU5TDcOQ
0w/dxSKQ0n2R1rTH8xDvXhKI/wCVGfmv6yQ/4fl9STiFHq2/VwGAJ9SikBqtXp3pg/M4+9eEoa3/
ACg/MKf1vT02MfV5RBcc7yyj9ORriS0VX5zLx5TwPGtftEbdRUnUQ71oqdp+VHn27WV4dNQRw2sF
/LJJdWkSC1ukaSKblJKilCiMWIPw0PKmJzwHVaKEsfy884X36Y+rWAZdAYprDtNAiW5USMebPIq0
pC+4JHbqRWRyxFb80UmF1+T/AOYNtolxrb6ar6daGb61PFcQSqiQIrtJyR2Vlo1AUJ3BGRGogTVp
4SwzLkOxV2Kpb/gjzp/1YNS/6RJ/+aM55lTv8EedP+rBqX/SJP8A80YrTv8ABHnT/qwal/0iT/8A
NGK07/BHnT/qwal/0iT/APNGK07/AAR50/6sGpf9Ik//ADRitO/wR50/6sGpf9Ik/wDzRitO/wAE
edP+rBqX/SJP/wA0YrSHu/K/mWzVWu9JvbZXNEMtvKgJHhyUZCWSMeZAb8Gly5bGOEp1/NBP3Ib9
Fan/AMsc/wDyLf8ApkfHx/zh83J/knV/6lk/0kv1O/RWp/8ALHP/AMi3/pj4+P8AnD5r/JOr/wBS
yf6SX6nforU/+WOf/kW/9MfHx/zh81/knV/6lk/0kv1O/RWp/wDLHP8A8i3/AKY+Pj/nD5r/ACTq
/wDUsn+kl+p36K1P/ljn/wCRb/0x8fH/ADh81/knV/6lk/0kv1O/RWp/8sc//It/6Y+Pj/nD5r/J
Or/1LJ/pJfqd+itT/wCWOf8A5Fv/AEx8fH/OHzX+SdX/AKlk/wBJL9T0L/nH7TtQj/OTyu8ltKiL
dMWZkYAfuX6kjEZoHYEfNhk7O1OMcU8c4xHUxkB9zKf+civ/ACcnmD/oz/6gYM3uk/ux+Orgnm83
zJQ7FX0R+XutaZH5B8q6dP56TT4JLmmoaS8ulp9TRbi4nSWlxbSyHlLDEaSN8PKu6sBmvyxPGTw/
ezCG8zeaoYfI2tfU/Pn1y7e3vrePSyums08Vxqf1WQ8o4edZ7VRM4VuRYmWtCcMIeoen7+5TyRl3
d6BZ6hrOtJ56jn1rQZbqXQdQjm0j/SJX0WFV4wrbyGUP6Zhc1C1VQtZCxEQCQBw7Hnz71asfM0Vp
aaFNJ54E7a3YWp1ZYLjSIZLedprNfSmL28zgRLNPIfU7qxqCz1TC79PI+fmtozSNf8t3Mgsbzz6Y
jJqOoi8LnR/TS0nvZSH9aS1KyrcMv7yJTwIk9TiI1oRKMhuI9B3/AK1VdQ89TWUOhtafmMLg3Wr2
NtdyetpMrJZSxvFPcyI1qHhZOAX42dRszbtsBju/T08/1qSu0yfyzeiC1vfzB+pw3cdre3zm80Uj
6wbqXUHWot1YFbklxy+xyoahuOJEhyj9/uVKfLvmnSrSTTxD5tOn3U2m6fBLMt3pksQSytbVY7ek
9o5t2aS7nVquQOLFuQqBOcCb9PU9/n5q8+86eZtR0PzBPc+XtbS5i1ZPV1CSP6jKskwimtCzpbxp
Gpltpy9CnIGQhiZFLZfjgJD1Dl70Epd/yuP8w2tp7KXU1l0+7llmvLFre3WCY3H98rqkafDJUlgK
bkkb75P8vDnSOIsKy5DsVdir9H851sdirsVdirsVdirsVeFf85Uf8c3y9/xmuf8AiEeartP+H4/o
e59iPry+6P6Xz1FG8siRxjk7kKi+JJoBmrfQpEAWWaP+S35mo0qvorKYePOs9sBWQ0QKfV+IsdgF
qa7dcyDpcnc6Ye0ehNVk5/0ZfqWD8nfzG+CukhfUf005XNqtXqFp8Uo6OwQ+Dnj9rbB+Wn3fj8fb
sn/RBo/5/L+jL/ie7f3b8lNfyj/MJkMg0qkQkih9Vri2VDJcen6KhzKFJf6wgXfqadQcRp5np+Pw
WR7e0fLj3on6Zchd9OnCUj1/y1q+gXEVvqkccU00azRpHPBOfTcVVj6LycQwNVr1G4yucDHm52l1
mPOCcZJANcpDf4gJZkHJdirNvyU/8mjoH/GaT/kxJmRpf7yPvdJ7R/4jk9w/3QZt+bv5B+ffNX5h
6tr+lfVPqF59X9H1pij/ALq2iiaq8TT4oznZYNVCMAC+OGLD/wDoVr80fCw/6SD/AM0Zd+dh5o4X
f9Ctfmj4WH/SQf8AmjH87DzXhd/0K1+aPhYf9JB/5ox/Ow814Xf9Ctfmj4WH/SQf+aMfzsPNeF3/
AEK1+aPhYf8ASQf+aMfzsPNeF3/QrX5o+Fh/0kH/AJox/Ow814Xf9Ctfmj4WH/SQf+aMfzsPNeF3
/QrX5o+Fh/0kH/mjH87DzXhd/wBCtfmj4WH/AEkH/mjH87DzXhd/0K1+aPhYf9JB/wCaMfzsPNeF
3/QrX5o+Fh/0kH/mjH87DzXhd/0K1+aPhYf9JB/5ox/Ow814Xf8AQrX5o+Fh/wBJB/5ox/Ow814X
f9Ctfmj4WH/SQf8AmjH87DzXhd/0K1+aPhYf9JB/5ox/Ow814X2BmoZsM85at+Z9nfsnlbRbXUbL
0Yykk7oreswm5g8riD4VKxdv2jv4YuaeYH0AEfjzdz2fg0M4XnyShKzy7vTX8Mv6XyCVw65+eEv1
nn5esLf00kNvzdH9VlSZo1+C8+Hmywrv0q2VjJqP5o/HxcqWm7LFfvZm6vntvG/4OnqPwCjBrX57
tZpNJoVgl65lWS2LRGJVRojE4K3fKsivLy+NqcF2G/Iceor6R+Pizlp+yuKhknw7b731v+DpUa2H
M8+hp5b1j82bnV4Ide0K1stN50ubmJ43PH05TVKXUjUDrEtSlTUniO1mKeYy9UQB+PNxdZp9BHGT
iySlPoDffH+gOnF1+J6znMt0bsVeFf8AOVH/ABzfL3/Ga5/4hHmq7T/h+P6HufYj68vuj+l89wTP
BPHMlOcTB1r0qpqM1b6FKIkCD1el63/zkN5+1bS7nTmW0s1uVCG4s1ninQAgn039Y0rSh9szJ67J
IU81pvZPSYsgn6pcPSVEfEcKjP8An350mWFHt7HhBMLlUEUtDKJ0uC5Hq9TJGfkGYCgIpE6uZ7u/
7b/HvLKPstphdGe4rmOVGP8AN7j9gtq5/PnzncWsdq1tYJDHcW90FSKQVe0ninhB/enZfq6p/q1r
vvj+cnVbfiv1Jh7L6aMjK53wyHMfxRlE9P6RPv8ALZifmjzbqPmN7GS+jiSSwtY7OJojLRo4gFWq
ySSKp8eAUE70rlE5mVX0FO20WghphIQJ9UjLeuZ9wH22kmQc12Ks2/JT/wAmjoH/ABmk/wCTEmZG
l/vI+90ntH/iOT3D/dB9jZ0L487FXYq7FXYq7FXYq7FXYq4kAEk0A3JOKsEk/PP8qI3ZD5hhcqaE
xxzyLX/WSNhiqb+WfzH8k+Z7ySy0LVor27hT1ZIFWRHCAgcuMioaVYYqyTFXYq7FXYq7FWF+bvPt
xpF7PYWU2hm8hj9VoNR1Q2kqx8OZkaIQSniArHrSgrXtiqWXX5oX8ccjpP5bVEiSUNNrBT9lHk2+
r7pSRQHr36HoSq6P82oI5mS+vfLcIjDJL6et+oROJGAiH+igt+7AP2a12pgVY/5ryRMvrXXlhFlo
1sDrhrIjgGN/95aDkA3QtvsDiqrZ+ffNl/rMum2MPl2eWJo1MMerySTAspkIKC1FGMaMwX2O5G+K
vQ8VeFf85Uf8c3y9/wAZrn/iEeartP8Ah+P6HufYj68vuj+l4FpPD9KWfOMzJ68fKFU9VnHMVUR1
HMnpxrvmsD32e/DlRrY78vt6PcbHy3ZXOoxvdeRJGtZpWuLUw2AiUxtDw4yD64V4rNJUAkHvtTiM
yMLP0be79vf+Ojw+XWSjAiOpHEBRud73e3o50PPu80nsfK3l7TpheXnlW+ljpLHAXsJWiaWMzer6
qHUWVeAX4Ry/Z6nc5AQA3INe7/jzmZNdmyDhjmgOV+sXR4ar91167deQ5IzUNN8ux3x0+48l3EAu
7W3ht2XTHjcXkcrxotBdtxScbM/qValeRpyyUgLrhPTp1+fVpxZsxjxx1ETwykT+8B9JAP8AM5x7
q27hyR0nlXy3EbiOXybcS3jvwslOntFAskhb0wzDUELBmm4/Fx24EgEcjLgiP4TfuP8AxTQNdmNE
Z4iPX12aHP8AyXle19dzyS3TPLmjW1rLLd+TrqaW5kS1RzpkjRiRZEjZajUGRDzjI5/DWu/IGmQj
AAbxPyP/ABTk5tZklICOeIEQT/eC+RP+pWdjy3+DCPzLs5Vu7a8g8ufoHSX5w2jm3e1eZoiBJ6sT
yTcXRqrTllOYb3VD8e93fY2QcJicvi5OZ9XFV8qNCwV35Kf+TR0D/jNJ/wAmJMnpf7yPvR7R/wCI
5PcP90H2NnQvjyX+YtWOj6DqGqiH6wbG3kuBByK8zGpbjyCuRWn8p+WQyz4YmXc5GkweNljjuuKQ
F91vNNN/Pma5fVYbvQBYXWkiL1raa7b1CZLmG2fb6uOPpmepr8R2AU1PHBjr7u41Xn513PSZvZgR
EDHJxxyXREdtoykP4uvD7uZJ5WEuP+ciJYbGe/8A8PpJa2xshKyXrVP16FpV4BrZa8DGyPUjfI/y
jtfD9v7G6HsmDMQ8WpHj/g/mGv5/WwR5L/MX/OQ/6G1C4s/0ALj6vJcR8vrnBm+r3EsH2fQbc+jy
YV+EHvhn2jwmuH7f2I0nsn40BLxKsR/h74iX87zrzewxPziR6U5KGp8xXNiDYePkKNLsKGL/AJne
a7zyn5F1bzBZRxTXdikZhjn5GMtJKkQ5BSrH7fQEZbhhxSAKl8+a3/zkxe6/HptldR3ei2KLz1mb
R5RHdTygbRwSOawRV3Jqzdsz46Phs8/ex4mc/k/59bUdE8939vdajeaTpcEdzYRazP8AXLhD9Wla
VWkPKqM0WwyjUYqMRtZ7kgvlQyOSSWNT13zZeHHuDC3r/wDzi1qDQfmcbcqHF5YTxVIqVKlJeQPb
aMj6cxNZjAhYDKL6+zVsnYq7FXYq7FXk/wCYd1Kvme4SPRb67eOKFkuba41uCN2cemqf7j7SeM8Q
7kjn70rXCqVStDby3kg0XUOdlMI7ILeeZLn1SUkjYyVs1J/dxhf92UrSv2cVQ9hPHC0lqNB1IxRS
H6zMNR8xuRNPN6b8S1mGmX0k5qVqA59+eKrbK/uNV1NI18vXUupR3X1oQzajr6qtzEAIh6s9r6Sw
seXwMwXjQ0/ZxVlsfk/zTYXNtqFhpcMt/aAPbi51/VJIwxFHR0eN0b++loSD0XamKvSsCvCv+cqP
+Ob5e/4zXP8AxCPNV2n/AA/H9D3PsR9eX3R/S+frI0vID6P1n94n+jiv7z4h8G1T8XTNW+gZPpO/
Dtz7vNmcvmi5mX6tH5Ms09GSaF0WO+LiQhgYyfW5ApyqU8QNhRaWGQ/mj7f1umjoox9Rzy3APOHL
v+nr3/rNx/zNqF3d6ily+mro6SRq8FrEJUjKyCvqp6rMx9Stag0ORlz5U7DRYowhwifiUdyavbpt
3JdMdRmuVaczSXMxEiM/JpHMhqGFdzyJrXvkXIjwCO1cI+WyubXXg6KYboOyq0SlZKleQVSu3Tkw
A9zjTDjxUd4/Y6LT9euFglitrqZZpCls6pIweUVZljIG7dSab4aWWXFGwTEUN9xy8/JQntdRiThc
QzIkP7MisAnIkdCNqsp+7AzjkgTsRuy78lP/ACaOgf8AGaT/AJMSZkaX+8j73Ue0f+I5PcP90H2N
nQvjyB127ls9E1C7hmhtpbe2mljuLraCNkjLB5qFf3akVbfpirCf8X+fGkezify6dTWOsVs13L+8
dmJWm3KnpSQH7PV9sKpev5leYkmeeTV/K0lnKYYYFjupv3czmQUlehH7woACaAUoaHqqnsGpfmbd
KZLB/Lt6kDCO4EUtyeTFEJIZeYjKlm+Bgaim+KrlufzjaIcrLQ45Qqs3765YcjFKWX7K9JREAa9C
2BWZxer6Serx9XiPU4V48qb0rvSuKvOf+civ/JN+YP8Aoz/6joMyNJ/eD8dEHk+KM3TB9B/84zWE
mo+TfP8Ap8QrLeW8cCAfzSwXCDx8c1+sNSiWUXz5mwYvXv8AnFuwmufzQE6fYsrG4mlPajcYgPvk
zE1p9HxTF9g5qGbsVdirsVdirB9e8k+ZtR83fpi11eO0sViSJLQtqBLbUkqsN5bwAkfZb0yfGtKY
ql+kflHcwak02p6xNd2T2zwSxR3OqRzNJJCsLO0j30qEcQaD06jbfFWSL5A0Uej/AKVqn7hVVP8A
cpqFCENRzAnpIfdwcVUJvy08uTJHHJPqnpRxegsaarqEacA5ehWOdQetPlTwGKpzo3l+x0gTC1lu
pfW48zd3VxdkcK04m4eQj7W/j3qcVTLFXhX/ADlR/wAc3y9/xmuf+IR5qu0/4fj+h7n2I+vL7o/p
eA6ZKIdStJi6xiOaNy78uK8WBq3D4qD23zVvf5o3CQ7wXu1l5qvLJlEGqWbQ386S3Exj8wqVf01U
Aky8WX90kQCmnxABeO2Zsc1ciN/67weTQxnzhK4ihvg7/wCr5mXftzvdDx+aOUaSy6xYQRyRyR2s
3DX15QQPMg9No5E+CNJWoeXwjrTfAMnmP9n5tp0W9DHM0RY/cczw87B3JA9/S0u0jzvf3LWBhubK
RLG2SB5Y31wx0IEQjlJMKrx5GRquV8MgMp25cv6X4/Q5Go7NhHisT9Ur38G++xz93K0ZqHnXU7fT
le3v7UWthCJp7dF1xFjnAimht5ObtGrs4bgeYGxPXJHKa2Ow/rNOLs2Ep0Yy4pmgf3O49QMhtdd+
yR+ZvzG82JGulaDOZ4ZlH1fVtMk1VWd1YtLw+sTOXZuLcyQfnWpyM88uQPy4v0lztF2RpyfEyiiO
cJjF8PpiK8mBaz5i833Cy6brOoXsiq9ZbK6kkor8i5rG52PJq9MplOR2JLvtPpNPGp4ow94A93NP
fyU/8mjoH/GaT/kxJlul/vI+9wfaP/EcnuH+6D7GzoXx5ZPBDcQSQToJIZlaOWNhVWVhRlI8CMVS
iHyZ5Vhmjnj0yATxFWSUrycFQgX4jUkKIkoP8keGKrI/IXkhIzENA08xn0yUa2icVir6Zoyndamh
xVMNK0PRtJSZNLsobJLiT1p1gRYw8nEJyYKBvxUDFUbirsVY7+YflBfOHk3UvLjXH1X6+iBLjjz4
PFKsyErVajlGK75ZiycEgVLwX/oUHWv+pjtv+keT/mvM78+O5jwvVvyY/KWT8u7DUop9QXULnUpI
3dkjMaIsKsFABZiT8ZrmLqM/iEbckgU8k85f84r+a5ddvbzy9eWMunXNw8sFvM8kMsSSMWCH4HVg
laV5VPhmXj1saooMXpn5G/kzd/l8mo3eqXcF5qeoCOMfVg/pxRxlmIDuELc2YV+EfZGY2p1HiVXJ
IFPVcxUuxV2KuxV2KuxV2KuxV2KuxV2KvCv+cqP+Ob5e/wCM1z/xCPNV2n/D8f0Pc+xH15fdH9L5
9s5xBdwTnlSKRX/dsUf4WB+Fxup8D2zVvoOSPFEjvD0kfm9biNEQ67CIopVRE1iWnMyq0FSU+zHG
GU7fF7ZkeOe+X+m+XR5r+QJWf7k2R/kh3Hi69Tv5IOH8zNPE0bTLrskaB1KnWGJ4zo31gAiFW/ey
lHNWPTB439b/AE3z6N0uxp0a8G/+FdxHD/F0FjkOaL0z829Oso2RrbWZg0HpkNrVx8MoChZIyqoU
AIJ4nlvTwwxz1/O5fzmrN2DOZu8Q3/1KPLuPf79kLqP5o2c9lcR2UOr2VzPPHK8q6vM6lI5hIBxd
CQ4QcVapofip2wHNttY/zm3D2JKMgZHFKIBH90Oorv5X0+CsPzW05DMYbfWISC/1IprE37kSSSs6
/Ejlg4ePly7rWvifG9/+m5MP5Cmas4j3/uhvQjXXaqPwLHvM3mLy3rMdzcLZ6iuqsYUtZ7u++txp
FGCHWjRo4r1FWbv0yucge+/e7DRaTNhIHFDw97EYcJs8upH2D4o78lP/ACaOgf8AGaT/AJMSZZpf
7yPvaPaP/EcnuH+6D7DlmSJeTBiK0+BWc/coJzoXx5R/SEH8k3/Iib/mjFXfpCD+Sb/kRN/zRirv
0hB/JN/yIm/5oxV36Qg/km/5ETf80Yq79IQfyTf8iJv+aMVd+kIP5Jv+RE3/ADRirv0hB/JN/wAi
Jv8AmjFXfpCD+Sb/AJETf80Yq79IQfyTf8iJv+aMVVIbmOYkIHBG55xun/E1XFWBw/nl5Jl8wSeX
lS//AEzHM9u1kLSRn5xE8/sctgFLV8N8VQc3/OR/5TRxCUapLJGW4FktpzQ0BFfg/a3p8j4Yqr2X
/OQP5X3gmaLU3VYIXnd5IZEUqkTTcVLChcohoo3J264qtvfzy8pTeS9W8x6FK16NN4R8JY5I19WZ
S0YbblSgPT5bYqxr8n/z01zzh5iTSdTsoVjuBIYZ4StVaNDJRgGbbivcdT1xV7AuoSLcTevEsVkO
H1W69TkZWNeQ4UHHtx3PLFVFtTvxZzAWafpcLK1rpxnAEgViImMvH4VYceZ4ngTT4tuSqrJqMnON
beES8WpfKXCvAnEmvEB+b8qfDXpUg9Ayq19XEdwXkRE0r0wRqRlUJ6lSCpB6LSlHrudvmqtt9Uuy
s4urQW85d/0fB6oZ7iJQCrEFV4MSfiXfj1JxVy6netZxUtFOp/uTeWAmB9EOwEpEnH4uK8inwjnS
nw7kKqp1FjcRmKNXsOLm4vOYHpuCAqhKfEPtcjUcduu/FV4d/wA5PXF1NZ6NzgEdss831ScPyMqm
KMsxWg4UbYbmo3zV9p/w/H9D3PsR/eZfdH9LwHNU+huxV2KuxV2KuxV2Ks2/JT/yaOgf8ZpP+TEm
ZGl/vI+90ntH/iOT3D/dB9eX1nPcvaGK6ktkt5xNMsYX98iow9JiwNFLMrGm+1M6F8eSVvLevHVp
L0a9MLR7WO3TT+BCLIhUtNz51Jbie1d+uFURaaP5gSO/Fxq7M9xNLJZuqA+gkiOEADfa4M4IB2oo
71JCpfc+VPNsnlq00yHzVPb6pCsS3Gs/V45JJeAk5fuyQg5F136/DvXFUwfRNd/xFBqUWtyRaaiM
lxpJhWRJiZJGVvUZiycVlA+AD7IqabYqnmKuxV2KuxV2KuxVQXT7BbtrxbaIXjCjXIRRIQQBQvTl
0QfcMVQr+WvLjpwfSrNk2PE28RHw1ptx7cj95xVavlbywooukWSioba3iHxL0P2eorirr/y1od9p
c+ly2cS2dwipJHGiKKJ9igpT4O1RTFWMeQ/yc8peS76a+0wSy3MtQHm9P4R8QFOCJvxcr/DFWV3P
6J+pwevx+rck+rfapzr+74U/arThT244qrN9R/SCcqfXuDenWvL09ufH/Jrx5dq8a78cVWRfo71b
z0f72v8Apnp8ufPiKcuO/Phxp348abUxVB3n+GP0CPrPo/oPala/V+Nfh6fDx5U49q0pvTFUXL+j
fXtPW/3o/wCPPnz51pvxrvy4/a7067YqqR/Ufrk3p0+t8B69K8+G/Dl7deH+yp3xVQj/AEL+jp+P
D9H1k+s8q+nXkfW9Tlt9vl6te/LnvXFWB/nD/wAq1/R2j/4w+tfVOUv6P+q8uvFOXKm9KUpmDrfD
247+D0fs7+c4p/leG6F28u/6xp/7Wv8AyUzA/wAH/pfY9V/r3/tf2O/6xp/7Wv8AyUx/wf8ApfYv
+vf+1/Y7/rGn/ta/8lMf8H/pfYv+vf8Atf2O/wCsaf8Ata/8lMf8H/pfYv8Ar3/tf2O/6xp/7Wv/
ACUx/wAH/pfYv+vf+1/Y7/rGn/ta/wDJTH/B/wCl9i/69/7X9jv+saf+1r/yUx/wf+l9i/69/wC1
/YyL8vf+VFf4y0z/AA7+kP016jfU/W5+ny9NuXKu32a5dg8HjHDxW67tb+Vfy0/G4PD61V8w97zb
vBuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV/9k=
uuid:2bac0d65-aa17-4942-9d1c-edeeab0c0276
xmp.did:0c9f2ee0-29ed-4392-908a-1253e8ad9af9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:33219b38-6475-43fa-a7c9-5939923f62ce
xmp.did:33219b38-6475-43fa-a7c9-5939923f62ce
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:2cc4417b-234a-49b8-870c-3dcb7db7e4f4
2021-04-14T12:54:10-03:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:0c9f2ee0-29ed-4392-908a-1253e8ad9af9
2021-07-19T11:55:04-03:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/mishkadragon/Downloads/U20.png
xmp.did:80917CB2DCF611EB871BE8A344C57E25
xmp.iid:80917CB1DCF611EB871BE8A344C57E25
/Users/mishkadragon/Downloads/U20.png
xmp.did:80917CB2DCF611EB871BE8A344C57E25
xmp.iid:80917CB1DCF611EB871BE8A344C57E25
Print
Adobe Illustrator
False
True
1
21.000000
29.700000
Centimeters
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
BebasNeue.otf
Roboto-Regular
Roboto
Regular
Open Type
Version 1.00000; 2011
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
Open Type
Version 1.00000; 2011
False
Roboto-Medium.ttf
Aileron-Bold
Aileron
Bold
Open Type
Version 1.102;PS 001.102;hotconv 1.0.70;makeotf.lib2.5.58329
False
Aileron-Bold.otf
Aileron-BoldItalic
Aileron
Bold Italic
Open Type
Version 1.102;PS 001.102;hotconv 1.0.70;makeotf.lib2.5.58329
False
Aileron-BoldItalic.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
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
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
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
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
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
23 0 obj
<>stream
HlW[oЄG}_ё=кгtUпyДB)жR ЁШqТH6кhџ=чъw#KуЏњZSЇЊэШiпbПОЪёгЏџ№6џzЪЗ,ЗЃ|ДcTъёугщлгя0Я?у~<|{:ч3О+1]гXјРs`юнщowoџ§xПwOяОџщыу>ЇсћыЧћъqїѕћЇї{ьЇпїџxјn>[j8ъе~ЕЇ=ЯyЯџў7єуюПяcWВцPг`inKzл?ЗтъTћ?^R[еdФхЬ
кJЙЎЖќљЏoоОљђсОЬуюЗїvм§ў/^ОдЅoN?@пY-ЭЕйѓсЪЏяOіqјсАэсе+їzиhЉv\ќјNюw:ћHkqс3О=хсЧHЅ;\hСё3ЭщЧгyІшYёpрД~Ќ4к бVЯдj?сi$Чrођё[Ы3fИЕЅжэ8WиР
V_Јэ~xЊЋоpдЭУ C)ипвGЂC|ЧХ=y+yз1}вГ88з Ш8ѓљ*здрRЪГy#O8ЅRn^ќLОюo7еЯф3єЩ№yШv?Ф:4R|Хо%ЗўJKюИtЧQэrFЩ#
вбjТIuЄюѓ*ѓd^ЏЯЇzй№fhлМJЕ>GИь8ДДZХЌ1M]Џќ$џЫ
+Sщ8doэ(СФэ`+ NЊРѓЫlk\Њ>Й ;Т)[щvђ7Ѕ&ЈC?JHIу"=МBЫr? Ъ0 ЋъЂИ6 Ќ )%єYt}AТEd` еK8~Р/ЎЈ)Д+5(^ћш>PY2ї\0\Џт
1З=Р0%!Лq]}ЦФ?Ђ6p.$$ иdіJPОNЄрЋТ ЎL@Ы\WeлC;Ж6ТHюФpСFвХИ}^ЮZфБщЁiBx<}ЇxHс1Y{Юpъ'?~>^сm0&3р0Э_р`ЉЬ&Ц/У9FfхЇ'Зў"S }њЗhѕ@8Мвљ*уkЯж-ь(ФЌuJUЈЁУ;шКЃ-ДМі=бkмЈбщф
L>ХнPпрSФЛ]}ХKФCsoАЋЦ йjІYL"ы|Щ,П}wzЫXlWq[jg
0\цЗnПЭђOќUпЄјэ5Џ*Z_pМЪuчDMQrM+,a@gnЖТmM&KTHNrgэp2У'ћ5ЪN^фHУKрсиѕ* ~yш5;ЕhГZёeСБW
pУЂ Вж:2ЛЃсрbWЗ"i B
юEшAЎDeЎgpJЇфn2і8
ИЈGKЇД
sJdЭQ& !сяНФtФ?v/\Одс\cн9~leЏЊнІ2л,@t%фЂЬ&Vu'Ќlа
Ndub1$ЅІ[[П\Е
ЎЩn4Щцm
&Р`43{9v8мшYfјўEeЎA!чМ1щє7YнEѕBтЂУТэf\П/F}ZвРEйЭrSs`мX 3wГЦЩ%ФBы4`1Piхі"wюіsФЦ)ьlАЁСОуy]ЙШЯ щ3ФБуFѕ>хѕЏ*
ИgщЄQ,ђSuЧzъь7YЗ ЈЛъжЌ
SpЖa' п№ЪДЊОЄЌ%y4Qп ш@ЌqЂЪDіv?pT+)3FињЂшчсBаaщјпйцОTС^
Q=[]АЗк3РЩнMAьd(PЏЮЪфяаMJђа,dIdLЩ\8ЊЋеV)Kl еЛ3СaјШТЙ
ЅЃHЊТiЂмU]W{}f'ЮЊИvр&ђRP%ѕm4o-ЦпЦСW0\hКьPђИq5вZ#ррЎмASс [hнM
ЅЋ}~