%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
torino_convegno_2017
2018-01-08T16:29:48+01:00
2018-01-08T16:29:48+01:00
2018-01-08T16:29:48+01:00
Adobe Illustrator CC 2015 (Macintosh)
252
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FWJ/mvr+oeX/y51/WNOk9G+tbVjbTUDcJHIRXANRVS1RXFXjv5Z3X5q6TcaT50v9S1
HV/Id3o82o+ZJ767iuBDJFHcSEW0MjiVOJjj+wu9dzToVTrR/wDnKS0vXnF55blsVm0291TRHN0k
ou47FbgsknGMGAubR1H2t/ahLSqOmf8AOU73n1QSeUpIDf2F7fWZ+uo6yPZCY+mOMPIBzbleTKCG
/ZI+LGlTe7/5yQ0uzgsLm50d/q1zoK69cvFcB2hMk/1aO2CmNQ5abivMlaVrTGlSvSv+cq9LutF1
u7vNBa21DSbSG+gs4byO5injnkhiVfXSNfTdXuU5rwJXevxArjStWv8AzlG8x1NX8qvA+naTFq5V
75SZBMIGVBwhYAFboMG6+Kg7BpUbof8AzkzZXdzPHqvl240yKLR21qKRbiO4aVFTnwVVVKcv2WZh
7quNKmv5b/nzF5v8xw6DfaFLo1zfWh1DS5DcJcpPbgnduKxmNiFJ40PT5Yq8Y/Mf80/NOk+a/wAx
tEj1y/g9WWAaRwupl+rtDcxF0t6N+65xu3IJSoG+KvRb/wD5yRHl6GCwTQrjWY9IsdObXtUa7SJk
e6iiNUR1kaZqyb1YfF7b40qZeb/zx1Ww1uHy+fLMosdcspLnS9Wg1GOO4a1NsZWuFhSKVoWTenI9
RXemKsb8nfnyNG8laJBZaXqnmHWdZurwW0Gqaok8oS3K8i968EQpv8K+ntQ79MVTtv8AnJ20ng8u
S6X5cmvn14zxvbm6jilhmt2ClByQo4bkGDF12xpWoP8AnJ62vPL2j3mneW5bvXNXuLm2j0n60kaJ
9VCM7G5eMdUlUj934+G7SsZ1L84dR83edfyy1HR7i90ix1G8NvqulJcuInkjuY1ZZPTKLMvFtiy9
D0xVk2hf85TaDq3m+00caQ8Ok6jeGwsdU+sxPK0hZFR5bQKHijYyijlz3pWjcWle4YFdirsVdirs
VdirsVdirsVdirsVdirsVdirsVY3+ZHlm680eRda0G0dEur+2aO3aUkJ6gIZORAJA5KN6Yq8G8tf
kT+YupajDJrtjBosOk+X7zQ7SRrmO4+szXEFzBHNxh5FEH1vkQ2+3vhVK9D/ACE/NJ2RdR0qKzTQ
9C1TTbMi6glN9PdrfND6YVv3YL3oH7ymwr3oG0pj5L/JL8w7TXvI0mqaR6FjplteW+ryfWLV/S+s
T3TL8KSsXqkyn4K9cUKHlj8hfzLvfLfmHTddso9Pvf0RBpejTyXEMqSiLURflT6LyFP7tUBIH68V
RelflR58/wAL6zFrnk+0t9Pi0e2sYNHsG06LUr25gkt3e5GoQQTygkwtLwkLBmotD1xVjegflb5z
1ebzNNpHlnVdOs59Bh06zg1txHcyXKm15RiScW6sq+i/BgqrxUCi/ZxSn9n+Rv5jz36JNpyWkL+V
jpTXMtxAyJeejxEbCN3enLbkqkYoT/8AJz8qfP8ApvnrTNd8yabHpVpoelHTIR9ZiuHuH+ICRRCW
4LxkNeR/sVSTz9+RPnjXtX8+6lBpYkmvb6zufL/7+2UzqrOk9C0g9PjG9aPxr2xVDefPyf8Azj1l
7uA6b+lbJbDTotHV9QijS0khjiWdI4HcR86q4ZthQkhjWmKpxZeQ/wA1ofOl/qV95WN/BNoiaFpl
19fs4ls4/qixO4i5O8hL8h1H2m9qKpFpv5Kfmtpeh+Vb6HRI7nUtFuL761pJvLaOQpclfTdZebQ0
pWvxV9sVRGkfkP8AmJpT+R62CXB06W7udWaOeALbmdl4J8boXPFN+AIriqhov5OfnLZeUtE0d9M5
2KaleT6xoZ1CGCOaOWKFYnmeJ3V0+Bxx+I/5NDiq7yZ+Sf5nadqfkOa90b0otF1SW61JvrNo3pQt
NC4aiykt8KNstTiqM8i/kn+ZPl7zBY6WdG0v9GWer/XrnzTPHYXck1ooi4wQpPHLcwsPTYqV40Zu
1KlV9OYFdirsVdirsVdirsVdirsVdirsVdirsVePfnj+Z/mrytrOj6PockNst8iT3F20YlmAF5DC
UTnWMBlkatUJ8KYVSXXfzJ/MDUfIvle78qXNzFrWt6lqFiiSfo+aaRoPXWFS8lvbW6pzjWvwKePc
ncqofzB+f3nvQ7rXbOS00u4k0qJVilVJyouIrmzt7hJf3sZcj62x+BVUGlGffFVbzF+cX5i6D5q8
w6REtjqElvfWltZC49O3tok/Rz3VweTyW3BXZOXKWduAr9qnxKrvM/58a9Z/p0OttaW9gYorS3s3
P6QZw1mZZFuJIL+xaL/TeJ5Rg0+wTWqqqEP/ADkH5yk1nzBpptdMQ2CuNOdo7mrSDVRp6I4Ercyy
tUbxjl1ZRjSro/z182X+k2Oo8YI7V7GyudTWwj9KeG5u78WkcSzXP12LhIqSSFTByC0Aap5BVSX/
AJyJ85SWUkyafp6ySX1pDbco5yqQXF5dWjJJ++BeQfVAwccRuRxxpU68j/nZ5v8AMXmvR9Nl07T4
9NubSyk1GX1Vhl9e8tpZq24mnDOA0X92kbtSpLCm6qY+WPzV81a3qPm6C4trCx0/SbfUJNKuRIrT
q9lO8HKe2E0s7x/CG5iFRUFRXaqrziL/AJyL886T5c0yV54NY1C5F1JfnULMQtH6NtbTxLC1pJCj
xyC4LhmjDAEAioqWlZOPzr8yvqfmKxgBW00xdfmklmMMl0P0SqFEtZEhihiU8/h9eGYj9ov0xVJr
b8+/zAs7O+vGW2u7dm5Wa3oEkkaroxvwrG2jsVYmRVLNTerBQoAxVEebPz987Qxaxa2Isrcw6ctx
aX9tE7SRXKLaSSo4uS6N8N0Rx9Kg2o7GtGlWaj+c/m4XMvCSCXSlh1mK7ttW9OaKR7WdIE5C0tIZ
DH+8CrHXfkeb7VxVG6p+a/mjTPyn8o63pca2E0WrPp+o2MSiVZLTTxPzhBuWuGTlHbjcSkjs+KpX
ov5+/mJb6TA2oLZ3d5NNcesbiEgx8NRtrQRL6DQLxRLhtyCa0qcaVOrz8+/ONtPdwtbaUZYtXSyi
jQTy0tXW8o/qpKYZSTZqOaPs3NWQEVxVIT/zkH+YcFxqFyPqMyPaafdQWk0DejAZdDk1GZYjHJHK
Q8qf7sdqDpjSppP/AM5F+bo9MiuxZaaZI9UuLW6g4XHJrWGW0jDJ+8Co3+mULFm+KlEpUhpVSD/n
IHznL+mYja6Ws9pwXT6x3Hxu+pSWQQqJaOzLGCtXjXl1YDGleg/8rI1D/lS3+PfqsX6Q/Rn136rV
vR9alKdeXDlvStad8CvQMVdirsVdirsVdirsVdirsVdiqXap5a8u6vNDNqulWeoTW/8AvPJdW8Uz
R1YN8BkVivxKDt3GKtQ+WvLkEdrFBpVnFHYytPYolvEqwTSVLyRAL8DtyNWXc1xVD3XknyZd3Fxc
3WgadcXF5/vXNLaQO8vxK37xmQl/ijQ791HgMVX3/k/yjqE1xNf6Jp93NdtG91LPawytK0IKxGRn
UligNFr07Yq3deUPKd3Lcy3Wi2FxLeqkd5JLawu0yRMrRrKWUlwjIpUN0IGKoOw/LvyPYxXkUOiW
jrqErzXvrxi4MrPL655tN6hK+r8YWvEHcAYqvj/L/wAhxsGj8t6UjBVjBWytweCMHRdk6K6hgOxA
OKq/+C/J3GZP0Fp3C4nW7nX6pBSS5QkrM44fFICxo533xVUtvKvle0ura7tdHsYLuyi+r2dxFbRJ
JDDv+7idVDInxH4V2xVVtdA0G0vbu/tNNtbe+v8A/e66ihjSWf8A4yuqhn/2RxVKJ/yx/L6e5sbh
/L9kDpxna1hSJY4A10qrMzwJxhkLBF3dTSlRviqP/wAH+UfVuJf0Jp/q3YnF1J9Vh5Si6p9Y9Q8a
t61B6lftd8VUJPIPkSRXSTy5pbrJ6fNWsrchvRjMUVQU34RsUXwU0G2KrpfIvkiaSWSXy9pkkkyC
KZ3s7dmeMBVCMSm60jUUPgPDFW5vIvkmYATeXtNlCmZlD2du1GuNpyKp1l/b/m74qqnyj5UNhHpx
0WwOnwu8kVn9Wh9FHlDLIyx8eIZ1kYMQN6nxxVSk8j+SpRGJPL+muIpHmiDWcB4ySMHd1qmzMyKz
HuQMVXS+S/J0q3CS6Fp0i3cq3N2rWkDCWZK8ZZAU+NxyNGO+KrD5E8jmoPl7TDyRY2rZ2+6JEYEU
/B0WEmMDsvw9MVc/kTyRJGsUnl7THjSRp1RrO3KiWTjzkAKfab00q3U8R4DFWz5H8lFZVPl/TSs9
PXBs4KPSQzDn8HxfvSX3/a364qjf0Fon6J/Q36Ptv0R6fpfo30Y/q3p/yejThx9qYqjsVdirsVdi
rsVdirsVdirsVdiryP8AOO70618xaXc3nn+68px2sMck2nwQ3ksU6tcrxaVraSNV58GSjb8eR6Kc
KvPNJ8y+UrDStSt9Q/OjVL2W6WH6vcyWurRyW5azuEjZAJS7AtMkxoRvGob7QxSmmrSWdxYL5r/5
XBqFr5deddNRraC+dZLi2s4vUqscisjM1q8xovE8vtHkeShDanrnlzUZLDT7T85tSsrtGmt/Thtd
QLzST3/rR8gz8/gSVYUJY1UVB48lxVNrzXfL2teT/MF3YfmtewWtvqw1a41SG3vhJZ2uoJJaW1gE
EiSGNZvjovSlSq15YqhfMF75deXT9HuvzT1GO5a1nC2UNtqjy3Z1gSXOnvxjmLyegssYVNy1AjU5
ccVX6f5r8tXugfU4PzV1J7m60u00hLsWd8ZY717yV0uTxZqTSAGH7deK15kccVQ9j5k8s6JdWtzq
n5u6jcxi2ipBcWmpIJVl0+UJKB6m/L6xHNWhPJVFeRriqN0HT0g0fVpD+b2pX8Wq+X31CzuWhvC9
ra2kiLPfIHmkcNyRk4Di+5puK4qxtdV0d1v9TX859Yk0+s13HbwWupn04HnijQMXkDJwlIjHJqfE
OgZqqtyaxo1vpa33/K6tWntb2/U29x9S1NpFNoPVniCrMi8PTvYzJVKfCKDbiFUf5pk07/Edzan8
59U0651eZLvT9PgttQkEcV8Wmt40McvHj6V0gWnHoNhSgVa0zzD5T+qw28X5vahPf6nbxWFvdmy1
P1XuE1P60JaFzQmJvq1DQcanoeOKoyx1HTdYbzXqOj/m3qM1rNH+khALbUFOm2aaisrtCrsS/GNW
h4qgqDuOO2Kq2j6RJq8UWjab+bes3GoThLaKcWmoLykmhkmjcO0g2eK2eRW9ShX4uVGFVVTUktdI
8u3S6j+bGpxi01iDTbi9FtfvIl3aWDxTWoCyvKfWY+uzBinIClW3xVjOu69oup65d3Ok/nbfW0er
XUZg08Q6jHHbRSSo3GNgzbqr0CgRjqGICtirLpvN3lby752d9X/M+8b9H6rqtxd6Q9rfPCUmt0VL
LmrSRFbMjmlAQWagUNiqRf6FqHkhY7b849VjbR9Tliv9WW3v2nka4jUQwlEn9QxqLaSRW5MKFq0o
cVSJtU0LUGMVr+eesxPFFI7FbPVTzRC9w8gAn5DhG3Ghofg8MUsjjls9FbWbvVPzm1Ce1tXu9GuI
mtb7/Rr+4t7n0yOMzszQnk6lduSBeQIWih6L61r/AMqn5f41uPS9fh/iz0p/V5fXOPHhy58eX7qv
LjTf7OBXpOKuxV2KuxV2KuxV2KuxV2KuxV45+c/l/wAzat5hgfSdd8taba2mmPLeQa7DaTTqolJE
/wDpFtcMsHqLHVuQUMK0Jwq8517yb5gvBKh82+RE+rXwa3VksOMMUEcqQQ3BSxC0ijWRQsqldj3G
yrIIPL3mq20HUNB17zP5IEvp+ppVkYbBYIb2YW9J3ge0ReUkUzb8DX1RtQgBVBS+W4oX1a6sfNvk
VreXm+kTTppPGGYXNqyuyraUU+grcyrkc3T4a/GVU+1rRrqLyto9rpeq+T9LiMEVt5hLR6cYNUuY
2R7cxI0Ah/3ohu+CkLvUgA/YVY3o7+cJvqUWr+cvJNxemNX0qBf0e0lvefVylu/qR2UsUckdYQvH
Zgiqte6qtp3kvVLPWlutX8x+R00qwrYXNkE08CG/S1nW2VuNnbAP9dMkxjPE/CetKYqu0bypqM9v
qemz+YvIV5qVxbpFo8MMGmSPFdC6WIGVVs4w/wDo5MH931IAUdSqmeqabqg8xW8Vv578o2nl2Jri
KTSfT06KaPSXl/e2S1hkV4vQjd2DAL6g+IMFDBVD+XPI/mNNHlmbX/Jl1o8S3FpfzW0FgbYPNbK0
MMh+plRxvykzKWoRSijZMVQt5o8cc8Vi/mfyDHp0GnkT2TwabxXUxZG3mn3tSihr5IWK7FlSnEce
JVXLoGu6xa6NNb+bPI9xrElwVlma306Vrmx9W3jsoEBtBJyhZSgRQvxFVrUCiqR2/lrzYLGCWXzL
+X1hLCkbrb3EGkc7eVo5GJ5RWrxqxZeY4kj4a9AQyrI9S8vzTtqS+UvNPkiztktIItVsjZ6cIVhg
EBupJHED8onuXbZ6op4jZj8CqUx6L+YSQwen+YHka1aNo70zW62EbeqhnuEl5JaJ9oFiWFKrz/yu
aqea/plxqmltbzecPJjXMNxpd/KZTZmL9JQQTx6rPOgiCyvOaleY6KdkK1xVS0byxHDp0N5ca55E
lji04xSXltFpca/pT6200cyTfU2RALO2ZFPAgMhb0244qhP0BrUuvaze6v5w8k3tvfR372y3J0+W
RLqWI21vKwe0AqkvCOVqnkBRlJ2xVMp9E1G40m0sNM83eTku7ySB7mFYtMe3uJVadUlSMWhLygT2
aRHtToa/Eql/lvSI9Mi1CLzJrfkDU5nsJ7TSlt00qF4bp1do3YG2hVlYuiMlKHlWnXkq5fL/AJm1
S3gtY/OXkm/ur5TLfw+lpcv1jVJBPDFMoFm/Mn61bKeSlmLMBQMAyr0r6hqv/KlPR/S+g/pX6t63
6c4W/wChvV9b1PXp6XoU/wAr06cvipgV6RirsVdirsVdirsVdirsVdirsVeTfmpfGy82wvF5Cv8A
zLNcaTJG+s2U15F6SwyNcx2ym2il4SGeBGRwQ6kimFXnGmTrE+oLbfknqlpZXyTveRm51JDJKLa7
Sm0R2kiuJI1CpQFxvsmKq+rR2WoR2j6r+TGoX92JBBLHbz6mkcSwwWcSyIHgiShSMR7H/dRqxVi2
Kqnlzyl5al0vy9pdx+U+qxwarPLYajPdXV8kttCr2spuLgxxRAo8hJXZB+7NOrAKoC8kv9XspoL3
8ndR+pQwLcWNo82q0V4JnfhIB6fqOTd3DL8INGpuBsqmFh5C8n2mhWd035T6nc39rY2moBZrm8Ez
3M96LWS3k9JEVmiijE5Hp/ZJqi1JKqK8wW+lhrqF/wAodUvo9WvIdU1F4LnUVrdtFFKZGKxD+7fU
Jk4oackPwinwKpTaGx0/VpNdtfyR1dNVhEd8kzXepu0lw8kMpUL6Ei8leVmNR+wR4qFURbeQvJb+
c10pfyq1Oawna0gkvpr28a1tBcRwyTkkKzco/rj8+Uh+JAVK/EVVTmG6Xy/5csLDSPyo1UWWpzPf
X2m293fhoLi3vYo42YmL7TLBHKtWX4aj7JYlVI/MMmladLZKPyZ1a9ib09W9ZbvUqR3+oxW800bU
ierrNEkbBj1X7IqVxVR0e80Wx8wR2th+TGrxXdjLFI0i319K8RN6skbyqVZaFrcSjm1Dx/k+LFU2
1LTdBm8w3wl/J3ULh7aaPTI9Saa+Ec1tF6tgkq8Y2/di2RW2BrUGtQrFVDJbaLpz38unfk3qTvd2
ltFfmC8vuRN2LW+khA9PkkkEsm7AKylBSg5BFUtg0/QF0ma6X8jNVW5ZYrZrRrjUy7xMlwGZWMJI
CCFAa0arjwUlVM7fTdCu7TXbuf8AJvWIp4Sk/wBXku9Q5Xkk91JbSBNuqxXUkp41FK9FAbFUNeaN
oUHkyC0t/wAmdW9DU55bi609LvUTLDNZ2yiCVmMUjfH9dlRAwG6nYnZVUuW08pDULKyl/JPVUmuJ
5Wtg93eRScBLC8kixIibR+sB4BQBypy4qpu62+keamttO/JrU5IdKnkgsdRS61EpKLKWOW2l5GNl
9MtbRsA3L2J3DKpVqGhaIHmlH5I6neNDdsGZrrUgzxECnGkSbKeK7B1oDuQS2Ksl8l6D5Zj81WNm
fyl1DRreKWG5fWDcajNDDLBb/XEYo8aGVo5oRENtyT/NxZV7P/gPyn/hD/B31Af4c9L0PqHqS09P
nzp6nP1a8t68q4FT/FXYq7FXYq7FXYq7FXYq7FXYqpyNcAj0kRh3LOV/UrYDfRK3ne/76i/5GN/1
TwXLu/HyXZ3O9/31F/yMb/qnjcu78fJdnc73/fUX/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/Hy
XZ3O9/31F/yMb/qnjcu78fJdnc73/fUX/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/HyXZ3O9/31
F/yMb/qnjcu78fJdnc73/fUX/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/HyXZ3O9/31F/yMb/qn
jcu78fJdnc73/fUX/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/HyXZ3O9/31F/yMb/qnjcu78fJd
nc73/fUX/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/HyXZ3O9/31F/yMb/qnjcu78fJdnc73/fUX
/Ixv+qeNy7vx8l2dzvf99Rf8jG/6p43Lu/HyXZ3O9/31F/yMb/qnjcu78fJdl/Kf068E9X+XkeP/
AAXH+GHelX4UOxV2KuxV2KuxV2KuxV2KuxV5l+aWrea4fMOlab5fuJ0mu4mpBAQObBupr4DqTsBm
97LxYTjlLIBQPV5ft3UaiOaEMJNyHIJNdWH5tWlxHBc6xKryIJAY0urhRVuPFmt7eUBh1zJhk0ch
YgP9iPvkHCyYu0YECWQ8uglL/cwKGT/lafLhNq91BJRTxa3vn+0obrFbSDatDv1yZ/KdIg/GP6ZN
Y/lDrOQ/zZ/ogUbaaX+a91cRwR686tJzo0iXsaAxhWPJntlAqH2r16dcqnl0cRZh/uf+KbseDtCZ
AGTn3iY5e+CY/wCDvzj/AOpjg/5HTf8AVHKfzmi/1M/Ifrcn+Tu0v9Vj8z/xKlb+WPzZuYzJbeab
WaNXkiZ47iRwJInMciEiE/EjqVYdiCDj+c0X+pn5D9a/yd2l/qsfmf8AiUk8xf8AK29CvLa1m1Ge
8e85fVjZs03NkFWULwV6gb/ZzM0/5PLEkRArnezrtZ/KOCQiZylxcuHf9F/Ylc2v/mvCkrzSapGk
IBmZ4pFCA9ORKbV98vGn0Z5cG/mHFlq+0IgknIK57H9TUvmD81opPSll1OOWing0UgajkqpoV/aK
kD5YRp9IRYEPmp1faANE5L9x6/BSt/Nn5l3MTzW95fzRRp6skkaMyrHUjmxCkBao2/sclLSaWJoi
ILXDtDXSBMZTIG/w/AKE/wCVhedv+rxcf8EP6ZZ/J2D+YGr+V9V/qknf8rC87f8AV4uP+CH9Mf5O
wfzAv8r6r/VJO/5WF52/6vFx/wAEP6Y/ydg/mBf5X1X+qSTPyx56833PmXSbafVZ5IJ723jljZhR
keVQynbuDlGq0OGOKRERYifucrRdqamWeETMkGcfvedf85F/mD+YGjfm1q9hpHmHUdP0+KO1MVrb
XMsUSlrWNnoqsAKsa5xhL6MAlGieZ/zD1BLV5POeup61v654ai5NfhB2AcKOROxNcx8uYxFjvc3T
aaOSVHuvomZb81XeT6v581hIXpwEk80jqPDl6yD6eOUfnDW4cw9lC9pbe5AX2q/nxafWZP8AGV3N
AitRjdTqxRCSGogojEf5f+y75OOoiSB6r/Hm1z0c4iR9BFd3T5c/j8WH6h+bX5t29y8M3mnVElj2
kRL2UrXrsVdh/n92VHk67ISTyHwRkf5p/mgWET+b9SRgCxVb2Z2PEEt0dt6DpUDKzI+bkRhHlsuh
/Nb8yjIQnmnV5RxYhmvJ6bKf2Q23b9rAZHvZDHG+T37/ABZ5u/6FO/xF+k7r/EP2v0j6rfWP+Oz6
VPUry/uvg6/Zy2/S4/hnxKrf9j3/ACxx3Yq7FXYq7FXYq7FXYq7FXYqw/VLqCD8z9GSUfFcWFxFC
T2flz/4ihGbLFEnSzrpIOmz5BHX4wf4oSA+/9Dyjyv5uE2r6Cv6b1+VLrU44FSe65K5EkNUmXkQY
/wB4Om5qa9s00dQOER3q+6N/Pn9r6Jqux8oyZMhhhEo4+I0cnCARMXGN8PF6eoq6I3svStDt9W8v
W/l3RrnXr3XVuYS0uoxJFNIxju43S4b1p7m6MMy3SwTMqyoilHDW4HI3vKq9r+Yul6/djTNInnt2
k1F9JOoRxQ3ETl9Nnvop7S5WSW2I4RK45CRl2WSJeYYKGW39/BY2sl1OsrxR05Lbwy3Mm5A2igWS
RuvZffDGNmlJYF+WOhJ5St9Xi1HUH1DUrnjqFw8CTyC4gcz+heG3EVRdzxxFJ1QuzmNSSWbeQgd/
5pkSOlXVi7Njisi+QPCKiABEbJZ+bt/JqOv6R5esioni5XEjOaKGfZVNPi+yhNAN6imb7sjGIY5Z
ZcuTyXtDlOXLDBHnz+fL8eYSt7Hz6WnmFjZzev8AXL+3uvUKtEl9GXnWOJpVajqKUkjJUnqMyBPT
7C5CuGJHfwnbevuO7inDqzZ4YG+OQN8uMeqhfX+lHbyV7/UfP36REF7p1jpl1In1gPF6jkiO4Jqq
QSzfH605J4ryO5NaZDHj0/DcZSkOXTu8wOg9zZlzawTqUIQkd9r6S7omW/FLoL6lQW0/MmBxDcad
aPcw0lt3kkiVxMGaMTARzIpdjP8A7sHFvCtayM9KdxKVHnz5c63HLbpyYDHro7GEeIbjcXfK9pAX
6uux99pHH+Vvmz1lSe3WNQyiXhJFI4BAJ4rzVSwr0LAHxpvmWe1MNbH7/wBTgR7C1N0R9oP6f0j5
boKz8i69eWcFzawNKLsoLVvgjibkZVKNJK8Y9Qej9leXXqDQG2euxxkQTy5/Z0HTfycfF2ZmyQEo
i+LlyA/i6kjf08t/h1Ew/lh5vlnkhW3iBjDHmZ4uLFCnIAhjuPVHXKz2phAuz8j5/qbo9h6kkih8
x5frQ+iaTqGk+etHsdQi9G6jvrNnj5K9A8iOu6FhupHfLM+WOTTzlE2OGX3Fq02CeLVwhMVITh94
Lzf/AJyeMC/nJrBhcu5trX10kUKFdrZFpGQzcxw4mpA3JFNqngpDd9Uxpn5B024MGnzScZYksoPS
UIQFEiq+ycPSb7PxseVaCvfMDNngOf8AOdzpsE+fTh/H7Td29U0rSLF76K4vVEUZmE3oIFEVXfmY
kjIB4jovt8sxIZYg+TkThLgIHd8ff+OSD85aPY382qtp0USQ/VyILZv3fxegRwIXioJ9Jjse/wB1
0c0TLfZrjCccYjzkb6/p59Xy/wCZ7aK18wX0My834IygMKq8kaP8RHccjXbrmyxyEo2HTZcZhMxP
P9e6xI4VuWaONywrxL/bSkZ+N+J3K+H+3kCTW7m4oRqxzv8AHx8v7UTGGeUL+8DMjD03U9eDVB3o
x+YyJbsg9IJBHL7vlvz/AFvouv8A1h1y4b+py9P/ACv0/WnXpXLv4HWenxfJ9I5c4rsVdirsVdir
sVdirsVdirsVeB/85E+ddU8sea9AuNNht3ukt2milmEhZWWXagSRFI9iMP53JiBhH6Zc2H8nYc0x
kkPXDluWER/85Kfmi5BD2FPD6sf+qmR4nM8Ad6d+Xfzj/O3XjKdOXS50tyqTeoILX95KkjxhTPOn
I8YHai1NFPTI8fkssIHVGxfmR/zkcLiytP0Naz3ups0VrEY4YRHMtut36M4Nwxhl+rN6npzGNqdA
aHKzKZ8mIhAc0Mn5vfn1Po8eqx6dYx2h4s05SJlIOn/pSgX6xzH+h/vK0/yft/DkwSjhimUn5hf8
5CW93PZ3NjpMc9mqNfcprMLB6hRYxO/1rjC0plX01cgvvxBoaSsoqLHXuvzB8xCPX7jy/Y3Y1QxG
G89ZkEpknWzQKou13WYrGy0+Co5UrmXj7S1GOIjGVRHkP1Otz9i6TLMznG5HnvL9ayfTvNzTpZpo
Om/XjafpaRzd1t/0Zuv1kXH1z0qc6ft9N6U3xHbGr4q4tq7o/qa/9D2hq+D/AGUv1oCHT/zR+s2V
nJ5T02O91Ge6t9Ptzcsk0r2RkE9I3vw3FPRb4+PA1HxfEtbP5X1X877I/qYfyBof5n+yl+tDabqv
5lyXsGmaZomnW8ut6ZDqUStctGs2n3kywW78nvkX99NIiKhPM8qce2Rn2nqDRJuuW0f1NkOxdJEE
RiRxbH1T/WoTn8yodMvL2Xy9plrDY3L2k8l3O0ADx3SWTEcr0Bo1nfg0o/dLSvPtk/5W1P8AO+yP
6mr/AEP6L+Z9sv1qN5qHnS0stVubjRNLgbQWZNXjN2jSRtCyRvxjF/6jAySqoKqRyIUEk/Cf5W1P
877I/qU+z+j/AJn+yl+tIbz83ddv57m5n0+yu7iQB47il25bpGoZfrAanKig/R3yOPtPURFRlQHl
H9TPJ2JpJyMpRsn+lL9aY/l5+Y2tX3n3yzaPp+mxJPqVkszot2WQPdIvwfv3HKh2JFPH4d8OTtTU
SBjKWx25D9SMfYelhISjDeO43l+tPv8AnJrSNPn/ADFu7pqiVLeBp2qm6emqgfCC3w0rvvv4UzUZ
chEqD0+g00cgJkaq/wAcikXl3y7qX1bS0t7+WW3vonNjHcXPqWoeGRFJWNFIjojMoLU9iehojqcc
d5c+u3yczUaCZ4hjJMY8PDvtuN+Q+DOU8n6us0SfXFiDpEKRSpIxlYMPtFoWiRKVcryIH2eZrlH5
zT8yBfur7r399DvIavy2pqgTXnv0934se9FW3k68nsY9WvNalthcmaa5ScCK4hXlyjHpQySKXnXY
xBlKlgu5FDD8/guowiSPt233/tv4tENPqSa4pfC+/wCHT3V7hTxfUvI/xzSasuoi6ljD27TIxaUC
QIr1MZLJwP2q03G/bLcer29PDX483fz7G08tzLJKVkbUeV90T+O5j8lm0dst1cTSRqUZp1lb4/VC
gjirfG4qwrxBp1rmSJXsKdLmjLGBZkNrIP8AO8u/n+lqNUcO0ruxVHEnqIRxdkZQGqPtFjT57YnZ
qMzKNE8n0bwn/wChOPT5N6/P0678uf6e48fGtdsv/gcTjPiXf4p9I5a4zsVdirsVdirsVdirsVdi
rsVfP3/ORuh2up+bdBNzP6ESWkg5Aciay+FQMpy034SQwOw8h6Nb6beXl4/rrbrI6t8SLxCHiT6d
DsdyKHMWU5DkW/xOSloDX2nXVzDos1kkbvZTsk6W9+WkUOIZoVljm4lPWdlZN+Ld8u00JzG8gJbA
CuZJr7OrXq9RCFHhkdpEkcgAL3/rche3mqaj5k82SpbXCeZPSnsPWeGRp4IriR3tTYtO7KFaWcQJ
6Kyynmv7LCtcyMeAkWZwo+e/y5/pcQ6n1cJxzB26WN/ME7b9L6pTq3nHzhfxa1Hf65BKmtS20eqM
fRAna2qts5SOKsKkwoAwVeVVJ2OWDD/SH4/s+7vRLUiP8E9h3ctgep57/PZWvfzS/M621a5uB5l0
gXkrRJcXFtHp7PcshhMJk/cb8DIFR3B4UehA6zlpyDVx+fu/HwLCOpEhYhP3Vv1/V0v6ojmdo3p3
5mfmTp1paaJa6xFDpsbRSQW7C1jiSS1nN7Gf36D02WduXIj4yApLAKMicG9AhslmoGRiU6Xz5+YE
WsNqI8yWTzW1qmgh7RrK2RrWYiQLEYvRKRxO6AyxhHT9k/C1LIaYWbkO7m1DV2B6J7gn6TzHQ+Z6
fdugdL/MT8xJrCGyh8wWtvBbPNdQSSTW1vNHNPHPbPI07CO5dmjlccyWYcgwPLiRVHATtYZ5tRGA
JMZ+VC769PxzUv8AHnnmx8wWmvrrNhc6usEzW9/BFZyzQpcmW4mRYBF8EryXTuS8QNarUqeJn4G3
ESPmsNQJExEZbE9O7rfJdqHnfzRqnl9ptS17S5zeWjx3ENzDbG9Ns92Ln0WkS2aVUSaUPHAHCfD8
KMgpiMPp4rHu6qc3q4eGXv6cr7/wdjRQUvnLUZ7XzAJJVvINYvY9V1XUWXjNfSQJcGCB7ZX9BrUS
HmaRgq1ORqFVa6q9x3NgkCRseV/s/HcWPGzs0gQQwxR2cskUE1xJJRwHZVZ+bUCgMWH2COO5rSuQ
BPJuMQE98jolp+cHly3s3W5jbWrELLGyTck+sxv6hKhl/u5Oop0rtgBtEjtszz/nIwWkn5rzwC4+
rH9xJfyD4m9MW0Z/dqRTlwVqAVqcqnEEly9JKYHpJvyFk+78Fh2jprOp3i6fp2rT3FygeLTrSNZr
YELG8r/F+65RNIu7lll48TwJqqVeBA9B97n5cmroznxiNAmwYgb0B0vpy3r3K8d5OuoXtrd6jqds
sSzoiPMVL3KNGvpO0TtEyCRX6OCR+1+yYSwYxAbDjsdPt/Ab9Ji1OpyCuMY/5x2H1fDl3cRJrYjd
uaKW9eWWfUWt1EIWOBJJLhB6ck3p85JYuRiLrCGjP94zcv2eKnHihHp+hpzS1HFKBkeKFChuCbrh
23Mpd3OuLi3jQberpVrY3N1FC0d6zyS6dpDXDyraC44MWHKAJI7pUI7OOKlTvIoYEAcj3c++vcyw
6TUTPpjKYjL1RJ4d973lR3G/84cW4uiV/wDDtnJ6n6KmF0AvxS3EULQMbdEdRxCK8b3EsVEbcNvy
LAuwlEE8xX4/H7HCy4hGViQAujGV2L9w6fxdx7ztIPpPlXW7uxm9K5jt1hP/ABynL8JyrOJXeSAq
/BJYgeNTQ0Oy0yyeACHHKox7+vdsN2M7EhCEjOXPhHIXuLl6elHlz2p7T+gL7/oUj9FUP1n0+VOL
fZ/S3q/ydOH7fGlPi5U+LD4sfD4r2cfwf33BRvu25193215voHL3DdirsVdirsVdirsVdirsVdir
54/5yY1i307zT5dM6s0ckLK3AVNDL2Hc7dBucrnAy5N2M7PHP+Vi+ZIRdQw28dpBRVnd2WUAs/JS
qkDn8KMpUeO+4xjpL3LIzRn5R+YvL1vpmrw+ZbuCG4aWC4tTNBI7GKC1ukU+rHa3iiNZntxxZGVV
U1jZAyNM449zXxSumRafrn5bTa1Y69eatpQtLGe5a60SXSblkuobvVrp55ZOKMAsdjcwvbo8koR1
40Ujd4AyPFSRy3X5eL5Q+o6ve6ZPr91bwW1tr1hZXcdvb2sWo2r+q0L2tq011LDPP6k6fH6UIWpd
25SMaRaV6pF5Ku7K7updZ0x9T1EXVxELC31NUh5ercIgSZbOIJHLCltEGDmkrs1QiUkI312W9lRt
K8gRzapGutWT2FpcCTT3FnqRSSC7ETc5ELiSG3Q8bc+m7T/EzfHxRiOieI0rTeXvIeo6bqi2179Z
khit4bK9WO5VJVt3VTIkslyzxSTIzyyRS2zqvGiFTxGEjawNmQgTzYxoej6VYXWlDVls7i3luIHv
pPTnmdFM3F4niLW/JY4ovi9KvLnQPyoY4kEC2MIshttB8veXbOy160vLW9lLW8N/YS6fJcLDAt7F
ctLMbi4CvLQeh6MXENEpVmVmJasy5WzhjN7I6G48nWttd6vdaRFdOw1G4vbaGSO1SSWf60sMlsZY
b17YxW9zw9BW48443LVjPIid0B1WeGURZY9e3XkDzCmn6Jpnlw6DfWbBbvUvrRvpZY4Imiq7+pbQ
zG4laMlUjj4BCVdhJxjSaYQhKZodAr3Xli90WVbcTxz3X1ho4Gs1Kn02AZP3fLdiJgWUbdByJynJ
IVu7Ds+EjPiBqvx8GTeQPJdnb/mjoeozaky6hFqdtJLaSQepVpGVgPVMnVg/Whoa0BoDjjmeEAtG
pjHjMo8t/wAfjozr85PyX8/+aPzG1PXtJ0uO5sBDAbUyXEMfrSLCkLKgMisrKWL/ALwBfhO/2QZG
J4iaRps4xmMr3ib/AB7+SQ6Z+Qv5gj6omo6C5i5H636c9jzRKbCMi4VmNft/GtRspU/FkY4ieezs
NZ2qeMnHOcgRt6pDhO119o7q5K9p+Rf5mWN013Z6RHK8Ep+rJPNbw1ViWWYpDcSDkGWrJzFCR8T7
0HgUev497tJdu4s2AYp1EmPqO/1cV8oxO8jUj7yLtkGifkF5gttLR7mKUam8PpyR+rbtCm/wjiWP
LiAAfi39uyMP2/j8fe63W9uTyGMI0MWKXp4dj6fpO971y2rfeJSO5/I78w5bf6o+gRuqU9KeO4tk
4Av+94ETJy5hRTmh2oPhzPyjGRe8pHyobfG/kXE0Gr8KZOOQxRoj1cUpES84xIuJFj0x6Xxbq+q/
kp5/uHuZLLy9Fazt8MciXFpGrRpJ8KqqPRP3ewoN9i5J5E4mPGeGQJI5V5uWdRpcWbHMVlEvrsH0
3W9HaR+qunWuSf6L+S/mPy9FFcQ6XHqup3Udb2aQ26mFXAV7dGkmbnX4iSAoaorWm2Bn0uSfWvLz
+bfqO1sWSW3pjHaPuvyiK6beXxelf4In/wCVY/4S9Peno+n6709L61zp61fU4+n78qbdcv8ACn4P
DtxfZzdP+ZHj+J0/47TN8zXAdirsVdirsVdirsVdirsVdir5l/5yw1/XdM8y6Cmm6jdWSPZyM620
0kQLCXYngRvlUyQXL08QRu8Ibzn50oT+ntRo3X/S59/+HyHEXI4I9yc3F7+aED6xDHrWpTR6Q6pq
bRXlwFFWIVuDMjutQTXjsNztmQcGQGVb8PNwxqsJEL9JyfSD8P1j7ueypBqf5nWlqLye/wBRW1eQ
Qma4upFjV2keIhjI4CUkiIYmnHatKiolpsoF1Q5fbX3s46nBKXCCOKrqjdUDy5nY7d/S6dfav+YN
tfJa3Gt39ndconTnfShD61ODrKshSlN68ux8Mfy+SMjE7Hbr3/Y1/nMMo3EcQ9XIfzedg7+73hD6
jqvnu3itLq78w3iw6g5Edybm6INEikd2P2iF9fixFfiDDtjkwTjRJ2Pv8v1soajFMyjEWY+Q8+vL
etrI2pqef8y7e11C9XWdQaz0+d7W7nS+lHxo6pshkWQgsy0PHDLT5ADL+GJq/wAbsYarDIxjylOI
kBXQ/Z9qzUdc/MzR5l+s+YNQhe5iWdJItSdxJG3Iq4eKVgwPA03/AFjITxziQD135tuLLiyXwb0a
PpPPu3AVU1j8wYhczXHma8SO3V3uXGoTSBZFlaIRMY3esjuvw06g8q8d8Jwy33+kb/Oq9/8AbyYH
PAEAAky5bV0Bvett/ntzXalrn5q6bbR3k+t6lbW9wrGCT9IyVlWJ1QlAspLj94CtOq/EPh3wnT5I
gE8j5soZ8WSRjHeUTR9J2vv225b93I0UMmu/mldTz2q67qTlOfrs2oyCL90HLVlaX0z8MDkfFuFJ
FQMRhndfjb+xr/MYtt+ddO+q259R80ubzf55tp3jXX9QWWJijNHeykVU0NHRyCK9waZXK4mi5AAI
uvsr791N/OfnZjVte1EkdCbuf/mvBxI4B3Mn/Ljzp53ufzF8rwXev6lNDPq9gk8Ul3O6OjXMalXV
nIYFdqHEFjKOxXf85SFl/OvXDTkrR2dQem1nFljjPJZhHxHHvUsPD/OmEIKItLOGS0mmfZ41PFa0
3ArX6f4e+SAQ9Uh8g6VZu9v9Vil4mpcgSbkD9p6nbwzAGUyF27aOCI6J7Y+UrSOwYx0h4txt4FSi
N+0+4pQjkNgDWu9Nq1HILbxjobVshZtBUISFA8Ou+1ctFNcmI+bdLEMtmpVWMnq8aE78QDTbx2zJ
x8i4OeuIPc/Qb/oTH0KDn9mlGpX9OdaUrll7ONW9PpTCxdirsVdirsVdirsVdirsVdir5b/5y7i9
TzRoAAYn6lJTiK/7tzHzGi5uljYLweSymYRKlB8BYljT9sjKRMOUMZJeiXPlzy3ceaIoILDTNPKa
Tp91b6XeT3aWV5c3VlFdTo1012kkLgzn0qyBG4hSa/anxC9moXV+aVeadI8s2+iG4t9Kk0uW51/V
oEFw04ure0s0tjDaPHJIyAp9aPqFlL1A+LrVkT0ZAm/gFU6F5SgsdEkt7S51DVY5IV1O3tjNcW84
vY47ywR2iSMxyzRyyQtHHJy/dEih3yE+OhVWiOQWd9mRr5T8kSWfmHUo9IvLtJLCC80IRmR7WE3L
2n1iESIySSz2f19IxyqtVYyLXbERmLr4MTm5b+9dN5W/LSY2VtcadeaZ6EFm1zPEt768zTLYNcPL
HPHKi8VluWQxUDcfs04eo1Lrt+B+1Hj1e/43/YlVxoP5bWt9dpZyalOtvFLJaSvbvW4EemSXLSiM
Rn0lhu4OD8z9hwaqEZymBO1pGcnu/HxQPmG3/J/T76/tJr3Vbi9h/SMaR+klv6NzDM8VjFcLcKkn
7xY+ctEBWqrQHlxmMZHLz/YoznrXT9qVeaLH8qovMNxD5b1m4utFWymNrc3YKNJfKheOpEKMkPxB
B+6LNIpU+mjiVLOFh4xPd+PissLb8uEGrPe384k4GTQVjfkBztbiZI7qtv8AvHjuFt7eThwUl2ZT
xFcBj708R7x+PihNcs9Dt/MFzHpN6txpSXUiWU7MBI9ushETuGWNQSgBOw+WUi99i2iUa3ItLzpx
ccoU9Ub0KyIf1HDZ6/cn094+bIvy7tLpfzC8nM0HELq9hyIBYgC8TdqdMnA7tOQiimH/ADlNFJF+
dGrO3ArPDZugV0Y0+rInxqpJU1TowBpQ9CDl7iA7PIbkJzBRSoK7j3qQf1YQxKe6dplx/h28v2iA
teLIJnKgghEFUBKk/GyrUeOSE4jY814JVfR73Pplwby5KqTWWQggihBcnNVCQ4Q74R3RMGlanLZz
TpGWgsgqTOCo9MSkrQAmpLkU2ByI6mmcugJUJNGJ5MWXiTTckb+GXxk0TYd5y0N5rmyt4pokmCzu
SS3LirRA8Qo3+IjvmTiyAXbhZ4EkV5/oes/oy5/6FJ+o/B63SlPhp+meVOnWn49++XXtbicJ4qfQ
eFrdirsVdirsVdirsVdirsVdir5m/wCcr7S1m8z6A84JAspQKO6D+9H8hXMPUTIOznaSAINvJbeK
CHT7d1jR/wB46mrOGCLxagII7v1Ndtum2Ypn3uR4Q4jzTDXNZv7uzskm1CaJXS2aRQkRVhYpLbWy
s6IjbREqfhPLYtUqDkxkYDCd/IpDe3Ovy2XrTanPeW0kl/cES+lMTNexRwzuXmR3LMkaHmwqrAFO
LHll0c2+4Yzwe8Mj0rSfzYvZX1mx1G1kkv79NbNzLNpMDzXNlczIt1HBcvG6IkxmFaKrdONMvoXs
OZcUk1ueQ/HRkGn+QfzXhit4rWKJIo7Eaa7Q3WkKfQF2b3gGWZjT6wxZiKHoOla1yx5a2H4/Ffa3
Rnhvc/j8X9jIH8ufnf8AVYbiXVjIumSWssFobrTQqS2qmOCQIXaKM0O6huL/ALXI9aJ5JgnyP46/
eiMMZI58unK2I3+n+dri6H6S1KzdTB6csdxqWgyJ9Um4yKoge44cWb05gaf3lJAefxZYBPiv8ebI
eFw7fju3bt/L/wCedrZeZ/NFncQPZXtq7aqVm0m/t7i0hHxLJEJLiJhDCCEQJQLyVaA8WvBI5jfq
1SAJ2O3TZgVrd6zeS+t+kGjJNu0VyFitp1Ok2vp2bxGL94rQR9DG1aDeuVTy1ybY4R/F1ZdpP5i+
c/XWxh1qeCO8khjeLToodPi+EQQrT6vHEw4RWcUa8QKKCoIDNWs5pFtlgABNJY1vC999eSxs7ef1
XuQYreFCG3f4QqhV4npwC07UzH/MElTgiAlKWekwmaFrKB6kEMYVJUAD9qm3Q5IZZ1zbPBjfJlXk
TTdNHnnyfLb2kUddRsT6giVat9aEgINN/h75KGQ8QFlrlAcJND8BR/5yUsZLr86tYRZChlawi6VF
GtYAD26FvHM+RouLjiTDm81n0jUZ7GFWume1F3IkFs3IQrO6QCV1XkQpZPSDECp4jwGQ8Wg3jRWS
Ad7A+bJ/KGkeYbqyuLVtUsLSw0qJrtbC5Z1eb0mlnpDSIh2WSDlxdhXbtWkxQqRjKUTV10vYW0T4
43EVcf0bl6B5ft/Pmr217qVlqMM9hYF5p5/3ShoVikk9dEMfqFG9Hgvw1LMNqcitshpgIx4fVKu/
blsaPnvu1eNqAbJ9I9248tvI1sh5NR15kt5bW9ZmWL/SIuCs6zq27EtAiKp5L8ILU6FqnMqOixWb
jX6v9M0y1+XYCW/4/oo1381SvIpvTaR8nLJcqDIqhgyGiwAsWDgcVUnqxVRgGnxVtHi939vkef2t
h1GW9zw13/Z/D5j79mE+dP8AFtolteSXafWKSwRkejJ+6Yq0h2V0ZXdAAwJ3Vh2OUZ444jYEb/j8
e5sw+LOXMcj+j8fAvY/rWrf9Cb/WfWX9IU5+rxWn/Hb/AJePH7PtlFjh8mXhS8Sv4v2W+kMscd2K
uxV2KuxV2KuxV2KuxV2Kvmj/AJyv1aa08xaFCLRbmF7SR2JqGBWWtAw8eOYeoxCRu6c7SkiO3e8P
mvGmgt3htWDTzTRrCZfslBGeQPFf56bjt3ykYq6/Y5nGeKiPL5lT/SUhC2csbFlrv6gKxEORQmg6
bk79/bE473BTGYs2Nv1fgKtkZLuO2CgKirdUJIPEMsfMMa91UcPHfCQQCwkYmQO91971fSI7Oz8m
6HqbxG6eCxnT0AG+MHVr70lBX4hykYb70oNs2Ols0eXntzdVqq4j8Hq2l2V1KHlv4FPpmlo0YPJe
Sgts5KllPwhx132A63ykBGg4p35qYveMN1FLCXF8QFaoHERzuK/tEndaZr8WDxBPi+mTkT1Xhxhw
7yF/aUj13ylw0lryBIoktYlUxAk+n6PFaQsRHT4DRVCgGlfbAcUTycmE5RG+6r5bg9H8l/MsdQaa
dqw26U9CamWjbj/H8IYCQkYEV8P6z5k0+NxBbyr8RjaYKoJqvOIgkjoA+y1zDkeYc8gWNviq6Zfm
K+tH9JFDyLRvUqUDOBy33qAa9cTiva22c/SduX4+5NYtQe5kdmtY4IhFN8cknq1aNOSdFUAM4WtK
ZVHBWxP2MZE8N91fbslMvmDV7eOMxR2casjFRErHagNd36dhkxp4HnxLZFbj6bZB5QuZW/MbyS0U
44tqGketEtKBjNDzoo+yu/35digL5dXHlI8JjfK2Q/8AOSkEifnJNI6TSM8VrJAsTSNRIoUNeB+H
d1NOPgT1y6YNmmOn4ABxA1bBtFvrJjDbPJLDGk8rP9isbXEUcTsw4u2yxiopXbYZjZhMCtnb6WWH
JIkcW9dzObLX9Fv9Tiga/uLCGPTrfSLhrm2e9hmUFqIIbZ4ZSyrMx5I6lR9mteJxgcorkYnzr8eW
x37ubHUww+uheSJFXXX9NW9HXzz5U0HTotPsPSuooo2a2tQZmXhEyNb+pPIpFT8LAVLLT4grLQVy
nInoR+P7WEMYO1SB866c63/Fquj/AJj6be3c3qTPBGGKPCsomilpK8qkxyCYxVTkDQheiVPwZYck
xVcPwr+38X1SNHEjrxfGh8eX48mSWfm3yWA8+nxWkTDkZJIynINUBqsoBHxSAe1QMEs0zsbao6Sj
zDzj85tf0jVPL8VnblDJBdRuzepyO8UuzVG32gd8MJknk5mDBRO/RO+B/wChROFF6cftbU/TNK1p
4ZsP8l+O91vAfzdfj6X0NmS6h2KuxV2KuxV2KuxV2KuxV2Kvmr/nKXTtQvvN+gW9nEk0k1nIio5j
UEiUmnKQgCtcoyRMpiI5nzpzMGUY8cpS+kc9r+549c6fq9hEjXWnQBrd1nRIynFkmhk/eD0+QaIK
nJimwI3OUz0cxYN8h57c7Hy5t+PPDJUoHbqeVGxGpXyNyGx3Lcdzqi3MclpYIrkFW2kfjHII3Rq1
QfGpUgnbp0BzFlhiB6ye/uciwSd7q/n/AGg/JSSO4MpBJLfv+SUC8uQCxt8A/ZPxbHevhkqjyA7k
TkdiTQ/F/j3vcvy6sdOPkfyvf3V9FFbvbzRRq0JkDTRajdTFlLioIY1G21NszfElGA9XCPdbrZYo
zmbjZ99PQGj0+5tpEGqNwdSGaOJgaEcaApxNaCnWuUnIDzyfYzGKv4PtSPUI7eLU7CFHeeCLijO6
tESC53o43+LYltqV3zYYf7vY3sd3UarbOL23io6hZzN5cuYBZmO9kaAakYkiEwEbA8/3Yo4HpcU4
hj+yFPQYmGEjz83c6vPCJAHl+N1miLZQ/k/5lSGf1rSHTtUX1irxngLWQ7o1XBpk4zMhM9T/AMSG
ngEeEdB8OpfOPlTy/q/mKaa30MRyjT4p7u5aSWOCNLZAqmR5bkxqBHzUn6e2YphfRz4z4QDxdfx0
Tp/J/nizuNJOnWT6nJeWkGpRi0tZ7hoRLFHI0cgSNeMix3Cepx2AkHxb5GWCJ2ZSzQlE+/r+Pgit
P0Hz7rd5YynSJbKGRo411aW3nNo4vFUQ7rGw4u5jaoJbcUrXiYR0oA60WFxgLu+XX8cko1fyl+Yh
icXmkXfpmGSfk1rNGhhhp6k26K3przXk3ao6ZLHARIoFsMxWxFt+R7G7t/zP8rxzQNxi1ixEZIU0
U3MbKdq02pluOQsbtc6MCa6F6P8AnRb6e/5w31zN5vg067tIYZrWwki1J5LV47ZJfrCNBazxAr6f
qfA9fcHplSIHVwomwBXx/HP5/e83uLDynNdyXGo+ftMlupmklknWy1WrPI5cseNkA3Ikknt0yuce
Lcfj7Hb6PtKOGHBOJl3fi6+7480x/Rf5Xy6c9nP56tZyqkQ0ttShWOaSpkqTaSGaI0qVHGp3r0ye
wA/H6/u+Ti5tRHJkJ4fTy6d5P8PBfxJ8ydl+l2f5bwabqEFz5xsbiR4DHpUyWmqoySP8DzOzWkm6
DZaKa06hqMoqPWvNpMz/AA31rmNvdcuRH6yhjaaQ6WkMvnrTJYLX442fTdT5rKZGcvyjsI2cjn8H
NjxHw040GQ4YUQKptlxyIlU+LayaO/WthtyIF7bjdNLbUvJ9pbenf+dbCKcqV9UWmrVk2ALlTZIF
LdwARmD+Rs3E7fc5U9aYipxN+fXzpK75PJt7HPHY+d9O5cfUK/U9W4jiAORC2LCi9emWw0xiQZEN
Uu0LBEQbexforSv+hTPqH6Xsf0d1/Snp6h9T4/pn1KcPS+u0r+7/ALvr/k75sLFOpo35voHJMHYq
7FXYq7FXYq7FXYq7FXYq+ef+cltTj0/zV5euCoMkNu8qVrSqygioGYeeUo5IyjzjR+RczDiGTFKB
5S2+YeUxeYtbvImk0yOW5eCWNZIEWcokBgnhHCOB4+AXmNxTfieoGX6bW6jf+LyF7Cq6chv06uJq
uzNNARsiA33PDubB3Mhuff0sckxi1/zTL5XiiTTpp57lBFO8iXMlUMccXqfa/bXka9K1NOuZR1eq
4TDgJBFXUr5V3uINDo45hkOQDhNgXCvqJ7vwKHcg7v8AMOQQ3ttKyTRXE5aDiHDohbkFVlKgBW3+
Lft02zFn2lnkJRoVL37e7f8AHu2dhi7CxCcZiwYgd1EjqduvWq7+b1ryhMs/kPyVdwVW3aa4URv9
rkbq4BNaHMScSIRvv/S2aiBHGPIMp1PzB+jdJ1PU442m+owzyC2dCgJt1qaGjMVJWvLpxPtmTGPr
Avm6sRFcmA+W/Ph85afdS3Fmp1SwKubdCx9RCp4lKLUbhg6qGcrWlTRTs4VVOBqYSB7/AMcvx0ZL
p+qxX97Etg5n+uTyi5PqAxn04mMbwlaKwanqsgPLmW2orcaIyhCRi5koZssI5QNtwfhYB8/wO+nX
mok2vnOxN3Hf6VDpd60sMZtzyke0m9dJGiQMrq0ZU8yWp9rxOvyylHIYjkQS7TTEZIix6gYh4p+W
E8V354tYtLu08sSelNJHqkscdwsCW8LXDsTJ6YQFYeLHkKpyVjxJVqMcZiXN2WbAYw3F/inosflz
WrbUtKQa5aLqkX1GOwWS3T/R9RuIpbKS3SaBbpecP6DWJmpxK8gTQtzmccqoHu/H2OFKYPQ8/s/s
k4flt+cYljvLXXbCxtYpre3sriYxFXQrp7Qy7wFviewghVWXkWUVTixYyxQnGO9fjl+hE5wkev4/
BU9EsPODaVqF+uv2gt/L1hqTWsS2Yuz6Vs7pIYnmgSFI7s8/3yuWcAoQTG6x1Rxz53yDbIx5VzIY
P5Pvkf8AMnQ42SrLrFonI/5NygH6sqjH94D5ht4f3XwSv/nJmSn50a2rVZBFZkjqBW0jofbNjMbu
HjOzzaOO3lLcAOTqfgc1XsDQ7FTv3+/KiSG8RBQ93YtayFoWcxipjr8DU34mgZh+OTjPi5sJYjHc
Iz1GJnhgujNEpEYf1GEcgAo8gMnpNxdt1Vo60NDuMjIAdG7FknIECW39avvKLR0sAqQzPa3Dw3Cu
0QFAZ0kheMOJ+JWWOgao3BI4sB8UYkk3+PubJRiI8NRB+f28VIHzDa2Vvd+jY3Ud8gAX1bdJUVmT
92WCygN+8KeoPZh8KGqLbA35OLl225qF1ZSWFpGXj/fSSyqjEAhgpVeQNN6EEDBGXEfJiQIiutvp
Phcf9CS0qfXryr3r+n+WW2K8mipcXm+ncm1uxV2KuxV2KuxV2KuxV2KuxV8w/wDOW06x+Y9BDBiP
qclSBUCs1BU5i5o2XY6KNxPveK2OuzWkN3bxRhoLxQspkR2I9N+SsAGXdGANDUeII6nDM47rex+2
2/NooZSCTL0k8vkR8u6j3JvL+ZWt3LQyXS288tssXpSGKQbpMkxc8HXeR4Y+W1Nvh471y5doZCQS
Aa/WD9tBwsXYeCAIhKceK75dYmNbg7ASlXXfcmhUYf0lYs9EALClAApUVZdz+zX/AG8wDu7uMgBu
br3f2PoTyf5i0iw/LfybYz3CLdwG4vGtyyxF4Rf3aAp6xjqXZTQVrt94zyHBEeduozRM5zrqP0I/
zX5lt7zy3rNlHblbV9Ou7iK5uWMXpcYm4hG4+m7SO3EKj99qrjjkOMDzceWlIjxd3k8w/KnSNR9O
48y6ddKZLZns7i3HLlFyi9eCWRQaGGV4miqxWjUpXfjn5ZkbhxxjjP0lEeXvzd1a91nTrXSbCzsL
y8njXULirelN8VWbhQ+mK/HtyI7VG2Oepc9vNOkjLGSAbB6Jp5R8xC/1Lzp6l3xk1jTNTk+qRRSF
JLhrOeR5I+R+Hgq0HwjnWp3AGU5IcjXIHdysMwJd3qH3vJbe8lsrpJrWeSC6SpEkKtFLGCpruODq
eDb5jC+ju+OJHemMnnHzcbp7qTXtU+sSBElnM8/qFD0DNzLEDw+7DZYeHDuHybh89+a7dZv9yd6x
uCXkdpZQwmKLF63IMD6npoE5deFV6Y1bXLDA9Ka/xlrcy+m1xdSLKJVlj+sS/GLh6zIQaj96wq1f
td98hwHvYnEOn3J3+XV9DdfmJ5cmb4JZdYs24kg7tcodqdt/AYxgRIe9rnAjGR3D9Cr/AM5Ner/y
unWeMi7pZcUJG1bSMV36UzKlzcPGSIjf4fN5uCxklMkQd6txeI8RyY7nvX2yvo5ESOov3fgoq+im
g0yGQpKkU7N6TzBlRmiUclFFILfGu9ehFeuCMbkjLk4YDvUP0heDTYLKJuMSeq/1cIXQeoIneZeZ
fi7rEodkVaqoBJG2WGPUtIy8gANh3feqm+1K9MEF3qMvCCMW6LKsrrDEu6DiCSIwSDsD7AnrAxrc
Bn4xNAnb3Iae/wBXWL45XMc6ExhkIEiCsZIqdxsVP0+GSEIt2TtPUGJiZmUT37381kUdy7LSICf0
jIWdaEBVMnIVr9pO/f8AHE0HFgSfe+kfTX/oSfhU8a9ab/8AHfr0rlt+lx69T6cybW7FXYq7FXYq
7FXYq7FXYq7FXyx/zmG92nmTy+Y0LRmzkUEgFQ5mB7jwGUzq3O0spCJoPAhNqChuVqQIQNioBrt8
RB3YVXfbxyHp73M48ncV9vK5RS6hXbapNAoqu+29SCw75EhtE5VuN/7P2+aKu5Y7O2i+qtHdXDcv
Wm4Moj4gBfSDcQK1ap98hEcRN7BrkZ86v8dHtPky6tpNL8oPcxv9aOnT8+bFx6f6UvQgk7PvvsRx
IrxI+HMj+T5ZoExqo/afu+bgz1Hh5De1/qekMNP1vTbjS0tYrqNklt5LcqbaKR3D2rs1AWWjciro
a7Aq1KnKp6YY4WKMhz/HeP0nblTx3Lcmvx97yKH8oPPGjGVPLXmWE29xSO9WT17VXZahVaMLMr8P
U+Fj9k9NxkhrIkbj8fYxOkkDt+PvVPKv5GQRpI3mO4ZHjYNFPptyDU8VbiUmtgQV5V5B/o7mMtYC
dg2Q0m2/NKDpFjoPnjUNN06+jv7caNrckLc0d0A0m8X0rjhxVJVZDyA2pQ7VpmUJcUbaTHgmAOhe
dWeofWLuCK9kENpGCPXJEjxsqgrxdasF5qtB4eO+Yc4UCYjdzxI3dD7FWeaBZgiTx3CKVHqRIyHh
8ZpR1C1IKqK8umAAkbim8Zfx8/2BLVutUkVyoJPqBzIOOxFajpv1+jLuGLj+LlI+Lc9zeiWQBhGs
rco05bJU7DoOnECpwCIpJyZLPmyP8sbu5l/MvyqrbKdW01QGY0BW6i5MCepah298kIgFqnkmYn3P
VvPVjYTf85UTy3qwTQRJC7wTEEkppZdW4kH7DIGr1BoffKtXKoljoYXONc/t6sI/MnRdO07zZJDa
QWlja6pFaXVsqr6L28fptC49PlFCsbyKXfkOdV2oK8qccjKO7mZoCEzR6fI9PhtZI7yy3yDL5O1H
zjpGlt5atzFFbtpl215Gs5a6WGS9leRJUj4zI6NESyfEPsEKnHBASHM3f4/HcxkYm9uo+7f7vj8E
d+fNlo2l2ui6lpGlRfXJhd+pcGAxyM0qxRpLMYgsvrK0lULNs+5qctBiQAPpr7mE4yFyre/tPdXX
ueM3N5HbSxQWo5LMRc8ZLeJeEo+OYIFjXirAHkrLSnGqPxR8lHkbYTrYixz2qu4mqHcOvfHbqmNn
qqS21qbx4Z0Y+tNEkdqoiFuz8lgTnE3+kK7l1Th+84kMznaJgd6HL8fjyY+OLAl/EN9vPp+OZPwA
y6Ik6TSWl8DPHzCTKjfV7mJeKuYmPxq9H/uuNAh34EcclEkyo1TCdAXEyv3e6+p5bj3dx2e7UP8A
0JdTavKnUU/471OvTMmvS4l+t9L5NqdirsVdirsVdirsVdirsVdir5Z/5zAuxb+ZdAao/wB4paip
FR63TbxplOSNl2OjzCESXgsd9Xi6tVVoV322yowdlHNYsclq3yygutdyagmprWhqffEwpEM/ELDb
X6sVSh5xruSa7HYU+VMeBfHs0Oibaf8AmJ500u0Sw07X9Rs7MEiK2gu54okBJduCIwUcmNTSnfxy
QB73GyGBkLANn9CtL+af5jxguPNOrfACQDfXNKjpUc9xXCLPVhmjARJAHyX3H5p/mHIWZPNOrqrE
kAX9zsD2+3gF97ZMYyNgFn/K1vzCkjUL5o1dWQcGIv7ncqTvs4wm75tcPDMaofgoe4/Mzz7cwS2F
35l1S4trlGSaGW+uHRkYcWRlZyGVgxBB64aLCPAJVQY49yIyH7g7fM7VGIjaZ5a3aaUUqTv1JxpZ
TtYLoOikmmwAFe2Hha/G4hutF0pJXagOxr12+7DwsRlDLPyoinn/ADI8rNDQrHrOntKa9hdRnt8s
GwO7GU/SafXPnbTfK915vkW/X/Sp0jjkcRs/wCPnRpKcY1Kp+0QK07kZzfahl40qO236Hb6DJkjg
BiOppLZPyp8kzCH17FDDG6SRKWLxLwlMlI4pAYo1ZpG5hFFSxY7k5ijW5QNpeTVLJZNDckH4j9KU
eVPys0Ox1HXb6KR4r+51CeazuIqRyxQTITEIUaOkZT1nWnelDVcuy6+RjGjyHLfn37V97KH7o3QP
Fuboj3e77U8178t9E8wm3l1QvefVJJJbQzFpOBkRI2UgELQlOVD3zG/O5hGuIshnjYJhGx+1iep/
kZ5NiR5Ra/AxAdYQ8VAD/kSAb77d8lHtDN3t8J4pn6Ij8dwSK5/KryqF9aSB/rENFty004ZVDlxw
YzfCamtVG2/XLf5Tz9/2D9Tk/lMEj9H2n9CW3XkPypZl2jhmWOZQjRPLOU4CMx8aqVBorEUrtU/R
KOvz9/2ByBoMMucftP63pn6F0T/oWv8ARnCT9F+pWnJ/U/46/qV5cuX29/tf0zd+Pk/K8f8AH+10
H5TH+e8KvR3b/wA2/fze25s3SOxV2KuxV2KuxV2KuxV2KuxV8y/85YvfL5m8v+jH6lt9VczKGjVy
BNuFaQNQ078T8jmPlEeK5Ow0kZmJERv3vG9Q1C3uJY5bTQo7OMMolgE6yMyb8wHddmPY028Dvkch
wyPpEo/5x/SOf2eTbp9HqIQInKM5d5iBXykL6d3v7gN59WktrSBNGDaifjuppXRrf7TfDGB9n4Qp
5NJ1qOPTD+7oUZee/wB2zIY8wmeKMOHp6STyG93XftXcip7vRWtfVTyrCkwjVViMvqIXqGMpWnMD
4eLLy6HYgiuWHLi4thtX8489v2/s5tEdFqBD1SBPF/MjdUdvnuDXvtK7mdXCGHQLeBuBEyrG7qxM
jMCoY1UBSq0JP2a13yrIYSqjXx/W5GLBKIIlHi3/AJvkO7zs/FMPLV9pFneWV9q2iJcWymQvFHbq
4ZfTIRgsnwn4mFN+xI6ZPTTjjygyPFHucfW4JZdORiFZO8dKo8+Ysfik91XzP5GuFMVp5Z+rxloG
9QafbLICk6NJQ1ZaGJSAtKEmjVBzaZdbgkKArl0jfP8AU6TT9j6yBuUuLaW1zr6TV8urHNVbSL24
ur2308IVSMQxfVlgDmOFEdjFGWVOUm4VT0zWaiYlO4nbby9/J3uj00oY6yR3HF3n+IcIs7nnXwQO
nX1nEZXutCgvAY2SFQjoElqKO1KlgtCCtR88jDhB3JPxTlxSkBwREd9/Te3Uc/tRUlzo9zfPPH5e
jtrRQvpWgLklgKMXlIFRyIPEBfh2Br8WTnOHQV/nE/jf8dWOHSZK9W5/qADn99ctzvv5IASQKJwd
Ji5zsqQciwWI8Tz48eJIqwZOTGlBXlvWRyQrYfaWI02QEX0O/pG/Kvd5999E1aXy2UvDFoQhlYEW
PK49RRWT4S6E1qEY1PIj4VFPtEmeTEboS/H482rFpNVHhuUDy4vSPjW9fZ3+QSeFL9BIGtIJA6lR
VIvhrT4hxoaih3Jyvjh+Lco4cpI2HPuj8vd+ObIfyul1BfzF8q0RFRtY08OOCRnj9ajr0AJyIAtZ
CfAdhy7g98/Nv86dA8sfmBf6NeaHd3tzaxwsLqC7jhWkkCP8KmFmBAan2j47Zh6ns+GSZkbv3/sK
NPqpwhwiq937WPRf85LaIxX/AJ1mdwzBd76I0LMBsjWg/AUzHj2Zijy4vs/U3CUzW4+39dpTqv8A
zkloDDhL5c1KKdHBSSPU1ikWhDAgra9T03+/Jw7Jw8wZfMfqR+eyYzyj7jH9qI07/nJHR5IVWLyv
q99OoBkmF6k0jHoWci1XrWuy06U8MjPsvEDZJH+cP1LDVzmajH4Rj/x5MofzpeWEMvkS84yLXfVb
ZWII6MjQKV27EZSdHpbrjl+P81yRHWEXwD7P+Kb1P8x7OOJmk8tTADg3KPUgW+MhVoW089S2RhpN
PI85/Y5GSepxR4rxmv6zC9U/ObyUl1d27+XNRl4SsglXUrYV9MlajjZGtfcnMyHZeKgbl9n6nEyd
tZgaqO3v/wCKev8A+LNB/wChXP8AEP6Nu/0TWv6O+tRfWf8Ajr+l/vR6Hp/3nxf3PTbr8WZ/5ePh
+HvTrvzs/G8WhxfZyrve7ZkOE7FXYq7FXYq7FXYq7FXYq7FXh3/OSvl3yPPb6frXmP8ASEt4lNO0
iysJoYfrFzcMWjidpYJwg+ElnJACg7E0BqnzcjFkIFB5d5V/KnyLfa0uneY9P1fy5JOOWlXDavp1
zFcyKwUwArZxMszBgUj4kuA38u8BIHk3SyTibIAZcv5BflHPIbWPU9alnhkkiA9eKrNG6xyKp+pc
WCOaMV2FGr9lqDl0X8zI0Px97ANL8l/l7qXmC40ezsdYb6q7xz3B1W1VFZCRQj9H71Ip8NaHBOcY
823FLJLlX4+Ko/kTyHbX8tvcWeq2stsOUryavbBQpPEFQmms715D4UUmm9KA5HjBHJEss4y8/wAe
apd+V/Icxsw9pqkYJhiSGPVIUdUnAepVtMVfhLEU5VNKiqUbETFcvx8mJzzJvl/YB3+TXl7yJ5T1
iSxZdN1xbG6u47GaeDWLS5aGaVInAIj0/wBM0E/Fh6gKMOMnCq8pkC+X4+TT+fyV/ayLVfyV8nWf
mSfSre3127t4IPUlvmv4uHJxvGUi0+c8qMCN6+1BXJSAjKvx9zD83nnYEbHvP4tBar+Vn5d2Plmz
16ZNaie7vWtJbN76CP0Dyl5O5GntIKelVk9PkK06jMjR6UZSQdqHv/Uwydp5IjiIrfklj+Rfy8W2
e4DX8kca8iF1u25klQwURHTRKT8QH2aA7Eijccz+SxfM/wClYDtWf4LHriw/Li2l5vpOvFA3pJO2
pQei0pFfSWT9GleYU1pXMWenxjJ4fF6vd+1vGryVx1t8U50/8v8AyDqPopa6Zrk9xJEkq26alatI
3MBuKINP5SEcuiitAT0BzOj2VHh4jKvh+112XtaYlwiN1597o/If5eSTrax6ZrbTs/piIajbFy9e
PGn6PrWuSydkxhEylPYeX7WGPtqciIxhufNkvl/8s/KGhed/LM0mn6tb3Z1C0mtDLqNs6h0uEKmW
IWMb0rSq1UkdxmJp9PjywlKEj6OYMf2uTqNZlxzjCcR6+oP7GM/85HNG35yawjyUHp2nJSATT6pG
Txqvt45rsg3LutMR4YF7/Dz8v0vOoY7FLlWeX0jG1QwUt0JKjiSATyHxHt4ZVZIczHjxijdHb9P7
PnySi+gCWy8Ziy8hWBi3wmjfZ5dv86ZdA78nXajEIgUb8t/Pv/G70b8tNLnbTor2W2jNkqBA5qHl
JlFU5CrqtFI2oO+YOpljMxGRrf8AR5d7ndm48kYmQHp4djtub/Q9Nl0rTp1uE09FtIpBbT26XCGR
x6UZSVRcsQwX1XBK8N/hNFpxzDE4Cx57Hy3/ABTnQnOgZb8wfjy293m7zhbwSeTIdP01xdemLeZo
/SWBRIrCrEvIGL1ZmPwA79ftFsk6oEAGRoe7urpu678pKWSUhH1S87637tum/ufPWoSodQ1LTZ5I
rb61qDxzXs5eQRKJgSxaJHcqpFWKISew7ZnY4XwkcgHEzZSBOJ+oyN9Tz73v/wD649/H/t/5lOuf
UWFDsVdirsVdirsVdirsVdirsVeT/n0fLtxYafZX91EurR3VtdaPZs4Eklws3ppRNyVIdgSfhHc5
j5gSaDfhkBuWIflxZTRepqmr6RyLXEdlaLcWEdv9XimRmYl0EsnpLHK45siqxlI+FSxGNfBufx73
KmRPYc3oq+YtEhuUsRFLDcH04lQWtwFUsAY1LekqKP3nj8Pem+E54XV7tQwyq62fLFrqA03z5rcd
ldO4a9aR3gJoQZw0sZKkjZJHX4qgnwYCls42N23BIDkyTWptJHmLlI7XEw9OW7ieVxWNFIMTfC8n
KSIR/F2JNa1qMacZ8O23Pp8k5THjQl2minXLI6bEsUazxBSk80warIa/vY4jVTyBoB222JanT+J/
GfsA+4n7/wBkJVWzKfyn87eWtF8+yaVaavp2n+XLO1aO7v7n6vZm/mgWOITVZhxaR15heR2Lk/Ez
HNphB4vJy9RptPh0tEiWe+h5eVeX3ppqfnzQtR1mb/Sxzvnaewkb6xzktJ04wmCiwtG8kElVLUKH
s1MxJCRyElGGUBjA6oDzJdT3fk+CyQSXNy2ozy/FGObFxct6vCEKGG5fkq7jcjrm67NkQSbEfTzP
LmOfveb1h4z6QZer9BYXqd/oOn6dPzSaNwiSq/OK4SsjK0KlkjR1pDIVYD7T0JC8aZtAc0PXMx4R
zoSHTegZEbz5HpHbfm4keGR4Yg8XTl+Pp5+fyQt35nuZtFj0cWgs9Ut4/VsLWeNpbu7+usY4kgiU
Sqrv9aavR+I+Hckrz2bhyag5o8rH2V9/P8b9JLHkwYRiyCpEeXIkj4VuDe4PTu6r5R8jeb9Q8h6N
5j8uXbSLeW5L6TI3okLVIWFHcwypKIFZw9AQqj4s3uLXYjtIfH5/EVe1PPajR5LuJ+Hy/UxvVIda
0nzHZWWv2cs17yQx2Ew+sNNFPIW9NFZnVw7O4oD9rlX4q5LWanAMEhEj1A7DvatJgzeNEkH0nr3M
kN7Z3PnzymkbK0n1i0k9dVRxKrzRyqZZ7UtameQP6zKgHwur1IcBdL2dnjixzBBue3ly+fV2/aOK
WXJAgj0b+fP9jzr/AJyQRV/N7VJRqEUcj/VkNrxYyKq2UNHYlQnF+bceLFvhNQBSuLl5nZ2enyy4
OHiof2vN5Ya6gohnV2aYKZFAPAhj1+LqOR7ZSD6dx0c3xpE0DfL4c/1n5qaaHqt9AkRil4s1XQQc
TUMqcuQG44ylvDbJHNGJux8/x3Nw0OXPwidgn+hX8URfntMn4fLqXkDylfnTbW1n1l7KSfium6OL
IzTSR/WAtxKzoEeNY2kqA5q52A+zXCyzwSuR9Rvfn8PLksxmxDw8ZMYjqa7rOxHFzO56fFmsP5cT
S29td3+tsA8ZDm3uL0PGzog+BbeWPnxYMR0H8wINFxBqcA5RHP8Aon9H472mcM9kGRJ+I3+Y/HRj
/mP8ptWsNMuL2bW5vX4xeo8F5eSF4hII1VpHIX4Xm5BSfEjocypavAY+mI+UUdnabLkzcM5y4Ttz
IOwJeQromnw3dtLesbyO4Mc7KrrKXWWVvhZkJZmYLRgr1r3rmdjy2arlsjU6KAxmQlv50f4pAbiw
brze+erpP/Ql/qejL+j+X9xVfVp+nqca0p9r2zM6Oj6vpfCh2KuxV2KuxV2KuxV2KuxV2KvHfzn8
p2uv+aNKQWt7d3yWjlI7K4hhrGshJqJIJiaMwbYjp88ztLoceWBnOXCAadVru0suHJHHjhxmQvnT
HLPQfMdvrUutW2l+YlubqTnNH9crE0kaRrIfTa1NOfoLVfs7cVAACjLn2bpzscw+z9bgw7b1XTTy
+3p/mswHmbzhN8C+U7sEnjT1eJB413rDsCB16ZUeydN/q33M49t6s8tOft/U8guPyZ0221CfUm0X
zBBLdSSO3p3cQWrBpH48bIniV5HrQgHwy4dl4Jcso/Hxaz27qobnAft/UnOs/lc+oxWKXfl/WybC
F7eP07qFpDH9YlnrKPqjH7UzKpoAVG1aE4Idn6cChlH4+LLJ2zq7s6c/M/q/t6KuleSrnTreWztN
E10wzyRvdW5uIyZWtmWVPUUWfKimRT265GXZGnJvxR9n62I7e1X/ACjy+2+n9HzDG5v+cf8ATgFR
/L/mH92oAZZbXpTuy6f8X05Mdnac/wCWH2frRLtjVD/kPL7f+JTFfyqeOG2tU0rzNDPAirb3S3aR
zqkJAUiT6kOIQMq17KFHQZL+TtP9XiRv8efP9SjtzV/T4Evt/wCJZRqmmarrn6PkvPLOqTfo74Cy
CGP6wU+CQXHp2S8+dGVgKdTSlcnHQYYX++G4/bt6msds6k0fy8tj5+6j6fm7V/KTaxczDUvJ19d6
pIsafXWuyzxooK0RRF9WXmInDfu+7dK5jDszB4XB43ou/i7DF7QavHn4/wAsJTqt9xW/l5H7urF5
vyjhv3WSTQNdeaNJofrEktuQI3UoyUlsDEvAl2VgoZWJatQtJR7K08BQyj8fFdV7Ua7VSEp4DxDr
uOX+a9D8s6jruh6AmgQ+T7y8ghjZbmW+dnuLgXBYs05EEYkMnDifh+KgU1yX8m4B/lR9n63D/lrV
H/IS+3/ifJK9V0vV7rXrXU4PKuqaZc2Vq9law2MgSFI2M3Jl5WshBBumpRuI2oMhLsrTyH98Ps/W
zj27q4H/ABeV/H/iUs0HytZab5j8vG80XVLWZL+243l5MnKWdrky+rOWtUaR2Zm5GoLU698lk7Kx
GBlHJxcIJofPvY4+3c/iRjPCY8cgLN9dv5rA/wDnImO7vPzov7FTxSW3VLcyBQjSfUUMkSvK6xLy
QgMw3FV7hc5+Udz8Hr8eT0iJPSXO/kPOXL5cqscyOgzRzC4ljeaCUhrlreMRxmVzy9GFgnAfupOQ
4x8d9lKiuV8d7dfxzcuOCIqUvpN35fL391X7ky06SW5W8hurW5WSCCE+sIldre0ikWMfWEkVVVQj
KA6snUg7PtCWKvp/B/H6O5twzB+oiuHa/wCaPSL6fAb897XNFplpWNvXEkAmSFYpvVZLiQGIs/CO
3jMSIarRzUgKeSGis8ZEjE7Hrt3fHm5JwZTCJh6wbMDGRB9UduYHpA6Gj08kT+k/MOp6okWlajdW
dskDGG2EslqzRQx1rKQ3ofCimR2qlRWnE8VWuOnxgbxiTfPYtGaeeUxI8dV5xv8AR1Hd8Ds7Ubnz
XBGLS/17VbiNCYdQTlcOsEis7vV2PF+DIAtHbnRqMvwtkvAx3YjEfANUJ5o85GOxPu2J5+Y5b79O
hSTXNQ1WaZJpboXCvKVimDipMTkuTtzqwZGVm/ZPUmpy2GKMbprzarLlABN1sOX7Hv8A6rf9CY+p
Q160r/2vfHLq9LhX6/x3PpXLWh2KuxV2KuxV2KuxV2KuxV2KvN/P1w1v540eRYYp3+qSBI5pIYQW
9QcQGnWReROwoK/RXN3oI3gmLI9XcT08nme1p8OqxkAE8J5mI698gd/xytA/puyQpwsrRZWVgVjv
tJO0ar9uWSEMWZiAdzXc7jLfAkesq/q5PuBcb83AbiML8p4ugHMmPX9Z3SK78y2ejMFudNjnW4PK
P0rrTLqgCqr8vTtZKE0707075lw00snKVV/RmPvk6+etjh5wBvulil92M/jkgbrz5o9xyZ9Md3km
ilZT9SACxMrceQtKty4sD0FDQ1y2GgmP4uh/ndf85pydp457mFkkH+DpX+17/qPVVP5j6fLJPJd6
bJO1wxZ+TWZ33AYVtDuF4/SK5H+TZAACVV/W/wCLZntiJJMoXfnD/qn7vk2n5iaOtnbqdKl+uQDi
J0e0QiiBKrS1I+IChBXoBueyezp8R9XpP9b/AIpI7XxiA9HqHW4d1f6n193d8Mv5i6Wosw2lmUW8
zSsp+qIhUiRFjCpbKKBXBrt8W9MT2dPf1cx/S8t/qQO2IARHBfCb/hHeK2h3H59FS7/MrSJzOp0u
Z1kVolkLWSP6bghl+G02DVqRU75GHZsxXqH+y/4tnl7ZhK/QTe38F1/yr6/FSt/zLtoObLp7erI8
jM4NmBxb4Y1p9UP2EUdOrVJ8MlLswn+L/df8X+Awh21w2eHck/zPh/k+g+Z38lqfmLpsMcqW+jhG
Z+cUrG0d4yWLPTlaHqWNB0XoNsJ7OkSLn/uv+KYjteEQRHHW+x9Fj/pX/Z0REf5o2aTrJHp8tuzL
6cs0T2wdVMhblHxtko4WSTcUqTU5A9lkiuK/9N3f1vIN0e3Ig2IGPmDG+fT0Dfc/Nq9/MnR7xSsu
jsWLKwkJsy68GLrxJtOx8exOGHZs48p/7r/imOXtnHkG+P4+jpv/AKn+N27X8zNIght4f0M7w26c
FgaS2ZK0VS5ra1ZqRj4ia9cE+zJkk8e58pf8UnH21jiAPD9MRyuPlv8A3fPbmh7fzRaaz5o0FILI
2pXUbNiT9X3Ilof7m3gP7Q79snLSnFinZv0S7+7zkWvHrY5tRiqPD+8j/N7/AChH8Bin/OQd3f8A
l780m1jR55LWTULeBbtomVQbizCmN5ORfmnpyqGiKcTQHc7ZxcxZAfVtAOG5mIljo8XKwKPKyN79
56CiQx2HXtFuvLmoWt9HHd61cyST/pAqqKjyem5lCrKnCQsCJWQDkAoPKmZWTQ8A9J4vsasfa0Dk
BMTGA4QR9dxHvq++uh3BG1EFzpug2nleC8srxm1aa6ljurRJImjSNJXZeBQh6VQUNSOPj21wlMTJ
qvg77AdNMjBxRlhgDuTwmV8+7vrpY9wTzyZdaRqDXs/mE2cZua28FuyrbJO7MXAm9AqsccdSFdo/
hDfu2BRBluOQllIlsOGzvW+3f1Nnl+1o1WhnixQnpxOc+LnEcQEdwBsOQ8z8KIVPJ3lSS01CZ9Qs
LrUNSrHAbqMrLHbRrGX4ckkqpEKcWDchx4DblTK80DQ4Ty7t+XycWOWHFOYl9VH1VE7k8t57DY7y
37jzYt5w1W5N9fW1tZLZvI0yzykkNdqJjcQs6skLj9pquP2uihVVZ8Yqvm5OHS6oTOQkcJ+j6ZR9
IPp2OwriuR2HvYnxlpcUt4Q8rxqLmXlVFGzejQ/F6n7XJNgARQnaJIcXIckpmXCI38elGvx3HYvo
zg3/AEJlx7/R/wBXzLb9DgV+9r8cn0nlriOxV2KuxV2KuxV2KuxV2KuxVAal5f0PVJEk1Gwgu3jH
FGmjVyATWgqMux6jJj2jIj3OPm0mLKbnESrvCD/wP5O/6stn/wAiU/pln57P/Pl82n+TNN/qcPkH
f4H8nf8AVls/+RKf0x/PZ/58vmv8mab/AFOHyDv8D+Tv+rLZ/wDIlP6Y/ns/8+XzX+TNN/qcPkHf
4H8nf9WWz/5Ep/TH89n/AJ8vmv8AJmm/1OHyDv8AA/k7/qy2f/IlP6Y/ns/8+XzX+TNN/qcPkHf4
H8nf9WWz/wCRKf0x/PZ/58vmv8mab/U4fIO/wP5O/wCrLZ/8iU/pj+ez/wA+XzX+TNN/qcPkHf4H
8nf9WWz/AORKf0x/PZ/58vmv8mab/U4fIO/wP5O/6stn/wAiU/pj+ez/AM+XzX+TNN/qcPkHf4H8
nf8AVls/+RKf0x/PZ/58vmv8mab/AFOHyDv8D+Tv+rLZ/wDIlP6Y/ns/8+XzX+TNN/qcPkHf4H8n
f9WWz/5Ep/TH89n/AJ8vmv8AJmm/1OHyC+Dyd5Ut5454NItI5oWEkUixIGVlNVYEDYg4JazMRRlK
j5so9naeJBEIgjyC/VPKXlTVpWm1XRbDUJW48pLq2hmY+nUJUyKx+HkaeFTmLQu+rncRqr2Qa/lz
+XqfY8saStSW2sbYbnqfsZLiLHpXT9X9pXD8vfII408taV8O6/6DbbEeHwYFXN5C8jNHHG3l3S2j
hUpChsrcqis7SEKOGwLuzbdyT3wGIPNyMOrzYxUJyiPIkfcr23lHynay+ra6LYQSlBEZIrWFG9MU
ASqqDx+BdvYYRsKHJolIyJJ3JUr3yN5Jv5RLfeX9NupVHFZJ7OCRgN9gWQnucBAbIZ8kRwiRA58+
vL7tkOfy2/Loih8raRSlKfULbp/yLwcA7lOaZ/iPzTD/AAx5a/Qv6C/RNl+hP+rV9Xi+qf3nq/3H
H0/7z4/s/a364aa+I3aZ4UOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVQuL6xt
pYYri4ihluW4W8cjqrSP/KgJBY+wyMpxBAJ5pAJV8kh2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5d+eXl3Wbyz07WtMEkjaU0hmWKvqIrlWWZ
ab/AU3p069jmn7WwTkBOP8P4tydNMCweqR/l7+cXma81ux0fVYkv4rpxF9YjThMlf92Nx+AqvVvh
G29cxtF2nkMxCW9/Nsy4I1YezWmoWF4HazuYrkRnjIYXWQK3geJNDm+jOMuRBcMgjmr5NDsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVS7zBrcGi6VNfyo0
pSiQW6fblmchY4k93YgZVnyjHEyP9rKEeI0wO98/+fLPU3tbnTbGEKkcpRWmmYeoK8OYKKWX9ogU
+earL2hmhKjGP2uRHDEjmWIWmlxWms6jq/p/VWvHd44zusayEOyqBRqcjTpt0zWV6jLlbf0pl35d
6VLc64+qwXgjjsiYLm2iJKyo8PwB99+LtyU07ZsOzcRM+IHYNOeW1PTs3riOxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KqclxbxECWVEJ3AZgP14DIDmU0t+vWX/LRF/wa/1wcce9aLvr
1l/y0Rf8Gv8AXHjj3rRd9esv+WiL/g1/rjxx71ou+vWX/LRF/wAGv9ceOPetF316y/5aIv8Ag1/r
jxx71ou+vWX/AC0Rf8Gv9ceOPetF316y/wCWiL/g1/rjxx71oqc+pWcUEkolSUopYRo6lmIFeK1I
3PbIyyRAu0iJSDT0n1W8tdX11obT6qWew0hZUkEUjAr607g8Xk4n4QoolT1PTGhcyJzoVyjf2nz+
5sOwoMRt/LGoXvmi4ubxRb2Qu541n9eFi1si0gIUuT8f7RpWm3z1o0plkJP02eo5dG7xKj5p/qXl
TTpoWktmgt7v0AFkimp+9B3LKSFaq5kZdJEjaga7+rCOQq/5eJNpWlSaZqNpBZT27Ve9jnikW9Zi
azGjFw/wjkH+jbYX6H0R4ZAAjrY382Gbc2GV/XrL/loi/wCDX+uZ3HHvaqLvr1l/y0Rf8Gv9ceOP
etF316y/5aIv+DX+uPHHvWi769Zf8tEX/Br/AFx44960XfXrL/loi/4Nf648ce9aLvr1l/y0Rf8A
Br/XHjj3rRd9esv+WiL/AINf648ce9aLvr1l/wAtEX/Br/XHjj3rRX/WIPT9X1E9L+fkOPh1w8Qq
1p//2Q==
uuid:0d789b26-cc45-d44e-a7bc-0a014a2353a8
xmp.did:f3286e49-602e-47c8-ab37-55cbbaf6cdc1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7a4b7875-0b8b-429d-b809-0ae2a057e779
xmp.did:7a4b7875-0b8b-429d-b809-0ae2a057e779
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118A6DEF6295D3E198
2013-01-12T09:49:33+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:f3286e49-602e-47c8-ab37-55cbbaf6cdc1
2018-01-08T16:29:43+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_5012.jpg
adobe:docid:photoshop:fa7a9a1f-5361-117a-9846-cfb7ed9aed12
xmp.iid:cb251485-2ced-4d0f-8e2c-a11ef9cef4de
EmbedByReference
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_5000.jpg
adobe:docid:photoshop:2ff9ae9f-5361-117a-9846-cfb7ed9aed12
xmp.iid:5639d9e8-01ed-4469-9424-c7da060b814c
EmbedByReference
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_4997.jpg
adobe:docid:photoshop:bfbb51a7-535f-117a-9846-cfb7ed9aed12
xmp.iid:b009c8fe-7431-4c37-9f99-30d6a1bae5de
EmbedByReference
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_4992.jpg
adobe:docid:photoshop:69f9ab93-535e-117a-9846-cfb7ed9aed12
xmp.iid:a3b84990-e171-48ac-aaa0-b9eefedbdb13
EmbedByReference
/Volumes/EXE HD/Lavori/Shamira_09/Torino/03_2017/Locandina.ai
xmp.did:a889d00f-552a-4412-8240-17c0e726e248
uuid:66eb9ea5-56de-954e-9c9d-3afef94b0c28
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_5012.jpg
adobe:docid:photoshop:fa7a9a1f-5361-117a-9846-cfb7ed9aed12
xmp.iid:cb251485-2ced-4d0f-8e2c-a11ef9cef4de
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_5000.jpg
adobe:docid:photoshop:2ff9ae9f-5361-117a-9846-cfb7ed9aed12
xmp.iid:5639d9e8-01ed-4469-9424-c7da060b814c
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_4997.jpg
adobe:docid:photoshop:bfbb51a7-535f-117a-9846-cfb7ed9aed12
xmp.iid:b009c8fe-7431-4c37-9f99-30d6a1bae5de
/Volumes/EXE HD/BK_EXE2/Foto/Foto_Torino_26-03-2017/JPG/IMG_4992.jpg
adobe:docid:photoshop:69f9ab93-535e-117a-9846-cfb7ed9aed12
xmp.iid:a3b84990-e171-48ac-aaa0-b9eefedbdb13
/Volumes/EXE HD/Lavori/Shamira_09/Torino/03_2017/Locandina.ai
xmp.did:a889d00f-552a-4412-8240-17c0e726e248
uuid:66eb9ea5-56de-954e-9c9d-3afef94b0c28
Print
False
False
1
210.000110
296.999942
Millimeters
Helvetica-Condensed-Bold
Helvetica
Bold Condensed
Type 1
001.002
False
HelveConBol; Helvetica Condensed
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
FIAAAA+IowanOldStyle-Black
FIAAAA+IowanOldStyle Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
EIAAAA+Arial-Black
EIAAAA+Arial Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu 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
Grigi
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
Colori vivaci
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
11 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
H|[ ?_c90؉b-(+j5\s/JZ)!`Ş鮮:uTͳ=w~zw?w.6~
>:?wwоu]k=wGwy?,M|N|aOW<{~A_wrXgh~]/7G=_V7 iߺ:'_Ettsq9\:p20AT9r\?v~krNQ0DaPXtN~Xvw !|nn~Sxs6:}Ldz~Ņ g2
Dn{^vD|jSĉ݅&jqYtr-Sŕ)mLZzЪpaڦTy]rj9ͬb9\RXOaj*ɷEI)W