%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MahSing ADPL
2022-07-27T15:49:49+08:00
2022-07-27T15:49:49+08:00
2022-07-27T15:49:49+08:00
Adobe Illustrator 26.3 (Macintosh)
256
172
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AnXlZPNul2V7bRWtva3Vy
5FjFb2PmxbYPHEIo2nklWtG4KDxAFBWpLYVTlfO/5nvZsFhsBepO6hjo3mL0ngVTxbh9XDo7yCh+
Jgo3HLAqndedvzZtdVuIpYdPfT0km+qvBonmKWR1iekaSlInRPUUisicwu9A+Kq1x5z/ADU/RsNx
bx6Us8tuGAfTNfeMys/KNuSwBgrwo37sryV+K1PIVVRP+JvzQTTphI+ltqkRkmCppGuGIwRkrx4g
NJzc0KkV78VelcVbuPNf5iveQGzNp9VuGZPTm0TXVaOqOkbPJx+L98hLKUQBKfGOS8lUuXz5+Zlv
6sl9+jUt29cxSnRvMEaoqUETtWJuTFlYGIlWbbgTUVVTO183fmJyvfr8enxU9V7EWena1exiP00k
T1bgRQqzRhqMET4zVRwZGGKqMnm78zlurdJ4dPtoA0i3TQ6Xr147EMHRI+NvEqr6LCspLDn8IX4T
iqGuPOH5tFp57ZNNWBlZbOGXRvMTN6qSkfvOMCsqtGVblxO/wgU+LFV0/nL801uTNGlgNPV44+Da
L5iedw0hJPFYF40hrvRl5AV489lUbq3m78yEt5W060sOaiQRGex1tiXjdxvFHal+HppyDD7TfCta
q5VU9H84fmTLZQjUra0XUpJCoih0nWo7dk/duH9aSNmjpCzbSRjk9E+EhsVUh5t/NGW6bidOtokg
M7xNonmCUqPSjYUlKW6yNzZ/gChqAbVLcFXplpJLJawySgCV41aQAMoDEAmiuA437MK+OKquKuxV
KPOELz+U9ZhSJJnlsrhFhlWeSNi0TDi6WoNwwPcRfGf2d8Ved2eqea7F5b9kkeOzkVbWCODzPeet
aoGt0YrLSNpDI7OfgfkvFt6K+FUxn85fmN9XtpLaztHMsiRF30zXFJkJJo8TW6tBEycSZmLBCSOL
UqQq298x/mv6WlpYHS3lu3mF1PPpGuIqrEwO0Sqxj+AmnqyLzP2fZVQt/Pn5jCJXns7Zp/Skd7VN
J8xKgPxvFSc2Z5MV9NGT0wa8iOyYqt1Pzx+ZcFtaTwDThHelZEc6N5gnEaMy0QrDFyZyr7FxHUrT
j8R4KrNQ85/m9DBLFDbaWbiJnYXP6L8xSI8Su0Q/cx2zcXZ+Josr/DVhyX4sVRI88+fYpbK3uII5
PUMbXN9BoWusgjZqsvolAUb02Wh5t8XLkq0xVDwec/zXurQmGPTIbmFkaczaR5iRTCVZpTFFJBC8
jpsFCt8VKnjyChVFy+aPzWhs4Hlh0oX7yiI2cdhrcsTq6KA3rpAWi4uHJLRMtKAkU5FVavmz8z57
K4uLWPTvVW6ljggutK123HoNGv1ZyWjMhKyOPV/d8aV3XsqjYvMn5lx20cctpp11fCdoZnW11i3g
IIaSN1/0a4O0fHlvx5VXnWgxVJx59/NCZ5jaQae0VtF+8Mmj+ZEZ3BZGdAbXtJx/crzanL4hxriq
+186/mq+g3F1Pa2KXfBHjP6L12P0zIZIyvoG3mlk4PGrbUqrVIQULKqtl59/MaTUrO1k0y3ltmJj
vrpNM12AqzSiOORFuLVE4UILj1SRUmvFCWVYVpt75Ngs457e5sLeS6Z5luYbWAzrIYZY0KQx6Bb+
oqmZOBdasZKCtUEhVSu9e8u2V9c6nd3en6bqTzi0me1jjkmWKGHnc0DeWzKyqixyDnyWlCHVdmVd
NqPlWS7vZ4rjTntZGaZRJBbIEjvYGEk0gPlt2RfT6u7sp48Xb7S4qhRrPkBZbfUbe/sOGnvbySzv
Z20ZWFKyxO7f4bDRMYTGsAV05dFPJSWCsm0bS5Lzy9olzp+lRLzSaS1uoYIgVEiGSIK8GgcFV2Hx
1SMAqKiStGKoi30KxSyuoLjRpZIpmkiufU06a5eeRJGmeaVZNBKkqCZI+A9JpHZVBPxFVLrfREgu
Zbm18tmJHCkTRaWI5lf1o5S/BvLcbH0mkUx/EeRjWoqJCoVH6polrdRPHN5aj+s/GttbNpnqwpwh
A9Rpv8P3Cq/pemABzUsioOVGGFVKK01KG8muX0ThJc2nBdTTTHe9aWVOUayMmgALGGQr8URK8VLp
VgMVWWOk3FtOkg0hoU9QXsb2+mESrSJGktqHy4i8RHNIEYsJGPwclPKgVGX3l6+tdNubmfTY726n
aNbyFrJZfWhHpmkhg8uvJJwdXQL6X2GZqqaBSqXppV/pi3NwNNSO9eOkmoW+myRTMXiMNwpdPLj1
5XpEiAAlq86cPhKq6LyLqjOsP1aNGtoOUEn1K3kSP6wGWVIh/hyGGjbl6VZqAHgG3VUNT0G0uZbo
foOaS3uJFuIBFoqhgVUm7dluPLjBXk4DiCztIwUAqDgV7np/H6hbcVKr6SUVl4EDiNinGPj8uIp4
DFVfFXYql3mT0v8AD+pes0CQ/VpvVe7dI7cLwPIyvLHPGqAfaLRsKdVOKvIm8vWNxqczXU/lxblr
gG1lS90eW4tn5m6dYBJoS/GRJ6hDljvy5D7WKoO88saHd6jbXV5J5bjW5aY2SS3mi/6R9ZcfH/xx
5fVlR5AKDaoX4nLMcKsg0HRNKdTHfazpenSvF6LS6dcaNdSTPay8C0gbSLVeUC8YNhxVduIb4iFR
Uvlz8pSIm/TOj2tzdrE+m3cUGiLN6SlEhMLSW8gahoiECnQKK0xVV/Rn5V28ZEPmTTLO4iZ4bm7j
GhrK9xIpEjS8rYp6rNFzYcRUp0oCMVQcvl78po9NWePzXptppk6y28cqJ5dELCZquiu9myn4YwnG
u4XepFcVRSWf5UkLqH+KNLdDFCJp3Gh8ZnhdvSuJXFsrF1aJ+NGCgg0Wo2VULrRPynjsvq9x5p0y
IIwtBO6eXgymOEx+hR7Mxiiyu3DjtzIFFPHFURJov5YQXdp6+u6OA0iR6dDLDowIa1d1CQkQp8cT
y8Vp9jpSpJwqvTTfymtTHqDa5o6em0g+tMmioGnuIo5GkaQW6/vGiUN8JHJTuCONAqlb+UvIep/W
5f8AEljei6U/WHgt9CO7wcVJb6pISqRSkxcifhc8i6kYqhLzyr+VlxAbafzZYK1zDDcRuE8vK5hh
VC0qf6HuknoRsxII+AcaKKYqitN0f8tobCa7tfNtnPbWrL6t3HHoHGKOKsksPKGyVQknIPJ+1sCp
XeqqlD5D/Lxms5bPzBp7yenDLbzfVNAkeZLZh6bhktErGFdFPClAE4su/JV2n/nPG0M0c13pt7fp
Gsqx2cWqiNVNus4EjC0nYCXkfTam/QBmBXCrIrr83vIFkLhL7VBBcWcSTXERhuekg+H0maJPVqw4
jj322O2BXXP5wflzbT3VvNq9JrIVu0W3uXMYKowLcYjsVlBB770+y1FVGb86/wAs4bv6m+rt9Z4y
OYltLxiFheRJG+GE/CrQvU9NvAjFWl/Oz8tWlMK6pJ64VZFgNleiV0YkB4ojCJJV+E7xqwHU7Yqq
XH5z/lpBDczya0hitBWZoo5pqDkqtQRI5PAuvMDdKjkBUVVUIfzz/K2ZOSa1VyI2S3+rXXruJmIi
4QiL1GLgcgFWvGjdCDircP54fllMqGHVXcy09GFbS89aQGprHB6PrOtFJ5KnHY77HFVt1+e/5UWt
ulxNryCOSnACC5ZyCCeXBYi/EEFS1KBgVPxAjFUxP5q+QRZ/XTqyrakM0cpimAdUVnYxgpVxwjZw
VBqu42xVb/ytjyAYnmj1MzRKPheG3uZg+7KRF6cbeoylG5KlStNwMVa/5W15C9dIBqEpkknktUAs
7wj1opFideXo8QBI6pyJpy2rXFVll+cH5eXjTrDqjKbYxrL61tdQUaWRokUetFHUmRGTb9rbriq6
1/N38vbloo49V43Mp4m1kguI50Jp/exNGHjB5KAzgAllofiWqrLYJ4riCOeFuUUqq8bUIqrCoNDv
0xVfirsVSzzRL6PlvVJvU9H07SZ/W5+lw4xk8jJ69nxp1r68f+uvXFXmH6au44PQmvpLefVJmki9
TUE9S1lEwWNmU6+3OGrxL6cLUJ2K/GFBVSv9V1SBJwL6aWSGS3tZ7iG+jUOk6h39NJPMMaxStLJ8
BZeQVkRQwAbFUTpeqXUkNvp2oai8N6sM9xCj3vCQSRyj0pJPS8wTvJDWahjLnkFILL8IxVLtT1W6
jlquqlLzTzW4ibUSOLfFcNNJH/iaACKVPjjSSvFFNfhwKh/0m1xdXEuqa1EtrbvzdRqTQSK9zSKV
Q6+ZpUi9Asqt8PdhGKtuqm+gaffaxbuuk3P1tLNVjjvUuZb23clFABCeYJXZFozKktKclI3BLFU1
/wAK+brUcbe41C4tWuYZWgmmuZZVReClVmbW4m4ijM4YsCP2GNeSqD1Xy95zmuZoY7HUJbYRzhWN
xOEcyc5UCMPMUbpxJEZPp9KqCsZ2CqmueXvOU8VhDY2l8yRzOHE808vCrcRM7DX4HPEVdPtsu1Aj
DFV0uleao9NuLLT9K1qBWSMVlvDMWVHX4Im/T6SxtTqVkSo6lvslVqLy154tlF9a/XFu3tUVraV7
qdQ0agMrI/mH0/VcqCjB9vi5OxPLFVs2lfmAba00+O0v1aORoZb4SOIjGylPVZR5hW5NFetTIzVB
bjy4kKqFxof5imG/ItLuaSWflBHG8loAIIn4vzi8wF+EjkHhUVavILy5qqibLy/51i1Jbgx6lHEL
1pWhSaQoY+TqeYl12dSrG49T4Y12RqoG9MBVLb+/sxEpvPMsEV4YwYdQ/SM8Nu4u5HdAkKa+sh5r
F8JL0p9k0BAKoNddW10O6VvMUKzGVDAIL1IphcNIZEZmufMD+osygMEaVeUYp0NAqitSvma6tv8A
co7RXVWSGPUZoZ7wRq87yWbf4hhKREycAvE/s1/dqrBVT1bUXudOXUH1Nfq8sRiihF40ZuF9MyGe
3YeY4YUXiGc8mD+nVa9cVWX+rPf26GTWo1WJ5IjGmoNEzX+zpADF5kReYd1AiYndG+JQynAqourR
z2Fw2lap/oU1tDGeOo+o6vEI/q9otwvmD93Mzt8bJQOGAL92KofR9Uuro2pHmOALdNJbT2Qu5PXo
iKJDzXzLNRxHEpV4yxHPnT4mOBU3s/MNgmqm3utUEcsbs81pJqg9XjKQYRx/Tk3AiW54bpRiAFCj
gcKpfd+Z9PW0ivrq7eJLW4hEUU2qwBh6UFY15nzD6LSP65lqzfEg+JSeDYqr2moIt1A1rfN9YjmW
OdjfieE8pnjljghbX2ERKwSMvwnggZQOQZQq63uNYkS4jGsTzRS6i8EkDXKB4reVhIKSR68kqH94
ODB+XGg9KlMVQ0F7qN9qk8tjqqRgNSSI3skq27RlHCyRw+ZggbkpjbjGKsGr8J+IK3a6ms9zDLaa
1Dd3KqbqPTYL9vraxSlJv37nzGySBkCxqd1BKkfu9sKoS+11vVgW41hLHVLe2neW2mupI52A5ykg
p5lRGjolVq7KtD8a9MVe26W0rabaNLIs0phjLyxghHJUVZQZJzQ/8ZG/1j1wKicVdiqW+Zrme18v
alc29x9UmgtpZI7mkJ4Milg1Lh4Ye3+7HVfEgb4q870zz/5iisLh5b2C8kivHikmmTRw6GQqsNq/
oazHH6iNKACd2CkceRUlVOm/Nfy/+jmubu3VkhihuFZr7RQkpZgvKMtqDIvpy/DVnA5Cis2Kqdx+
bvl2wjfjZBrOH0xFPDqOhJCVkDAFfV1CLj8SOu434mnfFWj+bvl64kPo6c14Y4DcpJHqGgsPSJ9O
RlJ1GoVWqjN0qCK4qmd7+Yug6a9rBJBRJVf0hHc6b8KxqDRYvrQketeIESNiqBb85vKQMEalZLm5
kEMFrHf6O8jO0XqgfDfFd2pHuftEfsnliq/T/wA3NDvLQ3X1VoIm5fVOd/o7fWGST0mWEx30ikiR
kTcgcmUV3xVEJ+aXl6S/SzRQXl4/V5BeaYUl5RGY+nxuyx4xgMar0ZT0NcVQF3+dPlq1Rnlgb01S
OQyLf6Mw/fRCWNNr8nk4NE2o3UHhVgqmEv5n6DFDbTSIFivTKli5vtKAnkhcJ6cJN5R2bkKBen7X
E7Yq5fzP0T60LeWEwVk9MvJe6VRatxBZReF9y0dAFr+8Tbc8VW738ztAsEdr9VswFdohcX2lReqU
dk4pzvBueKt8VBR1qQeQCrpPzN0SGWVJ4jAIYTdO0t1pyn0FCEy+n9a9UJ+8pUr1BrT4aqu0n8zt
A1SZorQLI8dPVCX2lS8GYLxRhDeSEMSWUbdVb2qqx6zXyLq1w0ll551SOWUCJCb4wkPQXYCmaNSx
IlVwhJXiKBeHMEqyCX8vLp5oZE83+YIfQjaJES5tmUhn51f1Ldy7KAFDMSaDxLEhVF/yuja6ubj/
ABV5jBuG5CMagSkRMciH0gUPEVm50rQMq02UDFV7/lqz6QunN5s8xckIMd+t8q3IC7AF1iCuKbHm
pr1674q3Z/lvLbRzr/izzBO1wsgaSe7ikZXkYkyJWHihAoFQD0wB9mtSVXQflvJHP603mzzBcOTE
X53cSBhAXZVPowRfCWkq1PtUAO1QVUPcflU8snOPzn5nt2I/eCPUFIdiHBfjJDIEr6h+FOKjagHF
aKr/APlVqC6kmTzX5kRJUjiNuNSZoxGgCsF5IzBpKfFIG513DAnFVWP8t5EmeT/FnmBkLSSQxG8i
4xM5JXjSEM6x8iFSQsviDQYq1B+WMUNtcwp5l152uGJWea+9aWEcQqrE8iMRwI5Ly5fFU71xVqy/
LL6s6s/mvzHcgOZis1/8LSli3I+nGnw0PH0x+7p+xXfFU2HknRhcR3H1jVPUiCqgOr6oUogCjkhu
eDVp8XIHkdzU4qqHyhpBnmmEuoK06sjompagkYDUqUjWcIjbfaUA++5xV03lHR5WjJe+QRsXWOLU
L6FCWYM3NI5kV6sN+QPU+JxVN4IY4IY4IhxiiUIi1JoqigFTU9MVX4q7FUs80Rzy+W9UigeaOaS1
mWN7Z5Ip1YoQDFJDFcyo/gyROwPRTiryjTtNu54IIr2/80CeOQyvKJtc/e8o3ldZK6TbxqFeRgnF
FYcUowYBQVXWUWstdKhuPMFlDfPHNSKfW519T1nYo31jRV9CORifU+NPhA6KakKgvquq2JeKObzI
s0iLb3PC48wypAI4xbl7Yropjmdoxy5uKcgCO5xVG23lPzRBcG0k1TzAtvNGGmVdV1Gc1SWPmqXD
aP6ic0QP8MynkWRQF5HFVn6H1xLS6urW88yXxdlukkur/WLaVShCLS3XSVUAUlYxCJuVE+EhlClV
G+s/ML+YGdr7zCsFy7WUMMd5rUUUBdR6xiSPROD+jzb0ZZZCrAci3w/CFUotH1iK9tv9y+vW8SfV
7qe3t7q/RnZg0gVraLQoWclyyOtVb0wGcDYYVREk2tX9qyXlx5kgmiVZEFtJr0XqtJSR4JXj0VPT
RH4orJV+I3IqwIVSvtN8wSRjRo9W16e6slblL+ktVhc+lF8RW5g0QiZwZ6cQTXgjEElxiq6LR/Mj
wyafNq3mIylEjsZxcawzidoynJ7r9DJHGPTcKzlSAfiIWRWZyqcv+W3nkpM0eq36coPSWH/Ed2Ob
TSGV5DMNPWRJISRHE5D8o1Cso3wKiv8AAPneFybPVL+MSCUnn5huJuDOkRXgLjTZ6/vImUcvshiw
BJ4hVZD+XXnSD63cDVr641DgkFjLNrjCkURIUsU0tRyZZXLc0k+IL1O6qqH/ACqnzL+mU1E6jfO/
1gSSGTXZJKIZJviRX0xqFIpFCRqyr7gorlVJ7HS75LO5efUvNSR3Z+rBjda5LLFMsRRJYlbSlcc1
kLuzLxWQAAbCiqhL5f8AMltcSeje+YfrEXGeW2fV/MMlqqRRSMY4pV0isoccSwqW5fCvE0qqiX0/
XGD3Ed75ktbx5RUpe69NHGsoLGRIpdHMbn7SmMpxUBaFGbFXaTba3EzXVzfeZ2uJTLepG0+tyRho
mmVLfg2jIixvHuQV5luNFPwkqoTUdA81iNLebU/MrxR+n61zb6pqwljCuiO8Zj0RY5v3To7cj1Dc
dw5KqO0m28wQC2ka51+W2huFht5ri51gzSChjJuI20ONkT0mDVrw5otWDFnKrWlaR5lsrQQrqXmG
XU/XSFEnu9UlhZIZDVXupND+FGMpJfhuPsuFGyrVlZ+ZbN+U82s3X1eJUuGuL/W3rKjOF9MjRFV6
xpSsQXkTRg5KklUBHF5l/TNnfaheeYzZXDLL9Xs7vWnt44pTyi5o2jxmZvUerL6qkD4ePEUxVOod
P1S0vYVbVPMciwSfAks+qNFIrT/VY/VmOlH/AHW4bgH+0qsSwLSlVDapa+ZbaaGzs9V183EdtKsN
1JNqhMkgfmVcLok0JKJAeDGrMCRxJcPiqZE6vp9xcobzX728Luzo7ao9uUVYgGWWHRzGrGKNn9OP
b1GKitQVVS+10rzDdajHHd6r5gsmUPBD9UutVmiLwwgMsn1rR/T48mdlkZzz2+3QcVW73RPOdlfC
W11PWLlUcegZNR1KZHllZiFuYINJYxKqTtQhuI4oWHSir1/S5PV020kpIOcMbUmEgk3UfbEqxycv
Hmit4gHAqJxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4xb6RcXUMTX+nSmxnPqz108O
0s0LyMqzW7+XYnoY0Qcyqn4UVKk8mKue1litrO2Ty7GJrtebiPT7jhAHnL25Vx5dMfKItzpKqFG+
13bFUNaeTBeJ6T2Z+oyW8XrmfSoFdZUYxLwik8uQKfTiRkVm/Zp8FCpwKsg0OSHTIrWz0ySLUVue
E8iaZwj5l3dXWY+WTG4LRR8pFiCjip5dCyqf6f5C1a6SK4Oj6Z+jr+A3F1Yz/VI63Uin95JE+hRS
l3FA5kKkcm+DYAqq6/ldO1pZv+jdMsru1YTG0tV0427yxV9KskujvItOgZFDLyPXFV2oflvq2pXt
vcXVtZooRQ6pJZubeRUk/eQGTSX5kvIrV+ChRW/ycKrn/LCZ5SDYadGiNE9rcRrYiSL03kkULE+l
SRVRnPFwA1HboRUqoX/lWesW1z69lpGkif8Aecb0yWEc6IQ0UUSldCf4Ej4FamoPwnko+IKibb8u
NQjkhI03TbZrNkFtcwNY+q6h41d2/wBwyem3oQqvGM0p8Pw8VYKqFp+XHmGztSYrLTpbxb1rtXeX
T0L8o+DOzxaCtHepDUTlQ/b7Yqsvvy28wtcW0un6fpdl6UaV9CXT4/Sl4+mxiMmgTsf3SrHy5LVQ
BxGKroPyx1O21O7kTStKuILzgs91JJYxTupCicukOiLz9Q8mZWkKsf5QdlV9z+XOuTxG4j07S7K/
oWK272BR5GkDVaWbQ5HBX00cHju3UbA4q9H06KaHT7aKZEjmjiRJEjIZFZVAIVgkII8KIv8Aqjpi
qIxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4gvm7X9L4Jpt9Jqcts5l1aOXzFpMgtxB
CtYJmntmZVnaJt+KENyPKMYVZLJ+bGuRTLaSeXrU3sgQRRprenMnKSoUuSyyhCY3aqxMeA5UqGVQ
qjd/nFqsEbmPSdKml9S4hhh/xBYozNbEcq/CwX4algKlPh50BYoqpR/nTqvqJDdaNpVpL6Qkmabz
Fp/oxyTIr28XNA7kyq1alBsCV5jcqouw/NXX7zTobsaPpEUssoi+rnzBayU5RiZKPDDIrM8fJ1Ub
8KN3NFUIPzr1FLqK1udF06K5mWJorddf095X9ZoFVVU8fi/fPsdiU2Yg1CqvcfnHeRQQ3CaRYywS
TFZJRrmnhYoo1Dys7BmBkRCz+mhaqqTUdMVdqH5x31nbwXb6VpgtJpXRZJNf06P1EWf0ucBY8HIj
HqMpZabLWtaKqw/NPX10m4u7jy/Yw3UKJOtqdcseJhLcZZHlIUIIjHKDsQShofBVuD82NWmaaJdC
tfrVqgNzarrWmySrI3AooUSBaOrOQzsn2em4qqhbb86rqWNpDotpJFGhMklrrmmXIMnCL91GFkDs
3qzeluo34dn+FVG3X5sTwCaVrDT47VE5Q3E+tWMKO4ZY2VuR5J6cjcJOS/CaUDE0BVB2/wCbnmOS
SVm8uWAtouMbyJ5g052W4MqRNbsuyh/iLLVtxQHixoAqlf8A5yeYYFi+r6BpVw72kV5KD5isI+CO
rmR91NYo2QD1Oh5Cneir1G1n9e2hnAA9VFeisHHxCuzLsw9xiqpirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirwiW7aO2vLl7+aeGKiLz1VmXhLFNA0/73zRxEbSV41KMPs7sOSqoj/Ekk1je
iTUiqwTFtQKaoqm3iDGVbd5E8yAxStIzxq/JQePEoEUYqpQebpL27eC5vWkv3s1Nmlrq0MPqM1ZO
QtovMhDVV1avIfCrUajABVH6jrFvzuL5dV9H17ZZDCdTIaSP03MJhK+YYYkp6Dysw4hkqOVeZwqh
pZtOBv1ttUNrBG0Anl/ScqLIxMtsJSyeYY2ASQKJefBpGR/tsRxVRMnmrS7i/m4axFdTBlWHSrTU
khuXkgegdqa+kTqV5sylQWXjy+yBiqnfeZpbhvq9rqQlvXMcaQQahGrSxxJ6nqRRr5khKrOJC6Gv
Lgvxg/DgV1/d6jDdwR3upSS2AMqwWlvqElrc+mZVRGad/MkZctJLGASp2otELUxVC22sJdaZLePq
cxSGBPQKawUAMzOhd2TzO6OGlDcOTqQo4BiVxVfc69cSSSNHdSXc16Y7HT5bXUo47driVB9mA+Zl
DtKjCSJVCuKg1JNcVXvrt++lzSQXsrSzSwEzrfxsvO7tgCiV8ypw/eSAqvMKOS8FY/HiqvpXma8f
UvRs9US/sGRjbvHeRys1vGzcPjfzEzs1eURk9EcnHxbDCqlpfmwXIs1h1P8A3HlWtrlm1OGVpLqd
qBI508xTuj/tqvxEJsp5UGKqh1GW9eGOwuLq4sLWOlv6Wqeq87ST0dvXXzIhkVl5cPWX4ex24EK9
a0Q10awPptCDbxUiZlZl+AfCWSSdTTxEj/6x64qjcVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVeP+XfJXmG7lgMHnDUJ0tgpuI7bzGL7iHE3Fm56YrPy5gjmRX/nmtVUzf8AL7zub6Qxa7qN
vaekltGU1ouREI2Bf05dMf8Aeh6fF6hJqTUUC4qg7L8s/PVvALd9a1KaKaIRSmTzFMzwkyl+cMg0
tWZo+o5Ec68W+FVxVG2H5YeYYImY+Ydaiml4kINclnjtyOqQ+rZBXWnw/vEPSuxqcVS9vyu85CCU
jU9TlnmeOVI5PNN8qQEOxdIpE07lxKcVqwJIZvskBiqitL/LzzzBYC2k1W/t3ilikhmj8wTXLkCE
W8gYz6WF48R6gQqwL/y4qjLnyD5suHtmfWtTSWKUkyxa06BUVnZWMQsPSlL/AAApIpCgbHrzVRdj
+VH1VZlPm/zLOLhI45vX1BXakR/Yf0lZGYfCzKQe+zUYKt335UQ3azKfNfmSATStN+51N14MxiNE
qrEKph+Fei82p24quP5VMY3U+cfM3KUP60g1EBmLbqwAj4xemfs+kEB6MGGKq8/5ZJLHKo80eYY2
meR5JE1Fqj1FkUKgKlEEfrVTio3Va1pircn5aCSZpZPNHmFjIipOg1AojlQVLhURVjZlJDenxX9o
AMFYKqd/+V5u7x7lPN3mS1EgAe3g1ACKnDgeKvG5Wo3qpFDuKHFVs35XSS6rNqLeb/MQMyGMWq3k
QgReqcI/R6o4DAmtejclLAqs1giEMMcQZnEahA7ks54ilWY9Se5xVfirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirxRdAtbyayeXRWguLWOMpeJpQaXkrJEqgz+XVVaOHPw8KKA9OLfCVTiw8
y+cUtnupTqlx6hKQQTW1yjKsMRJkZU0CNleRqFlPJf8AfZY/AQrd3r3naMTwm6uI72AMXtoWllbi
Uqrx/wDOvSPJT1uqqRWNRuTIMVXprHncWsdgtxfPqJ5B5mWQMCksZBEv6BEBT0n+I+mNxxFWqwVU
5da88rbO8NxqcqzNDGpkieOaKqRurhF8vMgaRXPq8/gRvh5LvxVXJf8AnuV723bUNTg+rEPFOsJL
SRxzSJK3J/L/AKZbgV4RoCW4ih4nmyqjZ6/58ZLm/wDV1KS3hDSi1mhuI6sxRfSWP/DaXDIjSkqy
8mIWp25hVVK61r8wHvZ44tQ1KLhN6EMaWs/FhJKSsjSP5dkFBGzLyU8E4LyLcycVVX1H8wpbmKwf
U7+2l4sUkt4JJedQxpPO3l/0IyClBTj9roeI5qok+ZPNyWMfP9KRywM1ldMba4lZpR6f7+MRaG/q
JxEhWTiiE0BHxfCqg59b8/SqUgvNSiuLWiuPq1xwlKvEjVkby4ynlycgxL/lbr/dqo271nzvewXM
WjXF6jqAyT3cFxayDmzNRRNoTx0TjxpxYkHcqaFlUNZ6p51n0qea31PVZp0WVLiO5gaB4nHF0MKn
y4skhZPGL9ogBjSiqjF5o/MQvcwzR3sJtrWSEyLHeScpo6IJ0p5cpI5eh+AlOLEhG4mir1Wwkmks
beSYUmeJGkAr9oqCftJE3XxRfkOmKq+KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kvm3T
tQsItNubYeW9Pkinn5W90L/yjT66YUMEMXC2SIuGkfizIzbVoeRVVUd+mv0f9QmudA0R9Ps1Y2d9
+l/Lq/3sSSLMnOxgAkkdCF4FVLAk/AFbCqtcaJpYuJPrmg6fcvFceojtceV/XuUl9UrLKj2ESqZp
OMPHl9peuxZlUFZ30AaHTb+2sNN0i1VriOSLUvKksDwSqYvrCxNp6fupTyBYBWrLxAKn4VUBJf6f
FFE0Oh6XdadJN9d/Q7aj5PS2CExRc/hsakGR3hDepy+HdgTgVHXsmm6e09uLfTXSOBBb2V1f+Ure
X1ebqsaxDT+K8Em9VeT0qwFPibCqvb6jqNxDM0VlpmrS3Dhku4dW8tSTSyRW7yQIP9xcMbKky1Bb
4lZSQCgNVW4Nd0waPHBZW2nTG3lgMNhBqXlT03uQ37uBCLQRhZJImm5cVfeqb/AiqFF5c2N2kdx5
dtFuJ1tvruknUvKS/u4T9XjaQfUoZHIk4GMK3Gp4gr9jAqN+uabBdW1jopiS4YSQCws7vygksSLv
MBE9pypJLHzda/s1opATCqFu7/RLaOKH6hYWGpxSxiW1e/8AJ8VxDA7rKsMAa0kVvRf94iuEqd+d
aYFavWilV4rHStOfVGDJI36Q8qhr2RluElc/6BJzKCJo1rGtQ7cgoD4VTG+1y0ube0u73SdMFtI6
lvr+o+Wqrau0YjK0tpEZJRG1wKODyj2JAUYq00esS2dwJPLVrEzpGLeyW/8ALDRD/Q2gZELWBoAh
EfxBviCqKRcsVe5aUkiaXZpLCtvKsEYe3jKskbBACisixqQvQEKB7DAqKxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV5Pon5t6zfQs2pHy9pBgh5zvd6vassoZxEZIhay3XFEk5IwdviYAVB
Y8FWY6P5l0q2gtbfWL7RbPUZ44wIrO7QpLJFEPU9JZFifilPh6kL1xVUTz/+Xdz6IXzFpMvOULAP
rlsS0vIgcBz3bl0piqItvN/ko8orXW9NPpoJ3jiuoPhjk+ISEK2ytWte+Kqf+N/ItzamRdc066tW
lW3Zo7mGaP1WICoxVmAJLL17keOKrZPzF/L1I0kk8z6SscgDxs19bAMKkAqS+45Iw+g4qiLjzr5O
t39O413T4ZPhPCS6hVqOxRDQsD8TAgeOKtzeaPJ5tHkm1bTzaBaSO9xB6fHh6nxEtxpw+L5b4qpv
578jpAbh/MWmLAH9MzG8twgfh6nHlzpXh8VPDfFVx87+TBFLMde070YJPQnk+twcY5QQODtzorVY
Ch8cVWnz35IEMk58w6YIYVjkllN5b8USb+6Zm50Af9knr2xVpvPnkhUeR/MGmpHHGk7SNdwKvoyE
KkvIuBwZmChuhO3XFV9t538mXJmFvrunytbf70ot1CWiO+0q8qofhOzU6YqtXzx5IkuIIF1/TWuL
hBLbRC7gLyRsCeca8qspAJ5DbFU7jkjkjWSNg8bgMjqagg7ggjtireKuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KvELXzBBFbQWt3qqz3tnIhN2uoqrQSqrkJdr/iKWWX0z6pkUvxKhuy1wqg
b/zfpt7ObK91OIxOVuVrqcI5oJAJYAyeZE4soKAg/AWR2CtsMVRA1bUCbe21mWYo4ZJbdb4q31aT
kjytx8zTllSSXeUoeIHYhaKrzMyD63aaxcfUpoZZGtLjUp5JIPq6AlZXl8yRqAk6APxX/JZlUk4q
s0fXdQurk2MPmNDJGC8M5mmeOnrJcpyB8xPKyzxmPgWHEI3DkCWQqq36cu9QnubcXaXFxxvLGKK2
1E26NPEJXl/0ddeX1G+NAx5cl5K3IVYRqqdp5tsrS9jE+uGPTLlYomS41aCVUaOlww+sP5heXmkj
qHop5IeFGQigVOE1nSTeR6Xbzy3jpH6601WOXgbSV+PJZNc9Ut6y8S3GlaK52NCqSt5gsNOkuJWu
xa6tbQubwyask5WIz0hWRH8xRuXBaJubfaT4BxLBAqsm8z2cb2zXmrJbXyzy293DLqaLLvFwLKF8
zMsXGMsoqzMsjc1UE7hU2jkku1tb268wJd6e/wDoduLC/urf1GHIN+8TzCySOiqzv8JeinqRiqyz
a2tXeU39/qdJmr6ep3JFvBKiOgljm15vUKpKGDopqN1FaElVP9N2+qamZLTXbJR8M9o0s5lkZI3e
J/RkTzAvws1pyPFVWh+LkS+KoUaur381jLqNzEbUi1fT21Vxc3BlkaaBIpf8SkLIU47yKGdQwX4a
qoV7ZYEmxtySSfSSpJ5H7I6nnLX582+Z64qr4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq8Mt/KcFvqRtINJdJI7iKaC7/RUUYjkDBUljlh8uemHXmZKs5oVUGgZwqq+6guLTTYozpL3tvDD
EH+sadKojasgdESLyyw9NoeUbNxHw0+FS3JlVmraFYTPDawaaYoJJ0aKyXSkFoRGfqyTc38tT0c/
Cv2qcDUNxpVVEWflpEuo5DpMX6PT1LWa2g05FT0ZppFETKfL6s8aTlw9JFARVkYHnuVa1DRrCKzi
tILKcaXNMRLazaQkNpBD6gkb4D5ekA4s4K+oADQkv8JxVc+jaheT6fq1pbetIscVzbMbRCsTXDSD
nFI3l1njeFghWlDRQZFH2mVSy48qyJBMtlpUj0tlDLNpEIT40N41vEq+WuUkfqBweXH4uO3NuICp
rcaJcXcs91aaEr3kolt7qG6sBa8ooHSqGY6Fc+sJVKof3nB1Hw9G4lUq0fyzbxR3Ms+iK1rG9uxt
5dCqzqjFZ14xeW7ZmHKVXj4gn4eR4jmMCpsvl2GO2EdppFEvAYr1Hs3i9MXPx8YIToBSZU9dtpEV
V35fEZDhVZLoMkenpaW+jRJFLJzMI0xvSndmRrWW4iXy/QSP6JWY/CIq8t6pRVSh0/6xpgC6ddxr
p6WylJdHUIHVqevbJ/h31HkhC8FURKONNl+1iqKl0K7SzmuZ7FbmWW5pJcJpoM0KCVV5wKNBmaSh
t42VXQ0oP3jBVbFUrs9Ek9EW8diI9JljE15bfoc8K2yKhX0j5ehSRpJ0kDx/DIV4slB8OKvcdO/4
59r8Aj/cx/u1BAX4RsAUiIp/qL8h0wKiMVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeD
2enflbd6jMz38OhwC3kla4lTyY0HpPKYWjX0orqWhaQoSRxP2Wbl1VZAfJn5ZCxgsLrzHpbmQiJJ
mttA9WV7ctEqUe1eNvRDhAAlQfmRiqnL5H/LObU0hk80adNexIUW1mtfLbyonpsIeAFisi+nsy9R
8PSmKppbaV+U81pFDDrGlKnG3olsNLhXlLWSEiNYqqXaQyRg/tHku++FUx0+x/K20u7iRrvR7u8m
lXk8q6cJleNHiCVhjjdiBFKPj5Nsw6AjAqrd/wDKnbGzTTLv/D1tZyh/TspfqUcTBPjekbUUhep2
xVzeYPycBium1Ly7UK8cM5nsa8aI8iq3LpTgzAex8MVbtJvyftoxNZv5fgjuTDAskRskEjGMehHV
acj6bDgv8vTbFVFrT8k45VLQ+Wkls2YoStgGhaJwz02qhSSUE+DN4nFW7CL8lJbtLzT08tyXiKRF
cW4sGlCxoqEKyfFRY5EXbsQO4xV19dfkuUfT79/Lpj585bWf6lxEjfvPjR9g7c+W+564qoTn8ibO
zhinHli3srpHa3VxYJDIjGNnKVojBisbbdaA9sVRSyfk3Pa28it5dltIIJTauDYtGlugEcxjP2Vj
UUV6bDocVQr335D3ERsWuPK8sSLIDbc9PZVQfvZPgrsB6fNv9WvbFWcWbWjWkDWZRrQxqbdoiDGY
yo4FCu3Hj0piqrirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirwLTvNM6TXV1a6nyhsYpj
aQyavHN8bAtGs/LzPPG4Cc3PILshII+ziqpbeZNPS/dbvzJb/VLy29aF7q/ka0YrKnqwKZPMFzGz
sAV5KvFOxJqCVRzQyy6JYi0vJ7e5uI39e3k1aW5jnlSKkaQodfQcJIzI6oJaU4lmHCjKrj5vs5Zb
Sc6hI2ncjL+71W1jQ3EqM8UUckfmBPhaaGRBE6uhKsqlUFcCqz+ZJHLPFeTX+lWgRRd2+o26IJoe
UjO83+II3dET4XjkWppUlsKrLrV7OyvY9XbWmtoFurqFbe41JjHMBKxVFYa8tvzADqPVH2v2UChV
VbuNft9TklSHWRDpTMbmz46nSdokkb15BcweYYy8SospoUUJT7J4ccCofUrxBri6I9/LIs9rwtrW
31R0mL8WlUyV8xRSSGQK3xel8XIcn64VbbzE9lAP0jeTw6dJbsLe1hvba3JEMXqyTLKuvySt6tar
xb4Ru+3x4qrx+ZdNvLpLX9KepLMwaGCDUjbvPFLJGySwquu8+MUcZLEoOYBKfCxDKrbHzIslzE8u
oCe7kknjtdQt7kR2oLlYP3kX6flaZfV9NQw2VmVPgaoCqjb+YIHsdNuZLh01aVrowXK6pGsUk1fU
iRoT5hrN6iCLinqOtCPiVTsqqKy6jbyXsutLdJArSzT2uoXEQDNG0sd1Gf8AEC/V4Y4J1eWI0LKp
ptwoFUrS6urzTLqaXUZ5NR9SUWcEWoyxv6wZFuaonmZ0ZUDKvASp6bb96Yq9m05i2n2zE8iYkPKv
KtVG/LnLX582+Z64qiMVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeQ2vkXWhpFzfSeZ7
0XMxE9rqCeYmKPAx5QM0g0+OEK7kqKwv8JoCQFAVQ3+CvM2pTSXFr5gnjkuZbmS0Fn5pmYSSH0o5
YwTpj0WP0S3Fa8G+GnE/Cqmtr5K84TT3N6+uXdzq1usdtLYDX2a1qvpycpUTS0WGVo/h+GHdfi+0
xbFUVB5I84kQme5uo2QMkgTzHeyh0aNIqktYIeQHJwV4sHUfF8b4qhtM/L/z3+lY21XVLqaxU8DM
dduJZPSIYMptY9Ps7aQnlWrgkfzH4eKqe3X5YxzzJInmjzDAsaoqxJqBdOUQHpuRKklWDKrGp+Ij
4uQLVVWS/leZBJ/ztvmFDMKzsl3Cju4gaBX5rAGXiH5BUITnRuNRiq/Tfyyj0+7mnh8z6+8c0nMW
kt6rwRrR/wB1Enpfu0/eA0U1+Fd+tVVLS/yqTTbhJIfNnmOSIczJbTXyypI8iIjyOzRGTkTGGFHH
E140BIKq21/KhbbUJb5fN3mR3nlSaWJ75DGzRsSq09EEJRuPAHiR1GwxVpvymD3E8kvnDzNJHcKC
8P6SaMLKBQSxekkfDqxKD4Kn7NFUBVs/ldf8pWHnfzGXmYOzPc254FZDKDGqwIq/EeJBBUp8NKce
KqiPyfi9QTHzb5iE6xyxLKl8oZfWNWIdo2kbjUhPVd+I6b74q6L8o7kWctrP538zSiWMR+uL/hKl
JjLWNlSm9eLcgx47AgbYqz23h9G3ih5vJ6SKnqSHk7cRTkzdye5xVUxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV4bYadqEdtLbfoqSKZn9TS6WH7m3ZiebLIPLKLCXSY15I/wC0G4nliqtp
2iXL6pDFHpTwrexpLqkx0+OP1X4mqSOfLqpID6ZJ5PGw9QjiDxUFV2j3Op+W4biOzXUbS3dBcCC1
0yWKCS4NDI0/1by1Dw/u/T5/ESm/FTTAqdXvmDznGt5DNPfW4X1fqk1vb3U8zvzjeNR/uAaML6cl
DxSQ0B3JVyFUG3m3z1bo/A3U9rBGnCeSHUA7xUjkWZpE8vSRs7qjK6qKLyP7QBCq6417zwyXElvd
6v6gPIW4t5AiqEaSURSf4ckVyhokfxMH/mr1VRVrr/miXUbW0t9QvpWWf0ib1GtFuI3qpduWhx/H
C6leEJUfZLNvsVW3Wpecbu0tUtL/AFWzlDhbgmCVB6cyerQST6C/IxqOCkhN/tnntgVZe695yS7d
4rrWDaPFJ9VCWstWkkCNH6sZ8vO0fD6x1DNQR/ErMHGKrZNa8/wKqyXOoTQ3SBYruGCUyRsgkKsY
l0CTi0irH6nMUDMQo+HdVs6z54llkt2vNUtyDBMkkcEzf35iDQ8pPLgThHzJHxF9vjKDlxVUP0t+
YkEw+sahqLErJyEUMk0IZYi54FPLYOxZQlXNTtRypQqtzeYPO6TzRz3WtQxhrkwSWtnNOvONIzFC
xby6zemW5D1Ap26GQ7Kqmjaz5uP1m1nuNQgKMx+uW9vcSyBSWljCBtDML/ulKmnLiaL8TEHFXoGn
CYafbCaR5pvST1JZQFkZuIqzhY4AGJ6/u1/1R0xVEYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq8ss/yum0/Tb63i0HS7oXMpJgc6cgljVecQcJo8ce0v7LK3EEkMdlxVEL+XmpXnptqukab
dt60vNLl7CZYYpCgH1cjR1LDip2cKdyCW2IVW+Xfy21Sxns/X07TLdYhJDLdWx09phAzGRVCpotq
pq7klAUFQDUknFUdcfkt5VuL1buYpIwcvLG+maG6y1kMhDs2ntL0bhUODTevKpKqNT8qfKqXbXaw
oty5Z3mW009HMjf7s5JaqytSqniRyBPKuKoFfyV8sR20dpbzvBaIY5HtxY6M8bzRBl9dklsJAJGD
ULLTwFBiqJ/5VNovqhmvHaIsJJbc2GienJIU4SyP/uP5cpl5ByGGzECmKrovyp0KO8nvROTdStWK
b6ho4eENI0jrEwsQ1JC7cuRYmpPXfFVSy/Kzy7bRWsbcLgWUc0VuZLDSV4euwLMoisowhpVaKACC
eQJoQqoWn5R+X7R4mhn4mKH6uOOn6KlUMhkcHhYKQH5MrKtFoTty+LFVp/KDy5ylpKArh1jjGnaJ
xiR1lVkT/cfXiTOzfFXfrsWDKq1v+V2nQ0i/SEjWQ+rstmbHRxH6ltwCyfDYrvxiVR/KPs8aLxVQ
91+TnleZrcwcLP6sJEX0NO0beKYtziPqWMnwUkYUWleR5VOKt235RaJFcRvNNHdQxxPAIZdM0gAx
yVLbx2aUY82B40Uqaca/FirNbK2FraQ2wcyCFFjEjKikhRSpWNY0HyVQPbFVbFXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/2Q==
uuid:5fa3a9e0-c624-2346-9d08-93e03743c3d7
xmp.did:ff2cd342-8aa0-4d87-8ea9-7da6979273ce
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7714bbb3-cb4b-9e4b-a7cc-ba1f08c54dbc
xmp.did:09a6dae5-d973-4c6c-9883-0fe9bfce3a2a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ff2cd342-8aa0-4d87-8ea9-7da6979273ce
2022-07-27T15:49:47+08:00
Adobe Illustrator 26.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
20.999999
29.700002
Centimeters
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 2.003
False
Proxima Nova Regular.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 2.003
False
Proxima Nova Bold.otf
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
Hėo6
Z@,Էl'ki{<dɐ{HY
y$yy
ٔr
ɢG@Q7|?'XxEj1ڑCE6M?Y{k( =)!uZ'+_a`2"5/~1O?^'[Q`SJ܇4qg1Y6,AR7,֩;!IYB0BH/d֢̎PEV]c|T8jdor+m>YS'e"y%>Y
^|RВV\-6]݅E)%g1Fð^lB
s"&u\
!3!4
kܵ|