%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ogagolf-cal-1909
2019-11-27T16:41:41+09:00
2019-11-27T16:41:41+09:00
2019-11-27T16:41:41+09:00
Adobe Illustrator CC 23.1 (Macintosh)
256
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U1G+/TrirgQaUPXcYq6
orSu/WmKuBBFRuD0OKuJABJNAOpxVwIIqDUHoRirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVeZ/85D/APkuJf8AmLt/1nM/s7+9+Cl8s50DB2KvtT9A3Q+rUMX+jCki
1NLk1B5S/DsRTl+1uc4bwDt5fb73J8Qb/il9ppWqQ3NtOTCqwFk9JGIT0pSzSUAjX4uXD2NO2GOK
QIO2347kGYIQF4LQXz28l5aJMk7SOZGpI4dxIInqtQvH4CQ32abZVOuKrHP8BnG6uiuQRx3NxcxT
WPp3EZHpPNxCKwVmAHDoVHL6cI2JIMd/Nelbom1s7Z7S0t7eaC4lhf15oQwaN+KGPdkXorEFar2y
cYCgAQerEk2SW10a/q9IbWNXniuOKMxA9IL8A/djrQ7/AIY+FLuHMH5fBeMea+30S5i1kXoEUcVS
zBSSx5CQsKcF7yDfl26eBjhInxbfi0HIOGk7zJanYq7FXn1/c3javey2NzqgsBc20F/b+necgi3L
m4mhZwOEfxrH+534At0ocVUtNt/OtxPawNd3lo9xo2tRQXUokdIpPrsS6ZNMjbNOts9fj+I0b3xS
rWEPnafyn5hitjLHdzTeloZaaaWRYjbQpIyz3foTAGb1CrsKr1VWFKqEN5YPny8/L63utcvLganI
1peSvOi2jyREIZLf/QTPJFWn21UNvug+LFSlHm1vPv8AhSxMU13Df2+iatdXxjmuonRqxCz5NCC7
XCqTwEi9nLbjdSHrltU28RNa8Fryry6d+W9fnihUxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5n/z
kP8A+S4l/wCYu3/Wcz+zv734KXyznQMHYq+1Trl9U/DF/wAC3/NWcgzSHzl+YWpeXNFbUo7FL9w4
UWyckYjizswI5/ZVCTt03xVGLLbXZS+lsbZp5QsjMyFjUgHerb5WcMCbI3ZDJKqtEfXAvFVtbZVF
AAIiBtuNg3th8OPcjiKrHqlxESY4oEJAB4ow2FTT7XvkhEBBKUt+Yk6+aE8vm0PqPE0n1srxhqFD
BATICSQTQDfY7UDEFU6/Tl9/LF/wLf8ANWKtLrt+R9mLqR9luxp/NiqX+YvO13omi3WqPbi5FsnI
W8K/vHJICqvJ1BJJ+fgCdsVVNE843GraTa6lBHGkV1GJFRlPJa9VajmhB2IO46EA7YqjG12/A+zF
1A+y3c/62Kt/py+/li/4Fv8AmrFUik/MiaPzXH5dNmTI8RlN7RfQU0BVCTLy5Gv2acu9OO+Kp7+n
L7+WL/gW/wCasVaGu35J+GLY/wAreH+tiqnd+Zby1tZrl0R0hRpGVEZmIUVoo57nFUo8mfmNP5p0
GLV4LZbeKVnQK4JBKNxJUhtxUU6dcVTt9ev1FeMXUD7LdzT+bFW/05ffyxf8C3/NWKpJrH5jSaZr
WmaVLFC0movxDmSGPhWoU8JJkkarCnwr8qnbFU7/AE5ffyxf8C3/ADVirX6dv+RHGLoP2W/5qxVv
9OX38sX/AALf81Yqk/lfz7ea9p8l4sEMIjnlt+I5vvEaE1PDv7fScVTdtdvwpPGLYV+y3/NWKp/i
rsVdirsVebf85A8f+VdyllDAXUHwmtOp8CMryaieH1QNF23Yukx584hMXGi+YOUP++E+9/8AmrK/
5Y1P877I/qew/wBDmj/mn/TF3KH/AHwn3v8A81Y/yxqf532R/Uv+hzR/zT/pi+200qwZFYxbkAn4
m/rmQ+cufRdLkHGSAOu+zFiNwQep8Diq79E6f/vr/hm/riqyTSrAPH+66tv8Tfyn3xVf+idP/wB9
f8M39cVWfoTSuXL6uvLlz5VavLjxr168dvliq/8AROn/AO+v+Gb+uKrItKsCprF+037TdmPvirpd
D0qaJ4prdZIpAVkjcsyspFCCCaEHFVw0fTgKCGgHQBm/riq2XSrAIKRftL+038w98VX/AKJ0/wD3
1/wzf1xVb+hdM5h/QHMDiGq1aHela+2Krv0Tp/8Avr/hm/riqyPSrAtJ+66NQfE38o98VdNoekzx
PDNbLLDIpSSNyzKysKEMCaEHFVKy8s6BYwmGxsYrWEksYoR6a8j1PFaCu2Kqs2k6eEH7r9pf2m/m
Hviq/wDROn/76/4Zv64q79E6f/vr/hm/rirv0Tp/++v+Gb+uKrBpVh6zD0tgqn7TeLe+Kr/0Tp/+
+v8Ahm/rirQ0jTh0hp/sm/riqDk02momMWq/o/6uzGbkeXrcqBft1px3+z9OKpxirsVdirsVebf8
5Bf+S5n/AOYqD/iRzE1n0j3u+9m/8bH9Uvl3Ne+iOxV90x/3a/Ifqzdvjq7FXYqsk+3F/rH/AIi2
Kr8VdirsVWQ/YP8ArP8A8SOKr8Vdiqyb7A/1k/4kMVX4q7FXYqsj+3L/AKw/4iuKr8Vdiqyb7A/1
k/4kMVX4q7FXYqx/zV5usPLUcdxeRSzCcrGixBSajkSTyK4RG3M0eilnkREgV3pPpX5r6Xql0ba0
sLppRG8p5eko4xqWbfn4DJGFOXm7HnjjcpRr4/qTPV/Op0qzkvLvS7j6vC4SV0eBuJbiV29Sp5Bx
0+mmARtx8Oh8SXDGQs+/9SV6X+bOhapqEOnx2tzFJdN6cbuE4hiNq8WJ3OEwIcjP2PkxwMiYmmc5
B1DsVdirsVeffnpZtd+QZoVYJ/pMBLHfoxzH1MDKO3e5Wj7VhoJ+NMGURttz3975v/wzJ/y0D/gT
/XMLwJ+X4+Dtv+TjaT/U8n+x/W7/AAzJ/wAtA/4E/wBcfAn5fj4L/wAnG0n+p5P9j+t9mRibgtHW
lB+yf+as2rz66k/86/8AAn/mrFXUn/nX/gT/AM1Yqleja1FrVlHfWh4wi5uLejqtedtJJA5+CRxT
lGab9MVTSk/86/8AAn/mrFXUn/nX/gT/AM1YqgNT1ddOn0+GarNqVyLSEooormN5avykU8aRH7NT
XtiqLhE/A/Gv2n/ZP8x/ysVVKT/zr/wJ/wCasVdSf+df+BP/ADViqW2us29/d6hZW8lZtLuIoLsN
GygO6JMOJLfEOMg3Heo7YqmVJ/51/wCBP/NWKupP/Ov/AAJ/5qxVL9c1lNGslvLkNJE08FvSKOpD
XEqwox5OoChnHI16YqjIxPzl+NftD9k/yr/lYqqUn/nX/gT/AM1Yq6k/86/8Cf8AmrFUtTV4bjVL
zSkf/S7AW0swKEDhcMeBU8t/7s1xVMqT/wA6/wDAn/mrFXUn/nX/AIE/81YqhNVv303S7zUZFM0d
nDJcPDCgMjLEpcqgZ0XkQNqkYqhNV8v6fr0Sw6rbrLGoSRY25oyMeQpyjkHjvQ0wg034NTkxG4Gi
lsf5Y+UIyTHZBCRQlZroGh7bTYeMuSe1dQecvsj+pUm/LryxOCJ7ZpQTyIee7apPfefrjxFEe0s4
5ED/ADY/qS+z8teRtP8ANCafZ2YTWILY38bEzuipy9MH45WXly6be+JkUZe0s84mMpbHyH6mb5Fw
XYq7FXYqwj84v+UJm/4zw/8AEshk5Os7X/uD8PveB5U8i7FX0zeecfLGnXH1K91KGG6RVLwk1Zar
y3ABptvmdHTzkLA2e8lnhE0SLUH/ADC8loQH1eBSQGFSwqCKg9O+S/K5P5pYnU4x/EGv+VieSaV/
TFvQddz/AEx/KZf5pX81j/nBH6Zr+jawBJpd5HdrDJxl9M1KkoxFR13yvJilD6hTZDJGf0m0zytm
7FXYqsh+wf8AWf8A4kcVX4q7FVk32B/rJ/xIYqvxV2KuxVZH9uX/AFh/xFcVX4q7FVk32B/rJ/xI
YqvxV2KuxVYP79/9Vf1tiq/FXYqtk/u2+R/Viq7FXYq7FXYqwn84FZvJcwUEkzw0A3/aynNOMRZN
Bwu0MGTLiMccTKW2wFn7Hg3oT/77b/gTmN+Zxfzo/MPOfyPrP9Ry/wCkl+p3oT/77b/gTj+Zxfzo
/ML/ACPrP9Ry/wCkl+p7nc/l9qH+LJfM2mao1nczKB6b2yTqPgCNQmWPYhfDN5HVjw+CUbHveklp
T4hnGVH3Ol8ieYpbqOeTWY39MKFiewSRapGYg3x3LN9hulaV3pXfEaqFVw/b+xTp53fEP9L+1Azf
lj5nltre1/xTcx29r/vPFFAIwvw8duNyO1fv2ywa2AJPBz8/2NZ0eQgDj5eX7Uz/AC+8mW/lmO5k
gvTqZvZVVpUWNEU24kUrtJJ8QZmDb+2U6rVeLW1U26XS+Fe92zT1H/3033r/AM1ZiOW71H/3033r
/wA1YqoS6naRXMdrLIsdzN/dQNJGJH6n4VLVP2T08MVXwyPwP7pvtP3X+Y/5WKqnqP8A76b71/5q
xVbJcCONpJEKRoCzuxQAAbkkltgMVUE1C3uofUtWE8YkVS8TxuAQwNKqx33xVE+o/wDvpvvX/mrF
Xeo/++m+9f8AmrFUNd6tY2XD65Klt6m0frSRR8qsqCnJhX45FX5kDviqrHI/OX9032h3X+Vf8rFV
T1H/AN9N96/81Yq71H/3033r/wA1YqhU1G1u4ybV1nVWTkYnjcCrDrxY4qivUf8A3033r/zVirvU
f/fTfev/ADViqjcX9vbKrXJECuSqtI8aAkKXIHJh+ypPyGKrkmLSsyxsQUUggr0q3+Viqp6j/wC+
m+9f+asVd6j/AO+m+9f+asVQn6XsJZ5LOKaN7tVctbrJEZAEIVyUDcvhLAHbauKo7FXYq7FXYqxH
80/+USk/4zRfrzV9sf3PxDuOw/8AGB7i8XzlHtHYq+lI/wC7X5D9Wd++ZrsVdiqA0/SdO0q3itNP
gFvbmaWb01JI5zF5HPxEndmJxVH4q7FUBeaDpN7qNrqN1B6t3ZHlauXeiHffgDwJ+I7kYqjIfsH/
AFn/AOJHFV+KrZokmheGQExyKUcAkGjCh3FCPoxVB2elWOm2pgs4zHE0iOVLu+/wr1csfsqMVR2K
uxVLtY8vaTrBgOoQtL9XYNFxllioRIkor6bJX44V69tuhIKqOj+3L/rD/iK4qvxV2KpXY+X9K0t5
prKJ0kuWiEzPLLLUI5ZQBIz8RWRj8NOuKppirsVS7XvL2ka9YNp+rW/1mzflzhLugbkjRkNwZSQV
c7HFUBrvmfTvLbQRS21zcCSI+lHap6rLHB9pnLMuw5DeuEC3L0ujlmujEVXM96Bl/MiziiEsmjaq
is3AAwR8uVQKFfV5D7Q6juPHDwuQOzJE0J4/mf1LoPzDhnjMkOg6w6CpLC1WnwkhqfvN6EUx4US7
NINHJj/037FDS9R0CXXorldGv7HUb4XMUV3dCiMftzRmksgB/wBH6FdqbUru01ZdEYxMuKMuGro9
/wAPNmeRcJ2KuxV2KsR/NP8A5RKT/jNF+vNX2x/c/EO47D/xge4vF85R7R2KvpGOZAiijdB+y39M
798zb+sRfzfgcVd9Yh/m/A4qlfmWO4vNJlt7Fj9ZenEKWQso3ZQy7jktVr75GQNbNWaJMSBzeeye
U/MbXhlXSbpIW41h/SMhVdwz0GzfzKPj6U2rlXAe51R0uTivhNf1z+PtWTeUvNEsltx0q4t4o1YX
Hp6jKzyMdgSXYj4eooB71x4T3IOkykj0kDr6ytfyp5vcyMulzQuY2WH09Rm4rIdlchizHjsRv1rW
tRR4T3IOlzH+Ejb+eUw8z+XPN175h028iSW+0y3iVbq1Sd4A8iuxkHVPtbb5ttNmhHGQdpd9W5ub
DkMwecQO9RvvKurzSwiDRbuKAH95xv3VwPW50qZZOdYvgqaUO+/TLI6iI5yH+l/YssMjVA/6b9qB
m8p+cFtnhtdFdpDKWS5uL+4LiPmSEKpMifZoK0/HfLBqMd7y/wBj+xqlgyVsPnI/rRnk7yx570+5
1aW/Z7aK6tHitI/WkkVbhpFMTLUyMOAruTX55Xqc+KQjXQ93RnpsOWJJkeY71nlvyr5js7eOLWdI
uL2YTtLJcC8apj9PikfD1UH2iWJrhzZ4E+k1t3fsXBhnEeoWfepR+T/MKmSVtIu2cFPRgOoOYiFU
h+bB1f8AeMa7H4ad8J1MO8f6VA08u4/6ZLr/AMmfmHcRRx22nfU+CoGlS8neR2C0ct6kzJ8Tb7KK
dMtjqcI5m/h+xqnp8x5Cv84/rereVIb6y0K0tdSd5b6GNFuHo7ksEH7RG9OmarNIGZMeTs8USIgH
mm/rJ4N/wDf0ypsd6yeDf8A39MVU5pk4DZvtJ+w38w9sVVPWTwb/AIBv6Yq71k8G/wCAb+mKu9ZP
Bv8AgG/pirDfPWk6tqN9Yzadbtcxwxyw3lvz9HnFOyclLMjbMsZG242OSiXZ9n6jHASEzV0QavcX
+tj9p5Z8yW9zJMdHmk5xKorfyqRJ9qQ1VlekkgDH4v6A2HOnrMJFcfX+Z8vkPx1ZBbQ6nZHnZ+XZ
1eROExN62+7MTuzdWcsT1wOFKcJ/Vk/2H7FbT7TUXu7J7vTZoPqbySfWJLiSZfjgeMhY2eU1ZpK9
dh3xthlywEZcMr4hy4a6g9w7mX5F1zsVdirsVYb+bTsnk+VlNCJ4vfv74JYo5NpCw7Xsb+/HuLw/
65cfzD/gV/pkf5PwfzIvYO+uXH8w/wCBX+mP8n4P5kVfUEf92vyH6sm+dLsVUNQt5bmwubaGY280
8Txx3C1rGzqVDjiyN8JNdmHzGKoPRtNu9Osora7vn1Cb6xPKbmUENxmeSRUoWfaNWCChpQbAdMVT
PFXYqlN/ol1d63YaguoTQWtkS0ljE0ipM3F1HqcXVSoMgNCp6D6FUzh+wf8AWf8A4kcVX4qp3UTz
W0sSOYnkRkWQVqpYUDbFTt7EYqlOiaNf6ZFdi81OXUjc3EUsRl5D0lWOKIovJ5NmeNpPmxxVOsVd
iqTeYdE1PUpLVrHVZNMEDAzCNWb1F9WKQg0dB9mJl3B+14VVlU2j+3L/AKw/4iuKr8VdirHPLvlz
VtIkvZL/AFmXVBdz+pDHIJQsKtOzqi+pNP8AZVwvw8enTpRVkeKuxVJ/Mui6jqsFtHY6k+mNDI7y
PGJCZFaCSIIfTlh6PIr71+z2NGCqJnv7LS4RJqN3HCipHGZ5mCBn+LxPU0rjTPHilM1EElC/408p
f9Xi0/5HJ/XDwlyPyOf+ZL5O/wAaeUv+rxaf8jk/rjwlfyOf+ZL5Mb0SVP8AF15fyecbfUbS99Zb
LRI/UURmURBAC91NG3BYDTjEu7se9MaLGekyxFmMgPcz3A4zsVdirsVYX+bv/KGS/wDGeL/iWThz
dr2N/jA9xeFZc9i7FX1PH/dr8h+rMZ85XYq7FVkn24v9Y/8AEWxVfirsVdiqyH7B/wBZ/wDiRxVf
irsVQmrTTw6bcTW6epcRoXhjoTydd1FBuanAeTGZIBI5vONC8+a9e2Esl/qcdheIshS3azJVqL+7
+Ll3bqPDKeM97qNPrMk43IiMv6qZR+cJ0FuLrX09SeBZGSKyL+nIUJKuwJTZhSla/rw8fm5A1NVc
tyP5qE1/znrNjppudP1uC+ueX7u0WzYkoxAFWB+EqKk7b+2PH5tWp1U4QuMhI93CzbyvfXt/olre
X0fpXc8aPNHxK0Yov7J3FeuWxNh2GnnKUAZbEhNcLc7FVk32B/rJ/wASGKr8VdirsVYR+Zx9O1sb
lrZbuG3uFeWF1Z0IMcqgMFV+52qKVyUXa9k7ykL4SY/pDCYJLENHZPcWzWDo3I/o+ReTRgwoXA4m
rA+py5A8utKDJu3kJbyqXF/XHv2+78FPdPTyjADJJPZNDdJR4v0dxdDIoXY1kdAoTlSp+I/LIm3D
yHOdgJWP6f8AZf6lTUI9CuJ9Ki017driLVLadbe0tXUhF4rJV9lCBF5GijpiGMDkiJmd0cchZl8n
pmQdC7FXYq7FXnv566n+jvIUlx6fq1uYU48uPUk1rQ+GQnl4N3Zdkz4c1+RfOH+Nv+XL/kr/AM2Z
D895fa9T+a8nf42/5cv+Sv8AzZj+e8vtX815PsyOCEopMa1oOwy54Rd6EH++1/4EYqgtbF5Bo97N
pVolzqccEjWVuypSSYKeCnk8K0LeLr8xiqhoo1OaxifWbSG2vvXnBihAKekryCE15SbtEFJ369h0
xVNPQg/32v8AwIxV3oQf77X/AIEYqx7V7rzTD5m0200zRornQpUJ1TUZGiUxMXUKI1Mqux4ciR6d
OlCT8OKp7DBBwP7tftP2H8xxVU9CD/fa/wDAjFVOeFVgkaGFGlCkxrxG7U2G5Xv74qkfleTzLdaW
0nmbTrexvvUh4RQcSvExxM9eMk+4lLr9roO/Uqsg9CD/AH2v/AjFXehB/vtf+BGKpB5in8z219Yp
oelQX1pJ/vfJJ6aGMevAp4lpYzX0HmYAI26jcdGVTuOCDnL+7X7Q7D+VcVVPQg/32v8AwIxV3oQf
77X/AIEYqx/Qj5nne6fXbO1tYA4FnHEg9SguZV5SMJp1IaBYWAAG5NfAKsg9CD/fa/8AAjFXehB/
vtf+BGKpH5tk8y21jE3lnTre9vWaQSJOECKogkaMkmWD7UyxptXr0p8QVTaGFC1ZIkVzGhdQAQD8
VRiqt6EH++1/4EYq70IP99r/AMCMVYrpV75zuPNGq2up6HDZ+W4Q40y/rCZZqCMKWVJ5WFT6nWNd
qdDtirLcVdirsVdirzD/AJyM/wDJbyf8xlv+tsx9T9Pxc/s3+9+D5VzBehdir7CvPP8AqyX2r2ul
aA2oQaEFW+uWuo7f4jB6x4IysSOO3XrnQR04oEyri8nj0LH+Y/m6RI3j8ntIkiwOGTUbdgFuCwQt
RTShjYN4ZP8ALQ/n/YUoJfze18wzzt5TMcNvF9YZpNRt0LRGP1FeNGUO6svQqKdsl+Tj/O+woZP5
X823mtX11Y3+lvpV9YC2meIzJcI0V3FI0ZV0oKj02DD8TmPmwiIBBsG/sVk+UK7FXYqwrzV+ZNr5
b1BbB7J7mRlMrOHCKA0jADcNX7OSjG3aaLsuWeHFxVvTWi/mDqutW73Gm+X3nhR/SZzdQpR6A0o/
En7Q7YmNMs/ZsMRqeSj/AFSpa1+Zl7oq2x1LQnh+tKzRD6xG/wBhuLA8VO42+/CI2ywdlRy3wTuv
Iojyn+Ytr5mvZbFLN7WWJFnDM4dSolRSNgtDVxglGmrXdmS08RImwTTM8i6x2KuxViPnLz7B5Xub
aA2T3k9+7CNVdYwOIQbsQepbMrTaU5QTdU42o1IxkCrtRvvPfmCy5Cfy23qIXDRJeQu4EaLIzcVB
2CuDko6aB5T+wolnkP4ftCF/5WdqirdtL5fMAsCVuxPfW8TIQA32ZOLNUEU4g1yf5OO3q5+RYfmz
vceXmG/L/wCaMGt69HojaebeV/iWZLiO4Sq0enKP4engeuDNojCHFf2UuHWCc+GvttnuYLmuxV2K
rB/fv/qr+tsVX4q7FVsn923yP6sVXYq7FXYq7FXmv/OQVpcXX5eSRQLzf63AaVC7Dl3JAyvJhnk9
MRZcnSaiGKfFM1F8xf4d1f8A3yv/ACMj/wCash/Jmo/m/c7P+WtJ/PH2/qd/h3V/98r/AMjI/wDm
rH+TNR/N+5f5a0n88fb+p9gah+XflPVLx9RvLRmvJ1Amljkki50UL8QjZAdlAqfDM2OonEUDs6NA
L+TX5dLG0a6XSNvtIJpgpoQdxz/yRln5zL3/AHKh9f8Ay2/LrT9KvNWv9OlnhsIZLiQCeVpCsa8i
E5yKOR47VI3wDV5B1+5Ux8jaL5Ss9ONz5ZtGsba5ndJSw+NzbmSOtX5njUMV37+NcryZpT+o2rKv
Tf8A3633L/zTlSu9N/8Afrfcv/NOKu9N/wDfrfcv/NOKpLqPlDQNYlFxqVsLiZOSLIfhPEOTSq0r
1wgkOTh1mXEKhKgh4/y68pRMGis+DA1DK7gg/MHHiLYe0c55y+5pvy28nMSWsQSSSSWY7nqeuHiK
R2lqP533IrTvKWhaM7zabbi3lk4I8g3YrzBpVq0FcBJLTm1eXKKnKwnPpv8A79b7l/5pwOO703/3
633L/wA04q703/3633L/AM04qlGreVdF1tx+lIPrJt3JhY/Cy8lWtGXiewy3HmlD6TTXPFGf1C0K
/wCXvleRI0e3kdImDxK00pCsNgygtsffJjVZO/7AxOngeilL+Wfk2UlpbEyEmpLSSMSTQV3b2GEa
vIOrE6XGeYVtP8ieV9IuVvdOsxBdKQqygliAzAGnLlTI5NTkmKJ2ZQ08IGwKLIPTf/frfcv/ADTl
Dc703/3633L/AM04q703/wB+t9y/804qpiN/Xf8Aet9ley+Lf5OKqnpv/v1vuX/mnFXem/8Av1vu
X/mnFVskb+m371uh7L4f6uKquKuxV2KuxVgv50f8oPL/AMxEP/Ejmd2f/e/Bwu0P7ovn7N+8+7FX
1zH/AHa/IfqzknrV2KuxVZJ9uL/WP/EWxVfirsVdiqyH7B/1n/4kcVX4q7FVk32B/rJ/xIYqvxV2
KuxVZH9uX/WH/EVxVfirsVWTfYH+sn/Ehiq/FXYq7FVg/v3/ANVf1tiq/FXYqtk/u2+R/Viq7FXY
q7FXYqwX86P+UHl/5iIf+JHM7s/+9+Dhdof3RfP2b9592Kvq681bTtOWNb+7t7TmKR+vMsXLjStO
dK0rnJ09jjwzn9MTL3C3WusabdqrWt3bXCu5iRoplcFwpcoONatxFaeGCkZMUoGpAg+atLeQQryl
lijWpFXkCioND1HicWCyW7gWKK4eaJICQyStIAjBlNKN0NRvirQ1OyK8hcwFaM1RKtKLXkfkOJr8
sVbOpWayCI3EAkLCMIZV5czSi08dxtircuoWkTyxyzwxyQR+vMjShSkRJHqMD0X4T8R22xQSALKB
tfM3l6VvSh1WxlkJZgiXMTGlSx2B7DBYaoajHI1GUSfeEXFq+nSrE8V3bSJPT0WWZWD8qU4kfarU
dMLciTIQ6oeAdgSqltyB1oKdq4qsZzITGpQuhVnXluBWoqKd6Yq6e5jt4/VuHjhjBALyOFWrHioq
R3JoMVUxqVmWRBcQFpRWNfVWrAGlVHffbFXHUrNSoNxAC3PiDKu/pV9Sn+pQ8vDFV0kyW/J53jjW
RvhLvxBIXpuPBScVXLcxsvJXjK148g4IqdqdMVcLmM8aPGeXLj8Y34bNTb9nvirZLSxqycWVirKw
aoIqDsQMVX1k/lH3n+mKurJ/KPvP9MVdWT+Ufef6YqtAlEjNRaEAdT2J9vfFV1ZP5R95/pirqyfy
j7z/AExVpvUKkUG4p1P9MVX4q7FXYq7FVC9sLG+gNvfW0V1ASCYpkWRKjoeLAjJRkYmwaYyiJCiL
S/8Awd5R/wCrHp//AEiw/wDNOWfmMn86XzLX+Xx/zY/IO/wd5R/6sen/APSLD/zTj+YyfzpfMr+X
x/zY/IPOvM2hagt7J9X8ime2kutTuri4W/kYu/oo8M4SPmw+svHx9MCq06VIBqEiHYabWZMN8Bq1
umeXrxH0y4Pkr04rmGFWuluWknt3vAUvFe2ugij01jHxMCN/hJxJthqNTPNLimbKhq35Qw+ZpbcX
3lqzt7FFnuZo3vbhZpbmacIp+sLFzWsEEbHlDy/ZJrU4GkFLNW8lajrUs+nDyA6WltOQl0dSkhDf
ou1MWnFVk5c1fnwHEgdS1K1xVjMv5fefo9NRG/L5WCCRDaxX8Sv/AKczCdgyuwLBYh8XKoD+2BWU
6d+V8J862kd35N1CHSoLn60mrDVI5aTwMot5XjDxtRo4F5AAldu5OK2yi48hx6bJK+m+Wlkt4rf9
H2qrfTCVbNpLh5lbk0wKvSNgiqGPP7XIbJDCcBKJieRSLXfIl8LB47PyIJ5Ga1inU6q7K0VxGfrZ
Qq8Lr6LHiD1brx6YBEBxcPZ+HHISiKI8yx/TPyr1HS9d0/UovIqwzafbrc210b15kiu4pSkayRxS
tKw9JEfivPixNNtsNObbLLvy1Np+q2a6d5HjvtO0211FF+sv6vps/GeKNUmMglaVwvxqxFeQO+FC
610/zBLZfWf+VfpENQlVr+EXsMJaK+jCXbMiRpKrQLEiBK0Y/HuyhsVQFzZeZLPUoNFsfy7a805I
wVnku1iWIxKPRWOWrpy4qoaRqt9oEnpiqE8x/l9qcUNnZxeWJNTgsY7ttPQTIjxeiPrMIa4InZpL
iWd433jDAGvJgpxSgLz8vtZl8v2OtzeTHGsNczRz6Wl0SUhvomiu5T6QXkzCp5sCVJoFdeIwKnWs
/l7a61fPHN5QkuruC1juX1S5up4DcX8bm0WMni6lY4gX5fZagovGhJW2UW/5J/l3PpNjANNuLU2Y
AhJubj1EpIXdW5uyuHateS/Km1FFpneflJ5Eunq2n8EMF1bvCjtwYXqhJ3IYt+8ZVA5j4vfpirI9
H0i10iwSwtC31WNmMMbEERozFhGlAKIleKjsMVRuKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4n
5x85+S9Mur0ahrWupLZQ3eryQI6ysIrm5XT1igHMQ0WVQY45VYKrEmm9BaQEZpvnr8u/Ml3pP/Ox
al8V7Zva2rtNCHupbctFBK1Tuefx8SIy5ULvhWkNqmsaB6lxqv6Q81WVbJOWl2sj3DJAt+kf1gXI
luYDxlVuZ9YkxN8Pw4qkHmObyn5djW/HmzzBBYtdarbyQTRFXlmS0QTBFuGtG4ROFVAFNZK/s1IC
qnk/XPIP+I5NFvNe1TUg9jpuqpcXsLzQRhY45g0jNNdemClzyl5RKkY/aUDdtSEvvNW/Ly3u7TTp
PPHmS7d5G0Qm19biLm3vIp3cGbkObtIq1UMvCoA+zill9hdeUtX81NHb+YdbTWNTkXUnslE0DWkV
5bG0jjDsfq4MLz9F5kOpFPhOFCf3n5P3L6mmpWXm3V4J/WtJZ0mkE8ci2cYQJ/utx6lAznlud+u+
Ko//AJVi/wClDef4m1iS2eOVHsJbjnEDIKK0QAXiE68TyBoPeqhV0n8uDp18l8uu6jPNDPdTwRyz
ytAPrJjCI8JcoywxxlEGw+I7dMVZlirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVeYapqNis2rW83m+1tWgk1A3FrPpMXKNPTWZV4uFM31Uj1uQrzBqdqHFWP3ekeZl16G5uP
zLhs9Mjjja2soLWCB44Ra+sHQukiRqY4Gl4lOJAYCnYJTLS7671LR7m30z8wbTWrj17VJNaMUIkj
EFwZhFwjjeEfuQ37w1q2+2FV+q22pXsr2lj5n023nTTuGmwtGsk0Lvdit56bxNJydSFohXiafa2b
FCAGjebbjXkGm+ftLtr5tQe3dIbeKSX/AEeOMyWYUcK+lxLsh7tQ07qU+v8AyD+ZtxqTyQecltrI
JbiJI7SIH1IyrXLtGFCVuG5EkdK9KGmKFTTPy98/WGiJYxebELwtO9vGbNPSQMGFvGh5co0hqPsA
bfDsMVQFx+X35yzaXdWq+ffSupbiKW3uBApKRqjpJFUKh+MsrV8V7VxSidH8g/mlZ2+p/XfOj31x
eWsNvakqYxbyI6erMhIkAZ0Vv2NicVTdPJ3ncCyhn82z3MNu07STeklu5VoVS3Rli3lEcgLsWkBN
fpxQil8uec/0heyt5jkFm09rJYQiOI8IYIz6sUlY6n1pDueRPEdcVW+btD8+6rLANC1tNCjSBhPN
GEnZ5m3oIpYXULsAH51FT8PTFUadA8xpp8kUXmK4F6xlMc3pW5jX1TVeSSRSs3pVqoDLXpsOiqE1
LQPPVxpRt7DzH+jrtOHpzGCG6LcYSrK7ukdA8h5VCchTY70xViEv5cfnRIdLcfmCUNqgW+iEHwzM
srty5dfiRgpBG1MCbTbQ/JX5nabHpMU/m8ah9VuJ5dSlniJaeJwvpR0JOykb/ENuhGFDKotG106l
qNxNrc6Wk8sL2NtClvSGKNCHjPqQvX1HapPXYUIxVLZtA87/AKHuraHX2+vTL+6u3WLkjtPzbiVg
Crwh/dj4DyPxUU1qqpW/lfz5HYi3/wAWSC4WS5db6S3t5ndZVCxB4/TijojVk4qBT7NSuKonWNA8
5S2fDTPMUiXXCUtJNHbqvqtGVi4hIOQRJDzoSxNOJqCcVX6T5f8AMtjqVtdzaw9+jW0NtfQXBbhz
jiIeeJF4p6jyhT0UceXU0oqxzzH5L/Ny6js4dI86LA4heO/v5bdEdm9RpI2jt419MGnGMty6VPWm
KU5l8r+dZbUpL5nke45zlJUhSAJFNCY1QiMfGYmPNW2NR2rsoTC+0jzbc6LY29rra6bqUHFru4S3
S5WYKpHpn1uxJBZwATTbj0xVJvJvlP8AMPTNXju/MHmr9L2SW0sDWKwCMNIZQ8cxateSpVT9HucV
ZzirsVdirsVdirsVdiqU6r5T8u6t/wAdGwjuARKpDVAProEkJCkVYqoHLqO2KoGTyj5Dt7a7tZbK
0it72n1yN2oH4xegOVW7R/D/AG5CU4jmQkRJ5ITSrH8s/LocaXbWdpzcSv6EfOsihlD7BvipIwr7
nKjqsY6tgwzPRHWWl+T9Vke7tLeP1VtlsX9LnAVt1YukfFClArVZDT4T9kjJ4s0Z/SWM4GPNF2nl
Py7ZxNFbWMcSNLJcUXlUSzEGR1NaqW4jplrBNsVdirsVdirsVdirsVdiriQBU7AYqhZtU0yH++u4
YyOzSKD91crllgOZDIQJ6IKXzb5eiNDeBj4Irt+IFMqOsxDqzGCfcmVrdW93Ak9vIJIX3Vxl8JiQ
scmsxINFVySHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXjPni+8zG3vY0u1tdTJpH9ZfjEo5b0
BBWnGvHamaIykcn7y/c50x6PRVvPWv8AUD9a/S/my1tyRwt1s3DEfGCWZYypHwig779dsu4BtwwP
xcXjO/HkiPcsTzT5bgunu73W7jU5wytGsMDRogV1fiA4NAWSmzdMfAmRQiI/FH5rGDZkZfBL/Mn5
q6hPLGmgTXWnwpUyypNLbySE9AfQkX4R7k/RmTpdMcdkncuLq9cJ0I8km/5WT54/6vmof9J17/1W
zMcPxpfgn9bv+Vk+eP8Aq+ah/wBJ17/1WxXxpfgn9bv+Vk+eP+r5qH/Sde/9VsV8aX4J/W7/AJWT
54/6vmof9J17/wBVsV8aX4J/W7/lZPnj/q+ah/0nXv8A1WxXxpfgn9bv+Vk+eP8Aq+ah/wBJ17/1
WxXxpfgn9bv+Vk+eP+r5qH/Sde/9VsV8aX4J/W0fzI88kEDXdRBPcX15t982KPGl+L/W+mPy51LW
rz8pNOvmnlvNUkglJnlZpZWIncVLOSzEKNsrymXAeHm7PT0QLeeeYbzzSbuRhrVtbW/OIqt2KsAO
QlDF233oR08NuuaeMhL6hIlzsgkD6TEBjFxqCRXrXV15vjgdljE1pb8riNXRQG4UO1Wqace/tlwh
YoQ/Q4xyASs5PhzUD5n8kWl89+t5f3dzKyPKYwyo7xlGqVf09iU6HYBiBTakvAykVQAYnU4YniuR
KTat+aHme4vpJNMvbzT7IUEVvDdXEQAA3ZlhkROR69MzcGLw41bgZ9UZysckF/ysnzx/1e9R/wCk
69/6rZe0+NL8X+t3/KyfPH/V81D/AKTr3/qtivjS/BP63f8AKyfPH/V81D/pOvf+q2K+NL8E/rd/
ysnzx/1fNQ/6Tr3/AKrYr40vwT+t3/KyfPH/AFfNQ/6Tr3/qtivjS/BP63f8rJ88f9XzUP8ApOvf
+q2K+NL8E/rd/wArJ88f9XzUP+k69/6rYr40vwT+tZJ+Y3nplouv6lGf5lvruv8Aw0rYoOWXf977
XyTtHYq7FXYq7FXYq7FXzT/zlB/ymOl/9s4f8n5MiebhavmHnaXd1JZSwpoyyxwQ/VpbmKFSVYA1
dpFjPxV9+leuxFHhb3fVfF2rh6V+Nk5/TOp3HlXU1j0aWOCACO+vY4yFQzP8HrSHp1G1N/bKhpvW
JW3nVXjI4aUNY89WF19Qa2sFD2iMkgmSMhgQAOx967DYnBj0pF2ea5ddE1Q5d6UWsepaksEdpo5v
/Rj3ihjmcfvZuAcrAVILOQgqadAO2ZIhz3cXjMgPTde/9CpruleYrOwtTfaFcaZZQHiss9tJEGkf
cr6rqpIqpopY9/oYwok3zRkkaA4aAS5NUC+pWztmMhDbxn4aU+zQigNPxx8PzLEZvKPyRFv5imty
jQ2dqjIxYERdTRact/iA41AO1cicIPMlnHUkchH5KB1dmNXtbd6KqjkhJAVQnWteg79O2S8PzLHx
/IKsWvPGapY2gIbmrCKjKaofhatR/d/icBxX1KRqK/hj8lt5rct0tuptbeJbcKFWOOgbiKAuCTU+
PjjHFV7ndZ6gyrYbJfI/ORn4hORJ4rsBXsMsAaCbL7A/JL/yVug/8Y5f+oiTJB2mL6Q+afzBYp+Z
mvyCNZfS1K4kMT/ZYJIzEH2oMgRYcLIayWmH+Lbw2N476HMf0kpEd1+8Nf3QQfGwIboT8NOnfMP8
puN+Tm/ndj6Tv+pdd+adRtdP0m+u9Gkt7aWN0tbor6aXAVER+BYEcVanTwG+P5TnvzU62gCYpUnn
OKGDUbaKzVob5n3NEKq0PpBfh3oDvTlk/wAsSQSeX62r86AJAD6v1Uqa1Hda5b2p0fRriRNMidL2
aG1JT9yF5sXi50ReVSCfhr75PDjlG7PNjqMgmBwx+nyS+9XWdElaPVNDWzmuKOi3lrJCwCstTGH4
UBK708TkzjvqWrxTHnEfJQfzFI0sswsrRZZZBLzWKjKQWNFNdgee/wAh4YBh2qyn8zvfDFbNrpln
ErWNqED81hWMhF+LkVUA7L2p/HCMVDmUHUWfpitbXZWkif6pZqYyGYLbxgOVbmOW3j2WgI26Y+EO
8/NBzmxtH5OvNbe6txC1rbrTjWQRjnszPQN9oA89xXtjHFRuyuTUcQqggZ5vWlaTgkfL9mMcV6dh
lgFBplKzanhYvvrJO5dirsVdirsVdirsVfNP/OUH/KY6X/2zh/yfkyJ5uFq+YYr5ciEsVyvo65Oo
upGk/RzcLWMc4yJNvty/DULtuq9a7RRAc/q5o9ZI5vKmvwPceZporee3gaCRf3Fsom4mG6+M82X7
Kii/F+wMKRvE/Uluu+WPLNro5urSy1yG4EET+vdRL9VMjGVXowjQ8WZF4V/ZDV3FMbYzxRA6oPyb
MYbtJWbVI4UhjM02kGkqr9bHX4HHI9IiSKScd8WOP48unvZL+YjqfLKsj+a+MksDL/iFKwOP3xBD
+mPj3qPjNQe9Nlnk+n+L4vL8LiOxV2KuxV2KuxV9hfkl/wCSt0H/AIxy/wDURJhDtcX0h80/mD/5
MjzL/wAxl9/xvkXCyfWfx0TSKBX0VJDb+ZXVbVjFcBqRF0gVqIna3jMfJm3+FF+zX4Q2Dl/Ei9Sg
0/U7Pyomov5kv7OdbtpZJlFJgvxf6Eh9YBv5yeXXr3wqQJAXxMb85aHo2mGP9HW2qWpaSVGXVIhH
UJLIoKFVStFVQf8AKDdKDG2rLADlaf8AlwU0PUz/AM7MOX1//jjr/ojUCf3jcf7of8fA5fybYhsH
I/Vz6IP81jW+04c9cakDDj5hj4XC0IFEPCPkvbvixz9OfxYLhcZ2KuxV2KuxV2KvvrJO5dirsVdi
rsVdirsVfNP/ADlB/wApjpf/AGzh/wAn5MiebhavmEFZ/lpqf1B7i082Pb+g0l2kLwXkKckhS4kk
XgGHMFV5fDWi8twBkbZeBL+chLvRtbthqGjS+b76SWAK/wBTW21ArJ6QLIpEgRx6Z+MjiQFDMKla
YoMJDbiPyKo3lfVbzRJLebzbcT61MjLD5Y+r3XOT0+XprGs3p8V4Fz/djireDHCvhyI+rc9GKp5e
/MXR7loY9N1O0n4IGWOCYHiZf3Z+Ff8Afv2D/N03xaOHJHoUv1PzJ5ourU6Zqd/dTwRla29y7Nxa
Plx2fcEeo3+YGFjKcuRSnFrdirsVdirsVdir7C/JL/yVug/8Y5f+oiTCHa4vpD5x832P6Q/NzVtP
9Y24vNWmt2nWNpSiyylCwjX4noG6Dc5Fwpi8lI4eWtTr6aeYtRna4ja2gjt7LUHLiFljaBuQQcVE
aiiFwOIHhgbPDP8AOPyKZ33l/XV1FIpPM+stHp0TtBcz6ZqANv6icndk+Jo1J5cnFWFK9hhSYn+c
fkUo1Hyp5kvrB5NS1O+u0triSISSWV/LEjLyZhJJJGJEfkxPDgR8RNak4LYnGSNz9hTfS/KN/B5Z
BPme/sL2+uHgg023trrjOkkiRXBUfuWCfF8asBXiKjpizGM8PMobzf5K8y6hqFjb/pe98yypK9s7
/Ubz1YIlZf3nxqeacHRvhY9fpwscmKRre/gk1x5E0eJJpY9blmghklQ3C6bdekVQAxHn9msoqadl
3rvQNsPAHf8AYh7nyjoNjIINT1uSwuXgaVIbjT7mM8jzEYao5cW4r8QU9fbG2JxRHM/Yq6D5S8k3
1osupecoNNuOj2/1O5lp8RoQ1IwfgFfnt3rhWOOJ/iXaX5R8j3UbrdecYra5U29I/qkxSknD1z6j
mNT6PJtv2uO3XAkY4H+J0/lLyLFdXFsPOUbmMxfVphZSmKRXajlmV34GNfiI3r0G+2NqcULriSHW
tL02z9J9P1OLUYpFUvxR4nRzWoKN22qCD33odsba5wA5G33Nk3auxV2KuxV2KuxV2KvI/wA4fyi8
w+dfMNlqOnXFpFbW1qLeRLiWWNy4kd6jhDMKUcYCHHzYjMhI5vyf/OGWIRP5ig4KCKLe3CkgxiIg
lbQEgxgKQeoAHYYOFBxz7/t/Yo3X5Kfm1dSSvceYIZPWJaVDf3PpsWqWrGLXhvzau3c+OPCg4p9/
2/sdY/kp+bVjcx3Nr5ghjmiYvG31+5YBmLEni1qV3MjHp3OPCoxTHX7f2Ihvyl/Odp5pz5li9e4Q
Ryyi/uQ/BXMgVWFpVQHYt8NMeFPhz7/t/Yk19/zjn59v7ya9vdQsbi7uGLzTyXc7MzHqSTaY0wOn
JNn7/wBih/0LJ5w/5atP/wCkqf8A7JMaKPyp/B/Y7/oWTzh/y1af/wBJU/8A2SY0V/Kn8H9jv+hZ
POH/AC1af/0lT/8AZJjRX8qfwf2O/wChZPOH/LVp/wD0lT/9kmNFfyp/B/Y7/oWTzh/y1af/ANJU
/wD2SY0V/Kn8H9jj/wA4yecqGl3pwPYm5nP/AGKY0V/Kn8H9j3P8u/Ll95b8maZol88Ul3ZI6yvA
WaMlpXccSyo3RvDCHKhGogPJ9f8AyH873nnTUfMWn39jAZ757yxf6xNHLHWQuhNLeQBh7HBTRLAT
LiH4+xDJ+RH5opMJo9dgSVTyR01C6UqSyvVaWu3xRodu6jwx4V8Gff8Ab+xGah+UH5yaia33mSK4
WhHpyahclN1ZD8H1TjursDt0ONJOOZ6/b+xZ/wAqa/N/k7f4iiAdndkGoXITlIHDkJ9V4gn1X6Du
ceFfDn3/AG/sbt/yc/OC3ZGi8xQgxktGWv7luLMxcsOVody55V8d8eFRjmOv2/satfyb/OG1uzeW
/mSNLlq8pf0jdEnkKGtbU+GPCoxzHX7f2Ka/kj+a6wGBddtxEz+qyi+uN3EfpAk/VK7R/AB047dD
jwr4U+/7f2IfVPyC/MnViG1LVbO7dWaQSTXc7PycKrEsbTkahB3xpjLDKXP7/wBiA/6Fk84f8tWn
/wDSVP8A9kmNFj+VP4P7Hf8AQsnnD/lq0/8A6Sp/+yTGiv5U/g/sd/0LJ5w/5atP/wCkqf8A7JMa
K/lT+D+xbJ/zjH51K/u7zTVbxa4nYfcLVcaQdKfx/Y+mMk5zsVdirsVdirsVdirFmu/zHe8uI47D
T4oI7sCCaWR2V7MhByBQh/VUszEMgHw8e4bFVNh+ZVxcJGs9jaW31l3af6qxc2kZHCOhupAsspBF
aEBPi+FvhxVG3l354i0Uyw6fYzal6EjvCt1KgSUJ8Cx1gf1OTb7ladN/tYqway1z89r/AMtadcLp
UNjrB1UpqdvcLEeOnEpxaP8AeRhmUOeXjQ0psMCdkTqeqfnJpOg+Zbl7aPUb2O7jXy3HbRLJLJam
RlYvFGtFfiAxZmpTsD1Kp/r/AJi89WNtokmlaImqPemFdTI5w+gHQtLJ6bEuoTjsjbkmlQRuoUNB
81/mDe6zZwal5Y+o6ZMlz9YuFk5skkcxSEfF6dFkipJWnt9rbFUdba959a3D3HliKKUsR6X15CQP
WdduEcin9yFcEsvIkrRdqqscHnn82hYyS3PkwW12tpLKkCyfWQ1yksiLGDC32SgjappWpp0xSj7L
zP8AmlLqRSfyxGtjHeCKV1kQSNasqkTp6k0a7MWBXcinTfFCE1Xzd+csUs0th5Khe2EEEkEEt5EZ
TK4rNEzxuVqlOIPGhrWuKXoOnSXsllE99EsN2w/exoagGvzPb3xQgfNs2uweWdUm8vxibW47aRtO
iYAhpwpKKQxUbnxOKvOdL1r/AJyBnbyu19pNpbJc3fHzIAsZ9G2EoFUHquRWIGvXc+HQJ2VLjVfz
w0fypqlxe28Wpaz9aiGlR2sKysYGkk5ho4lABCBfiZum32tyVZcNT8+NbzsmmwvIoQwVUIsgO5Kh
7hX5Go+B1TjueTH4MUIq7n87/Vw1tBZpKJ0RlKtMTD67o7hTNbr/AHPBx8da8hx6Yqkfn/zZ+ZGi
30Mflnyquv2rozySCb0ihUoKb7VbmdvBa4pDtQ8zfmiuozQ2HlmKa2jhtJo3MorIZUrdRo0r268o
noF58a9abYoUtW81fm0JIX0vyfELd7eR5UuruFpEnDlY42ML03WjEqGHavfFWW+Wb3Xb3Rre51yx
XTdRlVWms1cSemWUEqWBIJUkr13pX2xVNMVdirsVdirsVdirsVdirsVdirsVeGyqvqv+6/aPZfH5
5ochPEd+rsojYbMevrPU5tTv47fWRarNahLe09KF2t5SaicE0LAhW+E/f4XwkBEGr38/x3NchuUP
czx2ctxdXOvxxWpWyVAfRIRkYGQkV/4+F29q1GTAJ2Ee/vY7Dqyeif76/wCI/wBcwrPf97f8E607
yXrN5Zx3UFvGYpeTISyA05HtXMsaXJIAgtJzRG1JV5v8rTWOkXf6Qv00j0oGu3mgljNysELoJJEj
AkdlDOqtxQ/aA6kZPHpckTZosZZokJFpWoaDdXa3VtrcFxbXbWtjbWzB1/0ieMTR/aUHlIki1qBQ
ih3BAMtNMxra1GWIPVnX/Kv9f/5Zo/8Ag0yv8nl7/tZePDuWQeQtedCVto6B3H206q5B7+2E6PJ3
oGeHckeoeWNS8v2N9PrupW6iNJ74V9MSR2qFUPGFC8kixtIoqorVgO4yyWmnYqvmWIyhjV/dabrN
h9T0fzFBb3a38emNMoZS1zuDEpZP92dpBVfAmmSxaeQlZqkTyCtmd6d+W3mm2gdLnhdSNLJIJCyL
xV3LKgFW2QHiMhk0sydqHxZRzRHNlklnLZfl5NazIBLEsiugoRX6wfozJMTHEQedNIIM783nXFf9
9fgv9c09nv8Avc+vJ3Ff99fgv9cbPf8AeteTXo+p+7WGrP8ACB8PU7eOShZkN/vYyquTI/8AlX+v
/wDLNH/waZk/k8vf9rV48O5J7bT1ufMtx5ZhKNrdrE089oVdeMa+lVvUZRGR/pEfRu/scfyeXvXx
4dya3HkLXkt5Xa2j4qjE/GnQCvjhGjyXzQc8O5f/AMq/1/8A5Zo/+DTB+Ty9/wBqfHh3MI07R4X1
i20u21/6xfz6ndqLWYhmd7QPFPaKQqBUiYcgTWtKioIOXnBM9I8msZIjvZpceQteS3ldraPiqMT8
adAK+OUjR5L5sznh3IO5/L7zLb3xvLi4hg09kS3W2cwoomkkCo3qsftMzBFWm5Pjk/ys+Gtr95R4
0bSHVf0ZYCe0uNas4rt2ukVUkSSSI28cxk5onMqI/q0m7UqylRvtiNNOxy+a+LGir+VPIPmWXRY9
Wa/TVrK4tOUUoKhX+ORzKOVCOQcLx47AAVOW5NPI8qG7COUDm94zNcd2KuxV2KuxV2KuxV4lLbz+
q/2/tHsPH5ZoskJcR9PXzdjGQobpTPbaibmWQWKkK4jExVXd4CitJ0AYcivAL4gE7ZdGGwG/282E
pb9Es8xW+t3Ohxc/L0epSs0LnTJJEcK7CsnLkix/uySK1NclihUjzHwROW3RkkdvMEUBXQUHwUG3
tsMxpQlfL720SHe9P8rSRJoFmr35iYKaxkwgj4jtQrXN1h+ge5wMn1FAeabeC5uEYaVaa+RZ3aRz
XMtipR3VQLZvWhdhFcrVXZa0oKqQarYwYPolv55hgtVvfL2iaa31iy9dLIxIpgENsJqC29Qc4pV4
JzPHglN1HJlJeuevb/8AVz/4aD/mnFChZzQCJq6lT95L+1B3kb/JxVhv5jxa7Nc2jaJpOm+YeVjq
MUs+ofUmMMjRp6EX70xExXFHSRV6/DyKjfFISS2i81JdtIvlvStJguL+3nmSKSBpGjlS3e7d3tEC
yTC5qA7qoZV+IU3ZV6p69v8A9XP/AIaD/mnFCW62pbynfBWM1TIQ+xJHrk1+EAdMqzj0H3M8f1B5
JdaKbi5+sercwvwEZETsqkK4dTx3FQfvGxrmogZxFcN/BzpcJN2pp5fCMjLNdgxii1lkbq/Nqhiw
qfs1pUDpTJGc/wCb9iOGPf8AamNnaGK4DL6g5yBmZmd6En9nmWCj2G2RxxlxRsde5MiKO72D17f/
AKuf/DQf805vHXMSsIL2P8wri5GnWFnpUlpN6mvRmzN7Pcl4Ais6hJAjxoeQZDvGvxdMVZNfTQGy
uANSqTG9Byg3+E/5OKoTX9Q1G2sFl0e4F7die3D25e2BNuZkFwVLtCvNYeZSrfapirzvn+ZMHma5
aDRdIh0tRdT2d8ssMbtePdzCB5o4Xcn1IpfUl/dncluXL4Qpeg2F9dXXlmKbUrxYNRlteV1BG0fF
ZSnxKodOdK9OW+KF/mKa4OlSfo65ivbwSQtFbzm2ZDxmQsxDemKooLKeWxFRU7FV5gln51ju3a38
paFaWP71oJKWKXKArqHpcxbPLR6yQh/SLf3slK8m4BL0XQ5Jv8JRLe3KWt6bd/Xt4WQoJDyrx9Vf
UPI7/F8W+++FDKsVdirsVdirsVdirsVSWG482iWFbi1teDzSLK0TMVWFSSkjFirBmXbgqNv1YdlU
nsr/APNGSEy3en2EaFbhzFE7icCha3WPmzRs/wAPF+fEVYH9kgqoPRtY/M+18g3d5qukNd+Z7WSY
w2kjW6tcRBPUjIW1Z41JY+nTkTty36YqhdP86/mxcaLLdXfk5LPUYtQgtvqnrmXlZvX1rkUCV9Pa
gDEnwG1VKKfzP+bC6XeqPJ6Pq0Ku1o/1u3W2mIdQqKBM8n2Kklynb3ooRvlLXfzFvtWuLfzDoEGm
2ESoYruOYOZGZTyHHk1OLL03FG67bqsxxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KvErm4lVpX5OxBY8QSSadh75oZzlxkX1djGI4eSAk1qRQCLe6esiRABCD
8a8udGK/Cq/a+77W2TAl/O+1FjuUhr90xXjp96eTRoxIjXgXDFufKQbJxHIivUUrhMZfz/tWx/NR
1pd3E9ukrq8LOK+k5+ICu3Km1adRlU5yBritlGII5PUPK8cL6DZs9gZWKmshER5fEd6s1c3WE+ge
5wMn1FNfQt/+rZ/wsH/NWWsGO6/ptyusWN7DezaZavS1ksRb2ksUjcxNz5Ny9NjHE6cm232oeqq7
y9eaFdaKstrfpqcHpyqNQRrFl/cOfUcNVgfT5qpLFhQCu5JKqE84W1mOMz6rDoaLFcxN9ZaBE/0i
HkGHC5td4o7eWRCSWG7AgKRirAdNs7SXWUsLbzxd315eX8qWtnQRUksLm6eeDkzT8kAnVCPh5rGt
G48eKl7T6Fv/ANWz/hYP+asUO9C3/wCrZ/wsH/NWKqum0+q0CemBJKBGabAStt8JIxVE4q7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8JvJXQsYv3r86cOSLsWoTUjt1zRyjczY+92IP
pCAl1DUVkZY7NpEVZG5erEpJWRVQCu3xqWfrsAK7nCMcfwCjjK83eogqv1cMXeRQ/qxhFVa8Gfbl
8f8Akq1O/sOCP4B/WniKtazXbvKLkJCq8REUkD8tviJ+FafFsNum/egjKIAFC/mkE9XrHlWaAeX7
MHUOB4mqcodviPitc3OH6B7nAyfUU29e3/6uf/DQf805awUbiLTLn0/rF5HN6TepF6n1duL0K8lq
hoeLEV98VSmd/wBCRR2vl+1imtXWeV0hms7VEmHFkUqY9/Vqw5DoQK7GqqsMi1L8zdUtLaHzPo2k
Ov1m2MsMjQ3KCGSCOO6ZFX6wqyLJNIi8jThyrUDkylntvoXli2lSW1khtmjcyqIBbxL6jF2ZyqIq
klpWJJG5NeuKEy9e3/6uf/DQf804q717f/q5/wDDQf8ANOKqmmFTa1WT1QZJqSbGv71v5QBiqKxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//Z
uuid:d3d04a2d-b82e-3544-96cc-7e41dc2889e3
xmp.did:e2fb6cda-ffc3-41d6-b1b5-5eede9be960b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:543a1cf2-0018-444c-9ff5-bfcbb7926785
xmp.did:b4d7dbb1-4b2c-4aee-a54c-83930574a3e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4e00d3e1-2aef-41d8-8333-e698e51456b5
2016-04-15T10:48:38+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:e2fb6cda-ffc3-41d6-b1b5-5eede9be960b
2019-11-27T16:41:39+09:00
Adobe Illustrator CC 23.1 (Macintosh)
/
Print
False
False
1
210.001556
297.000083
Millimeters
Optima-Regular
Optima
Regular
TrueType
11.0d2e1
False
Optima.ttc
A1MinchoStd-Bold
A-OTF A1明朝 Std
Bold
Open Type
Version 1.002;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-A1MinchoStd-Bold.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-Bold.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
R=39 G=84 B=65
PROCESS
100.000000
CMYK
85.195696
58.324558
79.678029
26.657510
R=39 G=84 B=65 2
PROCESS
100.000000
CMYK
85.149914
57.805747
79.446095
25.464255
R=212 G=181 B=114
PROCESS
100.000000
CMYK
22.363622
31.412220
60.076290
0.000000
C=27 M=34 Y=61 K=0 1
CMYK
PROCESS
26.514074
34.314486
60.711068
0.000000
C=0 M=68 Y=91 K=0 2
CMYK
PROCESS
0.000000
67.620355
90.566868
0.000000
C=76 M=8 Y=72 K=0 1
CMYK
PROCESS
75.561148
7.928587
72.475773
0.000000
グレー
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
C=0 M=68 Y=91 K=0 1
CMYK
PROCESS
0.000000
67.620355
90.566868
0.000000
C=76 M=42 Y=7 K=0 1
CMYK
PROCESS
75.970089
41.535056
7.000839
0.000000
輝き
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
19 0 obj
<>stream
HWˮ%9ܟvX!@,XFFL{""z0bso)ەNGd?_~?>K[[˧=nnaO9o
e_~_|n_~x|<~"^Mmdyq쭏~[G[cۛa$fc{K{?8^VR
Vİ<6mW %HX4Yykr#Kn{mSmWXr%Sm7BWx:y
R3Q:idD<
}`yh@@RSBB\ 2?L\hNCd|H@Slp5``sZ*ڡM=Of,40͆DW xZ;[vEW$as EDhbrpUg%Q\GIVCb u?8B9jK%(@lP>N3EWAĺX@Ę! ،Q%DTTDQ9&TI=}efLG-z8$',\<@IٲOTiTe!iOdE9PZ|4c,r2rN|^5f>(}VT&cཉ@i:Bq4@0RgWQq"2"TE-/8cGWyeV$Q--|6oX"AJR^ UBr/^E͌|P0$q@nZàzm>rEx%ĸ3J~?>"W6[veN#?ʆ**G_-ea)8P>O<(uD-/D m,%I~M!*&y!_8b:v]vEf%;1Mbʟ7:QTuL5!EINP{7)I+nvBK(zT`i>.5VT۹}J9;=d!y\6OsG8$K-RNPMiQ骹W
:G3u1$uyq݁n8n,7|5fF77nخn
va|q%nwwL}Fڽ쵲ܞ