%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
quiz_aquarium10-ans
2016-03-30T17:58:23+09:00
2016-03-30T17:58:23+09:00
2016-03-30T17:58:23+09:00
Adobe Illustrator CS6 (Macintosh)
256
184
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAuAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q0zKqlmIVVFWY7AAY
gIJpi0v5o+Q4pWjbVVLISCUindajwZUKn6DmwHZWoIvh+0frdTLt7Rg1x/ZL9S3/AJWt5B/6un/J
C5/6p5L+SdT/ADftj+tj/og0f8//AGMv1O/5Wt5B/wCrp/yQuf8Aqnj/ACTqf5v2x/Wv+iDR/wA/
/Yy/U7/la3kH/q6f8kLn/qnj/JOp/m/bH9a/6INH/P8A9jL9SoPzN8lFlUX78nAZB9WuqsGNAR+6
3BOR/kvUfzftj+tl/Luk/n8/6Mv+JV7f8wPKU/1crfFI7tiltNLDPDE7LsQJZERNvnkJdnZhfp5c
9wT8gbbIdsaaVer6uRMZAH4kUnl1d2lpCZ7uaO3gUgNLKwRAWNBVmIG5NMwrdoBa76xBzWP1E5vy
4JyFTwNHoO/E9fDFFKR1HT1JBuoQV4ggyLUcvs9+9dsFpoq0U0U0SSwuskUgDJIhDKwO4II2IwoX
Yq7FXYqsM0QNOWR4wmmvXi8fwODjC0714vH8Djxhad68Xj+Bx4wtO9eLx/A48YWnevF4/gceMLTv
Xi8fwOPGFp3rxeP4HHjC0714vH8Djxhad68Xj+Bx4wtO9eLx/A48YWnevF4/gceMLTvXi8fwOPGF
pa95bJu8gX/W2/XkZ54R5kBIiStGo2JNBOhPzGQGrxH+KPzXgl3KsU0UoPBq8TRh0I+YOXg2xX4V
dirGPzNllj8i6q0TFWKIpK9eLyorD5FSQc2HZYB1Eb/GxdR29IjRzI8vtkL+x5LoEnkL9B2y6tbg
6i936U0gaaohoT6h4yAKByAO29Psmlc6PUDU+IeA+nh8ufdy/He8bo5aPwYjKPWZ0efLv2PS/wBh
5q1qn5dRaVd1UXmpwws0RmaeKN3jLpVKPHXnwWTgdxzoDsQITOqMx/DAnpR/QeW4vybMY0IxS/iy
AbXxAWLG2450JV/S57UG6Ra/l9LqEYu5Qti1oopK86Ti4LAyNJxUx1VeXHiadBQk4c0tSInhHq4v
Kq6efvtjpoaEzHEfRw9eIHi63tXuo1y5lB6zY+TG06O4028McqSO01sVd5mSaRWhjFT6f7qHlzNf
tCn7QpbgyZ+Kpjbv6bDfz3PLy9zTqsWl4BLHKj1G97kcI7vTG735iuoTIX/k9dUsON1cW5tYHjmu
LWWYpIqD93E8zlJPspRvTSh5UWgGUeHn4JbA2eRA+Jrl8z03coZtKMkfVIcMTZiZb1yBJo9P4Y1v
Q2CU6td6G3lq2ht1gbUFkq6xtecYUkHL90szsjMStJD8gAeuZOGGTxSTfD/m7++hfu/AcLPkwnAB
Hh476GfpvuEiRf8AOPuoHm9PtfIPl3zZ5d0m811bi4kfTLe1eNbiaOMojLMGKIyqX5L9rrnH67GP
Gn/WP3vo3ZWaX5bGf6I+5d/yqH8pYrxJ20aD6xHMLhS8s7gSAsSSrSFaMXPJSKN+0DmHwxdiJ5CE
Le/lr+WytHFBoiUtvTEbLPcoP3PH0/sSLy4cBQn+JyJAbYcR5lkHla20bQLL9GadaiysPUkmSFHd
o42lYu4RXZuCciaKtFHYZKMqYZMRO6cjV7Itx5ED+YjbJcQa/BkjVZWAZTUHcEdMk1NN9k/I4DyV
h/nfWr3SdKmu7aGS4eOJmit4ah5ZiyLFEGAYryZqVptWvbKY0wyAmQiDQPV5zB+aHmN7So0m6kv1
+rLLbRzvxjluLqO2eKZ5Ui4SR+oWAAYECtQu+ES8lOno/Xtv913zV4vzM8wSfXI30i8QW11DaJOk
/KPlcSrDWZyF4+mzBnCcyqsCQN6IPkieDYevoT/Yksn54a36Mk0Og38gjablH6zhysac4ygMe/qL
VvYA9aGg4x3Nv5M/z/x80YPzovJBpE40u/S21G5ntp5Kzlbdbd1QSsRFRg8ZaWmxHEj3w8Q7mJ0k
rI4+X4729F/Oe+vtZ0/TTo+pxvNVLtn9VvSkVqMqqEJl4DeSnShpypuOIdynSSAvj/HzS+2/PTWp
oFkfy9qkbFbh5kMjgx/VYjKR8aR1LGORfYr3rs8Q7knRkf5Tu/HNlXk7z7rvmGKKaXTbrTree0+t
GSWZmMcn1gxCEjim7KpYEGtOoGSjR6NGfGcYPrs3+OrI1v774f8ASJej/tt2PzyfCHDGSXeV/wBe
vfTY/WJK/D+23+V74OEJ8SXeVi399T/eiX7Cn7bf1w8IQMku8r5b69HpUuJBUCvxt/MffBwhlLJL
bcpl5fu7uWZ0kdpI6MSWJNCCKbnITAb9LORNFEQagY/MkFq08Si4jciHkhlZkaRdwfiChUFOPU18
N8bTVxX1JP2Ej9DuDivCZUdj8OizRtevJNP1e41C5srg2d1JEixuVREUhVSRgJG5VrT4KnL4zsHi
pln00RKAiJDiiPwOX3ojQr6O6vOcLoYjESVhf1Iwf3b0V6LyA9Q0NMhpduIDkDt8gXG1GMwNH7dk
+zLaHYqxj8zJpoPI+pywu0UqCEq6Eqw/fx9CM2HZcQdREHz+4un7fmY6OZBo+n/dReJaFe3+oatb
2c1zIltKW9SOEIqEBSxLR09Nq8fi5Lvm97Zy/ldLPLARM41XFfeBzG/XaniuzOLPnjjlIiEufDXd
fL6em9hHahZavbrdotzJdPG6fVbeLjcrEr1NHSimJglCrolOoHtqtF21DLLHcYwgYy45TvHZFC4c
xKPFxCUZS4hsd+ubquz8mMTAJmQRwiNT4Qb2kNjE1RjKMa5gV0WTTtcdNOmN3KYZkWW8vJJUSSON
+Lv6ckg5qgSQVoxBNdu2Y2T2jwjx4xA8SEpRxxEJSuQ4ogSEecjKJ29Ppo3Rtvj2ZnPhSs8MgJTk
ZCNRNE8JluAIy57gyvbohGj1qM6j6lxcwNaqHFyrRhXUrzUTzI37x3DIEHJuubGHauKYwmHBLxTR
j6uKweGXDAixGJE+IyEa4fNxJaTLHxeIzjwC+L01VWOOQO8iDHhAMuaMXTNXOp6dYLLOizQJPf27
ej6KguVYpGtYjULsCte59tb/AKIsf5bUZ/3Z8PJKGMjjs1GJAlY4rs7mO1bDzyx2Xl8bFiHEOKAl
MHhobkGgPTuBsCPM+RHqWo6xaX09s88wETfukn4s0YNChUfEqNxpun0Z0+gljz4I5BwniG5jdE9e
dEi+90mrllxZZQJlsdhKrHd3gGq3j8HtEXmGPR/y2stWvZH9KGxSa6mFXfiqcnbxJ985HtD05p1/
OL6Z2MOPBjJ39AYafzl8nLqU1jL9YhERUC7lREgctcJbsEcvX4Gk5tUbIC3Sldfxh3fCUPN+eXkq
Kx1C8IuXj064itZFjWJ2keZ5VRoqS0KkQM25B40NMeJeFXtfzl8oXWqafp0CXjy6ldyWVvL6H7r1
IyByLFvsMTsVBp+1TfHjC8Lel/nF5W1ASlYbu24mZLf6wsKC4kgkiiMcDCVldmedQu471oBjxheF
m3kbzvpuu6Zb3FpyWKcLIsUjR+tGkhPpmREaTiH41FTlkJuPmxdWXP8AYb5HLDycRJNbeePRr6W2
T1LmO3leBCvKsioSg49/izFkaDkYIRlkiJfSSL91vKpI72PyzBqEenIs5gguG1wAmT12vGjnUyep
VuMFHXbi3SnxBRRQq3bRy5Dm8M/TdcHSvd+n4pzF5p89oZDceXIZfSvVgNoqwxMbdqkPHLJdESSu
OJEZjSgqd9q3CRdXkwYrIHL8eS3TNd/NSW2hnu/KdopuWZBCvGNoGW3UK0waViVe6c14/ZjU/aJB
J4iwOLGjrXVfzGXR4Lm/8sWj6g8dxJLb2zoePpek8KESSLR5UMyChajhSaAkB4ig4sdobyd5o8+a
heWUHmDykmkxu86XM4RmBACtA0XD1eAHxK/qla7Fe4DxFMsMBySzTfNP5vXHotP5Ntgk1zPAV4ei
yIqhoHk9SbYUDcmFVJ4qDWuPEUnDiZDea35wTyLeanaeX1m8xRBWtrJ4BGsytPxP7n1mkDJFViGc
V2PfiESLHwocVdEii8z/AJsrZzSyeULZ7xI7cQ2XBYkeWZYxMfrBuJBSOR2HAxioHLntgMyGXg40
Zc69+Z0WrSQQ+WrS5slv7dGaFPiWycMZ/immg5yRjjxdU4Ekj9mpic1GuqjDjpdf63+aCRWRsvKN
q8sqBrxZGj+BuCqyCkoG0vJ1NSClAeLZHx/f8iowY0FL5j/OX6qZI/Jdi0qW7OI3kVWaVZZFCBRI
6jknptTnQb/FXYHx/f8AIp8DGz3ypc6tPoVnJrVnFp+syRhr6yh+xHISdlNWqPepyUcglt1a5QET
tyQTJOfPGmGGG2ZBDO1xIycpwPUlC/GFPAA/Zqd/iA75DT8x75f7qTsIkflpWZcxXd0+f6NkHp0t
wfK/mOae1EEkF1NI6Lborv6b+oaqzkSAr8AqBsO53yyP0SbsoHjYwDdxHXvFd23emflATC7l9Wd5
yVJBkoHSscFY2VfhUodqAn55LTc5e/8AQHB11cQoVt+k7/FlmZThOxVB6xpVpq2mXOm3YJt7pCj0
pUdwy1rupAI98tw5pY5iceYaNTp45sZxy+mX4+x5cv5M6tYyyyW2sQKjo0QlkiKsFcUalS3EkbVB
zc6jtTDniBkgSIyEqva47i+V0d6O1gPLYfZrNjkTjyDcEXw70effXdturD8sPME8DxLrNkzugikn
WGkzRKoUI0gHLjRd/HvmFDJoxMS4J0JGQjxHgEiTLi4bq7NjoOYALkz7E1ZgYmcdxRlw+oxoDh4u
dUPjyNhDH8t9VS4Rn1i1lRFRDA0Ujwn0oxEpZPssQqj6cl+a0ogYiEomUpS4gamOOZnKpcxuTy6J
j7PariEjOJAAHCR6TwxERceR2A+KJH5Y+aLqGcNr0FxDcMrSI6MyAqwcUQ7LuOgFKZGGTQxMZQxc
MoAgEGjuK3PM8+ZN3ujJ2NrSJRllsS5gixsb2HIe4bdEW/5f+cJ2Suu2jvErKv7kGnImrcaUrxJT
pstR3OYWLRdmw4uHFL1EE+uXQCut8wJecgJHkKycmh18qMssdgQPQOvwrl6fKJIHM2D/AOVLanea
j9Z1TV43V2BnaGKjkCgooPFV2FBtt4ZudP2pi0+IY8MCIx5Wb+Z3J3+brp+zeXNl48uQG+dD8Afo
7md6laxWlraWEK8bKCJYoozuOKDgAa9aLmhzTMpEnmd3tdHijjgIx5RAA9weUeefyy8xa5r9zqul
a0lgl1aC2lgKSVJX4fthmA5ozBiFG1Foak5jSjbmiTBNR0ttEu9WtNY86m7a0vLS41G3ura7dUhE
Rji5t6VxCWk5rtwbZRRhkSGQKZJZrY+cLiRPMtkJdY1xzpNs9rcTrG6NNA4oI/TEsD3MfCrceQ3N
Bhrdb2ZVF+V/mL9HItx5jDalF6jRXFtaQ2fF5YXhLepb+nIWRWX02rQU3VtgDwseJnHkby/c6Vo+
naVNIs89sv7+ZFIUkuXPWrGnKnJt26nc5OAa8kqBLOn+w3yOXHk4CCzGZvObP8tLyG+sbl76B1tm
haSSknqS3EV6JpZWqzJylhT0uIApyavKi0rGMOcddkMeGzX6Ehv/ACRM/mXVZ5b66SK91u0mV5bC
S4USKspidGEaEfaEPrIy+miij7ggtQnsPcq3MfnPWfLz6NBrd5ZavPrs8a36rcI3pwc2ljBhQtaw
u390JeQ4dCRRsV9IN1tSeWXkTz/bXzSzea3u7b66J4opPrCcYSRI1eMvxUf4FiP7vj17gmiwM49y
P8z+U/N2q6vbXljrr2ECafPazwwSTRIbqWORUuPSDMr8JGVlBII4/aauyQiMgBySJ/y4/M0RSCHz
vMGntDDL6nquVlaQPWN+ShaLyUSBA3TGiy8SPcjNW8h/mDcTW72Xm6SBFsY7W6Skql5oiP3qn1HC
s4ZuTceWy9fiONFAyR7kT5S8j+c9N8xXd9r3mibWtLls4ba20+QEBJUSPnMQKLyLK1DSpB3JORnj
ExUuSyyCthRRfmpB9atIfRvSBHdK8tnyCCsSjm3H9sIxoN+nTKMUQARXI9PcP0Ow0R9JNx5x+r3/
AHICHRvqkVjqS3epyzXFzDFPaiZZVRghq0kr7EFSD9rY/CDl/DQB3ciWfiMoVAARO9V8h+O9Zb6k
bmQ87DVQXeW9jkuAvFVkZo3QEBgFjL8hy3qoJXBxX0LKWLhH1Y+kdvLf7f082TeWZeNjBY+ndg2I
eM3F6oVpefGTkvQkAMB8QB8d8BPqiO4H9DrdYPUZXH1dI9Oisi6V/iKwd7sJqSrOqWZdgWR2lo4U
bMRwYfF+vrLTAbd9y/3UmPr8GW3o23+X7Ejubm7by15m9dkhaO6KQm5ufVjVRKFVjQck6dGO7DJE
+mXvc2EI+Nirf09I10+39SfeWVZWtFb0uQskB9AgxbRwj4CNuPhh0vOXvH+5i6zVn1nnzPPnzLI8
y3GdiqyaaKFC8jcVHfASmMSeTzv8wvzM0Xy5qOl21/FczHVneGxS2RXPJOAbkpdDuZABQHKpyc3F
joMRX/nIHyMqQPJHfQrNA07GSJFKULKsbL6nIvJxHHgGFGBJA5cYcYbeFUtvzz8r3VhqWo29hqMl
hpSxG5uPSjUFpplgVE5SAE8m7kbY8S8KKb86vLC2VvPFBfSC7nis3gSOMPHcTSSxpFKHkUBgYGJo
TQU8Rjxo4E18l/mNofmuGG40uO5hE31gxfWIxGSLRoVkIKs4pW5Sm/j4YRJTF6Rp92txAtWBlUfG
O/zy6JtwckKPkq3NtFcR8JBt1BHUH2wkWxjIxOyWXOjrFA8iyFiorQimwyBi3xzWaYjqvkrypqxv
G1HTILl9Q9L63I4PN/q/918QIYcK7UOV0HJtCR/lT5FmuBJFoUAmJ3eMMh3XgQxUj4WX7QOx748A
QZ1zZbbaBPawxWlvAsdvAixwqpHFUQcVA37AZPgLV40U60+yNrGQzcnc1anQUycRTj5J8RRL/Yb5
HCeTWl008MK8pXCD3OYwDKUgObArXyD5cgvbG7XU2L2MUUMY4xjmlvereqXYDkz8o1UsT0L/AM2z
4ZZHVxPVEX3kny9Lqj6vb6pPaX9y/K6vAyyTFQZDSGSRWMFFm4fBtw2pWhD4ZQNVGuYQejfl35c0
RVTSdXmtGF1NdzXKLF9Zd5qUT1ClPT+H4l4/FQdhTHwyk6uJ50hL38sNKu7Dy9YXOvyCPy/cNPAU
VuThgnFS0kkrAoE+Hfj/AJO2PhlP5uIJ81Xy/wDlpo+jTWb2fmG5ZrQym3aRIHeNXDLEsRaNgnBW
Ifb4+/U1HhlTq4nuTLzF5U0vWtWur6fVqQ3VtDbtaOrPGpgkM0R4q6IyiU8iHUk7itDQEwLGOqgB
zSy3/K3y/Fa6pAfMF7ML+2itfVmaOR0ELxtGWqnGTgYVVQw2UsO+w8MsvzcfJKdT/JHy1qMXpS+Z
9RAKW0ZkWYhyltGkTg/snmsS/s/CfHYA8BSNbHyZpd6Lpk62Uf6UuoI7GL0ka2dV5qYlj+Ll+1+7
r75j+HKMjYlv3V3Afob8HaMYAiom+9G6YlnYag92mrXU8b0rBN6LD0/jISoANOclQeuwHTLYzIN1
P7P1scuthOHDUB5i/Lf7E9PmHThSpIr0+z8v5st8c/zZfZ+tw+KP84LVv4L2ZWgNViDBqkVq1OwJ
8MqlIzmDRAAPPzpnGUSNjbHDaH/H+nXRqV+ryRgCEOARJcmvq15IN96Dw8cr043Hvl/upO0E/wDB
ZR8+/wDq9OqPubKK10zWiqi9kaY3HwSemfiI4+o0bK6iOh5HqVHfpmSY0JdWqGQynD+EVXK/le2/
TzR2mEHU1IXgPq4olS3H4IdqsAxp7jI6f6p+8f7mLh5ef47ynWZTU7FUu1tHaBGUVVSeX09DkJt+
A7sA/MKW9t/Lj3enm0j1G3mga1uL4wqkZMq8ipn4pyK1AHJfY1plUnLiwy8u/MlI3fVPL+nxSXEM
X7gWokltbmN55DOs7SIxDOkgWNxzUu3dTkGSlpll+YdxoGnxfWdESGC6uf8AEkyR2kls0UaRFfXR
F4hqcweNDx4k07O67KkOpeebmysZobnSLGxs7NqTrPZTWkdxFGYzK5VQYW5OpUxckXmoZeoZsrsy
7ynpWv6fqt4lxwTQmihfTbeJLRFR3VTOH9COIlw4O4+Ej36SiCglmNsXV+SkjbrmTgiSbcHWTAjX
VFC4mH7ZzL4Q63jLUtxPJGYy54t1+WQnjBbMWYxNndUt7v0UEfEemOooMBxABl48pFZNrEx+GFVj
XxpU/wBMxDLudhDDt6lsWsXitVyJF7ggD9WASLI4YubWbwtUFVHgB/XHjKjDFHWOpfWQ0cgCyBSR
ToRkuKw1ZMXDuGP+ctE1TVtKnttNuTa3M0TQC4XZ4xIy8pIzVaOqBuJrs1MqiXHnD1A1ddHnsH5Z
+eVs/qZ1yaOBTbRLLHOWml+r3UckkjPK0pjkeKNkKx/CWNW2quEHzZGQu+Dffu7vtREP5a+e4jeN
+m7hkuLqCRbcyh6wRyqZVMjbxerDVAIgvEqDyNWxB80SIIHoHLy/HzSWT8pfzZlhkV/M8qzFpmhm
SVxxMybChbcIw4r4A1G4+IfFt44f6n9yZwflz+ZhtdLhvdYM72t3NcXskM7RtJHI6vEnNxIWWEcg
FI/l3AXdvzYExEiRDmPL9ajp35T/AJiQXME7+Z72IIjj0RP64U82KKWmLCSvP43KA7AKB1D8UmUf
9TH2Jhbfl153i+uGbVJbia6sPq8VyZnjEFyAyrKkAkMTfCy1J3qterNhB82qW/KHXy5MfH5SfnE9
pNE3muSKQwmOJ0ldjUV4qxJUksSGMv2xSg2wX5t/HD/U/uTLUPy0/M26jsRDrclrJBp5tLmRLg1e
4bmGnIUIGYgrxYBSpHeuJPmwhwi7h18v1u0r8pfPUMF39f8AMd7cXNzb2sKyrcOBHIkhknkjQOqg
kUVdvGuxK4fisp8qgPsZ2NE1T/fP7Cj7SdR9OT4w64aefcvl0bUm9OkP2QK/EnZifHHjDI6efcjt
E0y7tpnlnHDZgFqCTUg12r4ZGcgW7T4ZRNlaltav5usJmt+VxHBcBbgv0Blk2VKN78mPHqKE7jMb
TAWPfL/dSdzxSGCQvaxt8B+OrFdcWx9LUrfTUSVjLcxzSq1yET1J4leOT0huzh2X4j02G2M63p2e
nMriZ7bR/m9x3F92zMvLbB3tGEonBsoz6y9H/dwfENl6/LLNLzl7x/uYuk1QqZ2rc/eWRZluM7FU
Pd3QhAFKscnCFtc8nCxDzDoVrrGnTafdGRIJWjkEkDFJEeGRZo2Vh0KugOU5cRHuc7BnEx5sOm/J
LyHMZQYJ1hkEIEKTMAggQRhVf+94tGChUuRRjQA0pTwByONG3H5TeR5rlrr6m8V2zTSLcRTSo6NO
vElCG+HgPsAbL4Y8ATxFSb8nfJk1i1lLFcSCV0kml9d43fgRVSIuCKHVVV+KjkAK7gHDHHewYyyU
LKZWOn628E+j+VGZoIpZY59f1GZrmK2k5gPDBGzGWd4gaBTxjUihcsrJlox0d3GOosWFW6/LnWpI
0e58wX91eKgWSaO4mskYgb0htXiiX/ga+JOWxlTiyjZsqNna+aPL8sUT3Emo6ctfUiuXaWejVNVn
csxIboGNKbbdcsjNrljDJ7G+t72D1oS1AxR0dSjoy7FWU7j27EUIqCDloNuPKJB3VJ5G+z7b5j55
1sHO0eEH1F4l+bD63D5ouFh87/oCGXT0mhsQLwUSJz6kg9BWTkSpJKnlxBqtPizClzdpFJhqpsfq
XH8zHlZbiCcrP9dVypZ2VW5iYLE8U8fL1kYclpXrkb80/BOdR1G+stTuLgeeBZ2o1SZTa3P1tKRx
LNK0XOdZF+GK4C8VUKeCMGDYSfNaZv8AlSL3/BtrLc62fMAmklkttULOxeIuQoPqqsgKkEENUjpW
mwnFhJn4vo4NNlvLlqRWyPJM/WixjkT9wyMtnG8MymIjmXlVrBb2trZXwvbZrK0S0K6aLmM3no22
oNcRSkcaGZpKxtQ/FuAeRyizzdh4OIy4ATxd9em/vrzTW18neSrnW9TvYvNLPdag8sdzbQ3NuHjS
7M8pgoQ7IeUxZTsw4DwOWbODKUhsRyQ0H5f+QrHy7J9Z8w24sY9QlnfVeVqrJI6oWhEsnqJG/KPk
3phTSoAAONL4kr5InQ/KPlTQG0++g84yw/Wlnt4GN1bLDcl5uT+kkgcc1cRqeH8tCNzhARKZPRCJ
+VPlbRJ0SfzTNDLFazIq3lwgeOGVJS7xAtGFWiNJRlaMFWbj1oKT4pPRM7HRfJWla7L5lTzTb/FG
J5prmSwcqjTOZHWdl5RxzOzK3EgeFDhAYmUiKpLPOP5a+UdQt9Qvb7zLBYWmq3sV691MLQbsvNIB
c/upTGwHJV9Tp7Y0yhkI6IjUPIHlOS80SnmuSK90+7gFnHJcwj1fTZpYrcJCbdi3GdQCDUrxrXbG
kDId9kRZeSPJcmsaix18Xt3camt1cWDXMckayc5Zvq0luWcE7ylTQMvGo3UktKZyrl0Zs/mTy6lr
9bfVLRbX1fq/1gzxCP1v998+VOf+T1w21cJ7kWt7Zt63CeNjbv6U4VgSknENwanRuLA0PYjIzyRi
LJoIEStW7SX7DqqfzmrH6FXf78xxqRP6SAO/n9g/TTPgrmli0/xlYrb+sIxbO003pfu5QWmHB3op
Vkc8gPfpvUZGCrHCSRv95v7XKH+Lyuvq7+X0715hJ4I7JPLHmUW019diO5a3ZhvNzRxtGCooVZ/D
oPpwgDhlzcuRkc2KxGPpvy5dWR6EALqAAuwFooDSlTIaRw7uUJXl402w6b6p+8f7mLqtR9R955e8
p/mW0OxVLdU/vV+X8cvxcnGz80CRUU8ctItqiaNhYsbxsVYbHKMUTE+Tl6jJGcQeUh0ePeYvN/m2
H8zNW0ddYbTtIg+qpYRrbW7hnmt1kf8AeSROaluVATv26UyM4i2WLJLh5s4tJPOsuj3dvbSQ3V/J
by/ULxgkLpMY39NnWjRv+9KU+FQFrWveUSIhhMGR3ZT5Hik0zyroel6kot9YFmn1yF2Vne4RV+sy
llLBy8rl2au5ap3OVFsTjUb+3sLdri4+GFN5HpUKPE+3ie2ClWwzWOoQnhR1PUEfSMPJWOatbvo9
wb9B/ovEC6Xt6ampcBVdyyDlRR1rTrSlmOVNeSFhFzRk7j6Rjnxk7hnpMwHpLzr81NJv/TtdU0fy
7FruqyE6fdrJzqLGZJFkX4JYTQmTuCBWppSuYUg7OJYYtlr9zaXv1/8ALqEagHlS3a3iMUfq20ap
YNQXKkJxSUO0bU/u6dsj8GfxTHylp1xd31rFrfkeS3tgOT3ECyxRJdXUpMg9Ge45fV/SRPUXgRyU
7FSuIHkgnzeq6JoemaRZRabpVstraIT6cKVpVzUkk1JJJ75YBTAnqn02nQz6dNYTVaK4jeKWmxKy
KVan0HIS3caOUiYkOYN/J5HFYaLcvp+nNqCmOa3gis7sfXAzWX6RQQvFA0XoITdGJeSyfychSmU0
ap2Pi4hLjAlfPh2q/fd18F95o35H6dqmpSXGrtaagNQBuvVYsY7mOOSiqssTqyBVbiSGAoApB2M6
DhmeSW/eiNc8tfl5pfky8/RbCWyvtYSSL1BLJC945MbhGjhlaZVRn4VDqXXjWtcSxjKRlv3L9Om8
uSTH9GzQXcEepz3Ali1G7X6uIo55FC+lAqRSTPNccovAniW4gIqb6qcWleSPOZe/8zi6j1/R7FrH
UrWD9IwqInV+IVJo45539O5ZeXHkxY7YVuUeXIomH8uPyj/w9L5iuRcTaRPbv6l7ftcBzDNKJGes
qrOPUYmjDcqxp8LY0jxJ3Svpr/lCJdU0q0vme/4WIvfTNwk5MTI9m0QjVFeRpCsg9MEuTvUbY7Ke
Pm7VD+UV7JcapNqrwx+WdXWe9WKe4SKDUZJOJ9SMfzybsQKVBNR8VVRx8u8NaD5K/LLWtX1a70a8
uLnUIdQW81CSpcLcOHdCpniKOCshKuOR40o1OrVrKcgBaPuPyQ8hz6XNpbwTCym1A6oYhINpypSl
SpLLxbbnUjxw0jxpXbMdM0XT9NWeOzQxw3Ez3LQliyLJKeTmNWJ4BmqxA2qTg4Q1mRKOyTFIjDfD
zVpkqLP9RlEyyyLIohWSIzlAyH4iSJG/Dw2q04O3dcv91Jzoyj4EhtxCum9Hh/V+LSsC0uPLPmZZ
VtXlWd2u0tuZSsb/AA8wOJBom/H8e8/4ZOV6o5sVcVVtdMj0eGOC+jhij9GOO2CJFWvABIQFr7ZL
Tj1T94/3MXVZ5Eysm+f3lPMyml2Kpbqn96vy/jl+Lk42fmgctaW8VY/5p8ty6mI7yxaOPVIEMSeq
FMM0TsGaKeqOxWq1HGhG+9CcrnC+Tdiy1seSA0LXU0SYW86SJDbxVu9Lesk0HxNSS0NKzR0jkcpU
twAKAAcDQbckb7hlX13yp5usfQtL2G8PFZ0SKTjPF3STj8MsTA9DQEH3wA0mUSObVvHrumstvcD9
IaZQgtI1Z0APwipFJBSg+MgilSzVw+5ivfy/9SkSbSWaCFfiNup+DZQoCqQeKgL9laYqvXzBot0Z
LC8uIRdrOlnLArpIwlmjMkasELmPkoNPUC1I+VRyZEJBpiyaFfyaNdzKLB2A0dnKJxHT6qoCoKKB
yjUVNKjYKMvhLo42WHVO3iVt+hxyYRLdlh1RhtzCj6Z58Bv75i+H6qdh4w4OJWNuo2NQRmR4EacH
85MFMNMtoQjyUq4FAx7bZXPGItkc8p80Lq2s2GlW5uLyQRQqCzyMyoqqOrMzEKoHicxQLWc6ocyW
GQeYfymEsdzC+nerbqpSVZ4CUjWYTpuH2QS8WHavHwXHgHek5p/zZfJuS8/K2eWe7kitJGilS/uH
M0ZVJWfmk7D1OKmRpftU+IGm42x4Aj8xPlwy+StfeZPyze2ktrt7EWlzKt7PA00CxSySIGDSJzCv
zSjUYUYfFvjwDvUZp/zZfJu61z8tlalwbOM20xvGVpokCTXHFhcMvMDkeQKudwd1x4AozT/my+TQ
uvy1shBefVrOBNKqiTs8QWL1/iBkYtSsnqclL7nlUfa3Pho/MyO1S3/QoweYfypl0iaxt209NLka
AzRwzQRoHYiW3JMbrxb4Q0e/b4emDgDLxp39Mr9yyNvyp02S7hNrZwzXQC3kU80ZkLMEbcSSFld+
CNX7TEKdyAcfDCBqZyFgS+TbXH5TLNeWbW9gZb+8V7mzaSFi19QqGWEv8E3Fv2QGx4E/mJ1fDL5I
jRta/LPQvrN9pCWOnpqtxxuJ4JII0mnjDHjUNxLLVvhHvh4PNBzyJoxlt5JrL+YfleJollvoI2m5
iJWmhBYxsUcCrb0dSp9xTHh82IyE8oy+TpfzC8rwyCOW9hjkMbzBGmhVvTjJWR6F68UKkMegx4fN
fFP82XyTfTdZstRFbZuSlVdHBBV0YAhlZSQRviY0sMokSOoS/wCt38XnDTIFaf6jNDciRFFYDJ6r
lS1D9oBfD6co05NjuuX+6k7QQidPI7cQI99Ul8C+lofmVdNmlimOoEM5jKlFd0B4RkrSik/ERv1I
bLB9Mq73IkbyYuMAjg7/AH9fx8E+0JpGuoGkf1JGtELycPT5Exw1PCi8a+FBTHTfVP3j/cxdZqAO
I13nz6lP8y2h2Kpbqn96ny/jl+Lk42fmgctaXYq2AT0xVhPm3W9Ba6tPqF3Zz6zb3KrKvrKfSh6z
GYITx/drtyG25HQ5Rlo8nLwCXJI9AtYE8w3t3ayD0DPLHZtGvpyIjUL+jNBSgLchx5V40FFIIysC
V9OH7bd14IOME8/x8WXJ+Ysmn6vHpF5BLqJeETcbdFkuFDM1QVBTmFUAiihiOnMg1DrckOE0yx9Q
ivdImXTJ2s7ueGUWbTwyRSRvxIV/q86K9FbehTfFrDEvKP5evpF7davqUgk1CWRbm7vFVWaeRVYV
o3woAG/ZjU+9CapNt+ecSfTdebIvNWk219bJI6ghCJIpBTkjqeSyISDRlIqDiDTjobS703dmsjgL
MpMc6igo67EgBnoG+0oJrxIrmXE2HDnGjSKCgdOp6nBGACZ5DLmuJJNSanJMEx07+4k/z8cx8zk4
Ej82+VbPzLpFxpl3I8cF1G0MxjJVij9QCCKf51zCBbpRPEJDmGHJ+R3leKGNLe5lg4IIFkjYcuKz
NMFBIalHZl4j4ePwldhR2Z8eTvHySG3/ACx8izy6zZSjVWmuZprK7laC55GQNFdSTRtAuySSIjBj
8LFaKKVq8QZHxdjcdkIn5a/lxFZx67b22sCSC1gvLV47e8FzS3LWkSJUBg5HEem1PhCsRx5HHiCS
cp2uKcS/k75J816jrdzKb362ZI7G+nl9VOTQLC/7ppKh1HAKeq1rt3xsFjE5IAAEV7mvM/5TeXrm
6OlRLc3V3eQR8rdLhoY0jg4pHLI7lzzKxBBsxNCaVqcjKYvYbt+mwz4eOUhGAP8ANsknegP7Erm/
KzyVFayWuo2l/b3Vi1mjW1mJLpxGAY45E9AMWj3Yu7LyB8NsAmDzG7PLjyRqUZRlA30rfz35oib8
oPy9vr90kt7+K7urw2fqNb3BUSWS1DVdXT0GTgFLfA3EeBydhxhLKBzHJPLb8hfKVnNd3SSSCW7u
he3UrkVZlLMVJFKIeZqBT9dXZByZT1HyQN9+RPkvTfLkltxu57LTZ5NVjtbbk9wX47qqJRpeQj4q
GqewONhRPIZXY7uSjB+W3k+wSG2UatzaaOxcNBcScV1CEs8TNxKCI8yZnQ/Cx3YdMFhJOQ9Y/JPr
b8lPLlvJFJHJJzjhaHmWYszSRNA8jPXmWMbsOvEEkgVNcNhrlLIeo+TLdH0Wy0dAkbpHDHGkMEQo
qpGihVUVPguRyZogbkBhjwESMuZKXixt38+afdevb+sIHpBIZPXp6k9GjAYJ8QJ6jtlOmAJB85f7
qTuBkI0so0avntX8PPqnXnG0tX8u3/qiCOOT0mupJiyIyJIhbk6BmrxFFNDvTbMzMBwlxdDOQyxq
+tV7lDy0qK9qsbRtGtmgRoeXplRHDQpy+LiR0rlOl5y94/3MWGqJ4zd8zz58yyPMtxnYqluqf3qf
L+OX4uTjZ+aBy1pbGKvF4vJAnuJLTzne6lbvYs/HVZZJZLaRA9FkWWYz20frCj8D8Y6HpmMdnOiQ
eTKdK8mWVwXis/M+k3NpGUZ0S0iM3FSfSErwXMaEct/7sAkdjkQabYZDHkyLT/KGn6XCW13Xlms7
mQLBGpXTozIRUKrxSB3Joxpz3wEplmkerL9P03SdPjK2NvDbrJRnaNVBcgABnYbu1B1Jrga7RZYF
SQa7YoY9aam7XlzYXDVilU+gx2O+1MlSEyvkX9EMrdEQqT/qihwHmoYVoesafDfTWmyLNKqvPX4f
rDKKI9ejMnAL2Oy9SMtxyprywsWGSzSQwqzSyoiruxZlWlfGpy7iDjcJcrK6h0IZT0Ybj78IKCKT
PTv7iT/PxzHzOTgUp7mCBeUrhAelf6fTmCBbfKYjzYPa+VNBgFn6eruYbVbZI0KAhvqd6byNy1K8
yzcHavxCvc4+GWR1UUPa/l75RtX9ZdQmkZ5luLvmzhbidLU2/OZY+HIqxWZO6PuhFdnwyp1ce90f
kTQLaGG0t9YnFlBZLZpp1xyuLR5eTs9zLbykxyOfUNARxBoaGi0fDK/m480R5R8n+XPKOqzTabqs
kdtexxxtppWMRs8KsRIKICCQ7OwSgLEmlKAPAVlqoyDfnDR01PVrbU7ORZ2FvLaS2xC1IlimhWRF
mV4WK/WWqrrQ9OhIMZY5XYDk4NXhOPw5Gt7B+V38km0TyJaetHc6hqc1mkMlnIlrCys7mygigj9d
+BRlcwK7JxIqOuCOKV2U59fiEBCBveyff3Jn5X8j6L5ceBrXWZPSgflKFiiheWqQQrHI8aLVCbdW
YAVdySTuQZ8BcWWqjJkuvjSNa0mbTpbv00m4MHVSd4pFkFVIoy8koy9xthMC1x1MAbtisX5eeWo0
1FF1NjDqfJbpGghZQssolcRo0ZRf7ocfhPFuTDcjiPDLb+cio6r+W3lrUbBbWXWJ2aOCzhhllBl9
JLPnxMKseMRk5Rl/T4glBt2x8MqNbEM5NzpIiija4YhFVVJZySBsCa9TtlWTSifO/m1jUxHVE2Vx
C9fqcyNx6jgu33BDgjgOP6TXwH6KZjLGaQzmaf8AMjSH9KrCznMsqxJSkbyIBzargfF0B608clim
ZyBPPf7CQ7SFDST3/iHX3dE58+cx5T1Apbm6YKhECp6hNJFOymu46g0NOtD0zJz/AEFxezv7+O9e
fw/H6wt0BI47i3SNPTQWicY/h2/dw7fD8P3ZTpucveP9zFq1JJkb7z95ZBmW47sVS3VP71Pl/HL8
XJxs/NLpp0i4cqkyOI0ApUs3TqR4ZYS0gLtRa8Wwl/R9BNRalhyO7APxHchK098xyCav8BvFC6Wa
6fR0CaOO9SxlMZSK9uHWiNsAzNIf14CCWQPzeZeYNLuvN9nc6DZwzQ6MpX6tcTk+rMFhZF/dOEZB
6rh6yEsaDZcmZMoxpkOm6BrWmm8Md7cQRwTWtpDF6gjQ2q20EnwAjiSbgyCux6ryHTIWGZtmVlos
08Je7kH74FnWBTASzChZyrkl9vtLTIlKlY3l/bXep6Rcy/WDaRQXNrdv6YlkiuPUUiRIggqkkLAM
FFVp3BJVQttAmqBbqF6spqrqa9/64QVITmSaDUbG5gtLmOSSNmhmZCJPTlA+JHCnZhXda1wKx1/L
UWmQ1Rj6Chy8kpBqWJd2boPiZifAdhTbDzRyTjT/AKre6TbXCxn0uIKNIGQiNTQFvUAavAVNRhEq
a5Rt2nNZvBObaNViSbjEyfYk5osvNaEinx7nvT3xiSVlGgjNKeQwzq7K7RsV5JtUEVHIV2YBt/Hr
tWmOQpxhI/OXluTX9KnsBK0cVzE1vPwIDGKRl9RVJ2HNAyk++YsSznE8QkN6YBD+SAS1Nm1xJ9SH
1ZEt42WFTHaXMdwgm9Ip6shEQj9Q0IXf7W+EUk5sp3oXv+ArQ/ksITeSR3EyveXUNy8SyFYitvKs
vpyqG/feovKN+ZpxpRRxGIpEsuQ1sOX49yUL/wA49T8WD6vdFvUkljlUosiNOo9RkYHarqD8qjw4
xod7b+ZyfzR80b/yopv8P2uknULhpbNpHt7sGMBDKEBpGa0H7rcBtyWJ64aFMPGyCZkIjdDL+QV8
dAk0h9XmBlMB+thU5KsEUkXEryo1RMT92NDvZePPiEuH7e9Mdc/JzUtY0nTdPutUuK6XMs0U6+iG
dV+EI1B+ynwg1r41wmq5tWOc4SMhEerzSe8/5x3vr0Wv1jXrp2sXkeAlID8UjmUtU78jM7OSfYCl
KkUO9vjqJi6iPn+OjJNB/K6fR5bG6nuZLubT7eW0t5JWRQsLhEjSi7ngsfcndiepxM4x3JcbIckw
QIgXuyX9E3/Aj0jU8ex7cvb3wfmY+fyP6nG/Kz/BWDR9QH+6j9kDoeo+jD+Zj5/I/qR+Un+CqSaT
fN6dIj8IFdj2YnwwfmI+fyP6mR0s/wAFH6Fp08EjTSEAfEoUGp3IO9Plh8WMxs24MEoGypINLHnL
T2ktZP0h6E6x3vJREFaSUiPi27N8DH4dx32OUaarHfcv91J3Pr/LyojhsbdeQ3+7myDWrxLLS7i5
ZpVEa1rAqNL1A+BXDKT8xmZOVC3DwQ45gbfHkk/lu9nvL95Jo5FZYyoeUxlpAFhPqUi+Ecq9KD5Z
RptzI+Y/3IbNVjESACPhe2523ZLmU4rsVS3U6eslelN/vy/FycbNzQRjiJX1FDj7S+xHQ5OQtrBp
elSp7gbke2CVLG0gn1W3u9UuNJmX65YQbOiuFIlBBda1FeHxbcge3GtDka5ltuqCOmmlniktIUS4
hlhKXlmpMVzGjrvwZWUhmDUXlx/mDbZVKgziSqpPyvhH9WntRJFEgEqqp4xF2VOfJ1cip+Fd6bnI
s7Ty1v7Voyof+7JQkigJUkGlfAjAN02kOpadZy+b7fWnlMZtbQ2pUcisiys5YNtx+BgpWjd2r+zi
dgvEgvIenSaZcatFJOJYri8aW2CmopIiF6eH7zmaZI7oBVrm5bR/MZdqiHUSI+PYuil1IqaV4hq7
b7eGN2ypOdVmt7tP0cQZPrApMECsUjKkhnDHoxXiBQ18KBiEMZIt4rSK3ENAERf3aA0INKbEb136
4ACSpIAS+Vi4VVPpKo4qqAfCgHRdiPDtmQIUKcYzs2jtNAEEtO5J+k1JyrMKbsJtvMJyGGWvlbzJ
ELJX1wywwfV1mYvKXklt75p5ZK8qVnhPpOvT6ABkabTIdyVf4B/MVdKFvB5t9K+CTxy3DC7mE3rx
8BK3qXJ9N4+qelxUGppWlGmXiRvkqW/kXz/bW9wIfNrzS3cFzHcJOsr8JZyzq8EvqViaPmFU8CFV
RRetWijjj3Na15G/MHVL/TZo/M8mmwW9hLa3q28spMlxJzAn4oIEchWXjspU770AxoqJxHRbbeQP
PM1kYr7zXJJK9qF+tW8l3GVuOSmiqk6AoOH2z8ZqR41aKTkj3Kt55C87PfetZ+apoYPqiW3pu9w7
eqlo8Hr7y+nyaRw7fB+yD9qpLRQJx7l/k/yX+YWjvaNqfms6ikbyfWoJY5JQ0csgc8ZJZC3JVjSN
K/ZBc9TjRWc4nkGWa9ew2VnJczXBtY4kqJwA3FmkjjUkEHb46Hwyqf1i+gJ+PpH6WemxmcgALvp8
CWD3fmO6/STIfM90ywyKZYY7VlBWOMhyCg2UsBypsK4TkN/U7qGljwf3Udx/O8/x71ay8yv9Ql/5
2eRw8It4mdAr+r6oCyDlyJZ1Y0o3QH7VMIyGvqY5NL6h+6HO/hXL4firRVjc65fa0tgnmKeG5SVe
dnNAASkCr6lGHH7fy79BkomRNW1ZI44Y+LwwRXMHv5fJlWjWGpWFrFbaldm+vAhM1yf2/jPE9B0B
pkeAxnv1Dq9RkhORMBwx7ksFlpr+e9Mu3uIVvI7W5C27EiVv3zhCg8OLSVpg0wFj3y/3RcoZJjSy
jR4eKO/Tl/YnvmiAT6LNH6byNyieNY1dyHjlWRCVj+OgZQTTMzKPS4eklWQH3/aK6pb5X0z9G3Zt
gsSKsXwJEjIAojgUBuZLswC0LNue+U6YUZDzH+5DLWZvEle/x95ZPmU4jsVSrW5ooB60zBIo1q7t
sABl2OQAstE4GUgIiyWPf4r8vf8ALan3P/TH8xDvb/5L1H8z7nHzX5eII+upuKfZY/wwHPjPVI7M
1A/g+5ILW38pK1H1aV2c1Yx8ldmrX7VCdz1yHiw72z+T8/WH3MjXzD5dgRoopRCsP21CSLx5H9oc
dqk5IZ4Dq1ns/Of4ftH61x806AOEct0qB6MvJWFQehqwG3vglmh3pj2dn/mn7P1poxglCFkRyn92
7CpX5VyYxC7cQ5DyW3cTz2rwCZ4WYfDLHQsprUFailR4EEeII2yVb3TG+9K/8Q/4ed01ARNb3D8r
eRA0fgGUg8xXYHrvXIziNmcJ0q6zf2utWkP1RA5R1ljaSoHJfiTZatSvXHwSOaRnB5JrDexJbJKx
UAqpaVv3YqQBT4jUGu1CcqIZ8Vqch5UYmpPbw++mZEOTjz5rMmwTHTgfQk/z8cx8zk4OShe3cNnZ
XF5MSIbaN5pSNzxjUs34DMAmnMxwM5CI5k08TtRptmdN1F7sExW9rLbaYIJBM9pDqaPHJ9aEQWWV
rjhGSdqNtx5ljTZq3aeHiMuAGV8uLar93OviiNO8t/l3qGj/AFLT/OcsLRreW7SxJbW8rq0PG5E6
tCpmcIPttVqAgH7WWCnDnxxNELLrR/y10uztFHnK/sRr1vcOskClkvI2laadiPRkp+8ZuYJ5FfhN
QMaRcj05IqHSPIWs+WEn0zzZNHZxWL6fFfrCFZWtbhNUZl9SNZDxCD04iSBHXh+0SouQPL8cnS+X
vys0zQbTQNQ8wzzwOhttLWWNZOLLFa3ZEaJAeTlfTYA1J9RkX7VMaC8UybpR/R/5XLr9zptv5o1E
Xd/C9oIVMklmn1y3Gnx/vGiKFviAiPqUHH/Wq7Lc65I/QNE8kfl6La7l81XTRaeRZXNV520z3Ye5
jjb045AGFTJ8DVCcefw8alEjKe1M2n8wJe6Lez6Tc2z3gtY71J5qtGIJCsiMUdR8DJWh8R4jbHxS
kCeIDiIJv3EbcvNs08InJESvhutuaVS69rsoa1s7jRzcW0yNJPLLGGY8OI+ARlRI7RlgVJ6gDbfL
+M8tnYR02MeqQyURyAP6+QtUl17UYtFs55NS0ykltcy8VQegZIyPRCni/HgWPIeIwmZobhiNNA5J
ARn9UR511R1nrGoW91b/AF+6so55nTjCiqQyRAi8aKRV5cvUUkhl8QN6NkhMg71+ObTPBGUTwiVD
9P02Pd+vyZKbiG5kingcSQywh43HQqTUHIzN5B/V/S60xMbB5gpcvl97jW9O1lZtrQzxyW7FuNGM
oDqFp8dXp8W3GvfBpsdgS85f7qTkjU8OKWOvqrf5fZ+lE+cZmh8t3kgLBf3Yk9Ngrem0qrJxJ78C
e4PgQd8yMxqJYaGN5QPf862+38FR0GZ57mCaQUeS0Vmo/qCpSE7PU8vn3ynTGzP3j/cxYamIEiB3
n7yn+ZbjuxVJPOdrLc+Wr+OGMyzemCiqKsaMCaD5DIZL4S5WiIGaJLy6x07TTBA15HMJSzrPGqSA
jbkj1CstNuPjvXtmMIHud9k1W54ZR+Y/WnEml+TmvpYYkmjgMCGOdlnZRICS+wCtXhQ0+jY7ZPgF
8i4o1eThBMo3ffFCS6ZoIks1toJpwsircsyzgMp5cmf4V40+H7H+V7ExMPJujqpHiuUR3bx/X7+f
kt1dIbm6uTaw3lvDIODhLd5BPxcsJHMkgbc06jGQ96cOQRAuUCf6w28tgp+YrKKU2cWnW1xI0UYS
Rykp2CqFSrdWBDElVC70HTGUe4MtNnAszlHc94/H6Xq9lFaJZwI/AOsaBhUdQor3zMiTTzGQRMif
NW42Pin3j+uHiLDhih77TtFv7Z7a8iimgkBDIxB6gio7g0PUY2VqLFbbyhf6LVdHvo7m1oaQTt6c
igU4qHWqnv2HbLRl2otJxb2Cm2i6akcsk8ttFZmejOgaFnVt60ZAQeR3Pv45Ce7ZEUngWxCgckIH
iwP8cjZZVFtYrNjRQjHwBBx4ivDFU4IiMFFBQ5GRsMwKSXWJrEWclreBniu0aF416lXHBvD+bMYR
4mR1HhES6g7MA/w7aSRJZtHbG3SlsNRWD/TfRSX1vT+2YwfUFeXSoB4gqKQ8GXKxTlfypgEuPhlx
d23Df315fam8Ggfl5CsqpocZE/rGTnGrn9+vCWnJjx5KxHw9ifE5YMTgy7Qs2bavPLf5fXaxi80c
3Iit3t1aYvIfRlcuY2ZpCWHM8hX7J3FDj4SPz1d64eXvy7OnPph0GJrOX0xLG0SsW9JmkjLOWLkq
ZGoSe57Y+Ev57fqrXOk+QbmOGO40G3kity/oK1vFxjJRY2KDovwRINugUeAx8NRrfepNoH5dzXc1
0+gW7XF0ipLI0EZPGjABd/h/vG+zTrj4SjXe9EXlp5LvYnW40pTHKkYkVEWPkkClY1bgy1CoxUD+
Xbpj4SBrh5qy/wCGILVoLXTkt4QQWjjijRT+9MoBClekrlx4MajK8mnJojmGcNfwm91wufLyiRDp
UTeq/KUsAxZ1BozFiSfH579cPBP+bH5n9TM9pn+dLb8d62aby3PaRWk2kxyWyBvSiYAhVBBKrU7C
vYbYmE6rhj8z+pMe1CJcQlKz+O9uW58vSRrHJpaMiRtGtdz6cpJdSa1IYkk48E/5sfmf1IHaZBsG
XQ9PgmOivpoaaO0iWBvhLRKoRaBQooAT2AGRjhMSSeZT+a8U7k7d6aQzSwclCepGSWWhAIJ3I398
EJSx2ALjzSQC3PcetC8T27FHBVhyC1B91Ncmc8iPpPzCxFGwUNYQrDqSIqqg9BqIgoqgMiqqjwVQ
BktNEiyeZXJKzab5ktbsVSnzXJcx+Xb97YkSiLqvULUcz/wNcsxVxC2jUkjGa7nl+maPaXmn3FxJ
drBLC1BGxQDjTr8TqdyaZnzmQap0uLDGUSSapH33lrSbY3KJf+tKkIktwpjozivNSAxOwFchHLI9
G2emgL36eSaeRZkg8u65M7SqkaFmaAFpgBGx/dgbl/5QO+U6s0Q5XZgsH3pN5Ql82aaum2OozXRv
ra+uTdadF6txczicRSK080yvE8aCb7fOJUGw5MtDgiZduYDoUHFd+d7fSbO5m024eUak2p27ve3E
Ut5LxqLYRQrc19b4xwaJIkVa7VBwcZ7k+HG+aM806p5iFpqCMmr2cI1eAKqyq91FFCPr0syfV0uE
+rn1ooVQMxPQ90wmZHREcYPVPfI2sanc+ctdjuFuTZ3f+kWq3E8ziARFEMfoSQosJLyOh4SEFoyB
XjyJjOyiUKFs/wAm1uxV2KuxVZJ9uL/WP/EWwoK5/sN8jkTySxbzb5aOv6TcWKXTWclxC8HrqAxU
SChNDscxwUSx3IS7nldj+S/l8XD3H+Kz6N5GlssVrJ6YJZ2hUKzyTs6yyq3JW5CR61r0wAhyZZJn
oHH8qPK9xq7PH5yhjutTmaFobeWBZZ3WArNCgLP8QjlqBGo4Cm3Q47LxzAquXvVNQ/IzQNQ1OfWL
rzQ0lrcu00S+pGFWSEn13EgIDFUVx0+D6MdkRyTjERAGyR3Gl+Q9d8utpFlrt7LFqbS6zHbCI3ly
Us5BE0LBCZn9RhyQFuXBdiAMeIUmMJxlxGthSufyq8t3v+k3/mDUbmwnvtMEIltGSGaK7jSO0iDL
GFZGEiI0m3EjiaHGwnjmBQAHNOfI35b+XIJZtRj1uab9H61dwhLtRb8Ltz9XMQqA7c6rxoaP8Pw1
wghrz8chW24DOLO20i8jrZ6xaXIB9ImGZXHMniF+Fjvy2pk/FDgHQyCPfy1IFcmcAbGp5UAG+++J
ygCyj8me9J5rjR4buW1e+UXELKJIq/GOey/CWruWA+n3zH/Od0ZfZ+kuXHsbMQJDkXQz6ROD6N8k
hige5cKwJ9JTxLABq7MKEDfCNWf5p/2P/FLLsbMKvvrrzXQfo24cpFeKSDCu5Cis6l4hVmA+NRt/
XEaon+GX+x/4pjLsfLHn59/TmyLStK+qXMsjsfVoF9M12Bpv1NemT8bi2qiGOLT8Bu7TXFvablQ8
evauKrIP+Osn/GB/+JpluJBTLLWLsVQmrSvFptw6faC08epof14Q15TUS8PtvOmgS63eabdactv6
F4tlDcCWJklZ0lZG6rxDNB6f+uwU0OSGpN1bhS0I4RId18kBF+aHkt9WaxewlihVbdmu5Aion1lU
akgLArw5nmegp7jI/mzfNmezTw3s9N8r6zp1p5V1nXIraRILCO4mmtq+nIWs/VWRDxYrXlEQN8M8
hIstulw8JMfd9qWRfnv5QeCA/Vb43MjxwywrSkcsriMAmR42I5Hstadso8YOf+XKva/nh5GmtpZm
+uobaRLa6ARyqXLqxWHmWUHl6T0b7PwmpGHxgg6co+y/NvyReXV7bQy3fq2FtPeTho5QPRtpTE5B
r1LDatPowjKEHAQlUH56+T5RpQ9K6EmqQeosYLHhLxQiOpI5bs4r1+DYEMpMfGDL8uUz8p/mt5b8
x38OnQwXlvfTSmAxyBuKSrbC6Ku4am6BuNOtO3TJRygsZ4SBbOfRTxb/AINv65ZbVTvRTxb/AINv
642tO9FPFv8Ag2/rja0taNVkiILfaPVif2T4nFaVH+w3yORPJKCzGZvPbJPy6Emm/V57kBo7RbBS
twIngj1ENa0JQIVW6dADWtCtdjvHZuPF+Pclht/ybj1DRluLxzcyXkp0c3iTvHURqXiQzxmJYeDL
R9qno/KuCgyue6a6gv5XWVno13qLyLbLBcWujXMv1yhtpwY3hVwN1ZHpGG3KgFagVw7MRxm6Y9c2
v5IWc0ukG8ukGnoIZ7SH69LEVjhlLN8CSI1LeSUM6n4UJO3XBszufNlH1D8opUfSQNLjf14dPkRz
Ess8tlJDKts0knx3HFliDpVuwOS2a7nzS3QLf8okkiudK1OhuK67Cy3MqxwmNKTTUqI4SUPGVGoa
fCRTbBsykZ9R5LNB038odL12PTLKaRdWlWK9Syk+sxDjyimgJiCxRckMSMoZeQ79cdlkZkPRIru1
vbCC7tpBNa3SxSwyr9l45CrKw9mU5DN9PxH3hqAopDqtnNFqE01r5WivLh7hmluHoiutOUbcquSx
cKW+GlaV6VFshv8AS7LDkBiBLKYiuX3/AItetpe2cFjeWPl+KCeeCWC9hj5CWJGYsKFWVac25N8X
I/s740QARFBnGRlGWQkAgjuP4+XepWlpfR6nU+XIo4o2iEV9b8o2NYW4kxlkPwP8LEt9k0wAG/pZ
TnEw/vDe+x9/f5/entjd31ykEl/bG1uzEfWip8IaoNFNTXj0r922QkSZi+fCfvDg5YRiSIm42jcs
aGmJCkgFiOwxVZB/x1k/4wP/AMTTLcSCmWWsXYql3mO+Njol5dBBIY46BG6EsQor9+TxxuQDTnnw
wJea/o3WpY4bsJAzXCeoh9OrhEBnBNU7Fajfr0zK4Md8nVAZaBvn+pTaz16Sz+vtBGySeoj8o0D0
T7QYMBt8H4YeDHdMR4vDfRlfku5nFjqcmpSiKO3CvM1EKiL0y5Y7MKcd8oziIqnO0PEQQeaW+WvM
l/e6VYvqN5okt4LwWl9FZh+CO7p9WjhRkd2k+rM1Qdh1+yDmMJRdiYSHeoT+bNXisfrLaj5fhtr7
WngspZp0EM+mBD8Raif6R0rTktD06EvFFeCXmyTyx5v8l+ZLq7tdB1Fbu5s1Iu41hMZQPIysG9SJ
PtOjVH098YyB5LLHIc0+fSrR2jd0VmhcSwsY4iUkCemHUlNm4fDUdtslt3Md+9VW24/ZkYfJUH/G
uFFea70pP9/P9yf8042tO9KT/fz/AHJ/zTja070pP9/P9yf8042tLWRlkiJkZviOx4/ynwAxRSq/
2G+RyJ5Mkn1e9ax0q9vUXm9rBLMqH9oxoWA+mmYsjQcjBj45xj3kD5vGBJ9VjtdQh0qQaibWC7a/
qfq6cNRAW2eH0RGFiZmnVVf4eDmvw1NNbXbtY5IyyeHwjguv6Xvvnabafr+lpqOk/UvJXFbnUpll
vYJmiNvKIgacpY4FcuSy+gr8QF79BMEOBkxkEji5IrzFqejQaLpNz/gOTU3aO59C1WFvStC8w5wS
M0VUdnWvH0+IK/CT8JJYRBs7pd5m1uxj1DVIbn8ukurWOcf6WyyJ9YZYJmVuCWsjVko8ancMWoxA
NcUxif5zM/LGr24e5j0nyvdW9m168LXqLBGsygit47TSRPKjszEMnqMQCT1FSGuQ7yxu01vQZrzQ
2vPI1xFdnTIpbVfSWdo2SJvRtYwvJKceXEyMnHqwXAz4TvusXV9CPmWzsp/JXOI2tu6XSCSdIWMq
lVFqYQ6CKai+oUWlKbAYrRrm9F0qSVtPs7prMWkfoROmnMOLW9UBMZVRTlH9mntlEhIS4iAYjkP0
+/uazXJi17cWdx5mvoVtb51nuVi+FOUThogC8TED0ypQlSWoSxPbLTISlt1dxjjIYYm4bR+PPr3+
e3RufSoNXnsLO4uNWtD6LvIZAx/eTy+mocxooBL/ABeA/aAGS4eIgG1jmOISkBjlv9wva/l9zILf
yDZwziT69dShZoZlEssjGkSlSjHkKq3Ku1NwO22XDAO9wZdpSIrhiNiOQ6p1cOrXYCmvpoQ/sWII
H4ZVkkDl26D73CA2dkkNMwUEnoOuKrIP+Osn/GB/+JpluJBTLLWLsVQesx2smlXMd0peB0KuoNCa
7Ch7GuSiSDYa8wHCb5PHZvOPl60muLeTzWkUliyRTxGSpVlf4V6/EytsadO+XHUw7g66OlzUK4mh
5y8uJzjHm2Jfqy/XGHqrsJd+Q+Lcty+yN9+m+P5mHcFGlzf0ubOvy9W0udKuZ7S8ivrK6CUmIEsb
IqlONQ1KALxI+jIZMgnRcjSY5QsHmirL8v8AyxZraTWEFvbS2TzT2V5Eg9aP62kiMFlLFuHGduK1
oKL4DKBGLnmcjzKW6d+W/k+ezePSr1msySrLbXDyRgcfT4D944AVDIo/12P2txEQj0ZHJPr9yL8v
eVPJPlq71LWtIksrIzEwajMhVYlb13k4v8YVGDzcaHoOIyQERuiUpnYrdU/MZLG81+yTTb65utBh
indY7UhLn1uIC27GT4iC4G4FaNx5cTiZhRjJrcbr7r8xbOGDUpY4ZrhtM0uPVpUihDFllQukKASF
mfjQkhSgr9rHxAvhS7+rIdIv5tT0qy1KL91HewRXKRSxMsirKgcK6l9mHLcZIEFgQQaRfG6/34n/
AAB/5rw7I3dxuv8Afif8Af8AmvHZd2iJhJFzdWHI7KpB+yfFjijdVf7DfI5E8mTEvOOuvo+mTXfp
vJDBE806RosjukYqyorUDHjXbvlEQOrDJOQkBE0S8jk/M7ylbaGtxcNqS2EYhmfRiVkCxzRwTQK0
auw4yC6Xihbj8LCnwkZDw4+fudh+Y1JO3Bxfz636/btzpN5v+cg/LUNssxvJ2LuI4oEgRpXJiWUs
idSqc+DH+aoFeuWXFwRp898x+PgjYvzqspdPur0C8QWs0dqLZoI/XlklYhXjiBLFOKs9TT4VO1RT
G4sThzCQFjcfjot0j879L1S5jtoZbiOaW4itkWWGNQTLyHLnXiBWJhQkMTsqk0GIMUzwZo9R+Pg1
on54aVq13DaxyXNtcTypGkNxDGjgTECMsqliASyj/ZDscQYrPBmiLsfj4KFl+fuhXU1jDG96ZL+V
4YVFoGNYnVHb4OVVq+xTl0ONxSdPnF7jb8dzVz+felQPbQqbu4uLqxk1FEghgfjBEZORc8wEYLEz
cD8Q6EBvhx9KBp81fUO78bJpJ+bVvEkHrfW4Z7q2ku44Gt1Lokb8QrheVHmo3pD9qhANaAn0sfDz
G6I2KUJ+eOhy3VxbpHdfWILZ72SEwwK3CMkPHRnFJV4klDQ7Eddsp8HF/NbThz7eofj4M1h1a7lh
hlBKeqhfg8aqw2BAYEbEdxk/yuP+a4R1OQGrXfpK8ofjHQfsJ3J9sfyuP+aGP5rJ3prol9cS3MsD
0KKAy0ULTp4AeOE44xGwpvwZpSkQU6yLlNEgAkmgHUnFVkH/AB1k/wCMD/8AE0y3EgpllrF2KoLW
ntk0q6e5f04FQs7jcim42775KIJNBrzVwG+TwS68leS766urx7C6kluJTcTOJWI9RnDljuQRyC7N
UCm2WnRDvdfHtKYFAbBcfJXk1ZrmQ6dcB5bWOylBavGOJY+HUVBpAK12IrUUJx/JDvR/KM+7kbej
eSLCyuvKl9odpGYrD6v9RJdl5LG8bJUVR06HutPamQy4eEU5OjzmZMvNDaJ+VGiaerW1tfMbRy7f
VIpYo1IMiTxH4IesTsHHGgJYEjpmOMce92JzSPRDD8ptN0u2gtrHWDplp9fS99D1I+Mkir6cEYZk
EuzSitH5NX3GDwwOq+NI9E2uPI2nWdlr8Et7FY/4mmWOSQSLGFbkzqqeorFp2Dmrk8jtxpxGS4Bv
vzY+JI1tyVdM8haXpsmoSNeS8pljN2sN49kscUPMw0+qrC8YCs3L4qOSWYVpREAOqnJI9ApXvkzR
NVnlMeonnqi27hY755DLb2iooFG5CapQcpHDMN6EHfEwieqRkkOnJO9BSDQNLttEm1GK5uLONVeS
6uFExB+ySgReK9kAHTxyQobWwkZE3SdPNcIvJ0iVagVMhAqTQdU8clsx3c81xGjO6RIiAszNIQAB
uSSUx2XdpJZJDA9EMTnkjo5cEFCQR8IFMdkb2rv9hvkcieTJLLqztbuFobqJJoWBDRuAykHYgg5j
WyMQWB2+s6fcrbxS+WUSS/W0NxEyEgLLetaGJyY6M9uo9RlPbl2FcHEWfgRHwSxb9NQutAbS/LCJ
9Y+sy6nbLZCWkUEkogpLObEwtJNHzj9RV6mtCKF4mfhAA2ftS7zJc6/peg39s/lqGa6Gl21w7ixt
3VtSluJ0klmijuJkakUAl4pzp+0w2GJKY4ok3+nonWq+adM0ewuLrT/KZuY1mtTT02smnEsbSfWV
SSM7KY1RFqX57ELsWeNgMAkdyyDymmj34Z4fLp0kQxgq0kBg+OWR1miUMkZ+FoFZiNmqpwiRY5MQ
67q195VsUihn0zTI4mW6Vi9tHErqFPpySGqsWPEsKLQ075TETnuDQutvLYlvwiFkT7ut/BjsOga1
zW8m0WSO6ih4mV2tywP1l2kUMsH7Uch35Ab1P7RA8Of9L8fB2Moab6QY1fcf5u38XeqaZp+kyfvh
YW63Fm8kOmRSyWxVlmcyWzxBYYynPiyKBTpviIk8ifmP1NebTQG1bGjKonatpA7nlsUw8rwjVtRN
xdaNEttPDwi1a3Curg7tGWdFbgHDA7dfvw4scpHcyr4fqadXpMWKNA+oH6Su1WbULAwCSwhSSdJV
hgdiW9ZWNFVkVg6mMV2Fe9BgnGY/il9n6lw6HBO66VvXT+12kXk+rPB9W0xI1EkIvEaWOVvQnXks
qGMcVHGrfH16DDGMpcjL5j9S5+z8OK7PQ1tW46b/AKGWRWcdnM0aKKOOQcABjTajU8Mn6oy4Sb22
dfGMQLApWyaWiARQ7jFVkH/HWT/jA/8AxNMtxIKZZaxdiqX6/pz6lo91ZRsFkmSiE9OSkMK/MjJ4
5cMgWrPj44GPewbT/LfnSxtZ7WK1Rop3jeRWlShEZqV2YbP0b2zKlkgTdusx6fNAEAc0dJZee3WU
izhjll4/vI5EWhWvUcqN9s9fbwyN4+9uMc++wVtA0j9E6Dri+YlSCxlid7s1VkEHpuJCQvIU412p
lWonGXJu0OGcLvnbCNI8j/kzbWNlrH6ehu9PgvXiilH1eNZLiRFAiJiRZOY9BGXiR9nYbmuEIx73
amc+VMhn8q+SLfSk1ObzM0VvpccMN3qsktsE9N1WSE8ygRJGjlhEciUYAR8d6HDwDvY8crqkNb/l
p5Cm03V5LXXlnstcuF1iaaSeKeKKFBIvqQEniB8bUkfkBTYfCKPAO9fElY2R2m+XPy+sfMc1ymsl
9V8y28zwWl1KizSRXrAkgBYrhl6LGrN49SBxIjG+fNBlKuXJj1ho35URXdhM3nD0/wBC3JRbb11s
7ZLgTPPIsUZ4CPlIorxJBC9yeWRAj3szKfdzR35i+Tfy51i5vNW1vzFLY29nPBeXpgeMxo9xHBCi
s7Ry/wB4tnGVT/ZUo2GUYnqjHKQ2AUvNHkL8uvMOlQaXceZUEeu3keo6Yjyxuj0SVE9FVaNmLetv
Jy5MQqkn7OJiO9YzkDdckXodl5K1RtZt18xT39vqNxb2kdv6LQCCWEgW8EAaMJN6Kwj1A6vsv7za
tUAHqiRkK2ei6beQ3lhY3ENx9aRwP9I48C7KjKxKUHA8garTY7ZdE7NEhRRr/Yb5HAeSoEkAVPTM
Zm82tPzB80ySWZltIxay+gtzdeg624mkvFjmijufVaNlS2LMGIG6j7XKi1eI7CWgmAe/uscX+l5p
1aa9+YUz6fFJ5dhgmkFy+pepcgQwqrypaosqCTkZAqMzKjFR1QVFLLLhmMe9S8wa7+ZVlFdNp2g2
l3IlpA8MaXEkg+stNMJkUmOD1VWCNG39MhjQc67JTGMTzKlr3mb8w4rOe40jQF9QSW/1W2ugZHaC
SN2lLG3kbjKJAqcKcU+0WYGii1jGPUp7oOqeYriKWTWtNGnhI0Ea80Znm9SRJAAjyDhRY2Qk1PL2
yM8nCLKDEXst8zqxttGVGuS7XoYSWbAKrMWrzaq1UcjsDvggP3cd7snl5ly9Gd5/T9P8SQafdpae
XzS11m4L2hhdZSGCrLIu6NzDK0fOn7NeO/2djE1Hryc7LAyy88Y9V7eQ93X48/NMLCxha1vDE+ox
yWis0UMsrSLILZSC0LE+krScl5U7dO9JRjseezRkyG43wery5X39dkuiNsLO6azstSR7lbddQhMa
Rh3PN0aFiPjKcwvBKVAXegJyO1bAuQb4hxShtfDv7ufdfefNdJq02r3Omz3FjqNqNPWSeD4lgR/j
VWQgIR8C14sDXipOxxM+KtjsgYRiEgJQPFQ7/wAX95WXzvNe211H+mYpZmCtYCgVPSVvTWVpBxq/
M7Bqio2Pw4Jc/wCJOMVExPhkDr7+dV3e79LN7W/N/Hb3Zhe39RJP3UnX4ZONfdWpyU9xkpyuYP8A
RP3h02THwExu/wCxE5NqaZQykGtD4Gh/DFVkH/HWT/jA/wDxNMtxIKZZaxdirsVdirsVUZYw5kV4
vVilQI6HiQRvUEMdwQcUdWLah+WflK98uJ5faxmgsldZDJbzGKZnWP0SzyK1XLxEo3KtQTkfDFU2
DLK7Urz8qvJ11a3tvJZXBXUECXTNcNIzkTCb1G9V5AzlkVSzAniOP2dsHhhRmkv078svK9jNzW2u
J4fqSacLSeRZLcW8ahQqQn4EqRyJQCrEnviMYU5ZItPInlxdRg1JrS5lvrf0ws0tzK5cQsrxeoGl
KycWjRqsCSUQmpUUPAEeIapCz/lj5Onurm5l06X1LqcXEqpM0aF6uT8EbqvxerJXbfkcHhhPjSVt
X/LzyrqlheWE+nNFZXyoJ7aBlji5xUCSpED6auFHEkL8S/C1RhOMIGWQXt5C8tyT2Fzc2k1xdadD
DbQzPKRyht2LxJIkbJGwVmr9nfodtsfDC+LJvT/IXljTkRdP097T0ro3lu0D+m0TvTmkbKwIielG
j+yRtSlKIxhTlkU10jS49Ns4bOH1XWOSWaSaYoXkknd5ZXbhQcnkkLGigeGSAoMSbKYkVBHjiVSX
XLWW40q9skb0p7m3liifegZ0Kg1HgTmLKBqnIwZBHJGR5AgvJ5dI1ySxt7BLy8+sx2qWcujFLrg8
i3izNM7lvq4VoVMRK7cXP8qjKd6qt3aRx1l8QyjwXfFY+7nfky3TPK3m2BdNgufNM31exWczPFGG
lnecyBOTTeqtIFkHHkGU/wAo4rlogXW5MsTIkDmWvMHlPzTexXS6b5su7aSa0gt0kdYwfUhmmmeV
vRii4s4kSOsXD4R8XKgwmBYRnEcwpa95V86alZzrF5ka1vJ5LeZZbX1rZIvSjdXiVQ0oMRdxJ05N
TizEcaPBJMZxHRPvL+k6lZK/6W1U6oxRI4gYmRV9N5SJKM8pLukiK+9PhrkZYeLmLYmY6bIy/jvJ
BbpaXTQRxXCzycCQXQVLREbfCze+QEckNoj03f7GzFkgL4hdiv2pXpFr5vs7yCa71YXsKx8JoXQg
MfVZiwoevptQE9wOo6mMsoPJys+bTziRGHCf2frZP+k/+Kj9/wDZl3iz/m/a67hHe79J/wDFR+/+
zHxZ/wA37V4R3u/Sf/FR+/8Asx8Wf837V4R3u/Sf/FR+/wDsx8Wf837V4R3qRn9SUyyEKacUQVNB
1606nKxGcpcUh8E7VQb9aPx/A5PhKHGVCKBqHxpjwlV1pDI96bmlIljMaV2LEsCTTw2y6EaYkphk
0OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2Kv8A/9k=
uuid:9c6be3c9-6c2e-3b4c-8938-5963c1f1dc35
xmp.did:0780117407206811822AB5C1BFF129FC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0680117407206811822AB5C1BFF129FC
xmp.did:0680117407206811822AB5C1BFF129FC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4F334F8400F0E511BCFEBA4821C64386
2016-03-22T16:34:31+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:0780117407206811822AB5C1BFF129FC
2016-03-30T17:58:12+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/教材ー幼児/水族館クイズ/10バンドウイルカ/バンドウイルカ.png
Print
False
True
1
841.889648
595.280273
Points
Meiryo
メイリオ
レギュラー
TrueType
Version 5.00
False
meiryo.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 5.00
False
meiryob.ttc
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=72 M=8 Y=22 K=0 1
CMYK
PROCESS
72.069901
7.519603
21.551800
0.003099
C=3 M=5 Y=9 K=0 1
CMYK
PROCESS
3.421098
4.663199
9.100496
0.003099
C=0 M=85 Y=29 K=0 1
CMYK
PROCESS
0.000000
85.000000
29.388899
0.003099
C=68 M=97 Y=95 K=67 1
CMYK
PROCESS
68.413803
96.826103
95.440605
67.382301
グレースケール
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
C=40 M=5 Y=20 K=0 1
CMYK
PROCESS
39.999996
5.000001
19.999998
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
12 0 obj
<>stream
HWۮ\G}?0U}$ Q,E@xl3Bڻ/uYϻNjo^Wǥ/x_?<|y?,%~|xw785{l6]MՂxA/~_|=x>{o?XǃȮ?>2~nGFGVGfGvGG#aYn,G۶n@嬸Jzԅo}XsvY5Yqur[.r:vvj~nlH
炈
~\{
wP:x2VB ;jgw468~/ntd9
4ausiGŎ8prWZFkq"dqᘾtK8e*/x=.g9O-7,_xKx.2'c\6hJ;bٴ~3|*0>v5
Mj'_S$%|>pD