%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Adobe Photoshop CS6 (Windows)
2009-08-10T09:50:50+09:00
2016-01-08T14:49:55+09:00
2016-01-08T14:49:55+09:00
JPEG
256
183
/9j/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwP
FRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQO
Dg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEI
AQAAtwMBIgACEQEDEQH/3QAEAAz/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEF
AQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMi
cYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj
80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcG
BTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kST
VKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/
2gAMAwEAAhEDEQA/APTM7M+x0tt9Gy8OeyvbVskGxwrYf01lLdvqOYz6SCzrWE9pIcBYxxbbU59Y
czbZ9mtdZNnp/orP5zY/f/24xHzcf7RQK5IiyuzSCf0djL49xb9L09qzsrogyKW1bnsDXXukNYZ+
0Weu78/81ySm7+1+mGr1hlVGveKw4OBBeR6ga3979F+l/wCJ/S/zaTurdP8AQuvqube3HqN7xU4P
JZt9TczadrtzVUzMXNrza+oYdTn2NYKHMArMMBc936Oy6hrt7tn/AGop9L/hq/UrQsTouTXhW491
hH2jG9CxtTWgb3N2Pvs97arbWfQZZVj4n6L+e9TZj+glOhkdSFWR9lox7cu5rBZY2rYAxriW1735
FlFe6zZZsY135iTerdP3sqfeyq54afRsIY8F43Mrex/0Ltv+C/nEK7FzBluy8Oz0X2MbXcy2sWsd
sLjVY1rL8d7Lfe5rv0nvYq7+k5Tmvq9d3o22Muu3V1mx1jPT3H1RY1ja7HUsft9HfX/grfS9OqtK
bp6tgOxb8qi1uRXjML3iohxI2+o3ZqG/pG/zbt3pqLer4w9UZbX4T6dpcy/bJFhLKnVvpfdVbve1
zNldnq/8H760GzpZdTkVN3M9fErxAdrIb6frbbNu8bv6R/NqD+m5tmQzNtu3ZtJigipopY0hzLW/
Z/Xda91vqe+z7V/g6fzPWrvSm9bn0V41eUz9PTc+tjX1FrhFr20st3bmtdXus/MVlZzOnubgtxCX
l3rDIsshgl/rfbrdrN/sY+3d/UZ/pFe3u/0bv+j/AOSSUzSUN7v9G7/o/wDkkt7v9G7/AKP/AJJJ
TNJQ3u/0bv8Ao/8Akkt7v9G7/o/+SSUzSUN7v9G7/o/+SS3u/wBG7/o/+SSUzSUN7v8ARu/6P/kk
t7v9G7/o/wDkklM0lDe7/Ru/6P8A5JRe57mOaGPaXAjcC2RPce5JSVJZ4xuohxIynxAABYwxB5+n
7nbfa9PZj572wMixhLQCWtZJPs3u+n7foP2bP9L/AIRJTfSQaGWMbYXuL9z3Pa08tB/wf0nf9Ukk
p//Q9VVbKzBjGsGt9nqu2N2CYJ+jv/da795WUySmi3q1btPRtDgN1jS2Ng2vs90/S9tft2f+T9N/
2tj7mtDLi5zG2wKzAa4b53/zfta33M370TqOTbi4Vt9LPWsYAW1wTMkD8yXLiR9fvrSf+8Q/9t5H
/pFIGyR2AP2oOgB7kj/Fezo6pjXWtqAsY5/0N7docP3mO/O/d/8AVlPqWfXp/wBI37wuR6P9c+pZ
PUK6uq9KsxqbBsbksquOxxI2+r6lQ20P/Os/wf8AhP0fvrJ1r6y9Yweq5GHi9JGRj07Nl3p2nduY
yx2tdbme179iNI4hT09mS1pYK/0pe8NIaQSAZ9/9Vv8Ar+4udzfr1Xh5t+I7Ce849hq3h7QHEGJD
Y/OWcfrn16pjrHdKbQ0DWx1dwaPN5cxn/Vql9W7vX+s2Pk5Tg6y6yx7nOgA2OY/btH5vu/m0qWme
1O//AM9Mn/ymy/8ANd/6TTH665X/AJS5f+a7/wBJLdceotNxrAfNv6IPIgV+mONmz/tR+/vfsTU/
tYw640tndLGgmBt/Re7f9P1P5z/V6C6pd/wcI/XbLH/eHmH+y7/0koH685g/7ws0/wBl3/pJbrR1
pvptcaXtHph9moeYLftD9v8AN/pG+ptY3+b/AOE/wc6bOqi7bkMqNR3u3V7gQBHpV+8+57930/Z/
NpKqXf8AB50/XzNH/eBmn+y7/wBIpv8An7nf/O/nf5r/AP0iuq9d/wDoLP8Aof8ApROLnkx6LxPc
7P8AyaSql3/B4x/+M1rHmuzpVrHtO1zH2Brgf5THMDmrqqur4z+lu6nbNNFbXPsDtS0Mnd9H6XHs
XBf4x/RPX6dhb6gx2C0D6Wr7CzfH8ldp0Cqu7o1dVzG2VvLtzHAFpG785rlFOZGXHEbT4r/wRa+I
9EydTExA/wALicl3+MXp4JjEujsS6sGP+3Chu/xldPH/AGju/wA6v/0otnGpxrbAL+lVV1u4s9Ju
jj/gnsczd/15v6J6g1mNBFnRBva3c4NqrIOj3RW785+1n0P9JZ6am0Y6n3Diu/xodOb/ANorv8+r
/wBKKB/xq9OH/aG7/Pq/9KLo/sWES2OlU7TUbHE1skOhpbSGbPc527/g1E4eAcM3t6ZSy0P2+m+g
Exv9Pftrr3u/R/pfYloqp9w84f8AGv03/uBd/wBuVf8ApRdT0HruF17p7c/D3NbudXZW+NzHt+kx
+wvZ9FzX+130EAYuIN+/o9W5rN4DK2EE73V+m17mMbv2t9X/AK4tDCpopoHo47cX1PfZUxob74DX
btgbud7du9BI4upbCSSSS5//0fVVF4JaQOSDGsa/FSSSU0q6Oo+hsdc1rw5m1w952NbWLGuc9jd7
32Nt9+xO9nU2utNdlbg5zfSaWn2t3fpC/wBzfU/Rud+d+YhdfLm9IySwlrgBDmkgj3N/OavMenfW
nqWJ07M6XdZZkY2XVYytznu9Wmx4c1ltVzjv9Ld/OU7v5dP+jsANyMewB/xuL/vVS0iJdyR/i8P/
AH76nQzqYsaciyo1NBJDAdznH6Lfd7WsZ/r/AMIb1b/9Af8AOb/evHenjqudlV4uPkXuttMAG6yA
PznuO/6LV0r/AKq9SazbV1Z1uVpNLrLGif3d3q2P/wA9ijy8xhxSEZzEZS2FE/8ARRETkCYxsDxe
6f6tha5/6Cusl1kkEObDgWO/N2/nLyqGEnbGzcdnhE+yE1j8sPsx8i20ljiyyt1jnCWna5pl7mP9
wSCmHhqxSlfSqTfaMn/T3f8Abj//ACSY35fa+3/tx/8A5Jb/ANXekdLyOmZHUeoVG/07fSbXv9No
EV+7dvpZuc63/CWLWu6R9UKbn02Yrt1UTtNzpJ/Na1j3P9qRUIE66PDnIyx/2ou/7df/AOTRMPrH
U+nZLcrGve57dHV2uc+t7e9b2Od/02+9i7Ozo31Vrj1cGxu5z6xra6XMG72+nY7d6n+C/wBIlT0L
6l5Nwoqx91jgXAbrwCAdpO4u2JJ4D4PBdU6pk5mfkZddt1LL7DY2v1X+2QPZ7HBqpHKzP+5N/wD2
7Z/5Naf1s6di9K63bg4u41FrLKqzL3DeDuY3897WbfzljkSCR2+lzpwP+qO1KxdWrglRNfVjJLpJ
JJcCSdSTPJcfpL2L6uH/ACVVPi78q8cP0hHiF6faAfqRlDkek/8AKq+X+fwf4f8A0WbH/M5POH/d
u5j19UqfF9zMisNcdGhji+R6bRHt9Pbv/N/0aP6mT/oR/nj/AMivITU1zwwBoLyGgniSduq66v6n
9EZT6T6bMm+Ifc1xBDtv5le9v7+72V2/mI5+YhhMRISlKW0YDi0C3EJ5LoAV3L2HqZP+hH+f/wCY
oeTj35NTQLHYz2lxljj3a5jd23Zu22OZZ/YXlHWML9g9YA6fkPFlTW3U3iG2M37v0b49rtrf5zez
9L/hKkLqOR1D6z9UbezF9bMdSyuxlWrSa92673fzTX7/AObc5SiUTATuokXZ0RcuLh4fV2fVTjdY
LpOYwNa4QBX9JoILt37rn7dv/XLbP9FTXaw2Xsq25FvrXT73DQA6e0AQvDsjp1mPY+m6k1XVCX1u
AmBqSzb/ACV6N/isa1vQcoNED7a/j/isdEEEWDYT6hLhkKL2SSSSSX//0vVUkkklOd9YP+R8n4N/
6pq8XB1Xs/1hIHRsonQBo/6pq8ir6bmOsYx4bQx7g31bHt2Nn8+z03Ps2f1WJkSBlIJAMowER+9r
P5V04SlijwxJqU7obaY90/RM+vB6rj32GAHbN0gbd5Ffqe76TWNcvRsqyrCxL7rbP0WMyXixoLQQ
NzPSOjt+Q5/6P/hFHof1b6Fi4n7PFbc2xzA/JynNadzn/R9O0e+va3+ZZQ/9F/xv6RV/rT9Wjf0t
leK+2/LodvxqnPIa8Mb7sf0pZj+s6re+q9zN/q/4T07EzNy0ZzE76cMv7o7LseQwgY7neOjwzLX2
E2XOL7Xy6xx5Lne57j/WcihwQGU5eh9LQ6g+pX3/AOuInp5X+iP+fX/6UUnu4v34/wCNFg9jN/m5
/wCLJ1+k/WPqHSWPqxvTfVa7ea7WkgOgN3sLHMd7mtar5+vvWBxTjf5r/wD0qucrZad3q0v59uyy
n6P8rfZ9LcnONZYaxWWtDwd/rPYz0yDGx7mOta/1G++p9f8A1z00Pexk1xDTxFLvu+cRB4Za9KN/
Y7zv8YPWhxTi/wCbZ/6WV3L+v5PSK8nCrqZntubXk418uAaW2O9aksdV6lfqMZ7/AMz/AAq4x+Pl
zAqnWJFlf/k0XE6Y3I3DLvbhODmBpeWuaWH+dM1uPvb+YlLNiiLM4/Q8R+yKo4c5NcEv8IcP4ul0
Tq2VnfWHI6hlWNGRbVq5rRDWNLWbKmuPtrq3blD629MGPe7qDb2frLGNbSQA6wgCq6yvb7fo+lft
VHB6N1AdUFVzLMZtLjvsa9rbAPo17djn7fWa7+p6S6rM6Jg5WNRR1K6y7YT6Ly7ZYCQGO9zfpelX
7vT2fmKlmzY4cwJidggcXCOLZmjkAxHFOJEo3v8A1nz0GSPiPyr1CzT6kZflU/8AKuIxvq/bjX5X
7WpccbFGwPqewOss3NdV9n3nb+lpa+z9Js2VPXeU0DM+qGRTSwvFtdgZXugkT7RvaPpKXJlhLPio
2Icdkax+REMchhlYrjMeG/8ACeCx6cvIu24VL77q4s2VsNkAH6T2N/M3fvLt8XqOBX0nHzs4sxvZ
Fr3na9tgj1qWM3eo99u39F6Pqo31Vq6fj4tdHT6nF7iLMy+4e8uI/RneAyuxrvf6Xp/o66/8H6i1
Op4GA/DyjdSzZewsyXGG/o3Ees/eY9N2z9J6n8jf/g1ZzYBIgS0lHTbp1CzETjBA/S+y3yLqeZ9t
z8nL2lgvsLw06kN+jXvj8/02s3q99UsiurrAZY/Z6rC1knaC8Fv6Pd+85nqbFqY31KpfW53qPyaH
PaKskPaxxa12136Bza2/rDf9J/1pZuV0DBw8zblWltTjvqbYQa3tJOwasrc5tf0LG/v/AM4q+XmM
Eozw+oGNwIrWMo/96y8vyuaWWMocBN8Xzd+7o/XHF6eyqrPc62vJyKxRQ10kHbMOyN36T1LMZz/p
uW7/AIsmlnRMth5bm2NPxFeOFl0nFc3H6fZTRdQ077aHtNoLfoPyNjv6O/a7Zj/v/wCD/m10v1P6
M3o3T8jEY82MdkvsY5xBdtLa2MD9obtftZ796ZyeYH9Wb4vmF9YrubxShMcQANdD/gu8kkkrrXf/
0/VUkkklIM0NONY10EEcHusezDxbmGp9TdjtDAAI/lNcPovb+a5bOX/RrPgs0c+PisH4xKUeZxmJ
MZCAII0Ilxz1bXL/ACHzavRMfqmNRIYHVO0Blpc4A+y7bDG176/zf0j1a6ni5PUemMrvJxrnWbmt
adNA7ZXkBp/SVP8A8NWsnCzusUX5NAyG+ljWFrK7GB3sndV7m+m/b6bv3lfwOoZOfYH22B1WwPY1
jdoklzN2u9//AEluc0MkcE+ajP8AQjkhVcPq4fblw8LWjliZjHw68VX1WwGZTQxmZiNkxL2hjgJH
8jb+f/JWmMbH/wBEz/NCTUQLAM/cmZmMYmRsiA4YfSLPInTwYfZsf/RM/wA0JjjY/wDomf5oRUin
GOi2z3a5x8f/AETP80IbsegT+iZ/mhWSENwVea+JPdxc3BqocL9xLSRWyvgNb73lv8rb/gv9ExNm
Uttorb6h9j22VvEdv/MSl9a33U9FtyKLDVZRZU4PbyAXtrd/0bFzlPVM7It+zXZdvpstZXYQGN3B
xH+gZW/3fuKzy3L5M0OMSFRlwni39LHmBMyT1Aeux8Oumv0yfWBc54dYAXe47vd+87+WtLCAGNYA
IAdoBxw1VncxxHZWsP8AmLP638GqHk5GWYkm/wBXP/oM+U+j6hzukYz6OoXNrA9EOsENJIDd3qVh
zSP0Xpve9la0+q1+p0zLrMDdTYJPGrXcrnup4zB18WOe9gupDm7HOb72lzPzC38wMT4bzlZIrsdZ
ayu4tAte57TtY2zdteXN9jnLpMfGeVHMSnxGOM5Nv80P/QGlLLH3RARO8R/jOljsZ9krZALSwAjs
Z5WD9YcXHrzMW5tkXO3khxnaBtPrNG32fpPpfvvXTEarD+tWNWzp9nU2CMnGDGtdOhY6xrXMePzt
u97q/wCWuZxZJHODZvJI9f08nj/edHBOEJiU/kAN6cXT91xcWrp+K17WN3uJDW41ftDwAdz7bdvs
p/ls/wCLXc9JYxmGNgADju0ECSBwF57Rmvty9tg0qtZW6OXB5DTyPZyvRsARSQNAHEBaPLwnj5rG
Jaccchq+L5eD/vk89nx5Y/q5GdVxSI4R4RiPT8rZSSSWq5z/AP/U9VSSSSUhy/6NZ8Fm7m+K08kk
Y7y0kEDQhZotyNwb6rtT4rP53kBzGQTOTgqPDXDxdTL95I5kYvSYmV6uFlvpZldReTtsaW69tvp1
/wDf1odDayulw49MV1Cf5LG2O/6VqyLrDlMzLtXOe91mszr+jrbu+j+5sYtrpz3sqsFZdUPUJLI2
kEj89vyWnzfLH7hDluPh4Y4scpVv7Qj0/wABrQygZTkq7MjX9502vb4hED2eIVQWXn/CO+9T33f6
R33rIHIRj/lD/i/+hM/3gH9EtnezxCbezxCr77v9I77ym33d7Hfenfc4/wCcP+L/AOhK98fulNbd
VXW+2x4bXWC57yYAA+k5xWNi/WbHyci1hqdXjMa59eQ4wHtZHu9NzWO9/wDgq277FD60XOHSH0us
cX5D62VtLjBIcLXT/J2VrCrNra2ssqiCAJMt/tbVWy8rGBqzOxvVcLqchgx58MpzuJMuCAJrb9OP
737js9XzMbqn1ezzjS411hz2OEEbdmRr9L/Bt3rlMcEdTLO1zqnsc3j2uZqusYz7P9Xs2XQLKb32
dpmtzfft+G1cNW9zasUhz2lpcARyNG/Q/eV7lMIx4yATUzx0f0eKLTzyh7s4w+WEjG9/lfUHObJ+
KtYcGiyNfd2+DVl9O6hkZeBj5TnlrrawXhriQHcP2/2lo0OdZiXbyXaxqZ7BQ4PhscUzL3DL0yjX
Dw/MOFhlzQlcOEgjx/dcnq1mzqle5kt+zncf3Zd7XR/1tQ6CHW272sIG2ywg8g2P2t/6Faq5eVQ3
rVuPbYyp21jAHPY07Ya8e159257van6R1DBNlWM7IqNr6h6bWvBmTua137l3u+gtc4cY5D2OIgGF
XY46yS4/+6a3Gfd4+HrdeQekNdn7hWZ9Ysa2zoeaA0jbUbCT4Vxa7/osVgtb4BUesPqp6Vm2vhrG
49sk+JY5jf8AOc5ZMfhmCMozEslxIkNYfo/4DN97O3CNdN3jqI/aY1Dqck1ua/8AqOZ4r0/Ea5tb
g4Fp3EwV4+x7XMxQwbyXuYGh2rjA9rNvu/sr1H6r5Tsvo1Nz3B1pltpA2+9n6Oz2fmO3NVz2YnLD
JZ4oCUR+7+s4eK/8ReZECuhdZJJJTIf/1fVUkkklIslrn0Pa3UkGAsS+jLeZqeawO0EH8At/c3xH
3pbm+IQMbY54+Ig3T51j/VProdbXflNay8nfbXbYdJ3+yhzG7Xafn/o1p9J+rOV0/LGS7qFlk62V
hkCz/jn2Ot3fytte9dlub4hIEHgykYk7kp4ZHTiH0DmNa7wKltd4H7lpIFmbh1PNdl9bHjlrntBE
/wAklRmAGplSBhPQ39GqGnwP3JbT4fgrJ6j08c5NI/tt/wDJKJ6n00c5dI/643/ySHDD98LvZl4/
Y8/1bombn3V5DbGh9ILWMO4NLT7j29j/AOUqjfq51EGS6luoOm/t8GLrG9R6e54Y3Jqc5xhrQ9pJ
J7DVWUw8timeK78i2sXN81hxjFGdQGwlCMvH9J5mnAyGYrsLKorzcYz7CSwQTu2Pa5j/AFPch4/Q
un05bcgdLqYGg7WB5e1rjH6VlNo9Jlvt/nGrp7bqqW7rXtraTALiAJ+aGM7DPF9Z/tBWIQMQBHaO
g0ax92RMjKzImUvSNZS+b5XNbRTWNmPT6FUyK2tAAJ1e5rawG+93uVyih5xLWEFvqTHY8QjfbcSJ
9Zkf1gmPUMEc5Ff+cEeA66HXwWjCeIyNm/B5e/6mU29QszhlXMdYQXMLGuIIG39HY76PH5/qItf1
N6HURFNr2tMit1j9kxt+gws/NXUV212sD6nB7Dw5pkfgppvBXVRhLbiIpyXseQQAQYgEDhV68fLr
cTvFwMaXVufEfu7XsWv9txBP6ZmnJ3BMzqOA8EsyK3RoYcCmDLiGvuR/xooHLyGoJ0/quTTivqyj
limj1nNLHPZRscWmPb6jS535q18X1DWXWN2OcZjXWAGyd39VL7bh/wCmZ/nBTryKLSW12NeQJIBB
MIjNjJ4RkiSdgJRteITGsiSPJIkkkpEv/9b1VDvDjXDeSQERV8+vLsxLG4VjasmJqe8S3cDu2v8A
5D/oPSBrXsqr0cRn1g6e7OdhbLR6btjrzWfTD5c1rXxL6/Ucx/peo39IsTN6jjHr9991jG1UBtdT
y6TWGtbdZbXTZ6Xv/kfT3/6RX8Hp+fSw9PdstzrrnZWU5hljGuApr3v9m923fd6f8v8A64sn9jOy
nv6zfTU7EIc8A2bHWOpLqG33Yzmud+lY39FT6v8Awd3qfTVWXMTkSMkDKMRKY4dP1o+WP93Hxev+
u3IYoDWEuEmoH+4fml6v85w+lnl9aPUc52VR9ox8WkN9B1bAXE1zkPflUkP3M9TZ6bP5un+dvXZ9
LuGRXXksBay5m7ae3/kv6/56w+k9NZi5eK3IoHpXtcMasWbwzb+m3vr/AD/bs373W7Hrpa30GwtY
8OeOQpOWlMic5k8UzRgR8v7v/NYeYEQYxgNIjSQPzd0y8/tfV1D6wWYFeY+upzbrT6A2WG2ux7bq
rLbG7tnp+9vpr0BeQ5edd+1sm7GYMe6jJva3IBJeP0ljHbPotbu/tpZgLiSLAvRfy0SeMA0a0eqy
q+k9Ix2b3jGrd72m17rHu3NB3u3G1z9u3/B/ok7LTXuLHMDLGtsrcZaXNcRt3bv665fF6fl5b3Zl
gdaAHPtyrfcwbRJfkXWyzt+etc3fasEPeZw7LC2p1wbU230ztsdj1sdY5tdf0f02P9NVc2COWQuN
RmRpr/jDgZwfbiTfuSgDdmrl83BxS/SbNlQdU57Y2ndoOAf3f7C7msk1tJ1JAk/JcDgZLA5tb9Dl
ja2usOcPUOrA32hzfZu/0uz/AEnpVMXfV/zbfgFNy+I4pzhqRUaJ7NSeX3ccJ1wkmVjyczrDN11H
k18fH2LOs9SixtzrB9lZFbqZlwLtN7B+cxrv/UdaufWK/Jp9F2Jj/asgy1lJeKwZLBvfY/8AMYuV
q+tWRe2jBd06u3quRaQKy9jaXt3WVuax79+RsZXS7ZY/9H63/B+mrk/lx1dg31XY5UBYsVr5OjfW
Ptz77cghjxsoNTyyWkeoytoZ/PP+m3/rX82n6fbbffbhWTY6gB3rOIDgCG7GWt03P/loP6f162Ox
RW0hztljg+2q1/ptbWMit3p2M/c3f9d/0as5L8m+huK3HNQtJqyrm/ow1gB3H2hjvf8AR2Uv/nP+
CUMITjllMSlVn9WPV7nF+j6vl9f6TbnGscdiJRBEj6ZR/rcMXX+rVnq4ltgEMss3VjxYQPTs/wCu
s22LQzzGFeRp+jd+RU+hEGu+BA9QAAcAbWwArfUv+T8j/i3fkUnMR4hON7xIvzi0JfP9Q8vba99T
2gFxj6I0MtP0TP73/UKl0/OtOS5jcbZuZNjTaHPrLHO/RvZ73bvf+f6a0n1OazeJeRtO1gLjrx7R
+k/6CzKqrrM4+l6jKrH+20+3cAQ9zbHk1s7f6T3/AJ6yo/DsXBISl0safMf6vD8rbhnqMo8AIl1M
pDg/rV+m63rMcJB54+SsdKtLuoUtnQh2v9kob9lIJEcmPzS4H6Jbu+mxin0x27qVMwCd2g0/Ncm4
/hsIZYTGQ+mUZUR+6WKUridOheiSSSWu1n//1/VUHLxmZVBpfIBggjkEGQjKFtYsaGkkQ5rpH8lz
bI/tbU2cIziYyFxkKI8CkEg2OjiYv1byMdrv182Pc9zzY6vXUl1bPbaPbUx3psQnfVXODb66upbK
boLKTQHMY6dz3j9M17/U/ce/YtbJ6d9oJJyLqySCdjoEjZt2D8z3V/8Agtv/AFtP6dY5rmtyrW7h
WCS4kgMEO2Gfa+z6W7/SfvqGPJcvEkiFX/Wn+XEu97J3c5v1XH2p2Y/KLsixja3v2mNrN23aw2OY
z6b1oYHS2YdjrTYbXkbQSIAHw18FKvp7q7WWDJudtJL2ucS1wja1m383a79IriUeTwRmJiHqjsTK
cv8ApSQckiKJUuSzPqAy3Puy8PPditusN5pdUy1rbHHfY6tzix2xz/d6a61UzgHZc1lrmOvtFrng
AEQ5jtns2fmM9P8A8+eopzEHdUJygbiatwrPqVdkNqry+pG2ip3qChlFdTHWf6W6ujY21/5jd35n
/XPUhjfUMY9LamZ7pb+eamzE7tv0lu19JawOYci59T63VOY508xD/wDjGe//AFrSPSgGvZXkXNbY
WaF5OxrJ9lP+j5QEIg8Q372UnLMijt2oU49X1IY3LpybM+4mhxc0VtbUZI2O99fubvZ7N30106oV
9JayD9pyHEFp91kiGx7dv0f5f/GK+jQsnqd1pkTQPTbo0+o9ObnMYBa+iysyyxkTB+k33fBc4P8A
F1jDNx8xvUchj8QMFIaGAj09xbuft3uc/e/1Xf4RdTbjMtvpvJIdQXFkR+cNh3GN30VXHSqwbiLr
ZvB3e4aTt1Gn/B7U7iNAdtlcRquznn6rFzi52dcXHWdJ047qZ+rdpMnqFziP3gHD5tcrt3Sa7S53
r31ucACW2EcN2D8m/wD4z3pVdLa2l1dt1lhsLS4ztgtd6n6L86qvd9Cvf7E73Jdx9gXHLkO52TYW
FVh1GuslxcdznO5J47IttTLqn1WCWWNLXDyIgqvR0+ui/wBZtljjDm7XOlsOO7Vse70/o1O/wdf6
NWLamXVuqfO14gwSD8nN9zUwm99bWEkm3PHRANoOTYQwkjhu6Rt/Tens9b2/T/MTv6OXtg3uEt2k
Bo27R9FrKzLGbUW3prbPSBusDKWhrQCJMH2ueY93H9tM3pVQqZW621xrJ2vLpdtJafTdu3b2bK2V
7fz03gj2TxSap+rrO2S8fBrUbB6LViZAyDa+57QQwOgAT9J0NH0lNnSGNici5xiNXT/a9wd7/wCX
/X/fRKem0U2tta57nMLi3cZ1d9Pt+ckIRGtJ45Hq20kkk5a//9D1VAzbbKqC6vR5IAPMSeUdV84g
Ua/vN/KoOblKPL5ZRPDIQlUhuNF+P542L1Dift8sy7sew2ivGLW35BA2Mc/+b3t27vSf/pf/AEX7
1D6w9T6li4NbsO81uyLG1+uAx5a0gv3VMs/RPe/b+d6n/FvWgwBzHteA4OJDmkSCI2bXD872rB6l
0V1TAyi3ZhW2sa2olxNbrSKd7Nxdv9z/APtv2LG5WUsmWMPenCWnCJzyThln+7+lw8X/AIW3Iwxy
NECP00l/itToXXetM6wOn9Q6g67Hyq3nGfc2tj/WrLYqY6prWP8AWrc9zWfyP8/rsC/JOQarXl7S
0kTEgiPD4rkH9Nrwh+yMp1NrMivf65ZJqc/c3HvFj/Tsa7He1lv+D9H1P7a6nozXtrxm22i+0Uj1
LmncHuhvqPY8/Src/wCh/IVvJHNj5nBKU5R9wxHBcuCUf60fk4v3oIy4xGJ9I4ZDijp/3TrqhlHL
eHDHsbW8kje8EtaP3vSbt9T/ADlfUHVMOsanuteJAaLmY2Y5xNN9uzJYYewmBMTLHfR2u+k1I5rr
rDj4rnPsI/nZOxoPt9Sf8Jtd9Bn+FVX63AU9MFtVrasj1GMrloc6wEw6hk/H1v8Aral9Vcht+Ace
wvGbiuIyxZ9IucXenbv/AD2Orb+jQ92F+3Z46u/T/L/ms3sT9k5wBwcXBw+riH9b+5/ht+irNqpH
qPc8sA95Jk+LnNV4aiVi9Uzur0Z9ONjUh1NhbD3E/pC7duq9Q+2pzWt3+z1LPT/SraTfdEzIAH0G
tuH7GFp9Rssaa2McWh0l0aTEf3rOzc+rApF2TbYA521jGklznRu2tG4fmtWjnCbavg7/AL6sXr2L
ZdSx7WGytoc21rRucA7bFrW+76Hp/wBhOxxEpgSNAtjj4MIIjxdTW/zM8TrOPk0WZJN1FVRILrDo
YAedrmPc38785Cpb1l7jYMl7RJmq124a67P0bWu3M3e73f8Ao1Z2Nl0U47Lcem2vGMl1mO/9E4TL
7PRuZfX/AF9q6WltXpMNXuYQHNcdSQ73bz/KcnTEBrA3rWhhkjp80dONbGU5TPEOGNXEeuE9flP6
Da6c+x1Tg9xdtdAJ1PAKtOBLSGmDGh81WwRDbP638Aj3PNdL3gAlrSQCdoJA43n6H9ZR3Qs9FmX5
zTXfVczi0u/tEH7lx3WOqfWjF+sRqGdXjYgfWcfHLPUa+gkepbe9odkbnfpvofn/AEF1HTMrLy67
BktZXbzU9ha5sEe32Cxz91f8tcz1x2e7ID8xgxsjZtbQS26K2l+3I9cBm6y1zbXNrbXX6daBzwnA
S4zjjvxV2/Q9MZpxY7mQY8WlVf8AznrmtLzuFp9NwljgS4EH6PBViusNIcHuOkQTIPn7lk9Dwcuh
llNlwGIwMONSw/pGF49TIbe+Poes/wDVmM3/AKL/AAlv+D1KQSTuO41uLd/G7TnT+tsf/LUhlfev
KmPhrxTJJJJqn//R9VVfOpsuxnMqI9QEObPeDMKwg5QyDUPsxAsDmnXgifc3+TuamZMcckJQl8sw
Yn6pjIxIkOhtxsTH663Iu+0VM9Ak+mGls9gz879z+d/l/wA2hdfw+tW4TD0/G9TKruY+tpfWGDb7
vUt9R7fUaz8yv99a97urG4jGbU2ocGySSS3Qwx35ln85/N/yPUTPPWntZ6baK91c2bi4ubYfzW7f
Y9jVWh8PxQywyxMgYcNRHBwejv6P0v0mb7zK74Y/Yf8AvnBxuj9W6kzJv65iCrJusbtZTY0NDa2b
GW1kWXbd3qW1vqe97FrdF6XdgMZU4uNVLXMr3kFxBdvaPZ7dtf0FZJ6sytsCq57a3l3LdzwD6Q/k
7/Zu/tpnO6uGiG0klxBidGhpdv1d++PT2fy/U/MT5cnCWf3pTmSJCYhcfbjKI4Y6cPF/zkS5mcgY
0ACK06D5dG8sbMxusPyHFn6SsEmstftgfmjbuZ7lr1+p6bfVj1IG/b9HdHu2z+aq5/aOy8D095d+
gImAz2/SB/wm3d/1z+QpM2EZQImUo0b9BpijIx1Dj5WH1vIrZXdQ29rCXNL3M3NcQ5m+t53PbY3f
uY9N07C65gBzaqAS/wCm+yxr3GNGQG+lXWyuvbVVVVWyv0/5a1mftbbXu9Hf7/U+lE7f0W3+T63/
AIF/LUC3rhDi12O0t/mw4OO7R/8AOFv0f8D9D/Cer/g1GOUA/wArlvvxDi/6K73ZVVCuzTfj9fvv
pseWs9EuLfobQ5w9P1HfTfurrc/Zt/0i2xIABMnxWcW/WAAAPxnTJJIfoS53sG2PbWzZtctCsPDG
h5l4A3Edz3UmLD7d+uc+L/OS4lplbU6hj5FvpvoglkhzZiQY4/zVi9a6Z9ZcvHGP08147Xfz1jrH
NsI/0bNjbG+k9v8AOfnrorG3G2pzHba2ybG6e6fa1urXfR/nPa9n0FVa3rQZdudSXHWnmBq3Q6f8
b/4F/wAIpjK4cFCu/wCkqMjEgjp9jyGB9SPrBiZLSMiqvHaHNPpvdJDgRt9JzRX9J29/uXR4vT+q
UVuZYGPb+Y1hgN04lzldsb1g2uFb6G1bva4hxdtju39/ft/8E/kJg3rm2XOx924aNDwNvu3+5273
/Q2e1NxwhjNxgL1/e/S/9FXzzZJCpH8OyXAotpqd6xG97p2gzAiIRcmn18eymY9RpbPhIhBxW9T9
bflvq9P0w306p1fpusl7d373s3I+Q251FjaHBlxaRW48B0e135yM6nYkNJaEMd9Xnz0bqE/zbTB5
Dh/FVepfV3qmWxsVk2MaWVONoIYHOa57mV2bq/U9n0l0Tx1SGMrNe4MaLbX8bpG91bWfyGv9rvT/
AJyv+Wmrb1bbYLH1bgQK3AGCIl3t/N9/tVSHIcvjlxQiYy/vS/EMnuycijpnWPSrrsYf0LGsa51j
XOgDb9NvuV7p2Bn15DLMh+2qoHbWHSCSNv0W+3urWOOqesDkOq9GHAtaDumfYQfo7dn+v+iuIx5H
BGYmBLiB4vnnv5cSDlkRWikkklaWP//S9UJABJMAaklRN1Qc1pe0Od9ESJMa+370rGl7C0R7tDM8
HnhZ7sbptNljbLKWW2D9JveQ8gkPmS/f9JrXIgE7C1EgbuiHsIkOBHEz3nb/ANUmNtY5e3gnkcD6
X+bKy7aej3Pe6y+hz3hzXn1ddrt29n857W/pHJ3M6M9grNuLsE+0Pga+130bPztqPBL90/Yjij3D
qhzTwQf9idZNTej13i+u/G9ZskPNgJ49L/SfuexWf2lin/tZjf54/wDJpcEv3T9iuKPcfa3UlS/a
WKeMzG/zx/5NEpyW5G77PfTds+lsO6J/e2vQMZDUgj6KEgdiGykhxf4s+4/+SSi/xZ9x/wDJIJSJ
Kqcypri05NAc0w5pcJB8/em+3Uc/aseP6w/8mncEv3T9iOKPcfa20lU+3URP2rHjx3D/AMml9vx4
n7Vjx47h/wCTS4Jfun7FcUe4+1tpKmc/HAk5WOB/WH/k0vt+ODBysef6w/8AJpcEv3T9iuKPcfa3
ElU+30TH2rHn+sP/ACaX26iY+1Y8+G4f+TS4Jfun7FcUe4baSqfbqJj7Vjz4bh/5NL7dQeMrH/zh
/wCTS4Jdj9iuKPcNtJVPt9ET9qx4/rD/AMml9vx4n7Vjx47h/wCTS4Jfun7FcUe4+1tpIbbWmj1f
UYWwXeoD7I/emfopJtdEv//T9VWE0Gui+2nFblXOy7mkECdXvY1zn7Xe1ns3f8Et1Z3TdpZeB/3J
vn/txyi5j+a/w4/9Gah848j/ANy1K8ixz6mv6XtNrh7tuja3Oc3c/wDRe2yqtm+6t379Xpvf+k9G
QyCbWsHTHQSdzi2IAPnXt3fyWv8Ap/8ABfp1dvpyH3B9VnptAgjU6jd+Z9H93ehWU9ULGCu9gcAd
5gCTPt5rt/N/1u9T9FVsVuGUxAANg+HVju95b9hBbv2BwA8f5zVv83tQjbc99tVWA1rmz6T3tO10
fvexv0vo+1/59fp+v+m9KwynqTWMY69r3Bp32loEk7fosaPzIs2qbKs4FwffLSBtdDZmW7vbs/rp
adwuMYkAjhh4XK0hooHFTP8ANCBXXWzq9RY0NJx7ZgRMPo8PikKuo75NzdoIMQNR+c36Pt93+v6P
fZIEftekfnfZ7Tp/Xx1JywrMNb9Mtv7jHliBEaiWo+Xzb6Z3B+CdM7g/BW1jR6bTV+z8aGN1qYZg
ayBqrPpV/uN+4Khj4TcjBw3eo5hZQGe2CC1wqe5rtwP+hZ/YUq+j1Vl5F97i+sVHe/cIB37nN/Ps
/fe/+cVSVcUvMpj8o8g3CysPa3Y33T28FQHWOmFgcGPnaHFnpmRuG9jXfmN3/me9WsbFZisqorLn
MZvO5xlxLjvc5zv6zlXGR1cn0zh1g7SfW3y2Yc5o9L6f0tlTv0ibQS2nsZ61XtGu7sPBAzOoYWE7
be1wENcXNYXNAc7027nN+h7v3v7Cs2fz9X9r8iqZV3U2ZJbj0Nup2yQ6G8NcdvqF30rH7a2ez2f4
T/SIkD0+X/dFA6+bardVYK3MaCy1m9pIgx7dvtd/XRNjf3R9yqBluXRWMphoe4EvY0h0Fr2OaNxb
sdv2/QTUdJop3xZa82CHF7gZHs027dv+D/6562R6n88m1FcN9W5tb4D7ktrfAfcgsw62bIe/9Gdw
kjwDddP5KG/ptUfo3uYQIGsjuJ2/2v8Az1/ok6o9/wAF4jD98/4ra2t8AltHgEEYVIa1pLnBjt4J
Osxt1dHuSqxWUu3Nc4mIMkEECfL6Xu+n9Oz/AAiaYxo/wQRGjUj9isBrfs9jR9H1btO3849JPgR6
Fkf6a7/q3pLQ/S+rX/Q+j//U9Uc5rWlzjAHJWdlN6NFuXlVMAY02W2ub+awbnPeR+6xqt5f818wu
d+s7+tDp3p9JpqtNxczJsv2uYyrbrvru/Rvqt+hd/Ofo/wDBqSIqJkLvb0ooEgED6sOmfWD6o9Ty
68bHxHMsyGPsxnW0+m24V/zvoPd9PZt93/pRbDMTpRcJw6mg94B+/RYPW8qzLwsZnQ7a6Myu1rsT
2NYGtDXU2Y7X2ttbT607voM31foLluUC/wBCsZOw5GxvrGuQwvj9Iag73env+gjjOSiJ8QPmmeKM
SPSPsbD+l9HqabLMalje7nNaBqY5/rLPflfVSt2Wz06jdgtL76hUd/tabSKmFode7a3/AAO9G+se
M3O6BZU+x1QcanF7I3Syyt/538pq4fK6Ds3Zb8yzIcHBz/UaA9xcdu837935yp8xz3s5BjlI8RAP
6Wt+lUMXHOMIxjcyIi9NZel6bpXWOg59d9j+ljCbSxlu68UhrqrN3p2epU+xjX+z9JV+YtjpN/Sr
g9/T2VNBJa59IEEsMOa4tDfo/wDmbF51+z7c559K5tL6Weo9t0lvJa/3tG6tzdv5y3fqVg9Qp6kL
GZVNmE+tzrGUPL2vIhlbvobfZv8A3kzHz/GY45n1HQ6y+Y/J8zJzPLHBmlDhHprX+8O73SSSStMb
TrwLKmCurJsbWwBrGEMO0Dhu417v85UM/qeD01/pZnVHMtInYGMc4D4MpO3+0ttec/WMer16yj3N
dbYGCxoJLNfe/wBrX/mITlGMZTMBOtSBGF/bwy/wl2HCMmSGPi4BK/UTLThjxemP737sXpndc6e3
B+3HqFxoNvoB/pNnft9WNvo/ufnJsXr3S8tthp6nb+hBdaTU0bWj6T3/AKDaxuqwHfV/AbkU03ZL
qW2OLbjaQLXuhzq94j7JS+qn/R/z1f8Ag2K1fh5R6RfiMovyr/U+yUXvEPexjvUrq4b6mLj7rK3+
t/ha7Ld/p/zYw5sGUiHAI5K45DgjwRjxcHz8H8v8dGXDwSPDIyh+jKyJS04vl43qvsVrtrhmWGNW
uDau/wD1pM6h4dtOdY13htq/9Iof1dtdd0LBscdxdS3XngbVR6q3IuwMquh5ruuaWMe0S4F52u2N
/ecw7FIYxAkTGNQB/Rh/BYI2QLPqPeTDF+sPR8vMZiY/VLX2WSK/0TQxxE+xlj8drXOdHs/0n+DW
m1pLwPtd2umrao/89Lha8QnFxaaK/TfVc30bWNYLi+o+3fI+m97P0u39z2Ls6bn3WsArIY/Uv4aD
I9on6SZjFXHLHGJcUox9uMJ/JLgl8nH+kvlGB1xmfCACeMyh8w4h83C3Ri3T/SrPhFf/AKSS+y2/
9yrfur/9JKykjQ/dj/ixW14n7ZNYYtsf0q0+cVf+kUvslkR9pt+MV/8ApFWUkqj+7H/FiqvE/bJD
XjtqoNLHOG7cTZpu3OJc5/G3dud+4kjJI2btVCq6P//V9OzDGO4+EflCobnNbaba2uDdxZB0c3bu
/SMf9B3+Dd7tn+E/4NaGWR6BB1DiBHzWcWP9MsdFjSCDMtMf9NPiLGvFw3rw/tTemlcXS3B6M21m
ZTurIjcHAiAPafFb7yyASXMawydpifAP/O2/yGodmFTTb61QO4xDS47Rpq785OGPLgXOkCdI4PiN
U+co5TxQBNjeVxjp+9++rinvOge0df8A0Vs5NdlnRns2l1hZ9EauJmVw+Rkt6jiktb6eM681gOEu
sbXu3y3/ALTO9Zn/AIF/wi9DtGyoNaYiAPl/uXnA6B1GvqWZi4TbMWlt92RjUOIbZZV+i9QVu3OY
6pt19npbnfpKv+EWTzcInNGe5hw7+riA4pf4zPgjEkyOh3hR4eCX73+C5Zwrct7jkvdWcf1KnbdC
4j1LKH87fTsp/Rb/APSVrp/qZjHp2VtLy8ZNhBcQGgjZ+a3/AI385ZfTRk3ZuOMIb7XH1BoHewDf
Y/a4t3/1f31sdOZkVZWP69jrntuYC90yPc0OrPqe/d++1UfdyCeM7R44mq/dlxSZubmOExs2SDrd
8L2qSSS3mipcV9Yuj3W9VyLPs73ssrb6NjZkvL2bmsDfz9nq/wBhdqub+tedTiW0b7NjyA4CYOjv
zUzJmligZRFlXtyyemMZTlrUcYlKf/MeRpw8rqWFdVW4Oy8AAii73jZvdVmV2tveKfUq9t+Nez9L
Z+mxrPU9GrZVzm9cfbTiupy3UGG2jHfkGoVw6utvtstobupd7vzP0n82tPp9b2DLqZjUvf1dlk5F
pDyz09/qvrq2nc577/z31/8AXVZr+sH821mUdS0Bu8T2b7pcqsOb9uhEcd6yAF8Pq29XpXywZSLG
PJkJ3OMGfDXWfD/zXt+m4zcTp2NjNbsFNTGbR4holcn1f6xX1dRtx8StpZS97HB51fbPscxzPcyu
t35n567QcLzJnQTlXWZD7Lg9zzY9xe0Eve51kt0b+crOb3JRqBri+ZjNiq0pvV4DmVNfVY5j+aiG
gkEGajvcHO7K/wBM+tVLyynP/RXy1oukFhIHvtv/AJv0N1rfzf0aquwqzSKH222DYcZzxbDnNlxd
Y33bt36L+f2/Q/RKpZ9V8Rlbg0biJlrrC8Fvd42bPo/u/pFBy557iJzZ/dIr0z6RZc4w3H2cccQ1
4uH9L/0V9GSVfp7Q3AxmjhtNY+5rfFWFbY1JJJJKUkkkkp//1vTswE0yPzSCfgqBsY0FxIdGsCCT
C1kH7JjzOwKSEwBRv6LZAnZxcf16rHeraban6NBeX7TuO0w76P6P6f7itBzToHA+UrQ+yY/7g/FI
YmOOGD5yU4ZIgaApmZSlZER4RFKMvoa46mASs4tyh1mu0snE+zuY6yRpZ6jLGN2/zn0GrXQ/Qr8F
RzYTOYlGvG2SE6FF476pNNWVYLKW47nNto9MwXh9D2PtZv8A5Tchu/8A0npLpLMGu/Irv+ha17XF
wE7mtO7ZZ/3x/wCYp/sXp7ckZNdfpWix9rjWdoe+xrarX2tHtsc+utitsrawQJ+eqhjyZupUYXf/
AHS/JljLXrTNJJJXmFS5vr7RfmFpYH7GQPbJ43GI9y6RZHUvqv0rqeT9pyW2C0gAljy0GP5IUeWM
pCo92XD7fF+tMoxreEfcN/3TLG8kzPrqfXdSyx1VGO5jHkSTY9wdJ+lv+h/X/wCDVm2muqtorx2F
zQIDmhpBAH0gfc1y2j9Ruhkz+n/7dcmb9Q/q8CC6ux4H5rrDBVaHKyhdVr4/+gtqeXlZV68pr/VQ
/wDVzvY7zZj1WHQvY1xHmRK57MwW0XGi1n6Jzv0er9Q47vzXNbvXR11srrbXWNrGANa0cADQBCvq
yXOmmwM9sCRIBnnb+duV0NA76PNsx6gfbuDqQ7YGN4lw3+53us/to1OI4bcfFqsaIjdXDW+7/CPl
rfc3/Ce5a76OrEDbksE6H2DSY3Wbju3OZ+YzYpPx88j2ZMOgguLR33/mfR9m5j/+tICIHyjh/ugK
snc35tqtgYxrBw0Bo+WikqZxs4Sa8ozxD2hw0kB3t2e/6G7/AK5/1pGjqcnbkt29i6sSdO+3b+ei
puJKqac8OkZILdoBBYAZG79JI/e3fQ/1si3H6ju9+WNscNrAM/2i5JTcSQg3JGPBc05G0+6Ds3x+
7O7ZuSSU/wD/2Q==
uuid:74E8E60A4485DE11BF34A8BCA390319F
uuid:8cb2ff91-9b19-456d-bb41-92a55b87cff3
uuid:74E8E60A4485DE11BF34A8BCA390319F
saved
xmp.iid:6AE968F21C07E411831A8B3874357FA3
2014-07-09T13:42:18+09:00
Adobe Photoshop CS6 (Windows)
/
saved
xmp.iid:36E62841CBB5E5118FD8C3B6329A6651
2016-01-08T14:49:53+09:00
Adobe Photoshop CS6 (Windows)
/
converted
from application/vnd.adobe.photoshop to application/pdf
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:37E62841CBB5E5118FD8C3B6329A6651
2016-01-08T14:49:53+09:00
Adobe Photoshop CS6 (Windows)
/
xmp.iid:36E62841CBB5E5118FD8C3B6329A6651
uuid:74E8E60A4485DE11BF34A8BCA390319F
uuid:74E8E60A4485DE11BF34A8BCA390319F
3
sRGB IEC61966-2.1
Let’s Learn More
Let’s Learn More
My Things 2
My Things 2
Yellow Unit 2
Yellow Unit 2
Copyright OUP/Thompson Academy
Copyright OUP/Thompson Academy
Let’s Learn More
Let’s Learn More
Things I Can Do 1
Things I Can Do 1
Yellow Unit 3
Yellow Unit 3
Copyright OUP/Thompson Academy
Copyright OUP/Thompson Academy
uuid:74E8E60A4485DE11BF34A8BCA390319F
False
Adobe Photoshop for Windows -- Image Conversion Plug-in
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/Resources 8 0 R/Type/Page>>
endobj
6 0 obj
<>stream
q
q
602.88 0 0 841.92 0 0 cm
/Im0 Do
q
0.0298511 0.2656863 m
0.0298511 0.2661144 l
0.9737310 0.2661144 l
0.9737310 0.2656863 l
0.0298511 0.2656863 l
h
W*
n
/Im1 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
0 0 Td
(\000\057) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
0.41191 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
1.01182 0 Td
(\000\127) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
1.30068 0 Td
(\000\267) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
1.60176 0 Td
(\000\126) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
1.93994 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
2.16680 0 Td
(\000\057) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
2.57871 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
3.17861 0 Td
(\000\104) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
3.81172 0 Td
(\000\125) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
4.06250 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
4.62236 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
4.84922 0 Td
(\000\060) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
5.71816 0 Td
(\000\122) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
6.32295 0 Td
(\000\125) Tj
/F1 1.0 Tf
0.02322 0.00000 0.00000 0.01663 0.04057 0.27348 Tm
6.57373 0 Td
(\000\110) Tj
ET
/Im2 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
0 0 Td
(\000\067) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
0.37578 0.00000 Td
(\000\113) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
0.93564 0.00000 Td
(\000\114) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
1.08584 0.00000 Td
(\000\121) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
1.64570 0.00000 Td
(\000\112) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
2.26855 0.00000 Td
(\000\126) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
2.60674 0.00000 Td
(\000\003) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
2.83359 0.00000 Td
(\000\054) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
3.00967 0.00000 Td
(\000\003) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
3.23652 0.00000 Td
(\000\046) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
3.99951 0.00000 Td
(\000\104) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
4.63262 0.00000 Td
(\000\121) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
5.19248 0.00000 Td
(\000\003) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
5.41934 0.00000 Td
(\000\047) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
6.11348 0.00000 Td
(\000\122) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
6.71826 0.00000 Td
(\000\003) Tj
/F1 1.0 Tf
0.04974 0.00000 0.00000 0.03563 0.02627 0.95425 Tm
6.94512 0.00000 Td
(\000\024) Tj
ET
/Im3 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
0 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
0.54180 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
1.14170 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
1.29189 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
1.44209 0 Td
(\000\122) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
2.04688 0 Td
(\000\132) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
2.82793 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
3.05479 0 Td
(\000\070) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
3.65957 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
4.21943 0 Td
(\000\114) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
4.36963 0 Td
(\000\127) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
4.65850 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.01990 0.00000 0.00000 0.01425 0.86863 0.95325 Tm
4.88535 0 Td
(\000\026) Tj
ET
/Im4 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
0 0 Td
(\000\046) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
0.76299 0 Td
(\000\122) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
1.36777 0 Td
(\000\123) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
1.99990 0 Td
(\000\134) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
2.48603 0 Td
(\000\125) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
2.73682 0 Td
(\000\114) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
2.88701 0 Td
(\000\112) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
3.50986 0 Td
(\000\113) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
4.06972 0 Td
(\000\127) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
4.35859 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
4.58545 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
5.40459 0 Td
(\000\070) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
6.00937 0 Td
(\000\063) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
6.55117 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
6.93818 0 Td
(\000\067) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
7.31396 0 Td
(\000\113) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
7.87382 0 Td
(\000\122) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
8.47861 0 Td
(\000\120) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
9.36660 0 Td
(\000\123) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
9.99873 0 Td
(\000\126) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
10.33691 0 Td
(\000\122) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
10.94169 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
11.50156 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
11.72841 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
12.41816 0 Td
(\000\106) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
13.01513 0 Td
(\000\104) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
13.64823 0 Td
(\000\107) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
14.28329 0 Td
(\000\110) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
14.88320 0 Td
(\000\120) Tj
/F1 1.0 Tf
0.01825 0.00000 0.00000 0.01307 0.67357 0.01482 Tm
15.77118 0 Td
(\000\134) Tj
ET
/Im5 Do
Q
q
0.0298511 0.9469865 m
0.0298511 0.9474130 l
0.9737310 0.9474130 l
0.9737310 0.9469865 l
0.0298511 0.9469865 l
h
W*
n
/Im6 Do
Q
Q
Q
endstream
endobj
8 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
11 0 obj
<>/Filter/DCTDecode/Height 1754/ImageName/psA1B9.jpg/Intent/Perceptual/Length 2283266/Name/psA1B9.jpg/Subtype/Image/Type/XObject/Width 1256>>stream
Adobe d
{ !"1 #2A$Q%3Ba4Rq
&Cb'6DESr()*5789:FGHIJTUVWXYZcdefghijstuvwxyz !"1#A$2Qa3Bq%4 CR&5Sbr
6D'()*789:EFGHIJTUVWXYZcdefghijstuvwxyz ? 4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣF4hѣ@4hѣF4hѣF4hѣF5ls1q9~"gk#%?bf5@Kեq6#h#bguq2sfbc
v2
tژ5XVlCV!(ČD5MD5twqO@ H&F8"ߜ;mD{[_aqOaPɄ 1XP.9hB
q퓞f(a
@"!#3'Ϋ*Kh&BQ^r?Ȥ}cS A0S
)sdWUL /6#r+~1cy!?$X/=