%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
puzzlegameeasterprintable2023
Adobe Illustrator CS6 (Windows)
2023-03-22T14:20:34-05:00
2023-03-22T14:20:34-05:00
2023-03-22T14:20:34-05:00
200
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9DipIABLHooBJP0DMsmn
DAtTudM1KRwVtmpSn2o/+asEcsVlgkVL9D6r/wAsx/4OP/mrJeNFj+Xkuj0nVFkVjbNQGp+KP/mr
Ac0UjBJGfU7/AP5Zm/4KP/mrIeIGzwi76nf/APLM3/BR/wDNWPiBfCKGuNL1N5OS2zUp/NH/AM1Z
IZotcsEiVL9D6r/yzH/g4/8AmrJeNFH5eS+HStTSRWNs1B/lR/8ANWA5opGCVov6nf8A/LM3/BR/
81ZDxA2eEXfU7/8A5Zm/4KP/AJqx8QL4RQkulao0jMLZqE7fFH/zVkxmi1nBK1n6H1X/AJZj/wAH
H/zVh8aKPy8lW30vU45OTWzUpT7Uf/NWROWLKOCQRP1O/wD+WZv+Cj/5qyPiBn4Rd9Tv/wDlmb/g
o/8AmrHxAvhFBNpGqFifqzbn+eP/AJqyfjRavAk1+h9V/wCWY/8ABx/81YfGiv5eSva6ZqMbHnbM
AadGjP8AxtkZZQyhhkETJZXgc8LdyvYlo6/8SyAyBsOIrfqd/wD8szf8FH/zVh8QI8IoH9D6r/yz
H/g4/wDmrLPGi1fl5O/Q+q/8sx/4OP8A5qx8aK/l5N2qOhkR1KuCKqwoR9+EkHkiMSNijrL/AHqj
+eVz5NkOYbsP97Yfm3/EGyOXkzxc2F6h5u8z2ev3XCf1IIbiSMWzKpQRicxjkFXkFCUPOvX7sqel
x6TFLGNtyOfwv7+i+b80dUmeN7WCCCKgLK/KZmLEqBsY/wBpCNjU1HvjSI9lwF2ST8v1oO6/MTzL
JCpLRQmOT1ZPRWmwqRGXZnUo3XpWnscabY9nYgep97LvKPnga9eXFlLbC3uIVaRSj+orKrBWqaCh
HJfv7YCHXavQ+FESBsFlWB17sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVSK+/46Nx/s
P+IjMjFycbL9Tdl/vVH88M+TGHMN2H+9sPzb/iDZHLyZ4uags/k6HVdQaWREuLsNFeG45rA/pgB0
VpQIWO45qp+eUucdRMgC/p5IObSfy4u7WN+dpDDJH6gaOf0OcZfhVwGXkOfw1bodsbbY67KP4vnu
3aaV+XUExvUktW9ORYkkmn5osnESBUMjEV40O2NolrspFX+hHWWo+SNOu4raxnsoLm+IWNYCnx7c
kBKbAGvwAnfti05M05/USUwfzBoMbMj6lao6u0bK08YIeP7akFuq9x2wNa0+ZPLq9dUtBQAms8XR
l5g/a7rv8sVXz69odvx9fUbWLnGsyc5o1rG5orip3U9jiqw+YtCCzs9/BHHbzfVppZHCIJivP0w7
UVm4noD+rFW4vMOhSzPDHqFu0qAEp6i1KtEJgy1PxL6Z5chtSvgcVUrbzV5cuUZ49RgUKyofUcRG
sic0oJOJPJd1I69sVVl8waC9u1yupWrW6MFeYTxlAxFQC3KgJpirUvmHQokLyahbhBL9Xd/VQqst
C3ByDRWop64qvfXNFjMIfULZDcgNbhpox6ik0BSp+IE+GKqJ8zeXhD651G39D1RB6/qL6fqMnqBe
deO6b9cVbn8y+XoFYy6narwVXZfWQtxdOakKDU8k+JadR0xVbb+afLdxGZItTtuIZ1PKVUNY6l9m
INABWvSm/TFVR/MXl9F5Pqdoq/CameMCjgsn7X7QFR44qtPmTQF9YvqEEa28voSvJIqIJeIYoHYh
WIDCtDt064q0/mfy2kRlOqWhjAY1WaNq8AGagUkmgNdsVRC6vpLKrLewFWm+rKRKhBn/AN9Df7f+
T1xVCjzX5aM1xA2pW8ctrIYp0lkWMq6kAj4+NaE0qO+Kpojo6K6MGRgCrA1BB3BBGKpHff8AHRuP
9h/xEZkYuTjZfqbsv96o/nhnyYw5huw/3th+bf8AEGyOXkzxc0p1Mfl5LeXkGoTmO4ilZ7mB5rqF
RI8bFmVAyJ8aK1Sg3+kZS5Cslj+X1zatKZIRDaJ6Unq3EkRhVZW48ld1aMiRiEY0I6LtirU+n/lw
yRRzXNpxhZZIQ14RxaKNYgQfV7JEoPjSp3xVbpeh/l9csLPT3DmCYTx263dyP3iqpEyIZPiHErR1
FD44qh73TfIr6pIn1mOxu0uZG1Bbl54xP68TJLGrSvGpJEoIZCePb7WKq9noP5c3wjW3aK4N2gSO
E3crM4ihKhfTaTlyjifpSq17Yqml35L8tXaxLPaMyw26WcarNMgEEbBlQhXFaMAd98CuPkry39Ue
0+qv9WeQTNH689OYQxgj46gcG40G1MVXWPlDy9Y3iXltbMlxGvBHM0z0UR+nxozsKcAB07DwGKoc
eQPKQlSb6kxljMZjkM9wWUxDjHQmT9kDbFVWLyT5ZisbiwjtCLS74CeMzTGoiYulGLllozE/CRiq
nbeStHS1ure6Q3K3NzJcFuUqPRi3FCwkLHisjKdxyqajc4quufJ2lXN1ZtKlbOxhkS3twZA4lldW
MvrB+XIcfnU1rXFVX/CHl/6l9S+rubcSRzKpmnJWSJBGjK3PkpCKBscVSyH8uNCN9cz3qLdwSGH6
rAQyeisClFHJXq/w0G/hvU74bVFN+XvlF5PUksWkkow5vPcOfjry3aQ9SxOBVe78leWru4FzcWrP
MIhBz9adf3YQx8fhcD7Jpiq0eSPLSxtGttIqMWqFuLhdnQRstRJXiyAAr02Hhiqn/gDylzaQWJV2
MhZlmnBJlUo9aP8AtKSMVRC+TvLiWotUtCkAuRfBEllWlwBQPUODt4dPbFWpvJnl2a6e6ktnM7ks
zCedd2l9c7LIBT1fipTriqbWttDa20NtAvCCBFjiSpNEQcVFTUnYd8VSm6iaTULorT4FRjU9uIy/
GaDj5Bcvgtsv96o/nkp8mEOYbsP97Yfm3/EGyOXkzxc11x5P8vXFzcXM1u7TXRLXDevOORKNH0Dg
D4JGXbxyhyELc+Q9Ca3u1s4vq1zetGbi5Z5pWYJMszA8pA3xFOoYHFVUeRvLA5cLWSMOSxWO4uEX
cODRVkAApK4oPE4qq2Xk7y7ZajHqNvast7EvFJ2mmc8eHp0PN2BHDbfFVK/8laJdTXd2kbxajciv
1r1ZzxkHEo/ASKPhZFNBTpiqyx8kaNY3NjPbqUNkr0blJzaRuPxcufwrs1UA4nl86qshxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpFff8dG4/2H/ERmRi5ONl+puy/wB6o/nhnyYw5hSDMrBk
Yq6mqsOoOEi0A0suNV1GNwqzmlK7qn/NOIwgrLPIOt9T1aeZYkmqzGn2U2Hj0xliiBaxzSJpfPfa
tb3IglnBO1eKr0P+xyIxxIsMpZZA0aVfr19/v8/8Cn/NODwgnxS769ff7/P/AAKf804+EF8UoafV
tRjk4rNtTuqf0yYwhhLPIFT/AE1qf+/v+FT+mHwIo/MSXw6vqTyKpm2P+Sn9MBwhI1ErRX16+/3+
f+BT/mnIeEGfil316+/3+f8AgU/5px8IL4pQsusaksjKJtgf5U/pkxhiwOolaz9Nan/v7/hU/ph8
CKPzElW31bUZJOLTGlK7Kn9MBwhMc8iimv7sn4ZmA9wh/wCNch4QbDlK369ff7/P/Ap/zTj4QR4p
QbazqYYj1uh/lT+mWeBFr/MSa/TWp/7+/wCFT+mPgRX8xJWttU1CQtynO3gqf805E4QGUc8ir/Xr
7/f5/wCBT/mnI+EGXil316+/3+f+BT/mnHwgvilDS63ekj0pWUUHLkEO/fooyYwDqwOoPRT/AE1q
f+/v+FT+mHwIo/MSdbyySvJJKxd2I5Mf7MPCBsGIkZblG2X+9UfzyE+TZDmFHJMUFe/3o/1f4nLI
tU+aijMjB1NGUgg+4wliCqrLLLcI0jl2r1Y171wUAGVkndMZPS4pwryp8delfbKhbcaWAEmg6nCh
R1OzlgdHcikg+EDrsN/15LHMFjlgQgcsaVS2/vl/z7YDyZR5phlTc7FUvn/vn+eWjk0y5qeFir2f
979ByMmcOaNyttdiqWP9o/M5a0FrChGaageRlLBQafEemVzLbjFlEkUJFa075Fm1iqV5c47sVRdl
0f6MhJsgj7L/AHqj+eVT5N0OYQGo3Zs7Ga5CeoYlLBCeNT4VoafdkiUAWhdSh16JY5HtrOrbcRdy
E7e31YYwmT0Rlxgb2gPW1v8A5ZLb/pJk/wCqGWbtVR/H9q+GbXPVWlpbVqP+PmT/AKoYDaQBaP8A
X8wf8sVp/wBJUn/ZPle7bshTq+tDU1076jbes0DXAb61Jx4q4Sn+89a1bGymhVt3t55ieQLJbW5C
gUX61IQKCn++MnEV0a5kHmShvW1v/lktv+kmT/qhkt2FR/H9qvaT6wJfis7ZjT4P9KkG/wD0jnIy
4mUOG0X6/mD/AJYrT/pKk/7J8hu2bIXTNX1rUbCG9hsbZY515Kr3UnICtN6W5xBJSQAtZtfluSi2
dsXY0AFzJ/1QydkBqMQSuvIPMFpII5bW0LEVHG5kO3T/AJZ8YzMuSzxiJolbaTa76u1pak073Mg/
7F8ZWsALXX2r61ZtarJY2zG6nW3j43UmzMrMCa242+HIEltABRqnzG0bSCxtOCU5H63J3/6N8Frw
7WhbO51JZX9ews3r9nldzLQ7+FuR9+TnxdGEOC90K02tVPG0tgOwNzIT/wBQ4ye7XUVezm12rcbO
1PTrdSD/ALFzkZWzhTrbV9auLy8tEsbYSWbIsjG6koTIgccf9H8DkLLZQRXr+YP+WK0/6SpP+yfH
dGyW+trf/LJbf9JMn/VDLd2mo/j+13ra3/yyW3/STJ/1Qx3Wo/j+1VS91u3tp5zZ2zJEpdgLmStF
BJp+4yEiWcAGQ6bJ6ksElKc6NT5iuQlybIfUlfmD/ji3f/GM/rwy5IjzVL0n1FFdgNh9OWxaZ80P
kmC+H+9T5jAeTKPNMcqbkmf/AJTKL/tnSf8AJ9MHVl/Ci7v++PyGWx5NE+ajkmDaTJFKpapPZRuT
8hgISJUUby1A0K2bgHpzYIfuOV3HvbfV3JJ5RvBD5c05J43jUx/BIR8J+I98EI2Nk5J1LdMJmBmZ
lO1agjLRyajzdNPNM3KVy59z4+GIAHJTInmqWf8Ae/QcEkw5oPzH/e6N/wBtGL/k3JlUujfHqnNT
Sldj1GFilj/aPzOWtBawoRNl1f6MhJsggdI/47+vf8ZLf/qHXKxzLceQTnCxSvLnHdiq+V1TSNSq
gblbyAV7fAd8qyBuwlMtH/49P9VP+I5CX0tsfqS7zB/xxbv/AIxn9eGXJjHmvvf70f6v8TlsWmfN
RRHc0RSx60AqcJLEC10P96nzGJ5JjzTp7VVtVmD1J6qPnTKBLenJMNrY6/8AymUX/bOk/wCT6Yeq
P4URK73F0YrWNppBsePQU71y0bDdxieI0N3T2moWy87i2ZEHV1owHz41piJxPIrKEo8wiNItJZCp
i2uJgXeb/fcdSoC+DNxO/hkMku/kzwwJ5cyipbTy9FIY5p+UwP7xuIejd+TFXp9LZASmeQbDDGDR
O6S+S+UXl3S4pv3tncxgPE26gM5UOv8AKQ3WnzwDcWOYZy2lR+kom/szp941vUtEw5wHqaE04/Ou
XQnxC3GyQ4JV0bax1MR+p9Ufh17cqf6vXHjj3rwTq6a0+RZJCV8NxhkuM2UN5j/vdG/7aMX/ACbk
yqXRyI9U5wsUsf7R+Zy1oLWFCJsur/RkJNkEDpH/AB39e/4yW/8A1DrlY5luPIMgtPq3NvXrxoaY
JX0TCuqTzen6r+n/AHdTw69O3XLxycY1eyzCxdc/8cm//wCMEn/EDlc23FzTXR/+PT/VT/iOVy+l
uj9SXeYP+OLd/wDGM/rwy5MY8197/ej/AFf4nLYtM+anFNLCxaNipIoadwe2EgFAkRyUzOISrEVN
dl8cNWx4qTWDS9auEDySJbKd1SnJgPcHKDkiPNyI4skuZpJrzTtSi82pGjLcSnTJW2HA09dBt75G
OSJPcylimI1zTOzjlgtobZHNu0ymW5lFQ+3L4a0qOKocnIgknm1wBAA5XzXQzvEGltppuSEB4Z+X
FwTStGZ9iSBtuMSL2IWMq3BPxVNV83eX9IjS1LuLyeH1rezt4ZJpeL1o3GNW4itetMrjilI30c2M
bj6Un0nzBo9xDPbcLi2vViLWsFxG8JfgCWZS1FcjqRUmnbrh1U5Y4mY3AYY9KeRQ/lOS7byzpKgL
wijb02FagtIHPKp3+z2zVS18oGUa937XI/KiVG0/+tXLzmeREuJ7UAxuRxVRIT9qnccNvnlmg1Ep
mUZFjq8QjUgN3n8Os6xHaxzy398Zrv8AfS+k7lVZhzICLVVG9Nhl9vQy0+OzERjQ/HPmmnlvUrxx
PqN5JJPbNM8UchVBKWCKeLKvEfbYU5AHMvTkyFPP9r4MeHJExFWN65eXNS1++vjcaa5lRpEvUdbQ
AUH7uSm/2vauZM8cdve6uGQ7+5P7vXYILaCSONp5rlOcMCkA8QBUsx2UCoGYGs1UcH1c22Hq5Jdb
awksjJcxG0k4lxzZShVd2IcbfD3rTI6PtCGY8I2k1zxkOg8waLcS+lFexGQ/ZUsF5e61pyHyzY8J
WWKQ5hObLq/0ZXJYIHSP+O/r3/GS3/6h1yscy3HkE5wsUry5x3Yq65/45N//AMYJP+IHK5tuLmmu
j/8AHp/qp/xHK5fS3R+pLvMH/HFu/wDjGf14ZcmMea+9/vR/q/xOWxaZ80IjyzSiG3jMsh7DJGhz
awSTQ3TLTNIuP0lDLc+mFjqTGHVmqOmwJ75TkyDh2b8WE8QJTHUbq5muvqVsxjC0EjKaMSRypy/Z
ULuTlcIgCy3ZJknhDEL2extvN0TLcSyMLCT4ofVY8/WTo1dxTv0y2MTKXJqkYiPPr5onVtcuG0i4
urS4P1y3QGG44/EEVvjDgjZ0VmO43yjWxnjxSMRuxhks7lILiLlcxevJeXU0h/3qaaQ8abg1DLx6
DoM5Q58h34j83JIDtOvbmTzDPFcMGY2y28c/7TfVDyFe3IJdKD8q+OdJ2dnOXDcucZORhO1dylqD
SraxabLerqGry3UMkIRFDxqkiMzFE5cVRFYlvozZRFm62psmQIknkn3kl2/w9Zxk1X0uSH2LMKfe
M5jWY+HJ7xbbhlxR9yZTNNFYS3VuC1xMs49Nvsvw+Hj7rRhTwObHs7GPBscz+39TjZ51mjZqIr5b
X97AkuBJawencNZlUCukkYBBoNiHHUUyZem2s8pX3H9SaaBNcR6dzuJQ1pNeSMLnjxjldIlVCGpS
gBK0B6rmfooggnq852/IjJEco8PLuO/9qzVmtDe6fMAUf63GSzbAoY3+Ie3w5k5L2Hm6XFW/uV5r
xfq9uY4XeS1hoxFCGWQ8qAfa247Gnt7jnO25wlk4TtIfJydP9IQsOkQXCmwaSWOC4hlaBTQmMuvF
g1QTsJNhWnj70djcPi2fqA2ZzkY0UWl/DPosc2oQJd+rIYVijQMspEpjRkSTswHLc7DOj4TxUHP4
trOyP8oQ3lm14YofqdmZAba1mo/BeFGoFaiKxqeNdvpzWdo6yUZCMSNuf6k48UJ+pEaXcf8AOx64
JFCNJLb04/Zr9XU0+7JafViVCWxl+hx82AiyOQTlJ4XdkSRWdDR1UgkH3A6ZnW4xiQLIS7LnGdih
1z/xyb//AIwSf8QOVzbcXNNdH/49P9VP+I5XL6W6P1JZ5jQPod4pqAYyDxJU9exFCMMuTGPNAapo
ViGZxJeAle99et3p+1McnCAa8syvsvK9kVjj9a7QSpymP167VW5VYBv3tOKotcEqTC9ht8gl9wvk
G3uDBDeXzzxvwNwlxfiFZAacRL6nEMPnTKfF3ouyHZeQ4+OIHf0uu+uaRWuoXDNBd3jTHTbsosrJ
f6h6yJKy/E59cq3YMKfqysZN/J2WXsmAjIRJOUDyo1z+fTdE3ejwnzVLEkt0KW5Ab63cO4UPFuGM
ykijFuJbM6MBY93ee95mUzwn39w7kyh0bTYJoZbo3Jt5SsV9GL27AZX+GpIlqeJPTwyeTCJRIYQy
0RdV7kqXQoTqEehC7uY78XP1V2W5uGbgCaSqnqAUKAN4DOPjGXi8Brn/ADY/qc6+ideYfIUEcUFt
5cMx1W1f1JZ7m7uuMpdKOrcJBRmFGJWnQds6PS4owjv9Plt8WUcoEqpW8v8Akq3sreaLU0kTVpRL
LJcWt5eoOZrIEako50X9rv8APfLZ0aIJphkyXIj5ILyjoOnT6Np7TTXcYkHDkl5dIAH/AJVWULs3
UAdDlM8EZxsjdiM0oyq9mRah5J0+3tkP1m8YcljCi8vAArNUjeZtsOLhGwFBOYHmTfwWN5dso4ba
O2lvknuEV2lW/vgQrn4EUesBX55KgSb5BhxEAAcy1c+V4rcr9emv7q1P245dQvGFBvVeMw+IDehw
xo/TsVkZR+rcJP5w8o6RFeaWIzcvHPcokZe7upPgaKQ0BeRqUKjp44IyNfFlKO59y6Hybpl3aKyz
3kEw+ATR3dwTxU1C0d2HHfIanSwyHfn37H77acWQ0oQeT7KEuzXd7NNQrHK11OCgPXjwdetBWuOn
0cMe/X3AfcAiWUlL9I8p3i/VotRLJDYrxjaC9uj6jheCuFLIIgFrsvjTp1zDGPMXu5GbUgigyG38
v6e9qCj3cjN/ep9fvF69qer9G+clPUSkSSBv5D9TtY4xEAMfbTrK3u9deNrqNomgitf9LugwmkhU
AmktW41J37ZsdJvESobX87Yxx8eQQ+J9wS6PSdLivgkQuI7hVLLcJcThgT1owetfwzJt2ssPFHck
x7rP6060O3tzaRyTG6uLpJHhJ+v3sYYxt/eVSXbalad8zcMeOO5eb7QgMGaojY0QO6/1Jj+idNuS
ZE+uQivFovr944BXY0Yy7g9cs8OtrcE5b3AdcaBYjS75vVvKrC5Fb28I2Q9R6tD9OQnFsxyLJ9GF
BaDwVP8AiOQl9LZH6ku8wf8AHFu/+MZ/XhlyYx5rtQXk3HxX+Jy2DRkCJ0y3ivrQhXpcwx+m8J25
AHY/Ir8JyucjE+TZiiJx8wwGaw+p6hqGjXKHgHaaJXFC0FwS300Ystcw5CjT2OHKZ44ZBz5H3x/F
qaxafJBNpkZHFE4SRAklQ49/nXItlzBEyq6Pc6pqOp2sojEt4LGS3uCKr8cEyRGQnetQqk0zO02S
O19A8x2vpzDLIR5SII9xDMIvLLXMiF43CLxJiTlHEWX9slzvXvxy06ig64acyPJNbCzt7fWkiJiE
scRICijAttxqeu2+Y0948VN+OIjOvJdcO9lqzXDKWjLcmCipKOoHIe6lcMRxRpZHhnaGna1LyG2m
edpa8pGDARqw4mrNuW4/CB2ycQeoprkR0N2x/SPO3l7yj5I0uTU5WNzdI0kNpEOUrAErWlQAvw9S
cxibcyIpNfK/nnRvNmnyQxTKl0hHwuOJDA8lJB+X09ssqjceTVxEjhlsUWwVB6F16kLRGkcyKzUF
eQVuHxAqT8LDtlvmGg7bHZfJNG0K29t6k7NJzeWQMtTx4hRz+I1wAb2dmRkKoboDz0qQWegxbNcp
exxx0609CRWI+mmVQ3l5W3ZBUK60i7WH0bdI+4HxfM7nMgmy48I0KQ3CAxyszkSqR6aU2NTvvkrN
sKFHvUckwVraGOQsSKMKUYGhH0jMXPpoZOY37+rk4M84cixi50i/udX1T6k4ke2uYJHilanqBrUL
9qmzDltlMcHDHhj0drpNbGMiZj6hW3RD6la3unEw3Ei+pcRg2zAbeq1R6S1+2VPGnjXBKJDtNNqI
ZQSB9J393f5JpDClpMLa2jLRqnGI1r+8ZmeQsx7sdzm1xwEYvH6jPLLkMpbkplDGI4wlakbk+JO5
P0nIE2WIFL7n/jk3/wDxgk/4gcqm24uabaUjIbVWFCFTb/YjKpH0t0RUkt8wf8cW7/4xn9eSlyYx
5r73+9H+r/E5bFpnzUHZzIksbelLGABImxNPHDTA87GxSvzHY6rqc1reQvHJf2vJF5j0xJE9OSMy
jxFV98x8uEVYdx2b2j4ZMMm8Jd3Q9/61Oz8lLco9xqTPb3rvyjNrKQUQKF4s3EBq0qdshHDtu5eb
tYxlWPeNfxD7VTRoJPL/AJnht7SL14VsJaKSeRDTxlmJO9Scn4cTsNnV5dVlmTOXqJP2Mom8zXxU
rHaCFz+07cqfRRckMA72iWql0FJM8crP63qH6xy5mSu/LL9uXRxSDzvdMI9dnZFiv7b6zx+zIhKt
+H9mVHF1BpuGc8pC1/6asoEM0dlIxjBYvKx4rTep6jbxwHGepZjMOkSkP5ReWoW0mLzLfoJ9QvBw
si4r9XtoiURY6/ZLkFiR4/PMUuct/Mfy9baTdQecdPhERgdYtaiiFBLbykL6pA/bRiD79+mSxz4T
bXlgJRpNLfUL6EKyMl1DSqLKA+x8Cd/uOZhgD5OvE5R8/eqP5pkgJEdpCktKcgCT9OabXdqYNOeE
kyl3D9Pc7DT4cuTcRER3lj2t3t9NeaXdTwySyfXo+LGoB/dv8KimYWLt45Aax0Ii+fP7G89n8Jsz
snb8bp8mtQ8gs8bwk+IqP6/hksPtFiJqcTD7R+v7Fn2dMfSQVMSI5LIwZSeozoMOeGWPFAiQ8nV5
McompCm8ua0TZdX+jISbIIHSP+O/r3/GS3/6h1yscy3HkE4IBpUVpuMLFJxbqJQ/JtiWCbUqQQe1
e/jmRxbU41KuRS65/wCOTf8A/GCT/iByubbi5prpBJ+qE7nin/Ecrl9LdH6ku8wf8cW7/wCMZ/Xh
lyYx5r73+9H+r/E5bFpnzUMkwXw/3qfMYDyZR5pjlTclEvD/ABhBxBr+jZOVfH106ZHqz/hRN3/f
H5DLo8nHnzUckwRFiYBP+9DHY8OO3xU2rkJ3WzZjq90u86NK+gvYwsVn1OWHT4yP+XmRY2/4QtlU
zs34xZQNnqDp5Q0bTom4xiDnKB3+Ngqn5UrlAdzo8f8AEyHRkGteW9R0W5PIPE8ALb0SZCo/4E4C
16uFSvvYn5V1Ce48r6YoqbkxegfGsLGI/TVM13a/aZw4xCH95L7A4el0gnMyl9IZXp+lw2yhmAec
7lzvQ+2ctjwiO53Ls55L9yD8y/3ui/8AbRi/5NyZsNN/H/UP6GifT3pw8cci8XUMp7EVGYhAPNsB
pJtYtLTTrOfUVl+rx26GSQHdSB2HuewyWlxZY5B4BqZ+XxZS4ZjhmLQml6vBfwowVopGUN6UilGo
wqPhOdjp9cePwsw4Mn+xl/VP6Obp9TojD1R3j93vTiy6v9GZ8nFgoaFbCXWvMT8qGOS2NOtf9GXK
OKpOTw3FMssakry5x3Yq3eI6aVqCupVhBJUEUP2Dlczs3YxRTTR/+PT/AFU/4jlcvpbY/UlnmNwm
h3rmpCxkkKCx69gKk4ZcmMeaCu/MNgZARFedO9jeDufGLJxk1zibdb6paTI7rFegJTf9H3zD33WE
0xlkATHCSpxeYLASr+6vOv8Ayw3n/VLCZMRA3+1H/wCI9P8A983v/SBe/wDVHK7beFKG16x/xZFL
6V3xFhIlPqV3yqZkP2PS5U96UwXuyrZF3XmGwMtRFedB1sbwfriyyMmmUTaj+n7H/fV5/wBIV5/1
SyXEGPAfwQqW/mCwEyn0rz/pBvD/AMysBlsmMDf7UNruvWMl9oFIbvgmqQvIGsrtTRY5COIaIFm5
U+FanKMh2cnEN2PaXrFsNNtlZLklY1Xa2uGG3gRGRlYd3p5gQHP5FlPk/wAx2UF9MHivCrRdEsru
Q1DDskTHvgLXq5AxH6ikvkLULGCweeWK6YGe4MBjs7uReLzOahkiZehzmNdpzLUSlt0H1R7vewxz
qADLP8Sad/vm+/6QL3/qjlHgS74/6aP614gk/mDX7GSXSCsV4OF/G7crK7XYRyDblEOR36DfMjT4
ZDi5fSf4o+XmxlLkmlx5s0e2haa4F3DCgq8kljeKoHuTCBlMNLORoUT/AFo/rZ8TE9T8wweY7+Jf
SuR5etWEqlbW4f63KpPE/AjUjTrQ9T28Oj7O0XgDil/eH/Yj9aDMAeapruu2ZtVWCO5GoO6pZVtb
lGLkjpyjHKg3K96ZlZ8cJwImPSPs876e9jjlRTnT/MlpDI0NzFeLJ+wfqV3Vh8vSrmu7M185Dw8x
jxjkeKJ4vgDduJqNMAeKH0/co6Xr9kmt605jvOMkluVAsrsn4YFHxKIiV+nNuDuXGI2Cbf4j0/8A
3ze/9IF7/wBUcNseFLf0/Y/76vP+kK8/6pZbxBp4D+CGx5gsQaiO8BHQ/Urz/qljxBeA/ghde+Zb
WfT78yJeNI8LjkbK7A+wRufSoPpyuVAbNsASbLJNGNRaHxVP+I5GX0s4/Ul3mD/ji3f/ABjP68Mu
TGPNfe/3o/1f4nLYtM+anHNNGCI3KcqV4mladMJAKBIjk6H++T5jE8ljzTHKm5Jn/wCUyi/7Z0n/
ACfTB1Zfwo2eNpLkRpuzUAqafrywGg0yFlu+sZLOURuwaoqpFelab4wnxBckOE0pW398v+fbJHkx
jzUPM5ENjb6gemmXdveP2/dxyj1d/wDjEzZRMbOTjO7GNJQrpdp4NEpH05SHoNMf3YTiz1P9D6Tr
Or/tWtoVh95pSBEv0uBgLVrT6QEo0GHzhoGmW1tbPbX9tHGtbOUejIjHdlSReSnc9WyjP2Zhy77x
l38/saoyFUmreddTjWk3l68EvhE8Uq/8ED/DMA9hG9pxr4s9u9KNa8x+Zb5tOEWjrYFbxHt5rqYO
DJwcKGjjHIChqd8yMPZEcd8U7vbYMJkbb9VRfLFxfzrd+Y719SlU1S1HwWyH2jHX/OubTDjx4hWO
PD9/zU5e5OLu8stOtGnndYbeIUHYbdFUDv4AZMAlrAJWeXNJu7y/HmDU4mhcKU0yyf7UMbfakcdp
JPDsNs57tXXiQ8KB9PU9/l7m4ChSt5w1VLWKG2tYjdazMa2VuhAIA+1I5/ZQePjmv0XZp1MrvhjH
+L9XmzjKufJBeRNYGrz6rfcTHJI8AkjPVWSEIw/4JTnV4ROPpmbkPt7j8XVanGISocmW5c4yV5c4
7sVdc/8AHJv/APjBJ/xA5XNtxc010f8A49P9VP8AiOVy+luj9SXeYP8Aji3f/GM/rwy5MY8197/e
j/V/icti0z5qGSYIG817TdPvLe3mZ5LuY1itYI3nmYV6iOMM1MhOYHNsxwJ5IprzzJqUwtdG02S2
NOUt/qcUkMKDsFj+GSRj4bAd8olk7nKji70g1GPzno/my3WWa01a7mspDFbpFLC7oJVLInATUbav
Jvhp1yAyHmzOMVSdWWtW2pmQxq8F1AQl3ZzDhNDJ/K6/qI2OZMJAhw8sSChfM3myx0eATX8rS3Et
fq9svxSSMeyr2Fe+JkIhYxlMoTTvLn5l+YALm6uo/LFjIKxwInrXfE7jlXjxNP8AKU/5OY8spLlR
wRCZp+TGhyrXU9U1PUZmHxvLcUUk+A4k/eTldtoCG8ueXtTvPKOjTxqjSpbmNxypyCyPwbfxU74Q
XN02cRFFAeb9N8yiwtdM0zTZLySCRdT1RVAI4oSlvENx6h5BnKLvtje7DPlEp30CD0rz9p1zAXvY
ZbIxnhM5VniVxtxZlFUOx2ZRmSKPI/DqojfJOotd0SUAx39uwPhKn9cPAe5eE9yVa/r2iq+nEXsL
+ndpI6xuJGCBHBPFOR75EwLExOyJt9a1bU24aNpMzxnpe3gNvb0rSorVn+QFcoz6rDi+qQvuG5bR
j7ynGmeVFS5jv9Xn/SGoRnlEKcbeE/8AFUW+4/map+Wc/rO1Z5QYw9MPtPvP6GfLkv13zRHZy/o/
Toxfay4qtsp+CIfzzsPsKPDqchoezZ5vUfTj7/1L5lLtK0prV5ru6mN1qd0eV1dMKVp0RB+yi9hn
URjGMRGIqIapStI9KuH0v8wbpIhxsr7aZB0EgjSQv97n78xtXlGMDIf4ZAH3S2++j8GJx+JGQ6vR
8zHVJXlzjuxV1z/xyb//AIwSf8QOVzbcXNNdH/49P9VP+I5XL6W6P1Jd5g/44t3/AMYz+vDLkxjz
R8dit3OymQR8Y6ivXr4eGEz4QxGPiKXSJwkZOvEkVO3Q5aC0kUVHycbe2846xHPQXeoQQTWbkdYY
QY5Y1P8AkuQxH+VmLmG7m6c+lnWUt7zPzxI6/mLYGNijxaU7hgaEcrigpT5ZIOTpI3P4N38d1q6p
fWfFfM1gh+rt9lb2EbtbS9Knuh7HJAmJsLq9KKsclb8svKFvNBF5u1eRdQ1q+q8THdLZQaemikfC
6kEHw6DvWMpW4kYgCg9FyLJ2Ksf8gf8AKHaX/wAYj/xNsVQXmT8w7TSr1rCztG1G8iobhVcRpHXs
XIb4vamWRxkudh0XFHinLgieXn8GLzTQeY7qTXPL0B03zfYJyutPenC+gFKxsQF5HoFalQaexFOo
04nHhlyRqNJLDUgeKJ6pzoyeWtd02HU4tPt29YfGskMZdHBo6PUdVbOay5M2KRjxS28ysZWLQ3mG
20jTW0iWOK3soxqEZkkVUiAURyEkkU2yzTzyZOIEyl6T3nuRPp71t1+YOk82h0qC41edagi1jPpB
h/NK1FA9xXMjD2LmlvKoDz5/L+xnXehJLjzfq21xKmi2bdYLYiS5I8DMfhT5qM2uDsrBj3Prl58v
l+tiZgckVpulWOnQmK0iCBjWRzu7t/M7Hdj882JNtRkTza1HVLaxCK4aW4mPG3tYhylkbwVR+J6D
AaAs7AdUxiSl+haPcT6lrl7qUSpqcYiWOJG5rErRK/EHuxCqGP3bZzHbWpGXGIw+g7++m3CeGTL7
Cb1rOJzueND8xsf1ZuuzM/i6eEutfds6vUw4chCDzaOA7FXXP/HJv/8AjBJ/xA5XNtxc010f/j0/
1U/4jlcvpbo/Ul3mD/ji3f8AxjP68MuTGPNUvCRLsaVWh+Vcti0z5ofJMEr12Y2MdtrSA+rpM6XB
I6mEnhcJXwaJm/DKssbDdglUnpBliWIys6iILzMhI4haVrXpSmYbnvFrrzHYav55u9UurkWOnvbm
20u5uEkWGSGKVQHEgUgB5C536bZIbN2nzCErLI9NsJbq7gFnPFMjOOFzbSxyqAN+QKMelK4bc86i
BiXolvbQW8fpwRrGhZnKoAoLOxd2oO7MxJ98g6pUxVBa3qQ0zSLzUCvP6rE8gTpyKjYfScIFltwY
+OYj3l4ro8mtS6VbyLqN3EkMdYxFKyRxKN9gNvnmVjx2HLjrceKIBjH4jcozQ4DO7zXfOZ7qdy1w
SBzkb4vi3rv7Zb6YC5Gg6/WdqHLIDHGgBSf2VoLbzpoJgUJM/wBYWUJ/voRknl9+YstRDJfDyDk6
DxPy+XjNj0177QWv+XrW18/3lr6k0NrqsH6RhWCaSFROG9OcURhUts+RgAeYB94a8UyNkJqXlvRb
afTXS2DvJdpHI8zPMWUo5IPqFu4y4yOzOUyWSxxxxoEjUIi7KqgAD5AYoQ9/qmnafF6t7cRwJ25k
Amn8o6n6MIiTySIk8kBDd6/rXw6Nam0s266peKVBHjDCfif2JoMxNTrsOHmeKXcP0no2DGBzZDon
lqx0ovPya61CUUnvpzylb/JHZF/yVzmtZr8mc77R7hyZ2kd35gj0nWdbjjiN1qN1LAllZr1dhbLU
sf2UX9o5labQy1EYDlEXZ+LCPMpl5NvZrrSCbhQl1DK8Nwi/ZEkZ4tTrtUVGbXs7T+AJ4h9MZbe4
gEOJr95g94Tez/Rv1SX6x/fVHCtaVoaU4708c2UuK9nXw4aN80DlrS65/wCOTf8A/GCT/iByubbi
5pro/wDx6f6qf8RyuX0t0fqSzzGHOh3gQhXMZ4lhyANe4BWv34ZcmMeaCu7fzJ6g5X9mTTtZyjuf
+Xo5ONtcyLUPQ8x/8t1n/wBIkv8A2U5KixuPd+Pktk0/XbqN7aa8s2hnUxyKbSWhVxxI/wB6fA4C
DSYkX+P1KR8h+ZtQ02LTb/zc0mm2yqn1NrXgska9EleOaORxsBu2YphTmRyAtLYa3D5lgto7qyT0
9OdIwtnII1iWVBw4fWf+NvoyyjbXYpAflolxZ+Wb3zO15p9kl1eTyPcXNlJNJuQvGN0uITxJrRAp
75TzLmYsUpkRiLKZXH5nXscEzx31u0ioWgWTTJ40lYdFD/XWpXxIyXhl2EOy8hNXHzo3TF2tPN2q
Ti8m1VzdMeQkCyKIz4JSVVUD2GZEcJLHJ2hHD6ahX9Xn9qd2GvfmBrcc/lcCzuZRHJBeXc8MqhYi
KLI0iS/aNdvg+/fKZQ4S2DDCMY5xKgaIHD17q4v0pFol1qlvpdvZ6jLFZWcsfG2uJbSWSKRGrX94
syCo6dMZZ8ghURf3uB/JPigZIHiJ5juRsNilg6zxa7Z3HpfvUiS3Z1qB1bjcjpmpnKczvGX4+Dfj
7MmOlfBk3k3TfNGpSN5la6s7d5kNvZpJZyyAQK1S6qLmPiXb3OZ2PEMceEM9YTjHhAihuaHX5pZ+
YR8zW/mbQWEkF/fCG8KR2tpIhCH0weSvcvy36UYU98mJxjvI8I83Cxiykt+/5hTTaf69hbW6m6QW
zyDjWXi9AyrNIQtK5CWuwdJXW+wLdLHVbp4/lXzxfIRd65Bp9f8AddlAzj/g3ZHH0HMKfbkB9MeL
37frZiNfj9q/Sfy/udOl+sfW7O9va1+uXlnLNLX2JuqD5gZhantaWXY8UY9wlQ/3LK5J/wDV/NH/
AFcLH/pCm/7K81/Fj7pf6Yf8SxopBqXmTzDFefo7Tbuy1HUAf30aWkqRQjuZZfrLhT/k0JzaaPsw
ZRxSEoQ9/P3DhTRG5KU6NputprOqzSX1vPfF4xNdTWzMxDxhuK8Zo+KjYU9s3uOAgOGO0Q0Ekkor
yMdenOtG2u7ZI11CUM0lrJIGegqUpcJxHtv88tlAiV98R+lp1f8ADfcm3oeY/wDlus/+kSX/ALKc
toutuPd+Pk70PMf/AC3Wf/SJL/2U40VuPd+PkiJbPWzod+7alZgiKTlGbKUMfgbZW+td/ErlOQyt
vxCNJ/o1aWlevFK/8DjL6Ux+pA+Y5WfQrhDSiRkCg8TiRzQDyde/3o/1f4nLotE+ahkmC+H+9T5j
AeTKPNMcqbkmf/lMov8AtnSf8n0wdWX8LAdLWZvIuk2Uh429jq9za3VdlEuzpz6/ztleIbu87PnU
chH1cG36WRS6ITZTemvrTFDxqNq07DMnLlx4x6ju6Q6zLM+j0j8dUJ5ahb10j9EqyMz3U7EhQnE7
MNu9M1eftKVVDb72WPRGZ33Zd5Bt2S11fXqKkeoylrYSHghhtgyo7Gh4hiTU06ZdvQB5u31tQEMQ
/gH2liv5c+e7xltdFvbNri2nkisrBYUU29KPJNK8rfExA/ZApt88XBAI3eiXnkrypdtym0uAP15R
r6Rr41j4YeIuTDW5o8pH7/vTeGGKGFIYlCRRKEjRdgqqKAD5DIuMSSbLALG4Gued9T1qM8rDTYhp
Vk43V3VvUuHX5NRQe+ajtXLsIfFtwx6onzL/AHui/wDbRi/5NyZrdN/H/UP6G2fT3ozUNd0bTlJv
r2G3I/Zd1DH5LXkfoGRxaXLk+iJLYAkMnn361VdB0u41Idrl6W1uR4h5Nz8uObXD2FM75JCP2n8f
FTQ5lDSW3mTVV/3L3wtbdvtWFhVAR4PMaufcCmbXBoMGLcDiPfL9XJgcg6JhY2FlY24t7OFYYV34
qO/iT1J9zmYSTzaySWPXWsGx1PV4bZDPqU7RfVbdRXcQLV37BFrUk5VLJCAM5mojmU44cRZN5K0b
9E6BDbs3OaRmmnk/mkfqfwyvSag5oeIdhI7Dy5D7r+Lia2V5K7kTme6x2Kuuf+OTf/8AGCT/AIgc
rm24uaa6P/x6f6qf8RyuX0t0fqS7zB/xxbv/AIxn9eGXJjHmvvf70f6v8TlsWmfNQyTBfD/ep8xg
PJlHmmOVNyTP/wAplF/2zpP+T6YOrL+FI9JtLC1856x5W1RK6X5lH16xbpS5UVkCns3U/QPHKZij
bmaXPKBEo8wny+UvNemApp97b6jbLtFFehklVewDpUN9OY2XTwnvuD5Ow8bTzNyiYy8uXySu60Pz
xq13Dp+oWv1OymkAuLiKVHQRAEsAFPKppQcsjh0kMZ4rtzY6jBjiZRNyHIV1ekwW0EFsltEgW3jQ
RpGOgRRQLv7Ze6KUjI2eZYn+W/l7R7bQNP1KC2C3ssLBpeTGnJzy4qSVStN+IGFFswwK8z/Mf8yr
W3n/AMN6TdrHeTsItR1FTVbWMkK4WnWWh3/l+fScImRplGPEaCBt/JXlmKGNYrYjiqgSJLIrNQfa
JRl3OZAkQKb4yIFBCav5Z0aKTTwsUhEt2kbhp53BUo5pRnPhkSfd8giUzsnFn5d0KzobaxhRh0fg
Gb/gmqcmZk9UmZKYZBilmo+ZNHsJPRmnD3J2W1hBklJ8OC1I+nJiJq+jIQJWwWfmrWaEJ+g7Bury
APeOvsn2Yvp3GazU9q4cW0fXL/Y/Pr8GwQA81LSNKgtda1bTLPkwMsBluJG5yEeirMXc7mrMT880
eqOXWSxw/nXfcACkZBDikWaIqoioooqgAD2GdZCAjERHIbOlkSTZSzMhxnYq65/45N//AMYJP+IH
K5tuLmmuj/8AHp/qp/xHK5fS3R+pLvMH/HFu/wDjGf14ZcmMea+9/vR/q/xOWxaZ81FlZTRgQff3
3wsaXQ/3qfMYnkmPNNHkDIihQvEEEjqa+OVAN5KRv/ymUX/bOk/5Ppg6p/hQnm/y/FrMKoJDb3ts
wmsbtNnilXcEU7bb5Iw4g1ifDJW8s/mbHHImjebwNL1iMcVu3+G1uQNvUWT7Kk967fLpmLKJDmxk
CNmfRyRyIskbB0YVV1III8QRkWS7FXn/AJd8++VdE8o6ZDeXyPeekQtlb1mnLcjRfTSpUntyphVS
1u+88a9plzcemfK3l+NC8rzuq380Y+1/k24p4/F9BxDKABO+wSXSPKi+ZNCTR7GwS20NJRPFrMql
XDdHNsD8cpkA4lm+H/Ww3TbmMLHB0VfOui6T5Qn8utosE02oTzPA0TTuWnhWL4+XM8BwJVtgAPbI
zzxgDOZqI5lrgDKXvQ2qXuvznTX/AEMyf6WhhLXMBDvweifAzFa+JGQj2hp5i4zut+R5fJvnjqrT
QWPnu5BpFYWCn/fjyTuPlwCrlU+2NPHlxS+xnwRXjyLeXW+q67dz16xWvG1j+RC8iR9OYeTt2X8E
Ij37/qZChyCdaX5f0HRI2Njax2oO7ympc18ZHLNT6c1Gp1uTLvklf3fqXctXGqSTsbewXm5+1L2U
ZiYxPNLgxCz39zKXDAXNB+X7WK21bXI+XqSiS2LSHqeVurMPvOdj2fo/AgIncjr8bdXqc3GbT3Ng
4qV5c47sVdc/8cm//wCMEn/EDlc23FzTXR/+PT/VT/iOVy+luj9SXeYP+OLd/wDGM/rwy5MY81S7
NJlIpsAd9x1PjlkeTTPmqX+otdrGpQIIxQU+Qrt9GCEOFlkycSGh/vU+YyZ5MI80xypuSZ/+Uyi/
7Z0n/J9MHVl/Ci7v++PyGWx5NE+aBvtOsL+A297bpcQn9iRQwr4ivQ++EgHmgSI5MN8y+V9K0HRL
vUNLlvLKVQFhht7iRVMkjBFqKk9T45RkxgC3IxZZE0za1/KTQ5LeEaveahqUgRfXjnu5DGXp8VAv
E0J98x7ctG/lroej2flfT7q1soYbqaImW4VFErfEftPTkfvwKyqaGGeJ4ZkWSKQFZI3AZWU9QQdi
MVU7u8tLCzluruRYLW3QvLI2yqqjc4q8n0rXG8y/mDJfX9twtTYMdEjlG6wiUK7kdpJK8vZdsl4U
ZgxkLBY5eKFEbJr5i0v0LjSntZDGz38YVTuAfTkINc1M+w4wMjiNcUao8vn/AGtsdaZUJi6TYNry
7fu3/wArb+zNUeyNYOkT8XJ/NYT3qDT6w1QZVQd6AV/VlsOwtXLnKMfx7mqWvwjkCVM2bSHlcSvK
fcnNhg9m8YN5ZGf2D9f3OPPtSX8IEUx09ETkqAKNthm9x4IYo8MAIhwvElM3I2UFpH/Hf17/AIyW
/wD1DrhHMszyCc4WKV5c466OKSV+Eal2PRQKnbATSQCeTV4jppeoI6lWEMgKnYj4DkJmw24xRTTR
/wDj0/1U/wCI5XL6W2P1JZ5jRJNDvUdQ6NGQysKgivcHDLkxjzQV35Y8trIAuk2YFO1vF4n/ACcn
GI7muczfNQ/w15c/6tVn/wBI8X/NOS4B3MeOXevh8s+XDKoOlWZFR/x7xf8ANOAxHckTlfNH/wCF
fLH/AFZ7L/pGi/5pyvhDbxHvShvLfl3/ABZFD+i7T0TYSOY/Qi48hMgDceNK0PXBQtlxGkXdeWPL
azEDSbMbdPq8Q/41yyMRXJplOV81H/DXlz/q1Wf/AEjxf805LgHcx45d6QecdD0O3tNPaLT7aJH1
C1jndIUT90z/ABAlQDQ98qyxADdgkTLcvT/8GeT/APqxaf8A9IsH/NGYrmJH5I8qeV7jypps1xo9
jNM8RLySW0LMx5HqSpJwqnn+DPJ//Vi0/wD6RYP+aMCoLVvy48malbLA2l29txkWQSWsUcLkr+yS
q7qe4xSGEXfk/StO876TYzWdpJFNb3chjEScWC8AhZCOoNcshuWWqyRIHCKR+v8Alvy7FLpIj0u0
QSX8aSBYIhyUxyEqaLuNumWyAcKMjum/+FfLH/Vnsv8ApGi/5pw8IY8R70I/lDRPSM/6HtPRqRy+
rxUFDT+XJ+m6ayZ1e9KH+GvLn/Vqs/8ApHi/5pyXAO5jxy70RZ+WPLTFuWk2R6dbeL/mnIyiO5nC
Z70Fpflvy6+ua1G+l2jRxSQCNDBEQoMCk8Rx2qd8rAFltMjQTf8Awr5Y/wCrPZf9I0X/ADTh4Qx4
j3pb/hry5/1arP8A6R4v+act4B3NPHLvbHlvy6DUaVZ/9I8R/wCNceAdy+JLvaufLfl0aZfONKsw
6wuVYW8QIIQ7j4chOIbMcyTzZPowAFoBsAqUH+xyEvpbI/Ul3mD/AI4t3/xjP68MuTGPNfe/3o/1
f4nLYtM+ahkmC6NlWRWYgKDUk7AAYJcmUeaAPnK1+slUgdrVftT71p4hONPo5cvau2ao9pQ4qrbv
blfkG84QOpBU6dIVYbgj1498zurL+FH6hK8tyXc1YgZbAUGnIbKGybWxrz2st1pcGkW0Xq3+qXEc
FmOQQJIp58yx7LxynMdm/APUzDyJ53tNfsltLphbeYLQelqOnyfBIJE+FnVTSqmldunQ5iOci/IH
/KHaX/xiP/E2xVkGKoLVtTTTtOu70xNOLOGSeSOOlSI0LkVO1aDpirzvQNRl8z+bLzzR6bR6ZHD9
R0cOKFo1flLLT/Kf+nbL8UerRml0TbzH/e6N/wBtGL/k3Jk5dGuPVOcLFCy39y1v9WZqxA99z123
PhkxAXbWchqkLk2tE2XV/oyEmyCTxX8VhqfmG5lFQklsFUbEsYFAH+fTMbJlEAZFuPILNP8AOtxN
NHBcxQCGR1VTGrLKOdKMSXeo+IVFF239s1+HtAnJUhsVvakyHXw983jjK95BBE6iGX1QVBY+B8Mh
Ek82U4gcioXP/HJv/wDjBJ/xA4JssXNNdH/49P8AVT/iOVy+luj9SXeYP+OLd/8AGM/rwy5MY80n
1rzlodpetb+o88kXwTeghkCMDuGYbVHcDfKZ63HA0Tu1SG65PMOky2LXlvOJ4wwTgm0nqN9lCjcW
Vj/lU8emZEc0DHiBsMsGCWSQjHmhjrvO0vYL+2WJbiCRbeZHLhHCk8XBVPtKCOQPXamYmfMZQNbb
H7naZuzRjgZA8RCV3GmhTYN6yK91FDKRUVBFGYygAvxEhrUdeh8c1p0UpcJFUQPucPHp5zBMRsEX
rd5d6Z5ks4LVmRYdO9ISkAllEiipqGAHw7nMvV5pYgOFr/hWXH5h6dF+7uYJpL9Dwnt7ZORQgDdi
xVV+Va5ZDtCIj69pNMhuvtvPuiSiT1UntJEUskc6AGTiCeMbKzoWNKBeVScyMGtx5Twg7+bClDXp
dbhOk6ldwwiGw1C2u5Y7d2MyopIaNeQAkqG3pT5eGTmjEx2cnSQlKdRFksk1jyf5T888tUtJZbDV
rZghvofglDKAyGRK/F8JBU1B9+2YLsM2GWM0XnmjTTSaZZ2tzdm9FqhKQMfUdVLndY6NRN137712
XNRqyTLyunByE2md15989W2lyRWE1lHZ2BjWZ5ZUN7zKiRoEV3Yt1KrxSu3XbMzT5KxgyLZGXpss
l1f83fL1xpV9bJYX6+rbzRxPJCnplmQhQQJGcAnxXEazGTSPGiv8nXlnNo9kIJAUgtYlbqAOKAGl
aClQdxtm1jIGOzTPHKJs8pckDr2uyTSaXcw23OwjvY5I5Q372UCNzVI+NKEfZq1T4DMA66JkQOQ6
s4xNI7zFrV/B9VawalvMokE6qHDggkAcgRSgH3jt1jrtTOFcPI9WtR0zWDJayyXzrG8FDJIdgQ1Q
pOy7mnSmZWkzmcTxcwwGIylURZKXT/mDoKNS3S4vdyGMEey08WcoPuxya/FA1a5MRiaNfememec9
EntJriKRjMnFfqbLwnLtXioVvH+YHj77ZOOphMWC26XBLJLhCRR3l5qmsX1obdIpby4jKuJCyIUt
SKMSoO671A9s1+vy1juuodlLs/nUto+XemqeX7Wy1JLm+mW3igYSQglmrxZSqo5NDQqoPw8j4d8x
ND4eXJYNVvw/tcaejmD6fUlr3+rvLNdxtIY4yzihJT00O/w1Cg0DCpHbxy/Jl1HiEi6F+6nEni4D
wyFFN7vzNpllaW8t5JxnuIllS2jBeQhhXZRU09ztm1OqhGAlI1YaaUrXzfo9/ZXtqDJb3UkEvpQz
rxL0jYniQWUn2rXKoazHk2B3bMY3Zho//Hp/qp/xHLpfS2x+pJ/N0rReWNTlTZ47d2X5gVGMz6Sx
jzeXWenXoso3ht2eAOIFlBUgyEhfi35LyY9SM5OfeWIgSrXWlXNnBFqEMyLfq/EEiqbgoylaEsy1
beubeOKOPHxRPS/e7/8ALRw4zKB9QHM9fxtXmgobe6vr6G3m1CdLW49RL28Yt6alRyUDpGnxrTam
YI1Mjdl041GSRNyO6Hv9J1G3gaa1aXij8EPqkxSNXiHQM/Ig8QRsQRkYamQNWxGXJHlI0PNrSrzz
C08ep2ssrX1tHJLK0375QFcA1RyxCjkPsjbMr8xIDiv+L9DGzIE+ae2uhXCTtBdzKJyguJaGrsZC
3Jmc1HIOPiNMr0UIZ7lLfd2Wh0eOQJnue78fFLmjguW+qu68HdY5ZCKqiswBkPSgAPLemY04cEyA
eTr8+IQyGINgFEah/iFElhm1Ca7stOFIZ4GESsqrUOzhgzuAaGhO+ZE9dkNRtgBKBuJpLbDTNU1O
3NWuJb2SFpJikpU+nWnH0yygijD4QMhLUT4iQWRyZJ8ySraT5cvJ7eyeW5McNyrSQRRsyuBGVH2u
9RUqp2XMrHWTJKB/h397n6XSxySPETQ6Kt2lx+kJzIBdXVunow+hF8XpR/Z5CNRvU8Sadsp1xPEI
3sHF1uDw8lDlz9yMn0yWKUR2sov4/TDtOhRQpNQyvUqKgr8/EZgyoOPKHcl1jDrEkzW2lSvFBqcb
C4gQorkceTBWcgDkBvv4+JzKx6mUYmILITkY8HS7Vl03WeFuLi8lj043npwQySP6gkWMqzFieS0Z
GAGWaOUZZDA86crR47kOLcXyQ+pTa7pt6yaPfXMqkGEQpJJIQhUD92Kn7HYrQj9V2fL4c6B6fJe0
MMYZKj1HLu/HNHzWertapDBfSX0OpIG1K0kblNCyMH4c5CGX7VCGPjmN+blGJF/V1cSiNwVG1hlm
litbeIeqztEkZKqKx8q714/sbZi1bARs0iodHvy6XbUtmt5xEvIVk5GqtQg048qL3rv4b26SYGYR
c7QwrICe9K9Xk1K0v7s2t1MbwTx+k6Ma14g/ZQKtVX/J2zP1hogX6abdfklDIeEkX+r8UiZtIvHs
beS1u5J5ZWk5WfquSjL05qX25IRVtiCR1rmvGTh3unCE5gbSPzQVk+sxpcs9zLFfpI0TlZKo1ABR
1r6bCv2q++Wy1MieexDXknKcrkbKawaNqouzDeKUuiF9eZ6EGqn01QqT8NEKr4U8clhiMuSpHp9z
maLSjJMifIfahtZt/q4uEVqtb/vI27gp8a1IA38aZLLiGLMOFdbp44sg4eR6PbNH/wCPT/VT/iOb
+X0uNH6kr8y2VxfeX9Qs7Zec88DxxLUCrMKAVNBjMWCGMeby86H+Z0EL2yWkcMUrLI6LLFuyEFWr
zJBqo6HNOOzJUjira1H/AA5+YJkeR7CKSSRuTO8yE1oB/vz2wnszJQF7DzTLLKQoysfFWh0X8yEi
kt4rCERzAqV9WIgFupFX2JyB7JlzYiXmu/wf+Zwt4Q+nRvbxfDArTxUXam37yp22qcf5NN+bIxNc
1qeVvzLjeR4tPijaaFreWksJBjehI3c+HbLRoJCNeaRsKtTufLX5iyTK9zYxySrT4nnjY0AIA/vO
nxVyEOzJxHp2R4kgfq+9VtNJ/Me0dmh0+AB/toZUKk0oD/edcieyZFgJV1UYvLn5jeitqLKNoAxc
QmWIDkTyrs4P2t6Vpkj2XLmm72tE2/l38z7WYT22nxQzAFQ6zQk0PUEM7AjbuMA7NkEgEdVE+TPz
KSGCJtOXhCoEPOePZahjT95Tem+WHQz4zKJoltM5xlcZV8w6PQPzFtpg8WnwxyLsaSxmo8DVyMrP
Zc5c/vaTLeyd/itbQfzGZpybOPjcnlOnrRhW2p0D/wAopt171w/yVL5I4vNfb+XvzHWZJLfT4knj
PKN1ljqD07vToaY/yXMLHnsW7ryr+Zl2vG5sldfUaYL68IXm9aniHA/aOSx9nyiSepDaJHvXL5W/
MmN1kj02FJF3VhNFUffJlf8AJkmFeanJov5ltcyT/VI0lkURvwljWqr0Gz+536++EdkyqkcXmsTy
7+YMZQx6dCjRkGNllQFSvQj952w/yXNiD5rp/Lf5mX3qCW0SQu3qP++jVeRFOQRZFSv+x9+uEdmz
ibGxbY5JA2JUfi6Lyh+Y8UvrRabCkvIMGEsXwkDjt+88OtclPQSkACmRJ3J3RE3l380Xu/rYsYY5
zGIiUlhpwBJ6M7b1NcpHZZqmO/eg/wDDfn7jx/RsBB2NZUNa+NZMn/Jc2vbvVLvRfzNuwRcW6uCi
xH99GKqhJXlxcciCerVyQ7NmDY5hsjmlE2JUfi0/lH8w5o3h/RsHBl4sVmi6MO37z3wDs6fFZWyZ
WTZe06UjI1sjbMoUH5gUzby5MofUtyTBBXv96P8AV/icsi1T5qGSYL4f71PmMB5Mo80xqaUrt4ZU
3OxVA3f98fkMsjyap81HJMFS2/vl/wA+2A8mUeaYZU3Ns7tTkSaCgr2GNKSl0/8AfP8APLRyaZc1
PCxV7P8AvfoORkzhzRuVtrsVSx/tH5nLWgtYUImy6v8ARkJNkEXkGx2KpXlzjuxVF2XR/oyEmyCP
sv8AeqP55VPk3Q5h/9k=
xmp.did:2AAA2B5FE4C8ED11A577ED0690354139
uuid:f41d9f96-883e-4d1c-8b52-9ed5798d8b49
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
xmp.iid:29AA2B5FE4C8ED11A577ED0690354139
xmp.did:29AA2B5FE4C8ED11A577ED0690354139
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:2AAA2B5FE4C8ED11A577ED0690354139
2023-03-22T14:20:33-05:00
Adobe Illustrator CS6 (Windows)
/
1
True
False
8.500000
11.000000
Inches
Caecilia-Roman
PMN Caecilia
55 Roman
Type 1
001.001
False
ECR.PFB; ECR.PFM
Porkys
Porky's
Regular
TrueType
Macromedia Fontographer 4.1.2 5/28/98
False
porky's.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Charcoal
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
Graphite
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000004
Ash
CMYK
PROCESS
0.000000
0.000000
0.000000
45.000000
Smoke
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000002
Latte
CMYK
PROCESS
10.000002
23.000002
33.000000
0.000000
Capuccino
CMYK
PROCESS
15.999996
37.000000
58.000000
0.000000
Mochaccino
CMYK
PROCESS
32.000000
48.000000
76.000000
19.999998
Mocha
CMYK
PROCESS
42.999996
52.000000
80.000000
38.000000
Mars Red
CMYK
PROCESS
25.000000
100.000000
100.000000
25.000000
Ruby
CMYK
PROCESS
25.000000
100.000000
100.000000
0.000000
Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Pumpkin
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
Squash
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
Sunshine
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
Pure Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Peridot
CMYK
PROCESS
25.000000
0.000000
100.000000
0.000000
Little Sprout Green
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Jade
CMYK
PROCESS
50.000000
0.000000
100.000000
25.000000
Mint Julep
CMYK
PROCESS
75.000000
0.000000
100.000000
25.000000
Emerald
CMYK
PROCESS
100.000000
25.000000
100.000000
25.000000
Sea Green
CMYK
PROCESS
100.000000
25.000000
50.000000
25.000000
Caribbean Blue
CMYK
PROCESS
100.000000
25.000000
25.000000
0.000000
Pure Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Hawaiian Blue
CMYK
PROCESS
100.000000
25.000000
0.000000
0.000000
Twillight Blue
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
Starry Night Blue
CMYK
PROCESS
100.000000
75.000000
0.000000
0.000000
Deep Sea Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Fresh Lavender
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
Purple
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
Amethyst
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
Rasberry
CMYK
PROCESS
25.000000
100.000000
0.000000
0.000000
Pure Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Squash
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Pure Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Pure Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
Global Deep Sea Blue
PROCESS
100.000000
CMYK
100.000000
100.000000
0.000000
0.000000
New Color Swatch 1
CMYK
PROCESS
17.000002
17.000002
0.000000
0.000000
C=5 M=99 Y=75 K=0
CMYK
PROCESS
5.017197
98.611404
75.118599
0.335699
C=19 M=100 Y=100 K=11
CMYK
PROCESS
18.564098
100.000000
100.000000
10.724002
C=30 M=68 Y=100 K=22
CMYK
PROCESS
30.460102
67.715004
100.000000
21.814299
C=31 M=0 Y=53 K=0
CMYK
PROCESS
31.000000
0.000000
52.999996
0.000000
C=52 M=0 Y=57 K=0
CMYK
PROCESS
52.000000
0.000000
57.000000
0.000000
C=62 M=0 Y=100 K=0
CMYK
PROCESS
62.000000
0.000000
100.000000
0.000000
C=77 M=14 Y=86 K=2
CMYK
PROCESS
76.775803
14.215302
85.622902
1.702899
C=31 M=57 Y=8 K=0
CMYK
PROCESS
30.637096
56.600304
8.178801
0.003099
C=79 M=50 Y=7 K=0
CMYK
PROCESS
79.391197
50.182301
6.863499
0.003099
C=4 M=17 Y=80 K=0
CMYK
PROCESS
3.506500
16.943598
79.946602
0.003099
C=6 M=100 Y=100 K=0
CMYK
PROCESS
6.000000
100.000000
100.000000
0.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=19 Y=62 K=0
CMYK
PROCESS
0.000000
19.000000
62.000000
0.000000
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=80 M=0 Y=100 K=0
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
C=7 M=25 Y=39 K=0
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
C=3 M=24 Y=45 K=0
CMYK
PROCESS
2.745098
23.921597
45.490200
0.000000
C=85 M=15 Y=100 K=3
CMYK
PROCESS
85.192596
15.362799
100.000000
3.024298
C=7 M=25 Y=39 K=0 1
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
Multiline1.2.color2 copy
SPOT
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
C=31 M=53 Y=77 K=12
CMYK
PROCESS
30.670601
53.029697
77.392204
11.740303
3
CMYK
PROCESS
10.039502
96.194099
96.345695
1.970798
C=6 M=42 Y=99 K=0
CMYK
PROCESS
5.562997
42.085499
98.815399
0.068402
C=54 M=21 Y=24 K=0
CMYK
PROCESS
54.017002
21.317303
24.380398
0.100702
C=9 M=3 Y=4 K=0
CMYK
PROCESS
9.053600
2.713698
4.074698
0.000000
C=3 M=12 Y=54 K=0
CMYK
PROCESS
3.067100
11.792201
53.893299
0.003099
C=0 M=36 Y=0 K=0
CMYK
PROCESS
0.000000
35.577900
0.000000
0.000000
C=33 M=0 Y=73 K=0
CMYK
PROCESS
33.000000
0.000000
72.999992
0.000000
C=29 M=0 Y=3 K=0
CMYK
PROCESS
29.388899
0.000000
3.469902
0.000000
C=0 M=0 Y=0 K=45
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
45.000000
C=15 M=86 Y=32 K=0
CMYK
PROCESS
14.535403
85.744499
32.345402
0.274998
C=4 M=76 Y=14 K=0
CMYK
PROCESS
3.500402
75.597801
14.181698
0.000000
C=0 M=49 Y=1 K=0
CMYK
PROCESS
0.000000
49.079098
0.753802
0.000000
C=2 M=63 Y=8 K=0
CMYK
PROCESS
1.911098
62.522202
7.527697
0.000000
C=44 M=18 Y=0 K=0
CMYK
PROCESS
43.753696
18.182600
0.000000
0.000000
C=70 M=46 Y=1 K=0
CMYK
PROCESS
69.927505
46.482597
1.197302
0.000101
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=3 M=32 Y=0 K=0
CMYK
PROCESS
2.621502
32.443703
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWˮ$;ܟ5R{|2HB|wq%ruΙ`sfl33"#}>bH%Mq!?>qۿ?d\c _ Sss`<OiYBs>ec>~!\sH^h~;%p⯒24Q4D!??,<. BԞ,TΓoyݣ-|l.=o>tD5(R|ZwPs{jP%)*S9hʇDRC:ao2ډ.T)X21r@J!mSgP=@PR(c)( *5oLiSSi_2o4S~jԇ7-@Sٔ"W ŐRG6f%\r>JC:©(eQt)$
䪤W(%dk$(NFiQz%EUҢ-(g5לb*b*C1>%$]J@mxfLⳚӧzC04ɓU gW7OW5=Ym@Ti>-eUE>5ѽpqga]@GE[
WT VℹV+tJQ[ZuOG.-
a)P$t8 qR/eAVc.)PD)y.G.vOWOwJF~`&E<|3i
#EU$1>M#RvЖ\-?BvP7X[߫g+E h"Mty:ZSD34A%}s)Rʨ^}nZ@ࣰȍRڱ`{(L9Jm@M|%9oӨ٪5kbxzkר-r|D[0Ljeutצ>NPo@ω?iτ/k'<4;(bND]'J@jEkڴM|2ゞDNG_#/0S%)RyJYJ=ZCM^$D|Z<%&&:ק.F[H=( :]d
NҾqۊ||C67_",*Mwk5>~6XR
YϾI2 ȃ- MBZv]'2]ئ>2"lJڦJ z}_4kg%^dUՅviV'bٯHyoŕ[պWzK@;!}ZV.
z%FNxI}5-&P(I国gٵQ4
lI")XJWR+?kP
8ɩ~С[ #19*ֲAɜ>kڨ%#4tQwd5pBesC'~vU9DIVu|i6;SK:ua]H
3MPk2%m`B:T R},μ982? 3ʢRC;LOsR;21ԕ^lgX9 Rع`$m[YUbj AsEUID< A;}νmgZΣf/0>Q}Qq.g=g=
UJQVG X1},ŊSjծZuֲT~ZZkuJl{ ;eK=1vykx{[D1_Yt(ZlUb`2,Ԛj-6ⱽY=u˞9eyIaS"`1C0q(e<䵾0C+-bcnA]AtJ֫-[m%{5G\ƕM2g wӓM`I*GǙŢ¾I J"?_8`_Ez1:D_uq8@7.{k}O:
~(έ#
Hz.q"(y3í1㵚`YkY
ݲ,V=̶[$:m*ZvҤ [B
the,e=#
's#Fx"W_+'Pu4PL)0a[N[ZW{Uy2~SwJ]%k:?Og-BZʋbHŐP1]*~?m/~iBSӤ
/o$_Ӽ:UR<7tvK[aN/
Ϧ֭cM|f.Wx B,:ꃸ-}v9t \M#Kmz@T1O<ǪG9p#PS>4=x~]]ǂūÂ2KL:>y(S=(;W~EP6}
v\Tnhx¯
_T*.{;яWZ^VƥQFG6 /t%X͘
'@$M>AG:H>;ծؿ{~>XJDvV0Kp
sVGh&T@!AȈʅpr]ĉ%"`mY-~5F<#GUBPSNWKB24>Ȑy(C`\MRfP0f.BD1T wZ$kt3ܞxwEþIێp0fOlan=\s#C; x!a70}(f公9/žÐn:ӟ LBOpA-ȭ*?WCwDDOi5kMbIdWZ͐Dt V0ɥ$ZΕ `1lRځ)c5cUUbnQ>Q8;'[ٚ1IaNmXJD7ye`/R)xtgEq5UO~JưvG=!U:'3(k)lއB憴F!NPUlBSoV0@j@LѦǧ<
5O
VR%_@j>jچJRxP~#'G{j
DǠrVxA;rnyCb,oFރ,u
jS!L0̵
~3c@jU]A0S1r1Bi'NL a>0ti_vĄiT]!X_ajHKN#zHyU8!eJ#!\SxRA!zKn9]*cDO9-@,́AkyAP~
<