%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
king_queen_night_jan_15_2016
2015-10-06T08:57:02-04:00
2015-10-06T08:57:02-04:00
2015-10-06T08:57:02-04:00
Adobe Illustrator CS6 (Windows)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AGXWnwaxHDPzaG39PjHEA
o2DNVqAnqc5oZDDZ686eOb1A0idH01dKVlglZkduTKwBHSmRnl4jbdi0ogKu0QkNFuUajJctyZKb
A7g0HvXGWWwNuSw0vCTvzQ1ppn1UTLFO/CaNouBoQvKm4r4UyUs5LXDQiN78xSMupL+e3WFbt4qA
B3QAM1B49srGTfk3SwWKBpTt4Hit5LeR/rEMoIZZBXr1NeuSllvkKYw0tH1HiUrXStOtX5wQ8ZOn
Mksd/CvTIyykimePTQgbCG1PQotQnMkkrInFVSJAAqhQAAPuycc5AacmhjI3aK0qz/RcBhjkLRbk
hwKb4JZbNs4aYQFWtQ2bWclm08ciTMWUVXYv2Ar45OUpXfDyaMcMVGPGDfmHWWnTRQXMdrJNLG3E
yOsZkWL0zyqzKDx/2RyE9SARxERvlZAv3Xz+DX4eGFxM9z9itf3M90Vh+vGAMPsRlVZq+/2qfLDE
kC6tyskATQlwtLb1sns529eF6fbG4pvsRgll7hSYaUfxHiW22mafbAiGADkCHLEtUHtv2yMshLPH
poQuuqB1PQYL24lubm4YcjyPQBfv7ZbDOeVOPl0USSSaRmlmG0tls4bhJkAIVW4t136DIyMrshlj
hAx4RIH5Lnskk05bGQ80U/CxG4Fa7YDm9V0yGkHBw21a2cttF6Udw5AkWUFgCQV7fThlnJRDRAbX
1tVvxe3hAN3JFEOscdFr8yN8jHIB0tsyacy5Glslsk1kLO6pPGDyViKMKeBGJym7GyI6UVUjxOtb
GytdreEKNi3KrEkGorXBLISyx6eMbASy78swXc7zTXEjM7Fu3c1plg1BHRx5dngm7TWCF4rD6lz5
x+n6YLAGgApX7sgMu9tx0wMeG1O5skubOG2lNfRACyftbVp8uuS8be6YnR3HhJUPq7/of6v9bPH6
zT9nnx5cP+JZdxb35OF4Xp4P6X2XSIsIbSO0jNq5eNx0alQRtQ0ynOTe7maGIEbHVXZlUVYgDxOU
gEuYZAc2o2EpX0aylgSojBckDqRxrsO57YJekXL0jz2ap54RAN/pv3NBz6hRlod+Lq0ciNx2YB4m
dKqT8S1qKio3GRhOMhcT9hB+RAO/Q8isM1y4SJRPPcVs3E4mcR24M8hqRHCDK5A60VAxyWT0Dime
GPedh8yxlqsQ/iH3/cteeNYhMWVYegld441JpWimRk5nxC1pglIRPCefdRP3A18aZRzcZrHGU/6v
6+S24uYreH153SGDbhM7ckkqK0iMQl9Q068dh+0QciMsTVXInoBv8eLhr48/4QQuOWTJMwhAmY5g
7V7y3FMJI0kXeOQuqtR1+KLgWBDqn+/V6VxhkEiQOYru63XInuLLinGfBMAGr2NiuSWa/q72EUQg
Cm6uKvFIwDCKONynJVIp6jSIwqfshQR9rJRHHIxv0x59LJF17qI5cyaPJydBoo6mcp5N8cDQHeep
PuTG207WWvIkj1e7uXtaPqkExmnjkUGkiIiCTluGTjIBy6jvx12QQjASMIREvoI4YkdxJNdKlcbr
l3XjZe09PITjLEKo8PCBe22/dute90iPznbQlLitjHRLsTgwosUHNZoYVDfDxUNx9SjdxkTjyzwS
Pp9cvprfeVGMpfZfD6ehNNuPHOHZpkJR4eHpHf4k/q+KAtbzUYfMM+lxyJa6XaiSO6t2lf0WiAKM
8rIOTv8AFUHjsaUAApmXOPHCOUjizEgx2Fg86jZoDbcXuOZJ3ZS0ekw6HiP8QHqr1WeXuReoX8Wn
61Hpt1DcwwPIY/r8yiIceZT1UjK/EgI3Jb4u3HsMWolkxHJDgJH8IN+dGV7H4bdeLrHD2fkyYTkG
QGYHKNVy5HzKsrk3t9GolRLO5NmyStG/JgGPNWREp/dnkN+q071s0+YzhEmvVHi2BHw3J79vcWmW
OWI47nxjJG+VVyUNYbUoNLmv7JGDQvGougDWNT6gd46/5QVS4+z0qKnGc4HJHHI8+L09/wBNA/Ak
8J586NBs0UMWbU8M94xGw6cXX3kBT8rXc+rTQQXGs3D8ebX+n3TvIsyV29FiaDY7liOH267bYuqh
4BuGOI/myiOR/pDmeWwF8X0uX2xix48UicUa6SjQIPn8eo+xFQPaTeYXtLSUXIt0YPYPaxxh2iXi
6PczcJPtV/eMOXy2xllyHHxyJgJG+ISJocwRCNx5fwix793X5tEMej45Ywchr1cVmzyP4KyO/tAC
iXltcvEgaXhKUIGw5Fp1hjbc9Edj4VzMOYE7xnEE7XG/9yZSH+dEebIYtTADixyN7bEE/EdFeGUT
hDCpl9UExelSUuF+1xEZc1WvxDqOvQjJccaJJrh536a/01c+h5HlzYT1AhIxmDCXcevuq7VvRu6V
+qXNOlfq82560Hw7n2yH5jFdccP9NH9bA6zH5/6WX6ljUW6+qNJCLwsIxamaISlz0WnLiD2oTWvb
B+Zhw8Vnh7+GVfd9vJmJ5DHjGOfBXP8ATz5OVlZQymqsKg+xy8im6MhIWORdgS33xQhP0Dqn1j6x
9YX6tX1uNE+zy58PsV/HMq4cPnTrqyeLzHDf6VDRCsluTbkCKdg0ZfcR8gA5am9EoSfYZDUyA3PQ
fj59GOnmYQJiLsivedlLTbq81e7unsp/0fZWigm54RtMQ7BQ8ssjRhV/aajBR+ytTvgaifhgcXql
LpZEdt6iADZ7tjI9TXLdZ9Hh0sImcDnyzNfrryRUEct3pl/DJfw6leJa3UmoyRSSlvRgQPbu0hCL
IRKCDudita0HHFlljAx9MoR44cAIFcUjUgBvw+n3b3XM3TlwHFrMeXHDghIiJuuZ7h0S/QXaPyzP
ecRJFp0lxK8TCqs84toog3iOfxEHYhSOhzLzzEc3Dyll4Ig9fT4kpfZtfQyBcjtTTHNrccP4ZRIP
uG9JXc61dvDaSS31xcSvIZrqNpGMY4uBGgU/DUBSfkRlsNNEGVRiNqG2+/M3+OTuceliDICMYgCh
t5b/AI8k8846e4vbWe0aaW+UmSOAQScTHLNJPEycl+1xceohGzV675h6HU8YlxARga/iHMRjGQPl
t6ZdR3Oo7CBx4TCfDw3LfiH2/oKI12Fr/QrOCeAHVIuZkhilghjtZAEjCCE8fhkSNSwB+FwR15DI
aSEoZSY/3fQ1KRmLJvi8iTXfEjpRcbRavDh1GQjKOCRH1b3t0Pkduq7Tlv47C0gvJ1uJIBIF4uJQ
kTcPTjEikq3Eq5oCeNaewzcUQJSIHCJEdKJO9muYv08+dfE1Z8mPLqDkxD0cO55CRvohdX0WPURE
DL9XlgVlSUqzxsjO0lHCcnDB5GoVVqjwp8U/VAmURxCXMXRsADa9twBzIo997XaLWy0plExMoSPF
tzF89uqIgt776xa3F5fyahLZsklugBigDxgBXcsFkdhxHVASBTkMoGniYkcIgJDfrKjzG3pHM8pG
jvTHJqgRKODFwcfOUue/l+A0lhCurpqn715hGiPbSLEIGpEIXRnDuzRstRx9MVU0quSnilKJgTER
4iQRfF9XENqAEh38Roi6LTHUZfyo05xjlXETt765tw2iW+sza4slybySV7h4I2EUdXYuyeqjNJIp
P7PBK+OROl4sYwnh8MAAHmdvIgRifO5e5sza7MdP4Xhx9Mau75DoK5+9C63ZajeWQsYdI9C1trlp
LLUYyfqxgccTymdjGK8EOxA67DK8OUDMZSycWQxow/iBG+0QL6nnZ5blyezJaXSw445BwyjuCd+L
3fNG2Fmtpbxwo3qBOTPNQgySyUMj/EA3H4VVa+Ff2qDKgDuTsT07gOQ7r3JNd9b8NuLkzSzZTlIq
NVEeX7WmtrpLyC7tLp7S6gV4xJwEsTxSSNIyyLWvWQinFgR4HrXnwDICCBKMqPOiCAAOE/DvBB7+
jhz+FGWOcOPHKXFsdwT+NiENo+i22m34u5mN2WJSRUjEcaxS/BMVBIZn9NmCrxAB3rtTJZo5MkaF
Rrcbk+obxvuHFRJskjat7ZdpdoZNRhOOEDGJ52d/cFbQ9PFvrF5d39zDMLpgeQWeOreuk4YtIiKi
M0dGqeQB+ZyjNHIccRCJjwA9Yn+ExqgTZ3sbVY+Bj2lrcefBHHGMwAY3tVAff8EBB5euv0RqkssU
N1q1y0Yto45IZWWP1OU0q8GYdQq7b0J7ZKeY+JjoSjijd2JDevSDYvvPdY73ZHtbAcsIxnWMA3zA
PQD9Lepgad5Ks7FnMVzdTM0sScT8UbP6okZSeqtB8PX4dx0yOK56qRraI69xA4avuPib8vVsfqXS
SGfWzyxMZwjERHkfL7XaFpcdxq2nXtubZINPa2M0UUhklmcSqoPCisDLIwXegWoqcGpynw545GVz
EtyKERR6/wBEb95Zdo63wcMxISJnYG3fsBfl9rtOZtU823d5bvVLGJmtZXNKLCFt4JWND9iqyNt2
OTyVjwxjMfXL1Dnzuco/528R7w06yEtN2eMUfqlUfjLmpy+aLKJmS1illhiookZ0i5UNAUj9Nyop
2LN/DMoRyS3PCL8ia954hfyH6UYuxcnCOLJwnujEUPmm097BbWVtd3Ei28V2geGOcsZum4pHGa02
PIhQQRTvSmGbiJjRMhz4eX2y+yyQQb6Xg48Oc5JY4AZOA/VfCP0796pBcRzIrxukqPyCvGWK8kpz
Uh1jcMvNa1XvtXLIyEr5gjofPlyJG9HkffSLnGfBOPDKr52CO8FIv0jd/pP6vR/qv1mlKnjX1KV8
M2H8HwdPZ8av6f6UV5UUx6SrOpILyBlWnIxuvBwtSBy4s1Knr1zG1ceKx3j7eY+1ydNGRxWOcZAj
4KFjpWsac15Daz2c1neRNDMZmU8lrVW+rt+/DKRVfg65h5oxymPFGYnA8Qr/AIoen3ji5PRZO1dL
kETLjE4m6APF/Ymelaeum2jW8Ler61frbmsYlDI0RjUEcggSRqFhXkalfhFZTx+JvPY9OvDuJX3E
2By6DaW7rdZnyanIJgcAhvEHvvme5dYadbWMUsdrGI1nXhcGQrO8id42YoihCaGioDUD4tsZYhOj
M8RG4/hA8xuTfTckc9tyyz5tRmIM5cPCbAj39+/NXiiEKhIAsEaklY4UVOLH9pWoZFfb7Qbl2rTb
CcUDzF+8k/A9CPKq61e7VLFKZuc5yJ250PdsvVeKNGpIjclnQEhWLdSwrRie9csvr1Y/lMV/SPkg
NX1E6XaRTJb+shmhgZVYIEWWQR89+wLDYD+uW4sfiSoldRm8GFgWLA7qSe489W0S3JW1Z2glkVVD
gFooVmMknTb/AHkk4r326V2yRoTtZ5/ftt9rhntQb1G6Pf0F7/Ym9lrdpc+qrH0pYE9WdGDUjjb4
kLsVVQxSjFeorlGTTmPLcXTk4dXGd3sQLPkP7N1CLzNZXGpW1naK0/rRSzPJxdeAioOPEr9olhsa
bfMVkdLKMSZbcmMdfCUxGPqsE/L8eSGs/OdhJBbzXa/Vxco8iBSZiOMkcQRgi1EnKUArTY5OeikN
o7/Y1Yu04EAyHDfx7u5fqXnLRrS0eaKUXMxgNxBEocLIBE0wHqcWVSUQnff2yOPRzkdxQtnl7Rxx
Gx4jV19qLGs6EboqsqNdesLb4UYuZTX4QQu4HBqt0FDU7HIeDk4f6NXzbBqMHH04rrlvaEHmy0jv
9QgvDDbW1g6xtO0tZCzKjBmiCfAh58Qxbrtk/wAoTEGO5P45tf8AKEROQlsImrv9Hd5ohPNWgsJa
XJBi5BlaOVWJSQRMqqVBdg5C0WpqR45E6TJ3fczGvwm/Vy8i1ceadHhRHSRrhXeCMGBGkANyV9Ml
gOP2XDUrWlNtxjHSTPlz+xZ6/EOt8uQPX8e9S1PzdpNnps95FILl4fUCQryBZ41DkV4txWjA8qUo
R4jDj0c5SoimOXtHFGBkDxfj8bp2VVtmAI8DmMDTmmN7FQns4JmQyxiRY2LpQlJFJUKQr/GlCFFQ
8bD8chOHFyNGq7x8RsevSUfuYwOXEScZFS5xI22924WWWnWljI0tjG9vM5BaZ5VmccXWQBKRQxqO
SCoKGvTpUZDwzIVkPH5AGI3Fb+qROxP8Q7+dFOpyZ9QBHIQIj+bfP3lWhtoIGdra3gheRWjlKxij
xuKOjVJIDDY8CpwzwwkKlxH48j0Pw572xn48tjkkaojlzHK0HZaJZWczSwNMnIgmE+jJSnQLM6cl
O/2hHXHLCUxRI99SH+xEt/dxOTk7R1ExUoRvv4pAfJ3mqC71gqYIbSJQ5lUyXCwyq0ij1UdrhkWX
4xVWXoPDoKNNA6f6jOW3DtHiFD6aEAeHbnfXv5mHZOqwaaJEzKEj9QIJBPeCj0kneK3WeQSyQQrG
zr9ln6u60A5FqKGf9qnUihy7BhjAGhXEb866Dyreo9L5A240KnlnkiDwn6b7v0C2K+jqH6b9T1P3
X1v7H+R6n9M23+T+H6HU/wCX/wA/9KfaSnpQNAu8cDFFanU9WP3nMXUCi7DQm4kdxRuUOc3ijq7F
LWKt4o6obULCG/tvq8xYJ6kUtUIBrDIsq9QduSCuTx5DA2GvNiGSPCeW360rm8naNKk6N6oE8rTM
VehAkEgeNTT7DCeSo/yjSm1MgayYrlt+P0OIezcZvnub+/b3blFPoFjJe3d1KXc3lv8AVZYjxCek
RQiigE1/yiadqVOVjUS4QO422nSQ45S/nRr4LbDy5ZWV0LqOSV7jhJG8jlSX9Ux1ZqKNwIVAp2w5
NTKYogIw6GGM2Cboj7v1IZfJ+nevFcPPPJcRyeq0rMlXf1YpavRAOtug2pt775M6yRFUK/H62uPZ
2MSErld39oPd5JfJ5ChaeO3WZ00uOH03AcGV3+rtbcyPT4hvTbrWmw+HLhrjw8vV9nO+9xj2UOPn
6K+PKu5Ml8n6Qs0kqc0Mt0l7IF4AmRGLgcuPPjyYn7Ve1abZT+cnVbcqcr+Tsd3v9XF0/U1eeUbG
7kvTLc3H1fUGElzaq0YjLqEAIIT1B/dr+1jDVyiBsPT+O9GTs6Eid5ermNv1IW38kW0tvcx6nNJc
maW4aL4lKok1wJwwBQDmxRC1QRtTpk5a0iuEAcvu+5qh2bE8XGSbJ+033c9t0cnlbT442ijkljiZ
reURqUCrLbcAkigLsSIlBHTbplf5uRNkDr9reOz4AUDKtvmOvLnshT5E0QWLWcLSwRt6oLRGNW4T
hVdK8Nx8C9d9uuT/AD07vZqPZWLh4QT/AG/BkffMJ2TsUtYq33xQ7FLWKt98UMO+szf4k9P19vrN
OO9Kep9n55sP8n8P0Oj/AMv/AJ/6WUWc0cpmZRxcyFpUrUKzb0GYeS73dpp6rZEZByHYru3gVrCr
sV3bwKlHmvWZtG0C61KGNZZYOHFHrxPORU3pv+1l+mxicxE9XG1maWLEZjmK+9KbXzPrltqek2eq
w20iawpaCW09RWjooajo5ev2utf1Zky00DGRiT6e9wYa7KJwExGp8qvr3pxD5o0Ga9+pR3am79d7
X0KOG9WIVcUI6D+bp75jnTT4eKtqtzRrcXFwX6rrrz+S0ebPLpvhYi9Q3Bf0hs3D1OnD1Keny/ye
VcP5TJV1sx/P4eLh4t/j99Uq3nmLR7O/jsLi4C3ctCsSq7kcjReRRWC1J25UyMNNOUeIDZlk1mOE
uGR9XxdqnmLRtKdY765WKRxyEYDSPx/mKoGYLt1O2OPTzyC4hObV48RqRp115j0S0sbe/nu0Wyun
WKC4FWRmYEjdQaD4TUnYd8EcEzIxA3CZavHGAmT6T1WWXmfQr6G6ms7tZ0sgWueAYlVUE1C05MNt
uINcM9NONAjmxx63HMExP0jfmgvKvnOy8wNcRxxNBNC7hEIdg0S8Rz58FUEl/sVrlmp0hxb8w1aL
XxzWKo93l38mQ5iue7Fd28CtYVdiu7eBWsKuxXdiXpR/pD1Kfvf0jSvenq5n/wAHw/Q6L/L/AOd+
lPdEt5Y7Z55dnuZGk4+Arx/WpzFzHd2OijUTfemOUua7vijq7FLsVd3xR1dilIvO+m3up+V72xsY
/WupvS9OPkq14zIx3YqOinvmRpJiGQE8v2OHr8UsmGUY7k1967QvKuj6alvOloq36xKrzOzSurcQ
GCs7PxH+rtks+qlOxfpthpdDDHR4fXX2oDytoF5Z6h5gnvIBCb+8kktZgUZjEzOQRxJK/a6HLM+c
GMBE8hv9jTpdJITyGQriOx280isPJGqQQR6Ve21zc2iS1W4gv/Tt+PMtz+rturCtdgd++ZctXAni
BAP9Xf5uDDs/KBwSEjG+kwB8iE21zR9efzEL3RbZrS4dohPqProYJYlFCJrc/ESvQU7d/CjBmxjH
UzY7q/S5Wp0+U5uLGKO3q4hR94U9e8t6wfMU+q2guLm3uokjeG1u/qkqFBSgJorKetC3WuODUQ8M
RNAjvFo1Wky+MZxsiQ6S4Spax5Su28raXpunWRBgvkuJrZ5UfhH+85VduAb7Q2Hjkseqj4plI7cN
XRY5tDM6eMIx34rokefXZNLPRtQh8/Xmqejw06ayWJZQyfFKGTYqDy6Kd6ZjzzROARv1X+tysWnl
HVSnXpMf1KfkrStY0eXUrG7tl+qS3El1BfLIpD8+K8PT+0NlrU5LWZIZKkDvypj2dhyYbhIem7u2
VZgu0d3xR1dil2Ku74o6uxS7FXd8UdVD9EaZ6n6Vq3qV9P0tqery4cv45k78NeTr/T4nFW919tOs
7r63BHcUCh1AVAa8QCeuVTiRsXKwZBMWFbK29vFersVaxVvFersVaxV3fCjqsnnhgieaZ1jijFXk
YgKB7k4xiSaCJzERZNBZZR6zq8An0aG3eCVWNvcXMrxiTiQpdESORnRSw5NsB45n49D/ADj8HUZe
1ufBGx3/ALP2pXbX3ma1a9TXdP8Aq5taASWqG4DOSvwiNHeY/a68Kd606zOkx8gT+Pg447XydRH8
fFNoZJ/RV7qFrV2f0xHKUDFtyKcHcGqry2J+dQcw8uAx8w7PS6+GXblL8clTKHObxQ7FLWKt4odi
lrFW8UOxS1ireKEF+5+qcfrDc/rnqelU9PU4eHTlmVYr/N/Q62jxf59/aq2AszaRvaghCKOrGpVh
tTIZ+e7bogOC496vvlOzm7u3x2Ru7fHZO7t8dl3dvjsjd2+Oyd3b47LutlkWKNpG+ygJNOu3hkoR
4iAOrXkyCAMjyAYde6ncapONSMEkOkWMLT2DNGw+tTMFEYaVT+5VmdOIfY9WB7bXTYBCJ336+Tzm
t1njSAA9I+f4/B8uiaa2q+cLCKa708W1rZVktdTS7MVuW48kn9AencRco+DrzVjxYGoU1ychIiwP
t6uPiznGSInaWx5Hb7fvTq78j3EWmCS+m9TUljW1Lc5JRJEnIKXMnAFm5MzERjrQ8qVyUoEx35tX
iDisbPJLnT7TUle/vb2W8SMTI+pxLO9uEVCgrboymJ05+pUAqygttyBysTpyvys+LhI3PemujXGs
Wci6drskcty9fq13ECI5eFAwqf2t/Ab1oKAVxNTiFcURs7Ps/VyJ4Jnfpad75hbO23dvjsnd2+Oy
N3b47Lu7fHZO7t8dkbu3x2Xd2+Oyd3b47I3dvjsu6H/QEnq/W/rp9Hl6vDk32q19OlePXbMnijw8
t6ddwT8S+L08X6eSF0KSKW2aaIcY5SG4fytSjD7xkdQdw26EbEjkUzzHc53fFHV2KXYq7vijq7FL
sVUxp+p6pf2+lWStHHdBvrN2VbgsSj41DKyMGbpVTVa1za9nYbBn8HR9sagRqHlf4/Hcif8AC1/f
aXfJpLtZa3p8wQG64yD15VBJdbdboELC60CDjxJWqryQWiOU5CeUB9t9fu+G/m6a6G4vbar/ABz9
/wDpt3oHk7RdQttHEWprBIXgggmHpESzPbRC3knuJPVkWX1xGGFUVgtFavHbKF9Wi6NhLY9JsPKu
hzWVte3N6pnmuJTcTRu6SNGGkVS/BIy/P1CGoOTltgaAZOTbhjxT3+KQx6zHqHlwalqcb6Ma+nI7
gAIZGEayKZFI4HmN3Wg77CuYt2HY6rSiGYwieOv0DcH3V+OhVrwFvb2On2lsLi0uHEEr8mDR8TXm
eCk/AyGp5Kwam4bcRkKNMcUhMynI+rmPh+PNZC0bxI0chljZQUlNKspGzbBRv16Zq8gokeb0WCRl
AE8yAvyDc7FXd8UdXYpdiru+KOrsUuxV3fFHVjPr3f6X48f3H1mlN6f3lOXXNhf7v4Oi/wAv/n/p
R3lWNk0heXVpGI+WwzG1H1Ow7P8Ao+Kb5Q5zeK9XYq1ireK9XYq1iqOtpdVj0zU5LSQW0cNjcy/X
ByaSFw0NXWNSlQsXNqg8v5d9judBG8RB5WfuDzXbURLIABc9q/2X6aX+Y/MPlG01LT9fuZHj1KIS
JDdpAA84BVFllqirLD6TFRxb9v4KfaFpzxINcwa/b7nFwSyiE8YqjzB2+8g7c/v2sJl5d853mtWG
gWpspL/U5xIL26aBrZGtBJxjuFk4BSJY5Fk5QutHoaAMEN2PJHIK2vr5I0+nAhkkZD0jYXuTfSvd
3H4fUnOieRtK0/zRqt1c6jLqUl8si6baXc5la3ty6vdrAvIfuvVeNDVSU4gFjyyzhA26OFxG76pd
59Hlzy3pthHcFrHT7y5js7eeHgBb3JrLAQpR1oDGWBZSoYLy2OUmAtyBqJkk2eI/j7tmLaVPeS23
6J1OS1hvdOQTxGBGitmteTqqW6MfgEIVK1Jp0puGzHygmX3fpZwkBGup/H3JfoLXDaPaG4QRzemA
8agKFpsAAOwGazUACZp6bQyJxRv3fI0j8ocxrFW8UOxS1ireKHYpaxVvFDFPqF1+m/W9U8frfLhv
Tjz/AKZsf8n/AJv6HRX+/wD8/wDSn2mRmKJ4VBEUTmOOvXbqfpJzGzgW7DQk8J8ijN8o2c3d2+Oy
N3b47J3dvjsu7t8dkbu3x2Tu7fHZd1a21OxtW+p6lby3GnarLBZXJgJVkEr+mOZVo39NnkXnxatB
Shqc2nZ040YHq6ftKEoyGWPOPldfP8eYNMhvfIOkazcvOwlnsdQkN013CxtHsgLdEXhwKyNcGRYy
okTgqpRgJATJtI6WFk1+z8freb/N5IbXt1HRMtOsfNBvLCN76zfRopo5JLm5t5JLyeWFyDUtIscR
fYK8fIM3xDZuOVxxHFUYi4knfus3+xBlRPeq6x5NsLzzv5e186nNZ/o8XIh0dmMaTPPzZ3jUPGyP
WX979oMAqsKdbbRF5x+ePmHQtWitLK2+rzSx6jCkpdJbaWVrOO7DxG4kSNOCyTRCNkk2MhJIVgTV
Pew3YvSRI8vfR+H6DyscjSDvbrU4NAZby4SbVJIBZW0kEQhqxqqKqKRxUGh2NOW4p0ysn+I9G6GO
6ATG3WdbeJZ3Ek6oolkA4hmA+JgO1TmgkRe3J6+AkAL50qb4Nme7t8dkbu3x2Xd2+Oyd3b47I3dv
jsu7t8dk7u3x2Ru7fHZd2Geof8S8fVb/AHqpWm3959n+GZ/8HwdH/lv8/wDSymxuI5jOQoEvqEzU
6F2Ff1Zh5Abdtp5AjZF5W5Du+KOrsUuxV3fFHV2KXYqpzwRzwyQSjlFMjRyL0qrCjDb2OThMxNjm
1zxiW0twUdZ6v5m0aGC9spDqUMzRQ6lFcgRxRcFUSXKemOVerMu9a9QFpnU6fKMkRIf2PEa7F4Uz
Eiu7zH4/Fsv/AMVwjSbWfUHji+vy/V4qepHvIxEYcTCNonEYrIrbqajrtlspAc2nDpp5L4RdC0H5
j0VtTuLS9tZhDqGnyK9SFrPEDy9CSQpIVUy8Ty4sV+0o50ynJjNghlCYqvJhOr+XtPZIdT8zfU5f
Mk4lFhaxzA2MkciqBLbI3KY+nExT4/i5ljuvplYyju2ws8kBpllqL3T3d9Osicj9WgQfu1UgbioV
q/D1Pv2pTU6vU7GA+LvuztCbGSW3cPx9icd81ju+rsUuxV3fFHV2KXYq7vijq7FLsVd3xR1YlwT9
IdP3v6RrTvx9Wv3Zn/5P4fodHR8f/O/Sn+kWskFqZJa+tcu0rg9R8RX/AI1rmNmNl2OjjQN87RuU
uY3ivV2KtYq3ivV2KtYq7vhR1bqaEAkV2PEkVHhtk8WWWM3E0WvNhhkHDIWEaPMGp2sEkltGkt4d
kLM0asK9Hpy5UAAFem/TodxDtWJHqHq+x0GTsbID6Jen7fdf9l9RsCkizea5dRm1KTUHtLmTiEgg
maW3VVAFFjljopPEEnxrkZdpx/pfYzHZM6Eaht13v9CNie6MIW6m+sz/ALdyyhXbeu/H4fDoP15i
Z9fLIKqnN0vZcMUuK+L7nZgO0bxQ7FLWKt4odilrFW8UOxS1ireKFn1LS6fpP0z9ar6FK/Dz5ceV
KdeO+ZHCeGvK3A4hx8Vb8Vfao2F093bpcMRydQCor8IBNBv7ZDJDhNN+ny8YsIjfK9nI3dvjsjdL
vMWpTaXod7fxKrS28ZeNXBKlugqAVNPpy7T4xOYierj6vNLFiMxWzH7PzpqMnli6vJ7eNdZguPqa
2oVghmkZRHszcuNH3+Lscy5aKIyCIJ4at18O0pHCZEDjBqvx8Uf5a80m+8sR6zqhjt6uySGMNw2k
4LQEu1SaD55Tn0vDk4I7uRptdxYvEnQ380z0vX9J1X1BY3AleGnqxlXjda9KpIFbf5ZTlwSh9Qcj
DqoZL4DdfjqgZ/PPlSAzepqMY9A8XKq7CtaUUqp5kd+NaZaNFlPT7mo9pYRfqH2q02qyJ5pt9MFx
CEktWma2KSGYkMQGVwPT4/Cdia5GOMHEZUefNM80hnELFGPLe+qo3mXRF1EacLpXvC3pmKNXfixN
OLsoKoa/zEYBpp8PFWzI63GJ8Fji5dVt95q0Gxuza3d2sMykK/JX4KWAYB3C8F2IO5ww0s5CwNvg
jJrsUJcMjR+KX6nrOow+d9G02GYCxvIZnniCqeRRHZTyI5DdR0OWQxROGUiPUD+pqyaiY1MIA+mU
f1ozzfrV5o2hS31nGktyrxpHG4ZlJdwvRSp7+OV6XCMk6LbrtTLDj4gBdpPceddQXyrBfRQRHWZZ
2tGtiGMayxs3qVAYNQIhP2syRogcpjZ4atwpdpyGETocd1SbaX5lik8t2er6kywG4QFxGrsORrsq
jm37PTfKMmmPiGEd6crFrR4IyToX7/Nd/i7Qm026v4Lj1Y7MAzxhJBIpY0UNGV5jke/H36YPyk+I
RIq2X5/HwGUTfD71nlnzZZ65pjXvH6s0QLXMb8uMa8mCn1WVFb4UqadO+OfTHHKud8l0utjlgZcq
5+XxWXnmrTrnStVk0m6El1aWk0ySKjFAUQkMrMvpvRqdK4RpZRlHiGxIDGWuhOMvDPqjEnl3Ifyl
5w0/ULKwtbq/jl1maLlJHQAlqnb4QEDUH2euT1OkMSSB6GvRa+M4xjKXrP49yaan5m0TTJhBe3Sx
TFeZjCu7KvTkwQNxX3O2U49NOYuI2cnNrMeM1I0fiqXmvaRZ2kV5cXSLb3FPQdav6lRUcFQMzbeA
wQ085EgDcJyavHCIkSKPJEWF/bX9ql1av6kEleLFWU/CSp+FgGFCKbjIZMZgaPNtxZRkjxR5K++Q
2Z7u3x2XdBcbb6two/q/W/V4fFT+84V8Ou/yzJ4hX+b+h13BK/8APv7VawltJbSN7eP0u0qAk0Yf
P2yGcG927QmJhYRGUOa7vijqkXnfT7/UfLF7ZafGZbqb0wiBlSoEqs27FR9kHvmTpJxjkBlycPX4
pTxGMRZNfelf+ELw+bYb4lTpVIbqaMkEm7gjaJCF7U5cq5ky1cTiI/i3HwLgw7PkMwP8GxPvA/Wh
bbQfNdt5SurGyj+qXv12SRY1kRWktmINI5FJEZPTfwycs+KWUSO8a+1hDSZ44DCO0uLvHJdoXljV
YfMt9eS2r2VleWDQIzXH1mRZWKfbZmZuVFJ2+HwODNqYmEQDxESvlTLTaLIMkiY8MZQrnfd/axfV
VvofKNt5b9O1mlS84288FxHK0xZ2PwRr8QKs/Fi1KZmYwDkM9+XUOuyykMIxVH6uYIN/Bnlzo+ov
5/tNVWKthFYmB5uS7SF5Dx415ftDtmrhliMBj/ET+p3mTBM6qM69Ij+tDeVtM17QJZtOeyW7s57h
phqayor8XoKyo1GZgPDLNTkx5QJcVEDlTTosWbATHh4ok/VYSrzP5a816lJq8bwteJMyNpsoufSh
jjV+Rj9CoDOQKVbbvXLsGoxREd679ufxcbVaTPOUrHFf0ni5D3Js+haqfNPl2+9GttY2jxXcnNPg
cxMoFK8j8R7DKZZ4eHMXuZbfMOVDTZBmxyraMKPLnRR3nLTb/UdNtrazjMjG7geajKvGNG5Mx5Fa
0p0G+VaPLGEiZdzd2lgnkxgR/nD9KWW/k+8j8z3944RtLPr3FjEDv9Zuo0SQsp/1TTMj83Hw4j+L
a/cHE/k+fiyP8HqMffIIS30HzbbeTNK0+3jaK4tp2a/tI5lilkhMzPxSZWotQf5v6YfGxHLKR68j
X6GP5bUDDGAHI7iwLF96toPljVLfWdZmlt/qtpqFqIrflObghuIUh2Ylye/h2GObUwMY0eIiV8qX
T6LIJzuPCJQIG9t6T5c1x/JF15avIRZTRhktrpZVdZeUpl6LVlWvwmvbIZM8BmGQG+/5U2YtNlOn
OKQ4T0N897Rlvb+YJfLF5o1xpa20qWEltbyRzRtHK/pFFCrUFOX+VkJyx+IJiV+q+RbMUcvhHHKF
eggbjcpYPK2srp3lKNLULPplysl9R4wUT1AzmvL4qjrxrlx1MCcm/wBQ2+Tjx0WQDFtvGXq5d6pq
3lfV08w39/BHcXdpqIj5pa3f1SRCicCHDUWRfDfbHFqYcABoGPeLXPosviylG5Rl3S4fnatqXllk
0TS7S10y4klsw7RPBeJHcWzueRCyuFVwSafQNsjDUDjkTIUf6Jos8ujl4cIiBuN/xAGPx6p95Zg1
uDSIo9amWe/Bbm60Pw1+EEgCpAzF1MoGfo5Ofoo5Y46yH1JrmO5bu+KOqF/Qmmer9d+t78+XpVFf
WrXjWvj2pmXxHhqujq/DHi3xfxfbaG0GZLi1a4QBfVILoOgcCjU9qiuV5+bfofpJ70yyhzm8V6ux
VrFW8V6uxVCxaZpsM7XENpDHcN9qZI0Vz82ArlhyzIok172mODHE2IxB9yJ75Bt6pLonm/SdY1C8
0+2Ekd1ZMVdJQo5hWKsycWaoBH4jMjNpZ44gnkXD0+vx5ZGIsEd7Vp5qgvtDj1exsrm4jkk9JbdE
Uy/b4FiAxFB88J0pjPhkQNrRHXCWPjhGR3qk8zFc1K/MutfoTRLnU/R+sfV+H7nlwrzkVPtUalOV
emXYMXiTEeVtGqz+FjM6uv1o60n+sWsNxx4+tGr8a1pyANK7eOQnHhkR3NmKfHES7wFGLVtPm1Kf
TY5Q17bIrzxAN8KvQrU04716VwnFIREuhYjPA5DAfUB+PvRmVtzWKt4odilrFW8UOxS1ireKGMVu
/wBNctvT+s047dPUpXNhv4fwdFt4/wDn/pTDytE0ekLX9p2YfLp/DMfUfU5+gvg+Kbb5Rs527t8d
kbu3x2Tu7fHZd3b47I3dvjsnd2+Oy7u3rije3l+maddCx1DXdPWuoaTq91JwHWWAqnqxfduM3eTI
OMY5fTKI+bzOHFIYzlh9UJn5bIS54f8AKpYvTr6f1w8OXWnqNStMmP8AGD/Vaz/iY/r/AKGQeZGt
j50hj8wGQaEbYfUx+89E3PL9rh+11p9GYunvwf3f13u5usMfzH77+7rbnX2MeLq3lPziUaRohewr
EZi5k4LOoQN6nx1CgD4t8yZf3mO+dH7nDhXg5q5XH/dJu+nw6Rr/AJSnsnlWbUEKXjvLJJ6ihI6A
hiR+2dhtlXiGccglyjy+1yPCGKeGUecqv7P1qlrp+k2P5m3YvLcRfWwkulMVYq03FTIykbV5cq1y
JnOWnFH3+5nHFjhqyJCuXDz57fteg75qdnf7u3x2Ru7fHZd3b47J3dvjsjd2+Oy7u3x2Tu7fHZG7
t8dl3Yp+jR+nPV9X959a9Tjt051pStfpzYf5P4Oi/wAv/n/pZBp0fpLLEBxjikMaJWpAXx+nfMXP
Vh2WhvhN9CjMoc13fFHV2KXYq7vijq7FLsVa74eiK3diATyUyA5omPTdRkXlHazOvisbEfgMl4cu
4tfjw/nD5pdqvlPU72eM89SspApULa8k5rXeqlGBpUb0qMyMXHEfSD7w4efw5yvxDH+qXab5XTQb
ZoYbWaFZXMksswcu7t1ZmfqchmlkyG5D7G3TQw4hUSN/NE5juY7vijq7FLsVd3xR1dil2Ku74o6u
xS7FXd8UdWFVX/En7fH639qopy9Twp0zYbeH8HRf5f8Az/0sp0+5E5nBUCRJCJWApyYipP8ADMPL
Gi7XTTBFDoi8rclvFersVaxVUhjEk0cZdYw7Beb7KORpU0rtlmOHEaas2XgjxVyZDYeVLSe8uLaS
7f1LRwkqBApPJFfkjcm2+Om4r7dK5Q0Y6l1su0j0CcQeTdFjrzWSavTm9Kf8BwywaaDTLX5D1pCr
aSWE0yWEUhNtMHEUKq7MkqjjyLyR1UEONyete2XcIA2aRPjJ4j82TDphaXYqll4bi5kvIrRV+sQR
rHFIzFF5SHk6llDMNlWtN/AjrieTKBHFvyRen231WzigoF4D7KmqqSa8V2X4VrQbdMVlKzarPHA8
TCdVeICrBwCtB41xpANMUvlMs0VvY6T6Z1FZBbagtvHJBCEQ+mZa19MuxrXg21BTqVfDj3Bl48+8
/NNrjynokwakJiZjXnGxFPkDVfwymWCB6N8dblHVLbnyLGSTbXRUU+FJFDb+7KV/4jlR0g6FyY9p
HqEsn8n61ERwRJwepjcCnz58MqlpZDk5Ee0MZ52EkzHIrZzQb3DWBLeKHYpaxVvFDFOH+5L0uP77
9Iepx78PU5V+VN8z7/d/B0lHx/8AO/Sn2l2T2tqPU2nmLSyA9qsVH4LXMbKQS7DSQMQfejN8q2cv
d2+OyN3b47J3dvjsu7iKih3B6jCDW4YkXsWbeVlgvlTUZjIdRto/qbt60nB4lJZGaEN6Zb4z8RWv
vm1hkE4289nwnHOki/MzzBN+88v24ekto81wkezzBj6aQJTf4idx+1sNxyBugOrjyPRK/wAldW1q
e61Oz1mGS3uI4YFggkLDgkLyK6+mxLR09Rdj1w5AGOMl6plTakUVz5rgvXfUVshpUSu7zReoJCoB
4gBmPxVpXamRF23y8Lg24uJMtKhkjtOcopPOxmlHgz7gf7FaL9GTLjhfqNxc29lLPbW/1qaNeSQB
uJenYGh/VgLOABIBNBBQT3V/BDaXtuI5yivqEatVU3qEqK15kdP5a7+KFyACRANhNcWKSaX528q6
rq02k6bqMd3fW6epKkXJk47fZlA9NvtdFY/gckYkbsRIHZO8iyY55v1p7aL6hDUSzpykk8IySKD3
NMoz5eEUObm6PTcZ4jyDCd812zu93b47I3dvjsu7t8dk7u3x2Ru7fHZd3U0/0fr/AKKfW+X1Xnv1
5Ur168cyOHavK3X8fqvrxcP2oXTblrm2SaQ/vWUcwBQDc0A3PbK8sOE05GlzcYtP7JdYtdUt3hsb
m4t5ERrYxs621GgqzzBVKufVPRmB6U2y3HEjkGGcwljPqAI58uK+LYDrXDvt52rN5r80j6sG0mKC
S5lhtY454XjYyyRIXZQ0i1RZOY27Ur72yyS6AIOjwWamSIxMuYOwkQBy5kcKYR6z5mfy5LqA0lf0
hFc8BZmCVS0FQOSIzByRy67dDth4pcN1v7mg4MXjCHH6COdg0a61t9/vSq5vPN97B6kuny2kjRLx
W3SZKFb23VgRyIqU9Q9K8PauR9RBJHRyYY8EDICQkPOusJn7Dwj+t8GzN5qs9N8uTw2txc3a29wL
6CWOV+TlowgmpSjdeLP03wniAFBPDgnPKCQI8Y4SCOXq5d45bDnsm9tq/miWw8yrNYfUnht547Aw
LKszNwkEbI9OLsCAQ0Z2r45kYpyqQr3OFLBgjkwyEuKzHjuq5i/cOd8X3IHUdQ853Fro7PoMrXqS
yW15dLBMXMcTCOOQGpdeQdmLH7QrQ9cRmyiIHD9hY/ktLKUz4lDhBjvHmRZHn/N23volt5L55g05
lg0qW3vZYQrXdrbzrJSaGGVUXjRkdW+BiNuS0O+DJlykVXyBcjT6PRxzA8YlEHkZR6SkLPQigDXc
e5lmr+Y/PYTWIYNIAjiuRbWU0cNy0noOsg9YBaBz8C/EjfDy3GSyZcm4Eetcj57uJi0ul9BM9zGy
LiBe23l1+ob1tzVpNX802ln5QsV02S7S+itU1q4mjkeSMkRLJzINUcVZn9QfqOW8chwgD3olp9Pk
nnkZCPCZcABFH6iPeNgBw94Y3q6+fDrXmb6quqC2Ec/1Ex+t6Zq0XpiEGgFPjoYqse+wzGmMlmr6
9/e52nOm8PDxcF8UeL6e+V31/m/Vtyrqm+q+cfzBt7vUYbXQleK3mMdtM9tclXT1pFVxwY+pWMJ9
jufoyyebIDQjtfcXGw6HSEQMsh9Q3HFHnwx23+n1cX1d3xVNZh83Sarpl7ZQzBYNNN9e2yPcRQPd
KysYuKhfUc14rHJSq+FMM+MkEfzb6/j4NWm8AY5xJFnIIgkRJ4d9+vCO8xumoPOHn+Sws5H0D07m
T1xPW2uCpeOnpIEqGiD1+29Rg8bJX0/YU5NFphOQGT0jhr1R5Hme6XD3Rbu4NWuvLOn6rNpRs9Ul
ux+lW0yGSO9FtWQOYw6idWJ41APT2wzlOWMGiN9650xhjwQ1E4xII4fRx8NcW3Mj09/ldWtk80+c
bSS7tLPRpWsba2tjptzfQzvNK7yQJJ6zhqO3CV2IFCOJr0OPizANDYDa78m2Gj08oiU5+smXEImN
cpkV3bxA7jxCkBp2pea7rWdXvNSsHRoLNltbdY5BBJLE7leHI8XZxTdT0oO2UGUiSSOjbkxYY44R
hIby3Ni9xHnW4AN8+4nqoW3mLznJDbySaIiGhN0ht5wT+/SL93U7fBJz+LsCciJS7vsbZ6bADICf
9X1D+aZb9+44du9TtrvzfPZ+YLz6pJb3whtv0fbmB+CurSCQRJLyV240qR122wRMiCa3Zyhp4nFG
7jxHiNjl6aJrcDnseW+62HVPOVob549MN2txJJJbiaGcGMrHBsFJNIzzbig3qGxuQF1fwR4WCYhc
uGqBojvn9uw35UQr6xceYLjRtLuZbOdGkWc31vp6zQyeoNoB9hp0Q7k/DhnxEDZjhjijkmIyHMcP
Fwnb+LrwE929HdD3Gp+a7mGaxXSp7WFILKSCcJKZ+fq2/qo0o2f4XflsDQGo64PURVNscOCPq4xI
+sdK+mfCQOnIfMUlt1dX91MZ76zFjO1f3QieEFQSAwWQ8jXxoK+GYuW73FN+OEY7RlxD3g/dt99d
6V87P0vS9P8A0j616v7NP7zj860+LLOIV8HB4Dxf59/ar2F1Dc2qOkaxOvwyqooOQ7/dkc4ILboZ
Aw2Fbpvb+d9ZtBDCLdGhsZJRJAjcWlt47MzAszq3EjiWBXr0+d2PKaAbDoMeSR3NyHPukcnD3/jn
5J3ZebV1a91CJdOEEum28s1rdyPG8gNANoyOSBq7HoRlgyiV7bi3By6Pw8cZcV8fMUa+fI117kr8
ueetZCWkOoxG9nvbiONWPpwPGksUbqxACo/MyVQDenXIxzEGi5ms7Ox8UjA8IjEnqbqUh7xy9R5X
5FePOurXum+ZL63P1X6lb272UXwSNGztIHLVQfEeAqprTCMpIJY/yfjhPFE78UyD0senlvy32O1o
qTzve6RPb6ZqNjPc3ptpLiWQmMSclEjqnCJfTYcY/tIdvDJeKRsQ1R7PGWJnGUYjiA61/CLs785d
UdoPnOXVtet9JWxSMXERkF0twjpshf4F4qzrtxJHQ5LHk4pcLRqNEMeE5OI7GuHhN92/MA+R6IW3
/Mm60jRTqF9K2p3RlSC40kItuLH+8JBkEbF2Kx7Bm3yUNURGybPdypn/ACQMuXw4jgjVie8uPkO/
vPTl1VPNv5karb6dfpbWQtpEubq0tL4yKw5WUgVm4NGRybYqvz32yWbVEbAdatjouyISyxEpcQqB
Ir+fv38h1Pu23ZifOnlj1TC98qyhijJxkBDAsCKhadY2y46rGDRLqRospF8O39n6w03nDyo9vHI1
6jwysUQskhBYCM03X/i5Pvx/NY6u/vT+RzXXDy/b+opF5o8yNdQae3lrVPQL3drb3JihRvgvJOEZ
/fI1KcWpT6crlnEq4D1+9zNHpRGUhlhfpmRZPOAv+EhKrf8AMa7srbW4dStZL+40udzaurCENF9a
a2RW9OOkfDifiI3yI1RiSDvRcmfZEJyxmJ4YziL60eCMj13u+SrZfmJrdzp9/rrwxRWGlMjtp/ML
JNFdRp9X5yOjceJcsWU70px8QNTIji2qPT38vx1Rk7KxxyRxWTKd71YBjKQNAc+XI99+4x1/8zH0
eLTp20xp7fUbZbhHWQrxIoZFIMZJ4qwNSBXwyeXV8ABrmO9x9J2ScxmBIAwlXv5117wltl+ZurQN
rqX+ntPLZ8riCISLHwQG3ja3J9Mf3bXHL1G7V8MhHVkXY5frqnKl2RjmMZhKhLYmvOdS59RGuH3d
6K0/zjJc6xp+gpp7xrdwxXBla49WjzW73FN+fw0jalHyRzmZEa/FOP8AycIYpZOK+Ekcu4xH++G1
MftvP2si9ikurVDAiyxXdtE3Hgwu44Ek+NS1QJQONd68vYYwzF2Muz8ZhLhJv0kE/wBSUiOflz6V
XmjG89X155c1u+tbP6nc6coEXqSJKfjJFWQCqsoFeLDD41xJDD+ToQzY4GXEJ86BHyPUeYU4/wAw
7uKePS5NPFxqcb/VpqzhKyrMkAY0jAHqF+WIzG6rdf5LBHHxVCr5f0ZSP8XSuHmoeZvOuqCw0K+0
x2tF1KOaRouMctWQxhFPMVI+JvsfEcGTKeEENuk7PhxZIz34JAdeXqvly5D6vSOqMl/Mdo0vnbTD
GtncrbVlnRN257yDiWj/ALs0qDXxwnP5NA7LvhqV8UeLaJ8th/O571yooV/zJuIJpHNiZonhjuhG
ZlX0ozbQTOqkRVb+/wC5+7sDmILceyBsOKjfDy5ninEddvp/HUDrGurrGozSrD6K2zNbD4g/L02J
5VA478ugJ+eYuefEW3T6fwoDrxAH5/j8CiSn9H+XfU+s+p/pPP8Auv8Ai+ta0pX7X0ZdcuCq6ODw
4/Fu9+L7bQvl+4+s2ZuKAPIf3oH84FCfp65Vn505Gi3iT3vVtA1CybSLZfXQNGgR1LAEEbbg5mYZ
x4Ru67U4pDIdkw+uWn+/4/8Ag1/rlnGO9o8OXc765af7/j/4Nf648Y718OXc765af7/j/wCDX+uP
GO9fDl3ON5Z9DPH/AMEv9cImO9Bxy7kq0j8xLW45Xd4YbLT4YhIJjKJ7mRGmWGMvbxqZEDM433yU
NUDudg3ZeyZx9MblO6O1RBAsjiJ3IHu8k1/5WV5I9Geb9KL6ds6RzH05qq0leO3CpG3UbDvlv5nH
3/e0jsnUkxHBvMEjlvXxQN9+ZuijSbvVbAeu1jP9VNtO31cycpVj9RWIf4N61p8wMB1A4SR0Z4+y
shyxxy/ijxber+Eyqtt/JdZ/mfotxaWjEenfXEkaSWf71+CSzeirrIsRV6/aUbV9shHVxIHeeicn
ZOSMpDnEXvt0jxEUT069ytJ+Z3lMNCsVyzm4f0og0ckRZwwVgBIqn4a96Cu1a5b+Zh3tJ7L1Av03
wgE0Qdj7j+Bu6+8+aZb2VhqFmPrkerXS2tszepCgRSwaRmMbUAoe2/yBORnqAACN7Ti7NmZTjL0n
HGzyPw5+f4OyKT8wfKEkUUkWoCQTSmCJVjl5GQKGpQrsCGqGNB75L8xDv+9rl2dnjdx+kWdxyuu/
v2rneyV3P5p+XRdJbn1Irb6zJa3d24IEfpxeoHTgJOaufhrUU+0dqVhLVRBpycXZGWcLFEmAkAOv
q4a8j/Zz5D7rz1oAsdWuNJdNRu9HjLXNqhaM8UPxcXKkELQ7rUZKWojRI3Iaodm5eLGJjgjl5FJd
P/N+wu7l0azEFskqxtO8rMeMkyxo3BImNWRudK+1e+UDXAmq273Ly9iTgAbskXVd0bl16Hb8Unf/
ACsnyV9XS4/SQELv6asYpvtcQ+44VA4mtTtl/wCax9/3uJ/JWo4uHh3q+Y767+/audrLv8x/KKmW
CHUVe4jmFs6okjUkIY7UX4vsHcbYJaqAHNMeys9CRjUTHi6ctv1hR0/XdI1CAz2lyjwhinI1Tdet
A4Wo9xtmOMsTvbbk02TGeGQ3RX1y0/3/AB/8Gv8AXDxjva/Dl3NfXLT/AH/H/wAGv9ceMd6+HLuQ
uowaPqVv9XvJEkh5BuKymPce6MpyMuGQotmM5IG4jf3X96vBNp8EMcEMsSRRKEjQMKBVFAOvYYRK
IHNhKMybINlhfnC6t7jVVMEgkEcSozLuOQZjSv05g6mQMtnb6CEow323edVl/TdfWX/emnp13p6n
SnjTMjfw/g6//L/5/wClNPLEJi0hAf23Zx8q8f8AjXMbUfU7DQD0fFNsoc53fFHV2KXYq7vijq3p
dvpdtfepcwGS1m4pcpyfZBIsoKhTtxkjVqL1pTMjTyF0erTq55OC4nl5DfYj47E/oZ4/lDyxdW8q
G0D293ILh1WSQIXo1GQK1FqJG+zQGuZpxRdRDXZYkEHcCuQ5beW9UKvlSFv/ACL5d+rTPb2YFyKy
xEySkCQENUAtQVK74RjjVUj89m/ndK6cuX3FMDo2i6iPrzwFnuvq8zOHkU8rerQn4WFCnM9PpwmA
YQ1M4igdvV/shR+YQNx5O0CG3ghtYTFMJCLeQzTF150MtGZySOCFuJ2rvSuAYo9zPJrcs7sj1c9o
9Phz8+fRMIfLWhw2dtZx2oFtaym4hjLOaSkMCzEkl6hz9quPhiqYy1WSUiSd5Cjy5bbeXIclCHy5
5a0lI7iG1WEWztLGwZ2PORPSIoSS1VPEL27YxxgHZOTV5JXxHmKPzv79/M81L/BWhXIkm1C1Et1c
s0lwVeRF5OhQgBWXojca/TiccSU49blhXCeXkO/i+9H22gaRbJeJBB6cd/X61GGfi3LlXipaiV5n
7NMfDG/m1y1E5VZ+nl+OvxSjTfy90G0SZZY/XEsqyIA0iBUjNYk2cluHiTg8KLk5e0s0q37+7+L6
vmrX/lTyjDaNJd2oWCNVUkyS9FhFso2ev92Av49d8ZY48yiGuzmVg+r3D+dxf7rf9jB7uGymvpbm
KAQq8pmSJWbirGoqBWgryNabVOa7JME7O4w8UY8Mje1fj3UFOC3igQpEvEEljUkkk96mpytslInm
q4od3wo6uwJdiru+FHVin1G0/TnP1P331r1Kch19StP898z9vD+H6HRb+P8A5/6WQWEfpmePZRHK
Ywg6KF2pmNnqxTsdEDwm+9FZQ5tt4r1dirWK23ivV2Ksz8s+YrQ6eLa8mjgltgEQuQgeMD4eNepA
FCB8++bXFkEo383QanAYzIrY8kRP500NI2aJpbhlNDGkbKT8jL6an78JywHMj8e5hHTZJcon7vvS
Q+cbm2RYNOt0MFWbnckh1DsW48EJG1afayuWqh5t8ez8h7ggpPNOvTOjztbCSIloJIYpEZSylTs8
sqNse65WdZtsPtb49mi95fZ/aqWfm3XrdXEk63bN9lp40HH5eiIfxyI1Z6hkezY9CVVvN19KIXuI
Y3ngYvGI6xxMaEDmreqdq1FGG+TGrHUNUuzT0ki7Xz7cLEn1yxDyV/em3ft/krJT8WyY1MD5NUtB
kHcUytvO2iyxc5vWtWLcRFLGXb5/uTKtPmcsGWB5Efj3tMtNkHOJ+/7kfJrFpLDJ9Qmju504gxQs
sjqXYKCVBFKVruR8xk6agN6LFfMmqyyxQ6a0vrvbUNzcUA5TAEEAKAKLU5hanJ/C7XQ4d+Pl3JDm
G7F2KWsVbxQ7FLWKt4oYVQf4j5emfT+t051P2vV/r2zYf5P4fodH/l/8/wDSyjTbp5/XVjVoZOBf
uxpv/TMTLGi7PTT4ht0Rm+VuTRQ+oahaafaPd3chjt4yoZgrOauwRQFQMxqzAbDJwgZmgN2rLkGO
PFI0Asj1fTnijk9cR+qrPHHKDFIVWvI+m4V9qeGS8GV1TAanHV8X6D8uaHvfMmkWlpBdPOrrciJr
aJCvqSJM6orqjFSQOYJ9slDTzlKq5fJjl1cIR4iedEDqb8kV+ktOpM31uHjbHjcH1FpGx7Pv8J+e
V+HLuO7Z40N/UNue42VBd2zRSSpKrxwlllZCG4tHs6njXdabjBwGwK5svEFE3sOfwUrfVNOuBb+l
cxlrqIT28ZIWR4mHIMEajUofDCcchdjkiOaBqpCzuO/5OGqaYUmkF5AY7cVncSJSMf5Zr8PTvhOK
QrY7sRngbPENue4XNqWnqAWu4VDSGBSZFFZVNDGN/tA7ceuAY5HoWRzQH8Q7uY59zm1HT19bldQr
9Xp69XUenU0HPf4a++Phy22O6nNAX6htz3GzpNQso7aa5M6mCAsszoefFkNGU8a/EDtTriMciQK3
KJZoiJkZbDmoSa7psdvaXBlZor5Va1KRSuWVlDA8UUsooR9oDJRwSJIA+nnuxnqoREST9XLYqN55
m0e1lkhecNLBPDb3CLSsbXBARm5FRx33I6ZOGmnIXXS/k15NbjgavewPdf437kyhminiSaGRZYpA
GSRCGVlPQgjYjKCK2IcqMhIWDYQ+parYadEst7MIkclV+FmJoCx2UE0VVJJ6AbnLMWOUj6WrPlhA
DjP2WqfpCx+sLb/WovrDiqQ815sCK7LWp23yPhyq6NMvGhdcQvu2WR6rpckoijvYHlZuAjWRCxah
PEAGtaKcJxTAsxLGOfGTQlG/eEVv45W30UtvfMWi2Ul1HdXSxPZRpNcqVY8UkPFTsN6nagy6GnnI
Agc3FyavHAkGW8ee3471f9L6YBcM11HGlrwFw8h4KnqKHWrNQbqwOA4Zbbc/0MhqIG/Vyq+nPk7S
tTt9TsUvbbl6MjSKvKlT6cjRk/CWFCU236ZHLjMJGJZYMoyxEo8ii98g3UXYoosX9KT9J/V+B9b6
969Kf7r58uX/AAOZvEPD+DpvDl4/+d+lPtNsfqVssbbzSVll3ruxIH/CqMxssrLsdLj4AQUXlTlJ
frukrq2myWDSGJZGiYuASaRSrJQUKnfhStdsuwZeCXFXJx9Vg8WBhdX+u0O/lyD65HPHIQkVnLZx
xvylYeqyt6nqOxYkcafT1ywao1R/nX+xploY3Y5cJj38+qXN5JJhhiS9ARbezgn5QhixsWDIyHn8
HL9ob5bHW106nr3tE+zLFCXSIO383u32VD5UnVtWmkufr76jA8CwS1jUAu7KC4L0p6lPhUeNK4/m
weEVw8JQezyOM3xGQI7uv46I620Se28vppdvchJ+BWW7ZPU5PIeUr8Sy7sWJ6/flMs4OTjI27vuc
mOkMcPhg0ep58+aFPlNhfaZNHeutrpaQpDala19FHjryDKKsr91PTbqcsGr9MhW8r+1qPZ544y4t
oVtXcoR+R41t72Bruq3ts9uzLHxIL3Es4f7RrT1uNPbJHXGwa5G/sprHZgAI4uca5f0rv9C2+8l3
V1pbWI1RojLPPcTyJEQHadudOKupHFunxU8RhhrRGV8PQDn3fBcnZkpRoz/iJO3fXmmEnl8LZa1E
oS5fVXkk4P8AuwA8SxhC45mg41rTv0ykai5RJ2EW+WkqGQCiZk+XP9SJ0rSRY6NHp3qeo4jYTTkb
vJJUyOan9pmJ65DJm4p8Xm2YdNwYvDvpz96BufK3r6ZplgZ0A0+JIvrPpfvv3aqvKF+f7pjw6/Fl
mPVcMpSr6vP7+9qy6DjhGN/SOdb9OW+3Ju78rCe/uLkXIWO4ubS7eExhviteIK8uQ2dUHbY+OMNV
UeGtwCOfeuTQcWQyvYmJqu79aL0/Q47XSP0Y8zvHzkf1ImeBgJJmlADRsGXjyps2/wCGV5M3FPjr
9PRuw6YQx+Hfy262peYvLqazaQ27S+msLFqOpkVg0bRnkOSNUB6g8uvjktPqfDJNc2Gr0fjRAuq+
KXp5Yu5Nfa4mlP1KBbJklYK0s0lqJP2gQU3Ycvh+KuXHVDw6A3PF8LcaOgkctk+mPB7zwj7PNZB5
ESK5hnF2C0Mkcn91Qn07yS6Irz/aEvD6K+2GWuJBFc/PypYdlgSieL6fL+kT3/BkptYzdi65SeoE
9Pj6j+nSta+lXhy/yqVzB4tqdl4Y4uLf5mvkkOq+S7fUdRmvpbgq8oKhVXYIYlQK3xfFxkQSDpv9
+ZmLWmERGuX6/wAB1+o7MGSZmZVf6q+/de3lNuUsi3Y9Zp7a5iZo6oHtoBBR05/GGoT1FPowDWeX
87r3m0ns7+lv6Ty/miu/qjdD0efS7WO1+siaCP1SVEYSryzNLy2JpQPxp9OVZ8wyEmqPv8nI02nl
iAjxXEDu63d/oTTMdy3d8KOrX1yy+q/WKR/W/U+p86DlTn0/4HMjhFfC/sdfxniv+lX2oTS53ntE
klJMxH7wkAb1JFKexyvNDhLdpMxyRs80XlTl2gpda0uLUF0+ScLePTjDRqmtO9KdxlwwSMeKtmk6
iIlw9fcfLrVdR8w1c65pVtM8E9wElj4814sactx0Bxhp5yFgMZ6mETRP2Huvu6Dco7KXItD22pWN
zbvcwzK0EZIeQ1VRx3NeVMslilE0Ru1QzxkOIHYfDz6t2l/Z3gc20olEZ4vSux+n5YJ45R5soZBL
YfdTnvrVLxLNpKXMil0joalRXetKdsRjJjxdEHLES4ev9v6ir98j0Z9W8CUN+ktO5BPrUPJvsr6i
1O9OlfEZZ4M+4/Jp/M4/50fmF8d5aSMixzxuZAWjCspLAdSKHfAccgNwUxzQJ2I381p1CzF6LL1B
9ZK8hHQ9OvWlPxw+FLh4uifGjxcPX8HnyV8rbFBL61e8ks1kBuYlDSR0OwNKb0p3yZxkREujWMoM
jHr+P1hq81KysvT+tSiL1TxjqCakfIHDDFKXJZ5RHn9xPL3Nx39pJdNaJIGuEUOyAH7JpQ1pTuMT
ikI8RGyI5omXCOf9nw6j5rbzUrKyMYuZRGZaiOoJrx69AcOPDKfIIy54w+r9P46qcut6XDYLqElw
Fs22ExDU2rXalf2TiMEzLhrdZaiAjxHlv0PTntV7UUTbXUF1Ak8Dc4n3RqEVoadDvkJwMTRbITEh
YWPfWqXkdm0gFzKpaOOh3ArXelO2EYyY8XQMTlAlw9T+39RW3up2Fl6f1qZYvUNErXf7ug9zhhil
LkFnmjHn+PPbp5qdhrel380kNpcCWSL+8UBhTp4geIyWTBOAshjj1EZmhfyI7v1j5o7KW1Lfr9nx
+q1i9f61yrzWtfU40p1rx3+eZVmuXT9DraHFVj67+1E2F611bKXAWaImOWgpUjepyGeNFu0UzKPn
aI3ylzKLDfMPl3WrzXzdWsS+iVAExZVYEBOm9afCa/RmxwZ4RgAT+N3BzRkSRwcQJ7wP9T25/wBE
9O6uqWyeT/MLW92ghHKcD0qSqCPgC0rX4aEdvnlw1WPv+/vceWCdECH8/wDm/wAUBHv23FkdOlq7
eWfMjMhEZjZSV5iVRRK8qbNsDU7d++D8zjrn97M4Bcv3Z34a3jyH1dduLfknOl6FfL5cudOlQW0z
uTEAwpQBSN15UFVpmNkzx8QSG4r9bkDHIg7VvHY0L4RHusAGkh/wj5jieZo0YrKAAnrA7jkpNCQB
yDdv9vK/NQ23+/8AU4v5WhKoE8Ua3r6vVv8AVt05ee26rZeV/McUvMxJFIyuplV12U8uK9SSSDQ+
5yJ1OPvv5tksUjsIV67/AIR6fVtseZBEa5db3KxfK/mRZarGVDAB6SqKrxpwNG6e2E6mBHP7/wBS
PBAO2M/Vf8P08NV9Q/i3r6fuT3T7XXZ9Cu7OciOQAxW/NCpK1JavImoKniDmPlnjGQFcEchgRXpv
kdtrsj5bd3wY/J5M1+YFZI4+JZXSsm6lSp6qetQSo6eJ8MkavGK35fjuasmmySEwARxkHn3f53yj
vW3q2RukeU9YttThuZSqxmRZno1eAUKOBoep49tsqyamBiQPc5AxTMjtXEQenTh578/Sa5/Wblzv
eYfL+v3moz3FrAPjdOL80FUUhW6nugIxw58cYgX08/xzRkhOWxgSOMS/h3qhVX/N/VXVKho2v/pD
6nKriTmGtkLVVIwq9CCQByBzI8WPDxA7OOIR3iYer00Nv6N1v6RtPltvvWwRUflXzJFLJIsX2+JX
jKtRQLQbkAcSuVnU4yOf3+fk3Y8NS3h6bJ/h6iA5cW30nl9NirTvzBpOrX2n6ascPqzwp/pCl1BD
FVr8RO+4OY2HLCMpb0L2+1vqYEdiTwju2NxPeL5H489kq03S/NWjn6ylssjCERS1b1XJJUVVVNWp
TfMieTFk2J6+7vcURyY4x4Y8PCKOwPPgF7GzyJ+Q5JtrulaxqVvpzqg+sIrG4oQvFnCmlCfamU4c
mOBlvQv9bdOOQxBMeImPLl1id9x3dOrHZ/JvmWTTpbf0xydXAUyqRRy/Edf2eX9MyRqsd8+7v8mr
JhkeIiG54+sf4uKuvmPdW12VSTyr5nPoKsR9NH5SoJUAZQH4rTlvQtXIjU4/533/AKmU8RNnw9+K
R34eolXXoTH3b7q1jo3meyv7WdoiZubqJGPrKqvyVQ1GqAqt8h0GMsuOQIvb5MZRnEVGJieKxsD/
ADgLIPdIDuFbJz5o0C/1C7t57U1CqI3HIIRQk1Neo37ZjabPGMSC5GfFIyBAv6T/AKW9j5G/P3KH
lDQdU02/upLuFI43XjG6spLfZ3ahO/wn6KZLVZoSjsb3/WuCMxQMeGh5b+mA7z/NPdtXVleYDl0V
Dl5f5+pxP1zlw4b/AN7X7dK065mevg8qdV+78X+lxfbaC8u3DXNj67f3jHjIfFlFK/SKZTn505Oh
3iSmuUOc7vijq7FLsVd3xR1aJAFTsPHDzUkBb6sX86/eMPAe5j4ke8O9WKv21+8Y8JrkjxI3zDfN
eIbfgSQHoeNQASOXSoDDbJeFKrrZj48OLhsXzVGjkSCOdhxgmZ44pCRRmjClgBWuwkXE4ZCIl0KI
6iBmYXuK+1oxusAuCKW7O0QkqKc4wrMtK12Ei9u+HwpcIlWyjUQ8QwvcC1oYEkDcgFiBuQqgsTt2
AFT7YI45S5BlPPCH1GmvUjpXkKdK1GR4T3MvEjzsL5Y3hZFlHAyIkqAkGqSoJEYUJ6qwOTyYpR5h
qw6iE7IPWvks5px5chx8a7ZXwlu4xV271I/5h4dR1w8J7keJHvbBU7g1HtgISCDybwMnYq7vhR1d
gS7FXd8KOrE+Sfp2v1gep9Z48N+nqfZr8szq/d/B0X+X/wA/9KYaHKllpEYKs5dmeigE0rx/41yv
LDiPNytLl4IciUWmswvGX9J1IqCjCjA+4ORGmPe2HtGI6FCR+a7EymOSN4WG3x0p94rj+WPej+UY
9xRE/mCyiC1qzMAwVSD9oVHt0wflz3pPaER0KNt55Z0RliK+oOSciNx47VyuWPh2cjHqOMXVBB3u
uRWd2LWeF1lPhQrv03HjlkdPY5tE9cIncFUudbawW3ulikViRJBMoB4uhDKdyNw2+SxYzGd9zDUa
mM8dEfUE9m8/D/Rri30tIrdEatnF8SumzWiyrT4zA6hunxd6ZtPz2/L7XSfyca6/L9q2L8xEDzXL
6VHNbSleFi7fDCrLS4SOo+EzSKr1/ZpTJjVnuajpB37+79qUWH5i2626WkiTq6TyXDytN6b+rPbm
CSRCFYJIp+ON/wBg1+1XIw1NdPtZZNMJHn9n7UzT8x9NtPWin0qG6eWa5nASR4ghuvTJi+EgGIen
R0Jo+3Sm7HV+Sz0Yvn9n7URa+Yb17axt/qro1vCyCRJ/TkQyQww+pbNwcW7fuORPx7u/jlZ7QA24
W+HZcpAy4vml1x59hinNjJp/p3AN/UI/GJTfrICsaKOI4+rWp5MaUDKNstGsvp9rjy0VGifs/am8
Xni1i12K71JTYRGkpuPUlMzRLevdLboyQzck4S+mY24KwVfiUbZLFqoyu9mOfSGNVvaEPnW2t7WV
ZNI+svLBbRLIrksvoQJF8cdGjlpw5oHQqjGvxZD88L5fa2Hs6QHM/L9qBvPN8Elxe6iltOj38RRm
iuP9IT4YwGjmZNifRKv8NCrFQFGDxxxcVfavg+kR4tge79rel/mfaJfQ3KWYjeKJYPQ58Bx+sQzP
Gho3GGkHBI/2eR3bD+a3umP5QVV9e79qF1Lzdb3NxCroXuYoxbySKwYyFJHKuWIXojKg67KPlmFq
bykF2ehyDTgxO9lEp9YclVho4G6MQD0r16ZgmG9O3Ga48VJYPMNsbtrX0nEqmhrSlQaEZaNMT1cY
9oAGiCqXutJZ3Iglt5ObAFTtQ1NNqnIjASObOWtANUVW61SK3J/dSSgGnJFqNu/y+eAYb6hMtZX8
JUbjXIYYvU9J3FK0WlaZP8qe9q/lKPcVO08zWF0yogKOxChHIG5NPlgOnNc0jtAE0AUnrpX6T+sc
/i9f167/AM3LMrh9NeTrfE/ecXTiv7X/2Q==
uuid:0facfca5-1588-4bce-b8b0-f9384993608f
xmp.did:B9FFB769276CE511883EE521B4CF7D7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B8FFB769276CE511883EE521B4CF7D7E
xmp.did:B8FFB769276CE511883EE521B4CF7D7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6DE225A66A6BE51182F7E699CAFE95D2
2015-10-05T10:13:58-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:B9FFB769276CE511883EE521B4CF7D7E
2015-10-06T08:57-04:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
G:\Libraries\pictures\King_and_Queen_card_mixer\open_hand_of_cards.png
EmbedByReference
G:\Libraries\pictures\King_and_Queen_card_mixer\ball_cards.png
Print
False
True
1
612.000000
792.000000
Points
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
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
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
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
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
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
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
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
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>stream
H|WK$
)ODQںj`7l/=Ƹ8"ꏧa<^R)Qd0|ˇO[dovk_O~?~o[Oߏ߽,{|]kf{on>pD?N/uݱ"6%=n>̻gIywnޱ}^Os^羻}`n jߧ鋋%>iMMK
ГX ;|1kv;~^kʟm2|!nF;M^:gpoc1ov
7~ےB~
N;+a-Dz pZ@p{5\cw=r!N7},_vX8R3'U {.t.M!$Vz#MXJ\.è\Yc|bgKD̺b>ѻ{ s^rqܮ`ܽ2X/R ?~SM>~)';E7#S$H
/Ye)S9`iT$S؍ ATY[b+v˶;Vl1) zM`feM|)LP">L7/D/za5BNa:e N嶸2(h!{k3ם&7 ͪ]`ju s"&iNk5IݰC2<>
О1.HIRh/,0,L!yUdr˲g_qf* h.*'I$ؼZedP]$&IAl{kP C!>T(Np`x9ڈtAȚd
&o آ蝖[qYK+Bv!qdu{!nD(v/f8m"^ 7e@^nH^bAScK"'KgY+'h:9MֆT .n?dr*>-Nh7Z :/69J2XsFt?(&`o|*+H:WB{~
v
$d+ \$@EUp霧Ť1y1ymVN.IJHJ-d3)쨖"]yR+`(Q[]tLEzϊ&F-u𒄬\p\D$Y۰1 r0K"9n֪&8BY~G74E~8lNyFBq@P\Sk\h-T!hA e1],@cQ+5^$RᕵR;#b [WB$O6Ki.8[aV宑K?<8HoЀ۠'$xJȢM;YKR'+DEGF^B
0Ba'-D\"`qBiT.uSuƙC<4"`*#bTXK1Ȩ>ˍ] ?d/AJEi;+d^L).8:MI!el:k($.3Z
!N@9% >JYޣw͘YiJ"ȚVɥ}` L9"aTٗiz~~-P~]Ótȷs)o F=ȁLܩM˘sm:AGTa3*D4v,:y߂2nέz