%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
H_DS_HSSD_V5
2020-11-18T10:40:31Z
2020-11-18T10:40:31Z
2020-11-18T10:40:23Z
Adobe Illustrator 25.0 (Macintosh)
256
224
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA4AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AgWiaRc6xqEVhbSRRzzBv
TaeQRISqluPJtqtSijuc0wFvoOTKIR4jyZ/+SNo1p+akFozpK9ubmJniJZGKQyKSpIFRttmTpPqP
udL25LixQPef0PqLg3h+rNg8w1Qj2/z9sVbP+YxVqn+f+YxVun49cVap/n/mMVcxIA9sVVV+yMVS
TzX5w0vyxaR3N/FcTLKxVI7WIzSbUqeINe+QnkjHmabIYpTvhF0xeP8APPyq9nd3Q07WAtp6dYjY
SCST1G4/uVr8fHq1Og3yPj4/5w+bP8tk/my+RSi//wCcmvIGnQifUNP1uzhLBBLcae8SliCQoZ2A
rQE0yUckZciCwnhnEXIEfBNNE/PryRrZA02HUJhVQzC2PFOf2ebBuK1p1OM8kY8zSIY5S+kW9Dt5
0uLeKeOvCVFda7GjCorkgQRYYyiQaKphQ+LvzlP/ACFDzF7XI/5NrgCZJde+WNR8va5YWt+8LTXE
QuAsEqzBAWeMo7L8PNWjIIByvN9BcjR/3sfe+3Qh8P1DLXGdxIPh/n7Yq7/M4q1T/P8AzGKup3r0
6Yq6n+f+YxVxqBtvirVTirRJxVvFXE4q7FXE4q6uKvjb8soL2Xzpo8lojs1vOk8pjk9IrEhBdi4V
6LTqKGvTvmoh9Qe51ch4Er6hmv5Tkn87JSSxP1i+FXZ3b7Ew3aRY3P8AskB8QMyNN9ZdT2v/AHGP
8dHr/mW58wQedZvqWq2tjYvpCBo76Vmj9dp5BWOFZ4GRyqgCSlNqZZlkRPY16erjaWOI6ccUJSl4
n8I6UOZ4TY8mF6bLrpsbqLWri/v9Tezi/QstnqigQyiMhzNwuI/i9UVLOGBHyzFjI0eIknpv+12u
UYuIHGIRhxHi4ocxfT0np0FJvYaz5mg8ra3pV5cTXmtXFfqeo297buqSvaR/u1f11eMrIjNQCm9R
tlkcshEgnfvv9rjZMGE5oTiBHGOcTE8uI7/TvtSTXyedLW4Ux6761m9nbyzR2upPykjMiPPRru7l
aOXgwo0ZCsp2pWhrkZjr07/2uVjOnkN8dS4jzhy2NfTAWL6HcFHyNrEk2oap5Y1G706xsoYzp9le
36Tie85ssqNHLPMPTKAj42+0KrkuI7mJoe9pHhgRhmjGUpE8RjCqj03ERvfd05oyea3sNbs0uNXv
tV039GEzm31f05GvnmB5kC6t6DgSoA+EbZLjESLJIr+d1+bVEGeMkQhCfHteOxw1/UP62ZeQxrP+
ELH9NXH1i+/ecpTIs7cfUYIGkQsrsq0BIOZenvgFup7S8Px5eGKjt0rp3MkX7Iy5wHmv56arZaTo
dhfXQZws7RiOMrzPNakhWZagcR8sxNXgOQCnO0OqGGRJ5F5HD+ZXk2GBjLcyq7LXh9VuW4k0NCVR
l26bGma0aLKOn3O3PaOE/wAX2H9Tw7zNqFtdzah9XhF0bu7aa3dlmDemZXPIKClDQcaN2Y7VoRus
YIiAegefzSBnIjkSfvej/ll5j03QZNRubyJokuo7cJDCCUQQGZnLGV60pKB17Zi6vTyyVXRydHqY
4rvrT7G0gqdJsirBlMERDKQykcBuCCQR8sy4RqIDiZJcUie8ovJMHxt+Z9tdXf5y6xaWgBup9Qii
tw1OPqOsapWoIpU4AmSbfm4t0vn3SxcR8G+ooQ4fmstZ5y0gHpwBOTluShAOVSOuV5/oLkaP+9j7
30N59bUUuPL8ljeRWLLqA9aadwIvTMT1Dx+rAZRWnwhsr1F3Het3K7O4CMglEy9HTnzHWjXvYQ13
ro8wSS6xqT6noJvZyYNOvVgL84kEBji+tep6fNHpGJOoO2YpmeL1G430P7XbiGLwqxx4MnCN5Rvq
bs8NXVb0r+WNQ1zRPMX1/VJprjSbqG7i06wa/t554YhPG8JlEk6hyqhhyDMRXiTksczCVnl03H62
Grx482LhgAJgxMjwSAJo3VR93d3pQ+necYbW0v7TWUtriS+nX/e12mQVJgSRJLprZ4z6kfJVj5hS
Nm71VIAEH7f2uUMunJMZQscA/h286qHEDsas1fcjbW2uNSTR7GO+v9PvowT5k1GXVVaNgkZLvFxu
JKt6ilkKqAKfFtXJD1UASD1N/tapzGPjkYwlH+CIx+fX0jpz39yrdRak2iaXqOsapLcavNqUX6Xt
or+O342MSyIFjWOaJF9VfTkPFqkthP0gyPqvffoxhKHiShjiBAQPCTAn1GudxJ23HwZd5AN617rr
epMujGSFdLtLq7W8ni4qyzlmEk7IruPhVnPQ9MytObJ7um7q+0uHhhy8SjxER4Qe7oOnky4AHuPx
zJdSwT8yYvMEk2nppGoSWlRJzEZuUo1UKSVgRw/GlCj1qD03qMPVGVij97ueyjiAl4kRLl/N89tz
t7x8+hFebL/U5L2y0+1vWsrRh6l7eRRXPrqSPg4BI2Rgd9q7GnLbYnPM2ADQ+LXoscBGUpDil0Fx
r7/x070R5p1ASHThbTzxc5Elm4R3SkQPv6nwRmrrx+w3jvhzzuqJ+1r0eKuKwPnHn3bnl5hCedZd
Rlm0uexvp7a0dZDIkQuYnBbiUlIjhkLcF5fu3FKncHI6iR2IO3xbdBGAExKIMtufCe/bcjn3j5hA
+f7bW5tRsX0rX7nT6osdzCsN00ZUEsJV9CJl5/FQhtunhkdRdipEfP8AQ3dmyxiEuPHGXdvG/due
TN9JjCabaxieS44Rqn1icMsr8RTk4ZVPI03qMzIcg6fMbmTQG/Icvg+Ovy6UN5r0xi6oI3aQ8pIo
g/BGb0+UwaP46cdwa1zVDm9rqD+5P4+5n/5aFG/PS8MZqhu9QKk8QacZqfZCrX5DMnTfWXUdq/4v
j+H3Poe50vSLyUzXljBcTMixtJJEjsURiyqSwJoGYmmZkscTzDooZ5xFRkQPetOj6Lycrp9vzlBE
reknJgxJIJpUgk98HhR7gn8xk/nHbzWroWjpTjp9svFgysIowQwXiGBpXlx2rj4Ue4KdTkP8Uvm5
tB0csrNp1qWUBUJhiqFUAKBt0AUAY+FHuC/mcn86XzK1dA0NJHddNtFeQUkIgiBbr9rbfqcHhQ7g
k6nKduKXzLQ0DQkl9RdMs1lBDcxBEGqtOJrTtxFPkMPhQ7gp1WWq4pfMo2GGK3jEMKLFGCzBEAUB
nJZjQeLMTkgAOTVKRkbJtFKKADCxebfnhokes6HY2U8ssduZy7pEVHNgtFDB1dTSp7ZiavNLGAQ5
2h08cpIk+YfNeg6b5fsL+yi1L63qMbpd6XZehJA0EkTLLJIsqSJH/cA1PGpIAUg1BcGec6PDt32u
p0sMdji9XdX6eSQeUn17zV5y9OEppd5qHO4n1e0gZHhESNSRfRaEIHcBWII5MamrZdny8ETJx8GL
xJiPe9p078tmkjcazrd1qRNDFIFWJ0cKULcnMzcuBoCCCOlT218u0JHkHZDsyI5m30rprM2nWrMS
zGGMsxNSSVFSSc2WM3EHydVkAEiB3ojJsHxj+bE6wfm7r07RrMsV6jmFy6q4VEPFjGyOAeh4sD4E
YAmSL/MDTdOsPN2lR2EBgjks0eVT69GkEsyGRRcT3b8HCBk+OhWhHWprz/QXI0f97H3vre4tLG69
IXltFcei3OH1UV+DUpyXkDQ0PUZZKIPMNMMko3wki1H9CaAoj4aZagw0MP7iMcCtSvH4dqc2pTxO
R8KPcGZ1OTf1S38ysfQdFYktptoSak1gi/aoD1HfiPux8KHcFGpyj+KXzK5tE0l41RtPtmjUllUw
xFQSACQKdwoH0Y+FHuCjUZBvxS+ZWPoGhlw7aZZlwKKxgiJpQjrTwY/fj4UO4J/NZf50vmW30LRG
f1H060Z6fbMERNNu9PbHwodwQNTlG3FL5lEW9naWqkW0EVurAKREiJVVrQfDTpyNMlGIHIMJ5JS+
okqx6VPf3wsEi8yeXL7VpreW21IWKxqQ6G1trnnV1PWdGK0VWXbxr2yJgDzDOOSUeRISlPIespBR
tdjklMRjWQ6bYijmo9UqEA5Cuw6bCoO9R4Ue4MvHyfzj8yvPkXUgxYa0pUkkI2n2JptSlRGpp4f5
0fCj3BfHyfzj8ypL5A1lbeMN5gVpg1Xk/RungFeNOIX09t/i8a+22PhR7gvj5P5x+ZVm8jaj6UQG
sR1UoXkOn2ZZgleQ2RVHOu+3yx8KPcF8fJ/OPzZJpNlPZaZb2s9x9aliXg84SOHmR39OMBF+QGTA
prJJNl8i/lVFG/maCV4L24NvFJLGmnxyyzB6cQxEH7wKOW5XNTEep7XVH9zzAvvr9LM/ywk9X88L
qSs553V+1bpPTuN1m/vUovF/5hQb5kaf6y6vtYVp8fLpy5cuj2jzHqmvRa/DZ2Wp6dp9oYEcreK5
neQzUIjBCowZBxAD1qem2+c86ksXmnzOlnRtd0eeZE9VpwJYkePgig19NwoE1a9fg8D0VWL5h81x
25kPmfQJaemkknqVjSVo5K/YGys0fw8j2JNeJDKp15X8x3skVxNrOs6RdwKQqy2EwZErGGAatKci
kjCp6UxVOG82eWUiEjataLEwqHaeMLQgtuSaDYd8VbuPNPly3kMM2qWscgFWjaZAwBNN1rUdRiqv
a63pF3KsNpf29xLIjSpHFKjlo1YozgKTUK44k9jiqZr9kYq88/PLVzpHlK2v/QE4S9jUpy4seSPs
OvcdgT7dxRqMPiRpydLqDilxVb5U83axpWqaxJqEbzRxMVjSG4hp8UkbRyRni/IckjLKaGp2pg0+
OUIiJTqssMkzMXvXT9qA8i6rrmn+YrT6s7T0al5a23pPKYoyDIERSOycqdqV2OWZcfHExasGXgmJ
dz15fzLsDcJFa2F3JcI6iVJlWFFB+HeUlow1abOyjuSM1kezpXuXaz7UjXpB/HzfTNijJY26MpRl
iQFCQxBCjao2NM20RQp00jZtXwofGX5pLdt+cmuLZRGe8N/ELaFYxMXlKpwURkMH5NQcaGvTAEyT
X807D6j540mA2r2hGnw1hlhjgk2eVfj9JnjkPw05pQHoBtlef6C5Gj/vY+99N+Y9T1Oxt7f9HJay
XFxMsXC7kEYNVNONSvIl+INDUAkhWI4m1xmOrr/5kNfTWv1XSbf044ZFkL+qw5RMXDxCeNh+9Wi7
0pXc0xVUtdZ/MQpGl9baZDcHeYpIW4q7ngyxmZa8UQl6uOtV5ceLKtPrf5kD0lgtNLuCRGZWExSv
LnyZV9R+wUj4vpNaoqy23vYpIFkMiBioaQK6sFNKkVBI2JxVv69ZiQJ9YjDsCVXmtSF6kCvauKpD
+YPma70LyRquuaW0UtzZoGhL/HGW9URsDxK9Knv1xV5pN58/PGGKWVotE4xhiSrEg8EaQ0IloNo2
6kUpvTFUPd/mb+b9taXF2ZtAkSCKSZ0jZ/UMcXqciqGRWO8TD508RiqQaL+f/wCaOsalFp9lDpn1
mYOV5xOi0jQyMSxl7KhOKo/zR+cv5teWntxqCaQxuuXp+gkj/ZVGPL94CP7wfjiqj5Z/O/8ANfzH
fSWenR6SJo4xK5nR4l4GWOInk0vYyAn2qcVTq/8AzC/O2z06bUmj0SW2hjklmaIsXVIl5NVDKr+2
w6+1TirPPyf86ax5v8pNq+qrEl0LmWCkCsi8UCEbMz7/ABeOKvmT8vkd/MVgVMQo3+73gVKn4VJW
5khjkoxB9Mt8VM1Fbvc5T+5P7f0XXveg/lfL6v54XMojEXO6v29JeHFSVmPEem0iUHbixHgTmTpv
rLqO1hWnx/D7nsfm5tVGqp9VW8MJtk+O3gs5kWRZG4hDcFW9RuQr8QAFCN60znnUr+r61HHyje+m
PrFXt4rHTBMsZWE1kYl1K+qr77GvL+UVVXyWmq2qXNshv7rhwiMsdnpp3YLMXoePxBXZPjG7b++K
uurXWLWYxQLqXousRURWWmlV9SppxJ3ZOXFvhoN6V7qty2V/Sytv9NrdyuXDWmnPJGj0VfVVi1UU
hmBFSd+tBRVTvU1JJZmA1BzDIIRH9W0t/wB78HFmdyzKGqD4nkCN8VTjy2Jv0vyX1/RltnnlhlS2
CwtNJySMcGeVdgWCV40NeuKsueaGJAZZFQHYFiACfpxVjvnfyv5d846KNI1S8eK2EqzcraSJX5Kr
KBV1kFKOe2KvML//AJx3/Je2jeC/12eBbgfZnu7BDsQeSFoAVO1OS7026YqhF/IT8jlYsvnG8Ukk
0XVrRRvuaBYxiqYWf5PfkrbXMc6eankkQgjnqFk1SPH93ir1weavK9KDWLL/AKSYv+asVTNHR0V0
YMjAFWBqCD0IOKvjP8zrCfUfzm1vT7cqJ7zUIreIuaLzlWNFqRXapwBMkT+YP1ZfOWmxW/KkVnCk
pY2fxTcpGmYCz+AcpWZjy+LlX9njlef6C5Gj/vY+99NeepZE0lCYvXtvVBuYfqD6nyVVJX9yjJSj
AfH2y1xmMR2U8waSa19eZY3keO40BRNKkVAm/rKrMARsPuHTFVdp7NLSAR6TOdStGKC9GgyAPGoc
JHGjFTHTivxcuJp4MMVULDSpI7dbmO3jt3lSdl9HQXimjjjjo4ZPUPAyDl6afaPIe4xVVEOj2out
JudB+syRzJEZINI5RTWkZR6FGJ5BmQjnUjlQ9sVWXumaaNQl+q2EtpGtzIoiXQvW+Bf3HwyEMpVm
QyK4FOLb4qmHmbTbG5/LKfTmjMNnIIoWiEH1Iqn1pVIENB6ft9+KvF778tvL0MqLbafPdRsKvILp
E4nfaj9cVXaf+Wvlu4Rjd2M9mwpRWuUkrXrunhirK7n8kvI8cNo9rY3N76wBnK3scXp/DWtHG9T4
YqpW/wCS/k+S+ihl0e7htnJEl0dQhYIAtRVFqTU7bYqvv/yU8lQSQrZ6ddXySM4kkW+jiEfEkLUO
KmtO2KoWX8nfLCoWj8v3sj0QhP0nbKfiRWYVO1VYlfo8KYq9U/Lvy5pXl3Sr3StL5fU4bssnN/UN
XhhZvioO5xV8u/lfNbQea9NmuJ3txGzGMxrC7O5UqI/35EY51p8Vc1IPqe2zgnAQBfz/AEbs5/Kt
kf8AOyd0ZWR7m/ZGTgVIKTEcfS/d0/1dvDL9N9ZdZ2v/AIvj+H3PXfOdrYTa9GZ7e3nlWCIK0mmT
Xkih5JAB6yHjxNG+Gm2575nvOJdpAP8ApMcEcIfUooYnl/Qt3EHa6diRLyZQU9GFlPKgBKcia0Kq
ksyCwWytIY1jvIlMkJ0O9ELt6jSwVWqcRHGFVeR+0CSakUVVLp4r97mW/tUmltE5RXL6PdElhIsK
cQGLsFYjbutW+zvirrqG7mazndLe5tbZfRgd9KulkiSEhkq3NpgfiUqypQkHp+yqvvbcXOqXL39j
FeNOkqNO2kOZaxxyNHzlL0ZV+AD4N6e9QqmflG3tYNcKwQR25NseYj06e0DMfScsJSzRgcnPwP8A
HWtNgcVQn50+a7Py15fsLy7tmuIZbkxVU8eDGJyrVJA6jvlWXjr0uRpxjv18njFr+Y+k3V5L9W1r
Ul9ErM1vdR2CwLEs6eoJHjgD0ERYVDjfeuVeNkEgJAUS5A0+KUSYk3EX+PixD/nIpf8AclpBBG8U
u29dmHXMwuuDx+m2RS5BSRP9YYq9s8kfl/oms6DY6ncyXULSCVp/jjERW3uXRmVSnMqyoEA5Alzs
w6ZrNRrJwmYgCnc6Ts/HPGJkmz0/R+k+T7E0eFYNJsoVXgsVvEgU1qAqAU33zYwJMRbqcgAka73x
p+cH/k1vM3/MUP8Ak0mEMZMd0j/jpQf638Dleb6C5Gj/AL2PvfZPn8266dbPcNarD64Vjd3Fzair
KQOElsC3I9KHr075a4zFbOHSnsLy4uJbN0s4oGN8brUWULPKqiOZS0bUYo3wjatCR1xVSWbyxJAl
xO1i14ZylPruqfVxEkFWpyWnwuy/shKb/aAGKr7WLTLyZLS3GmzQ09do473UQy28YCyOoPFeKIy/
DWm7Dr1VQ1/e6Cl2LOyudPjQTEQrc6hqgkk/vBGKqG4kq1ahzTfaq7KovULayh0+WS4nsbRb4xy6
e5vdVkjleCRluDIqtCVAWVuh+0QWrQYqyHUSP+VdqQ8UoJgKvbySSxmt0hBV5v3h2/mOKsCvrG4u
ZFaO6ntlC0KRFAD133qa74q3p1lcWiuJbme7L0oZSnw8RTalOvfFXoU1neXlrYmC4ntBEgMnpcPj
BUDu3btUH5Yq1BperLew3M2p3cqRFudsEtkikBWg5ADlt12OKoPWp4PWjEurvpIiEkkkaSRIzKzl
Qx9RiKA1H2cVQN/6SxBH823Fq7Mqclks6l4Ygsgo4b4jx5so6HtirL/Lk0cwv5ozyie4RkNQeSm2
hIIIrWvzxV8jfltJ6XmGymjtJr68irLY2tuI2d54/jUUkV1Oyn9knw3zUfxPb5ReGrAHW+5m/wCT
8k8n5xGSeKS3nea9aWCZQkiOY5SyOqrGFZTsQFG/YZkaX6y63tkAYIVv/Y9k833MUOvH1LiBKWkB
EVxqc1moUTSl5BDEjA0H7bHelO2Z7zSSzNZXiSTGSBS6rNbxrqt8gcuWEgf4BwQFRy2NTXliqFa/
0+CKMXM9ktIiyvDrdyvEzGI8WNOTJxKPzp8I3p4qq63EKNWb6i4lt5Ag/Sl84a3ascgesZDAPy9N
iP8AVA41Kqy7ltZtNngivo4plIa1EesXRaUTcROHdkqKIgKNuFP8q1qqo2V/ZrN9Y+s24T1435Jr
l3I6j1a1XltwCfGUpwYUHQbqsi8li2XzFcJHJCZBbUEKX89w4TkvxfVpVX015dDU+3XFVD86vMtp
oekaUbpGMd1d8DMlD6QSNnZ2VgarxUhtwV+12wG+iRXV8u+Q9M0rU/M8enNDJLDfRyRyWYYI04JB
9FX2ClxtUlf9YbHKswJ4a73K00gBK/5pVvPtn5s832+jXx05jL9XkM6QxyJFDxk4eo8klQEl4co6
gbECrdcvJcQBgUflDXJbC61CKDnp9nH6st4u8RWsi/A/RvihddutMjaaa1byjrukWFjql5b8LG+Z
fq01fhaoJH0HiaEbY2mn01pkVxa6Dpen3MMgvbO0tIr8IalpIrZIgqmhFXVDwBB4oWNCWZV0WsP7
w/jo9N2eD4MSfOvn+Pea5Vv3/TqHT7WhqPRjoa124juQM3eP6R7nmsn1H3vjH83gW/NjzMo3JulA
/wCRSYb2RVmg9X/JT8l0jS38zeY4QzMFl06wcfSs0qn70Q/M9gKwOPc/S5UpDCOGP19T3eQ/SfgH
rPnGaWOztvTZ1czAqY7xLJqopdQDJ8ElSoHFsucNjkt9fz3P1Szurm7YPIFlh1WyU8WqUJXhy2jU
vTjt8XXbFXPqt0Qly010dPNysEd7+k7RQVDrEH48R9qOspXrQ+OwVUzLd3NIoZryVYIubyJq1qKe
kAjs3EHryqSdq+GKtLLrcRu3t7i5v7dhCELatahY4/3bSSchGGVudU7gj57Kua51YqhN3ceuhbnb
/pO1ASKglafmsfJlEbPQMp6fI4qm+rSyyeQDLKzPK8kTOWmjuCSbwHaWOiMPCnQbYq871S10meZW
vm4SceCqZvTqpqegYV74qv0eDTLeNl09/VWiciJRKQKfBvyNBTpirP5rfRpmtGu2Md2sUARROsTE
Akx7BwSC9fn0xVYNM8vLeQytLKbmP6uiA3hqxjI9Lkvq/GWI/aryxVW1U2M9nc20kkNreyxyLFcT
LbyNHyZgr+nK1GAbsdjiqXafZWdtefWtR1K2vo/TYiN4LGICQv8AHOHU8uoIO9MVZR5dMRW/MShY
vrCemF48eP1aDjx4kilOlMVfIv5ai1PmjSjdFVjWQuDIkTxhkUsvqLMyJwqPi3rTpvTNT/E9vlJ8
A1+n9D0D8rIRD+d9xCONIrm/QcOHH4UmG3pgJTb9kUy/TCpl1faxvT4z7vue0eZ7nUYtaRLea5WE
wROyw3NjBGpWVwzMtwGlJIbt8OwHWuZ7ziWxvKhLWGr3d2kcgigIvNNZblWLl2iAVQrRlabgb12P
XFVtimryWxdbvULOYxc7e3u7vT/3pdFISqxs6NxFeTKf2uu2KuTV9WeNvQS9ZkXkFXUdLJMa7yMa
cvhVeJDHf4t+O5xVXvPrH1m4tl1G/kMFszwTpe6bEZ2jCDjQKsiFjJXkQF8aVFVULHNqbX62k739
tV4w0z3+lcvTL/akRFL04AutASQT0xVM/K0uo/4iuIbs3KqsMgCXF7Z3A5I6b+hAokQssgataUYV
AJGKse/5yE8p/wCJfLel2gnW1aG8aUTEcjX0JEChagULMCd+gwhXzD5Faew/MC0idir2Ek/qyRbl
fQjc8lO1KMnUH3yjOaF+Y+9ytKLkR/RP3Jr+b+p6zo+naFoNvqErWkVqUmrsZXRUj9R61PIgeO30
5cQ4oJeYx61q8emfouO7kXT+Rc2wI4FmFDUd/pxpbW3Wq6nfLbW91cvLb23FLeE0EcagnZFFAv2j
0GNJt9R+UbmRvJOltdyEn6pAJbiQF/UcIg+IHeTjRWK1pWnMt8CZz+eXrl7/AMfj59A9VpoVCNfz
R932Xvvz51Xqk+hbA1sbY1rWJN6k1+Edzuc3uP6R7nl8n1H3vjL82f8AybvmP/mMT/k2mCf0n4s8
X95H3h9feXD/AM69pde1pB/ybXDj+ke5jm+uXvKV+ebaabT4PSimmKymqQ2kV6d42FWSUgKK9wQe
2Ta2M2Vvc2MLXUNldTMFcWBi0m3ieGSRConARl5/A5SngTXFWvq+rNYJCzXUyCV2dY9GtqFkZrdS
VD8dkUAEdUoemKr4pXlWNrG0vrVfQa0nlTSLYCdxIFZzU9HYfZ+z1xVExWuoG2W3SF7Odlf65L+i
rcJOkx5QhlBKj0AVVx9JxVR0hXs55LqWwuZ1MbNLAuk28TurMIjFWJq1HPft1J2xVNNUiZPy+KMk
kRWSIBZYlt3oL0bmJaqtev44q881Q6As8X6TaD16fuvWEZem/wBmorTriq7SP0Iyyfop4eNF9T6u
EG1DwrxHTrTFWfzjy5WyTU54ReGOEwLN6Yf7X7vjyHZxt74qoJF5EN/bIkli1+q25tOKwNKEFBbF
CFJ47DhTbwxVD+ZjY2lbq/06G8iYektxcy20QLCVikX75QK8ieO/f54ql02q+X9Tu2WHSbTUJA8l
rI7zWJIG5j7PUSlWooPIU3GKs28pI62l0rwfVGEyD6qSh9KlrBSOsfwfCNvh2xV8l/ljcaXbeZtN
utSmEFtbyCUSkgcXQ1XYw3Qbftw+kdc1IIEt3tsokcBEdyfx3hnH5QTif85GmBBEs164IoQQY5T1
EcAP/Itf9UdMv0v1l1vbArBAfjl8fvL2XzjayT+YbRhaG4VYVUyHSEvwgZ3BP1hnQqP5kAJ798z3
m0p/Q19HqAs5IxLwk9BbiPy/EIiH41YSGQgIjJsaUpT7X2sVRfJreAW76ZN+k4JTDFqVvowKelAj
QR0UnZeO60b7JoNjiqkvl7UF1Sa2s3is4oYZATDoESRtVaOFmdyrhhUBQNw29cVVUt7K802Fo9M9
G5sYpZ7y4bRQ3qlKB4oYzxYSMyjZQeVMVUdd0uxuLWKZdOmNxqMLLOW0X6xJ6sIWB3k3X0eSonBe
QHwhlqAcVTLye19Jrkk1xBIP3Eqvcz6X9QkJMkbJGs3JyyIvw0J+IitTTFV/5qeVfNXmTRLa28t3
dtZ30MwlMl2WCFRsV+GOU7ivbCCrzvTP+ceNb0zzjPrVtdWb2t3ZTQ3STSytK9xPNzZ6CEJxMZKG
lNuxqTgIB5hMZSjyNJP+ZP8Azjb5780XlpNY32lxJbxsjCeW4U1Y124QPhJYgMN/6E6/M3/q56L/
AMj7v/slwJbT/nDv8zBIrHU9FoCCf393/wBkuKsml/5xw/N64s47O68w2M9pEixxW8l5evGqR04K
qNBxCrTYU2yHhxu6Fs/ElXDZrufSOi2Utjo1hZSlWltbeKGRkqVLRoFJFQDSo8MmwfG/5sf+Te8y
f8xif8m0yuf0n4t2L+8j7w+vvLg/517S/wDmEg/5NLhx/SPcxzfXL3ldrGk6TqUMUWpoJIo5BJGp
coOa9Psla9emTa0pTyT5JjZXFulP2A08hQHjGPhBenSNP198VX/4K8mrH6Zso+DH7Jkffjt3ft0x
VU/wl5SpETaR8VThDWR6cK9F+LpVv1Yqonyj5KeitBHJQlgGnkO5FD+33AxVUi8g+UonDx6eFdac
WEs1RQEDfn74qjvMmm3Gp6NPZQMqzOY2QyEhf3cqyUJAY78KdMVYXJ+XmtykGRLFyvQtJIaUr4w4
q6L8vdchBESWMYPUJJIvT5Q4qyVNL1b0ollsrKR4kVA7TuT8PhW3xVsaXqIZWGn2IZeIVhM1QE+z
T/R/2e2Kqd5o+s3do1tJDboGfmJI7lw6kPzFCbc/LFUr07yPqVlfpeiRrh1Zn9Ke9ZoizVoxQWq7
pyPHwrirKtJtLq3S5e54CS4m9XhGxZVpHHGByKoT9ivTFXx7+Vcyw+btImKhhG7v8Uq24HGJjy9V
/hTj9qpzUj6ntcwvTkft+xnf5VSRS/nfcSxTC5ikub90uA/q+orJMQ/qUXny68uIrmRpvrLre1hW
nxgiuX3PoTUfLekajdpd3kTyTIgjXjNKi8VbmPhRlXr7ZnPOKEvk7y/LKZHhlqSGYLcXCgkUFSFk
AP2f44qm1tbQ21vHbwgrFGOKAsWIHhViTiqpTFXf5/rxVxxVx/z/ABxVj3nq/wBYstMgk0qQxztM
Eaih6qVIAoQerUA8TQdTmJrJzjEcPe5/Z+PHOZE+VMEfzt5ms7YzXl6+4JUlYyvQEfZBqNx8wR0D
q0et/NZANz+Px+N9tv8AkcMjQH3/AI/HkRImm/MTzYsfP9LupjgMsgMcW7tso2j7H8dvs1lyH5vJ
/O/H4/HVu/k/D/N6+f4/Hf6UVN5n87rbmnmFxeWjKupWrQwhoVeq8q9+LrwfkFCsy/FwIfLTmy19
W45/j72gabAT9Gx5Gzv+OY52L67IK7/MPzfFIkS607OxqTwiAHiCDGG7+Fe1OVVSs6vL/Obo6DCR
fD9/6/x7tysPzH81xywBtSd6leY4RkGoUjoo2PLs30jZ2l+byd7X+Qwm/T+Px+Oj2+ydpLK3diWZ
40ZiepJUHtTN3A2A81MVIvjH82P/ACb3mT/mMT/k2mRn9J+LZi/vI+8Pr/y5/wAo7pf/ADCQf8m1
w4/pHuY5vrl7yk35g6bYXtrp4u4En9G7EsQkulswrKjHlVvt9PseG/ahm1sR1Dy/5WsTw02CLUrQ
Ro4kfVYIg71i9PaRWA2tY1DKei++6qL1Ly15RuL3TjY2y6m0aj0yupxqFLTvMFCsx9Qq8rsD1xVS
vfLXk6w+qafp1slzY6dADBMNTihCyNcmc+oC1Txl4yAnvQAdcVVb3yz5O01kFrpkF5HOnpyxS3tu
oikiETCP94T/AMsq1IPj44qyu08ww2+l3CyRxRT6eojFq13A7EJSMeo4bhGeZ4nliqW+e/N2o6Z+
WuoeZNM9KO9hRGgIZLmMcrhYieS/A3wtirwD/oYr8zf+Wq2/6R0xVMdD/PD81dYvPqlvf2EMlAQZ
4VVSWdYwAQG3q+KsiHnX88DY/XP0poojoh4M9uj/ABkL0amwJ+19mm4JXfFVOPz3+d8l2tuuoaSC
8DXMcr+kkZVGjUpyYDjJWYfA1G2I6imKpT5h/OD83tBFubu/06UXJkEZt0iloYuIYMBQjdvp7Yqk
3/QxX5m/8tVt/wBI6Yq9z/JTzjrfm3yhNqesukl3HeS24aNBGOCRxsNh3q5xV84/lRI0XmO1ljs7
i9uY45Wto7XkJFk47SHhLbniorX94M1I+p7TMLwVYA8/7D9zNvymlWX86pZVjnhElxfN6N2Wa4Sq
THjMzFmLj9okk165kab6y67tcVgxjb4cuXR7F531DzjZ6vb/AKL1rSdN06eDgItRYrL9YHqMzp8D
Bl4cTxqPs5nPOUgLPV/OE0/x+bNDWGS5t3h4lZG9AQymaHiRDz9SQwlWDAheXgAyqtaf8rIvL2tv
5h0me3Edsxgt+LPVZIvrDcvSfZozIAabtxNFG2Ksy0WPWI9OhTWJIpb9VUTSwV4M3EcjuqftV7dM
VR9MVdirsVSHzjG8mnQhQDSSpDUpTg3KvKgpxrXtSvL4eRzF1YuI/H4/HRzdCakfd+Px8t6eRea7
zUiqwPXdgGjUSEly7ChNFbly5bfarUbOZK6bMTyP4/H43t6PTRjzH4/Hy5dOFCwyTWP1rWpLdla1
e3g01ET4XufTaWN1I4K6QqBJ8Ox+BVCRMVww9PqPTl7/ANn6uiJ1KoA87v3cj8+XzO8grSfVrSRp
VMaQ29vY29wI1WtyL6Oa9DM/ptQxpRdl6qrqvwLFlpAA8tvjdn8fNqBMjXUmRHlwkR+3n8SOpKRa
tp0Npr7WzSpLEEV0kWgRo5FVo3ALVAaIqaMRQbE0/eZjyhwypyYZDLHf48/t/HRHXMXwQBW5uXUL
UkkmtPDl1qPs1rX4eXJIzIMInn+Px+PefROnmthbGoNYk3BqPsjvVv150UPpDyWT6j73xj+bH/k3
vMn/ADGp/wAm0yM/pPxZ4v7yPvD7A8uf8o9pf/MJB/yaXDj+ke5jm+uXvKA85wmaxgiCSyc5CpWK
0jvSVMbcqpJsop+19HfJtbEBFqCtIt3ZzyJI0SxynRbYErKVjKsOZ/a3ZqUAxVEWOm39veJcobyS
2eNZVRdLtlQytbxt6nwkMG5liR/NUdMVQkSakIo2js76GUIXUNo1pUgKC3qHkN+TNTcdfpxVGMt7
LDzuLW9eOSL4rL9EW4PJYVjY/aNavKzUr0FFp1Kq17TXJbOajXvL01DmXSbQvM6vGXrzb4vUaMsQ
f5gR9nFUX5t0+Gb8sJrC6Rmglmt45Y3hFoSj6gg4+lHTgKHanbfFXktx5O/LK2lkhnhiiliAMkbX
MwZQRUEj1KjbFVS08i/lzeV+qWsc/EVb07idqA+NJMVTjXfyu8nadNY+hodvLb3sVE5PqkkiyKtW
ZzBKyhfiFBxr1xVLv8C+SlijaTRrAPJEsgjR9ck3/aLEfY8VVhyp2xV0vknyQFEkeg2bxo49b97r
dTHxYMRsCDyMZFA23IdaYqqWPkPyVdym3h0Gza6kKi3R5NdhUliR8TvHxFadf6bqvXPy70HStCtt
Y0vS4Ba2UOoAxw83kCl7O2dvikLMasx6nFXy/wDlNeLaa4JWeNF+rS8vVnS3QgAMQzSJKpHw/EON
aV4/EADqf4nss0eLAPf3Wzj8rZHl/PK5kdi7PdX7M7MrsSUmNSy/CT8sv031l1/awrT4/h9z3Lzd
ezWclrJS0EDBxI1zBLM3YcU9NXpWtKdT9BzOee6Mfm1+KS3JC6PKY24WoNndMo5MOKH4D15FuQ8e
mFCcaMmvT2j3NimlRsyCOOeKGaNiyMquHVlRgtFPH6O2+Ko/j55aJCW01JhXmo9dk+1EdiaHZfV/
4X3xVaF8+fvqtpgqT9XAE5AA6cvGvemKtzf46MbeiNMWSh4lzcEA9ugGKp7Hz4LzoXoORHSvemKp
H5xAOnRVkaMCUHkpZTUbj7AJ+1SnetONX4qcXV/SPx+Px1c3Q/Ufd+Px89rLyHzTbj6pyEwYLSpL
Agr8IoAW40px25cacRXj6bSabKNvx+Px7r6LTy35fj8fp68Qirps006AWcWq3lzaxcvV02dYiGlZ
5GDKLYnnII/iLseYX4uLqsYtxm+XEa7v7Px9jTliB9RgAf5wvl/nf2e7dx1S6b0ZfqmtXGnXS+l6
rXxaCQqCHT/eUcm48h15VrWktaTMzXKdHz/YwGIDa8YkP6O4/wBl+PcxzzBfWEktiIraS3FspUO0
wlPEkSBUKRxIq82Z14r+1UfDxVcbJMGgBVfjyczDAi7N35V+k+74fF1sQ09oqEyIDQ8qkUKgUpRx
9lQKcW2FKOtKxvdJGx/H4/HJ9KWDcrG3ataxIa9eqjxLfrPzzpIcg8dP6i+MfzX/APJv+Zf+YxP+
TaZGf0n4tmL+8j7w+wfLf/KO6X/zCQf8mlw4/pHuY5vrl7ygPN8OnOlm+oIj2sUjO5ZJ3YfAQCno
bg1Pf9eTa2F2o0qMMZ47RuC3QhaK21LZJRxTdSxoXjHLvttiq9NN0qxVkurWzFunrRL6EOqvSaL4
4xtz2DcSafR1GKrbyx0/1pDZ2tlJxhDTo8OohjzKsyKQR9uRKj260HVVr6vpqX0dzFa2ogjnieNX
g1EMjtQz/EFYfH6L8WINPh5YqrXNrocNtHNbWtoGS4lMbyQakVEagNHyC1Z38e3hiqa6+EX8tU4R
JEhms2WKMOqgNfxnYSEsPepxVhklnZyu0ktojuwozsiEkUpQk4q6C0tIHLwWqROQQWRUU0Jqdxir
LdTj8p3kFr+meHrWkaqnKcRMhdVag4yId6A4qkGs6Nos+oWxsb60W1Kjjb3VzNKDLEknxI6XKb8J
qMK7r1rtRVTk0u2t42W31LTkheeS4h9e7nqvxO1AVulqPjPL+wUVTqPT/wAv7O+Uq4t7q0MUfBr5
1p6aqsasjT8W2QfaB/E4qyjynMk0utzRmscl8jIQQQVNjakEEEjcYq+PfJHmW+8t39vq1kiyXEIY
KsjzIp5fzehJC5HsWoe4OaniqVvcDAMuHhPL4fpBegfkjeSX35sQ3sopLdNdTOOTvRpIpWPxytJI
3Xq7Fj3JOX6U3Ml1vbceHFADof0PofzHq9vpzxvcasdNi4lmHoeqCAftM3FuI+7M7q810SSHWCto
yv5rc3SokjzT2IjC+qOUbNGFjohBA6/aFK9VwoUrHW/hVZPOK3LDg1wwtFSoK78SB8NRvt0rXFW4
9bKJGT5vbioUcZLFQzVWlGBUPyqR74qyTy49zNBJPJq41aFuKxusKQhSgPL7P2uVR/DFU3xV2Ksc
8+Wd7d6XDFaRPM/q/EsaFzQoy9Kj+anUeBIBLDD1sDKIA73P7PnGMyZGtvx+P7Hn1/5Y1OazcNpd
3NIy/CDG5+JiN91XpzHb+boT+41hwSr6T+Px+P4dzDUwB+qI/H4+z/PLLnQ7t9KhtovJ95Hd/VlW
e+H1pizLyjoI/srUkP37+PMEwPDQxm+/dkMo4yTljw3y9P3/AGfikX+jdUmhtxe+WdRvJ2licvJJ
dBAoceqro/MMZf3u7Nt6jcqrR2nwyPOEj8/x3/Nq4oi+HJEbf0fh8tv9L8AWa15b126jUx6Hf+px
JeRo55WZmeQhiSiHkV3Ykbn4iAzMr05MUzyjL7W/Dnxx5zj9g7vP8cu6kNK8q+YoZgX0e9C/zm1l
69hQr49uny2dIxwTv6T8meTU4yPqj8x+Px8D6BsUdLK3RxR1iRWG/UKAeudDAekPJTNyL4w/Nf8A
8nB5l/5jE/5NpkZ/Sfi2Yv7yPvD7D8t/8o7pf/MJB/yaXDj+ke5jm+uXvKD81agNOjsLysQKXIQC
e8Wyj/eKympcMslK/Y+kbjJtbFhqdxqK2WnxTJCycwksOuVmZpFYqhVVX1fjoo/l7dMVUNR1CzWE
enqR+vExM1knmFhyNXMixk7mhA4ig5V6UWmKoi8ka2tntfWUWMF9G31yTXTHILqOGjW1WT4QjR/3
ZO9CSMVWDWWFxp9zM0UVtC/pfWhrbEOkLpK9U9JBM1XoVruNj4Yqr2V3fyXV9Nzj9TUbe5OnxtrB
lD85DX0UZF4BUjZgVWi0p4nFUR5huFuPy4M0bmVWubYCQz/Wa8dRQbTUHMbbHFXk2oXnle+uVlvN
PuJZnVWJaK4UAChAIoor7YqiLC+8vafeNFZ200U0j+m1RNxJYqP29tq/Rv74q9IvfKKajLHqJm9B
2toY2RVgdf3Yb95+9hkPMh+Na9AMVY0IdBRktmvr6NY+E6g2KmM1jDNslmV3i4KR+zsFpQ4qvn07
TE5/WZ7y4ubWdk9VLGPjSZzHGvAW3psiMoIYj3rSmKphD5UttfQXSXV1GsYRQ01vBEzc4VNaS2wf
+7bjv06DoMVZp5UQJNriKixql8iqifZAFjagAbDFXxLYf7zJmnnze+030B6t/wA492V3N+YNvcRR
M8FtFM9xKAeKK0TopY9ByZqDx38DmVpImyXTdvZY1GF+q7fQPm/URZopbXItJjEbNKstsLkMGIRW
YVBChmHzzN6vN1slaa7P6cTy+b7JypXmEswUJZSwrSSoX4CVaowoa/xPGlr6z+crKSCMBZZ4rQNV
pSZI6FZHUHhxCihr82GKphpqeY7+3NzZ+Y7e7gkLxGRLRQIyquvJfjPJg/Coag2Pjiqrc6P54k4i
HzJBAoK8qacrE0YFgC09BVfh6e+Kp9ZJdJaRJdyCW5Cj1pFHFS9N6Dwr0xVWxVJPNvmX9AWENyIh
KZphCvIkKpILcnIBIVVUkmhoO2Y2q1HhRB7y5mi0vjSIuqFsSi/Ny4dgDpiIDGkhLzcQolYBCSUp
xIZKt25CuYI7Tl/N+12R7GiP4vs7vwfkw+X/AJyiAkcReXw0SH+9kuvToCwVSQI3pXkO/wBObGMp
noHVSxwHUrH/AOcpkCuP0HEsgB4Vuy4J6fsQttXJgyapCHQlXX/nIzW19D6z5cSD6xGs0IeSZOcT
/YkTnEvJHp8LLUZNrTy2/O+7mht3bS4ozcXlnZ7zMQPrd1Hblvs/siXl9GAlIFvV425Rq1KcgDT5
jEFSN3xX+a5/5DD5lH/L4n/JtMhP6T8W3F/eR94fYflv/lHdL/5hIP8Ak0uHH9I9zHN9cveV2saV
JqEUaR3JtjG/MMI45amlPsyKw+nJtaUQeUtThnEw1pgQBx42dmhU/tMpEfVvetMVVLPypeRXqXN1
qf1tVYF4Hs7RFYBStOSRiQUqKfF28KjFU9aztGFGgjI5mShUEcz1bp9rfriqx9O090CNbRMgNQpR
SASQa0p/kjFVwsrMPG4gjDxAiNgoqoNahTTatcVY7+YiQxeTrhFVY4lnsvhAAUD67CenTFXluq3F
+qx/ov6nI2/qC4YjuKcePty/DFVTTbi4aN/0iLWOQEcPQfkpHEVryA/arirOIbS+YRyRa1apbsgK
wPbROVBUUHMOtae4xVLtXuNfsPTEF8l9NIrn9xY27QqQpK8w1zE/XwY4qgoNZ12O4USvcSQNMEZ2
0+1Io0gj24TI4Ucg3IpsKncdFWQvZaobcKmu2azlQHk+qRla16onq7beJOKpt5JR0XWVeZLhxfry
njUIrH6lbbhVLAffir498maLJrmp6fpUUixSXs0cKyOCVUyOE5EDc0rWn6s1kIcU6exz6o4dPxDn
yfZnk/ydo3lTRo9M0yOij4ri4anqTSUoXcj8B0A2G2bIAAUHkJzMiSTZKn5n1j9HyQf7mbTS6/7r
uk586sFFfiUgHoOm/j2b3RWyTxa/fsjyv5r0t440lkl9C3+JVSNlJIM0hCxyFWao8RthQvtvMVy1
hdGXzPp0jgxC3uIoSvDhIFm58pHVuR+CoUcTt1xVdD5nV7u0C+adMlQulu1uoUmaUs2wcOeLOrLx
UDr064qpR+Y5Axc+cNMaMrHwV441IZJlEgakgJMiq0dNuLdqimKo/wAs6093erG/mOx1VTCR9Xt0
VJDIpBMgIduS8T2A8cVZTirBPzhdl8u2oXirPdKgkbl8HJGq3JQ3Eca8iR9mo75ru0voHvdv2N/e
n+r+Px3vI5p5JIbp0RjLLIBHGBRgqFgX4g0PNuQZo/h5FgVHwZpjuHo47EeX4/F78t+byVJ5ra0u
LqFzFPCsMkMqllZHW4iZWVlIYEEVqDXOmx83jc3JAX+u3eoXavdyzzG2iW3thcSvcSRxJWijl9kc
iTQUAJNAMsAPVpmYk+kUFWK91G4vNMg0u2WGS5KQS8F5F2BNHpcSxhTxYcqsBtX4crAIuzf6PJMi
DVCvxzZn5bs7BRaXGp6ncX/GeK4jsklPP11RZUMUaou6ux2atKAqpwSKxG+z7B02SSTTrWSRSkjw
xs6NsysVBIPTcZYOTEvjH81//JweZf8AmMT/AJNpkJ/Sfi24v7yPvD680m7+q+VdLm4GQm2tI0QE
AlpQka7n3bDj+ke5jm+uXvKL+uar/wBW8/8AI5Mm1u+uap/1bj/yOTFVOTVL2MgSWaoT0DTxg/ji
q1dWu2NFtEYgAkC4iOx2B+nFV8eoahIvKOxDr4rPGR49sVafUr6M0eyVD4NPGPHx+RxVqSe8uoCk
mmLPBIN1aWN0YdehqDiqCNlYhDIdBtBGK1etvTbY70xVaLbTT00OzPb7Vt/TFV/1Cz58P0Ba8/5f
9Hr49KYqu/Rlv/1Ltt/yQ/5pxV36Mt/+pdtv+SH/ADTirv0Zb/8AUu23/JD/AJpxVG6Q0Hp3EEVm
tkbeX05IUCBeRjSTkOG32XGKvj38nv8AlNdA/wCY23/5PJmvwf3j03aP+Kj+sH2nmweZSrXdDk1Q
Q+nfz2LQEkGARsCSVILLKrqSvH4TTbriqATyleUid9buzcRO7eqqQIrI4A9JoxHwKgryBpyqevSi
qmfJV0FVYtevYI1qTHHHZqCWfm5qIOVWJNd/frvirI0s7VPsQxr8XMUUD4uldh1xV31S2JDGFCwB
APEVAJBP4gHFW0t4I90jVSOhVQP1YqvxVhH5s8hotiw50S7EjFCyEBIpGrzWvChAIYqQGoSKVzXd
o/SPe7bsj+8l/V/SHjkCgvb2zAGAx+o+49F2PJeW9E3rTcxnbiaOOWaYDfy/H46PSEmiev4/HXv5
PJneJNLu2mIEQEXqEio4/WouW3yrnSw5vHZeXxS7y7c2dZjfXEsbXTsLu6jhW6n+16lV9aSPi/qR
rurKSrNvT4Tc4qdWVtDLOqlXa1Wv1KZ4xA8kJeRebcC1ankD8bfy1IGAhIZnB5fW6Ty9FY2fqSRa
5pssghSr+nFN8bNQFmCIzEntucryD0lsxH1A9z60tjW3iPiin8MmGBfFn5rn/kMPmUf8vif8m0yE
/pPxbcX95H3h9bWn/KI6P/q6Z/ydhw4/pHuY5vrl7ymWsajd2FsJbbT59SkJp6FuYw/QmtZWjXtT
rk2tHFiD9kn32/rirG9f/L7yh5g1BNR1bTDc3sS8I5xNLGVWhG3pyIP2jviqGsvyt8j2UDQW+mOs
JAAT6xP8Kq8cgAPq12eFTXr18Tiqhb/k/wDlzbrGsOilVjCqq/WbgjilCoNZjy6DriqJu/yw8j3c
kclxpkjyRNyR/rNyCD6k0vVZh0e5kI8K+woqttvyt8i2siS22lPFJGyPG6XNwCpiBVKH1tgAaU6Y
qry/lz5Mmjmil0svFcc/WjM03FvVlkmeq+pT4pJ3J+dOgAxVBN+UH5dtHJGdGbjJMlw5FzchjJHz
KnkJuX+7W2rQ/QMVXn8p/IPAKNKkWknqhlurpX5kqSeYmDb8BUV3xVGaN+X3lLRbyO903T5IbmJ2
kjdrm4kozx+k20krrQp1FKV3674qyPk38h/D+uKthjX7JH3f1xVA6f8A72ar/wAxS/8AULDir47/
ACe/5TXQP+Y23/5PJmvwf3j03aP+Kj+sH2nmweZY15l82z6VqENhaWiXVxIiSESyPHX1HZI44xHF
OzM3BiSQFUCpOY+XPwmgHP0uiGSJlI0PdfLmTZHl5lHt5m0yPy7b6/KWSzuYYZ4k4lpG+sBTHGqj
q7FgAPHLDlAjxFp/KTOU4h9QJHltzPuQnkrzW/mXT5r76qLeBJOEDo7SLIOIY7skXxIW4tQEVGxO
RwZeMXTbr9H+XkI3Zr8dT7x9yrZ+Y5rjX5dLNrwjj9UCXk3L90V+IqUVeJ5joxpVf5thHNc+GmM9
KI4hO+77fj+jv7lPXvNF1p18LOzsBeyJHHLccpfRos7ukSx/BJzd2iYAHiOm+4xy5jE0BadPpBOP
FKXDzA2vlV3uKAvz9yH81+dzoGg2esjS7m6t7kp60VPTkgSRKgyKQ1G5FV4/0xy5+GINc2zR9n+N
kOPiAI+2u5DeQ/zGi83z3SQaZPaw2yA/WXIaNnLUKcgAAeND49elN44NR4h5NnaPZZ0oFyBJ6IT8
4gh8t2/IKa3Kqpb0xRmUgMPUK7j2Pz+HlmP2mPQPey7GP70+78fj9NPLkUx389yz0oWit7jdacRT
Z29JyaPTZ3NOquKHNR5/j8fN6DmAPx+n7h7w8b1i3a3tdStpUMcihQ0Z6gmeM/j1zosMgRY7nk9V
ExJB52kFuqxMGRiCtOJBoaitNx4Zc4id+X0dJHahoSNz3pXFXuP5VCdr1ZEXl6QLmpoNtwCffAVe
/wBp/vJD/wAY1/UMKviz81//ACcXmX/mMT/k3Hlc/pPxbsX95H3h9cWv/KI6N/q6Z/ydhw4/pHuR
m+uXvKA/MSXy5c6FdRX8mmTNYSwNNDqTM0MTSmkfqpEealwfgqMm1MrcJyNSlfcb/rxVbSP+aP7h
/XFXUj/mj+4f1xV1I/5o/uH9cVWSzWsIBkkiXlsopux8FANSflgJASIk8lL15ZP7mJFXtJMAo+YU
Et9B44LJ5MuEDmXG15ms1wGH8kY9Nf8AhW5/8Njw95XiA5Bd9Ttv5/8Ah5P+a8eFHGfwHfU7b+f/
AIeT/mvHhXjP4Dvqdt/P/wAPJ/zXjwrxn8B31O2/n/4eT/mvHhXjP4C6O1t1dWD1IIIHNz+tjh4V
4ip6d/vZqn/MUv8A1Cw4WL47/J//AJTXQP8AmNt/+TyZr8H949P2j/io/rB9pZsHmGLebNKOoX0R
dIWjiiKjnaXkznmTzUy20kamM0WsbA1pv2zGzw4j+w/odjo83BE8+f8AOiPskDv5rdct/wBJ6RBp
jxRSW4Ci5il0699MlKFDCI2Ro+JH8xwZPVGv97JOnl4czOzfSpw+2+avpVzqVpbi3kMSQRQ+naxW
2m3qKjAAITyZvgH8o398lCRAr/elhmhCRsXZO9zj+L/FIGyh1aDU7jU2a1F7dhUuJ49M1EM0cdAo
+KUgEKOw8MgLEuLqf6Mm7JKBgIerhHL1w/Uq+YrNNVvYZlhiaKOPgVutOvpHapJZGMbRK0Z2+BlI
rhyjiN19kmOmyeHEizflOA++9/MIvUbq+uNPhtoPSqUCXsdzpl5LDJsAQiApxXrs3LJSkSK/3pas
UIxkSb8qnEH8fJ3laC7s62VLaKxRS0UNtYXVpRiRUs8zupJ+844bG3T3ELrJRn6vVxec4y+4K/m/
VfLmlaT+kPMHH6lDIpUspciQbqVA3qKVy2cIy5hxIZJR5Gnl1z+av/OP6SGRoJA7Ch9K0uVqK16I
AMgNPj/mj5Np1eU/xy+ZSO4/M3/nFf6zLLc6YrXE3ETSS6fOzPxpx5FlqaU2y2MQBQaZSMjZNlan
5p/84oxn4dNiHt+jpSN/Cq+2Fimlh+Yv/ONNxGsttp8IU9D+j5B0NP5cVZl5T85flNqd7FpeiRxR
T3FfSjNu0CsV3pVgoJ8BgV6IAAAAKAbAYVfFP5r/APk4PMv/ADGJ/wAm0yuf0n4t2L+8j7w+trX/
AJRHRv8AV0z/AJOw4cf0j3IzfXL3lIbm51Uap51S2juOSTaf9VbSlia9+O2j5n/SSItqdDtx965N
qZ23Ou3Kntxp+OKtfH/l/wDCYqpT3Kw0Dl+bV4RqFZ2p14qNzTvgJplGJKymoTHctbx+A9NpPv3R
fuODc+SfSPNfDaxwktGr822aQlWc06VZqsfpOERAQZEqvx/5f/CYWLvj/wAv/hMVd8f+X/wmKrfU
H8x+9MVd6g/mP3pirYkrsGavzTFVw51FeX08f4YqhNO/3s1T/mKX/qFhxV8d/k//AMptoH/Mbb/8
nkzX4P7x6btH/FR/WD7SzYPMsN86PdNqUECRa36BWNpLnSnKRoGE6kkKrs5FRyUV/YNNsVSK0l1W
Wea4bTfMyfW3W5aITrGkfExEwrUoVX98ajr8LUOKod7bVJI0sEtfNq8IG5XP1tQ3J0iUcncFSwEf
IFa0JbbcjFU1tNT1XT7mS/8A0L5hu5IVmQWslx6sT8S7BkRioJ+Gik0ryFOWxCqZL56136qk7eUN
UUuA3D9yWALcSCofkCD/AJPTfwxVfZedtZuC/reVtRt0Xlx5AFnojsvEbD4mRVHIinIVpviqO0bz
NqGoaq1jPod5YQiBphfTBfRZhL6YjH7XJlHPcDbFUk/Oa0a88lvaKyIJ50VmkjWUABWbZW71HXKN
Rl8ONuTpcHiy4brZ8pah+XHma3uI7mxsba+YVc/V5eHHiOXxLPwB2r0BymGvxnnYb59mZY8qPx/X
TV7+XfmM2cJi0+6NzfESXV3JPaxLbFuLEQJDeGORNzs0aGnSnaz85i7/AL2H8n5v5v2j9aQWdfKe
oT6d530+Z5riES20qzSTtGA5QGNbe7tozyKtUu7dBRe+XY8kZixu4uXFKBqQopto+ovrVzHpelwm
5iupW+o+vFbQzsVRpGDMgJULxanKY7D6MM5iIs8lx4zM0Ob238ovy7bQPNljfmKxWROSK0ETSO6v
GysfVmVXQgN1Xr3zFhqxOQEQ5U9EYRJkeT6EzMcJ8UfmvX/lcPmXw+uJ/wAm0yuf0n4t2L+8j7w+
t7X/AJRHRv8AV0z/AJOw4cf0j3IzfXL3lhurxLHqX5gy3ptTZy3Gl8DqU00FqALWNWBeIM6+Pw7E
nfvWbU9NcqGNSB83I/DFUJ9YkudrZhHD3uS5PL/jGD1/1jt4VyF3ybOER58+79arDBBDUrQyNTnK
0hLtT+ZskBTGUiVWq+I/5GHCxdVfEf8AIw4q6q+I/wCRhxV1V8R/yMOKuqviP+RhxVj3m3zPdaVD
bW2mvCNTl9OThdwXkkBgMixN+8tY5Ar8pFoG7VPQEhV5pp2ranYaory3UJliCXFGbzFMObuapxkh
dGWrAca/QBir0vyz5wg1aCK0unX9L+mJplihuobcqWBX03uI42rwZaqfi67bYqyJSOQ3H/Bk/hiq
G07/AHs1T/mKX/qFgxV8d/lAP+d20D/mNt/+TyZr8H949P2l/io/rB9pZsHmGF+ctXvrHVkEUFtL
bLDG8plS9aSrtKNjbo6U+AHffr7ZEwB5tkckoiglMes6sBOZodOJggeZ0jTUSxKzKq+n8LGUGPkf
gFa0pUZHwop8efehP8Ta6YZ5vqVgEUr6X7vU9leQhWf93U1Sh+EU96b4+FFfHn3q/wDiHVYbaOS4
trF3kSRiIYtRISknpxlqryHfkCop8gTj4UV8efezTQ7GG70i0ub2CNbySJTcrC0vpiSlHCepxfjy
6chXHwor48+9G/ofTf8AfP8Awzf1x8KK+PPvSPyV5s8o+ZZdRfy+00h0uc2d601te23pzAVeFhdx
Q/vEI+NFqV25U5DJCAHJjLJKQoqH5pf8o0m9P9ITf/YPmLrv7v4ub2b/AHvweT8JuPLmHcngQvEg
BgSCKfLNEXpAQk/nzULuw8o3Mtow9dUiWCQExsnqyhfh4mooSdz2A2IrmXpICUwDu4WuyGOORGxe
LeY559V0rTRqOpUS3uZ0QymScj1IoWkZCqfZVkAINN2FAfiI3cICOwDzmTJKZuRtmv5C21lFrs5A
jvkt7KZ4Z2jIKSm5gjDRhxyBKTOtdj1HQ74+sP7s/ByNCLyj4/c+i/JrctftgV4kGb4fD4Wp75r9
F/eD4uy1w/dH4PSc3boXxV+a/wD5N/zL/wAxif8AJtMrn9J+Ldi/vI+8PrW1/wCUR0f/AFdM/wCT
sOHH9I9yM31y95VvOH1r/D9wbV7pJgUKtYQRXNxswqEimBQ198m1I+a3luJWE1fqy04xDiQ/er17
V/Z+/wABEi+fJmJUNuav8f8Al/8ACZJg74/8v/hMVd8f+X/wmKu+P/L/AOExV3x/5f8AwmKu+P8A
y/8AhMVd8f8Al/8ACYqhNT0my1Sxawv4mntGKM8RYKCYnDpXiVOzKDTFUgX8r/JKWy2q6bJ6C1Cp
9YmNAxqQD6ldzirJbe1S3toraFXWGBVjiWqmioAFFTUnYd8VVhzqK8vp4/wxVCad/vZqv/MUv/UL
Bir48/KD/lNtA/5jbf8A5PJmvwf3j0/aX+Kj+sH2jmweYYX5t0G5vddS7jeiJbJGqmG7l+IPISf3
IaLo/cE/hkTMD+xsjjJG1fMBJrfyRAr0m+OBYrcRxrbamhEsSskjcg9eJWQ0H9gA8QefyKfBl5f6
aP6008o6HFo95NdXqmabiVtpYLbUgwWR2Zw4maYN8PpgHrtj4g8/kV8GXl/po/rZZ+l7T/fdz/0i
3P8A1Tx8QefyK+DLy/00f1u/S9p/vu5/6Rbn/qnj4g8/kV8GXl/po/rUrvU45LWWO3NzBOykRTfV
J24tTY0aIg/dj4g8/kV8GXl/po/rSHyPpN/p15qBuHiWO9ka6eK2sfqiyXMp/e3Ez+hBzmaigsSS
fowiYP8AYiWMgdPmCs/OCW7h/L7U7i2mWFoPSd+YJDKJFHGq7qeRBrQ9KHY4yiCKLGEzE2Ob5asP
zA81Jdx2sUMEsrswW4nMYiGxPxTCSKIUHj+vMOWgxk3uHPj2plAo0fx5UqeYPzG068hurK/0hnso
XEd56Nw7xB1Zek8UTJuaUNTv45HHoTA2JfY25O0xOPDKF/H9jGrDQLvzLZmHS441tdIDG9MkscdJ
nH7yVmmMVAVhGwPEcfnmdGJ3s26ycomqFbfb3pr5UsdX8vyJq2lXNvciEPyggubeYTKQfgaOKYNI
OVGA/mAPbI5cQnGinFlOOXEHsP5P+avMWsedrMXPowwSJM0ts5AkQpEw+COL1CpLdfVk77Dwrxaa
EOXNszaqeTY8u59B5kOO+KvzX/8AJv8AmX/mMT/k2mVz+k/Fuxf3kfeH1ra/8ojo3+rpn/J2HDj+
ke5jm+uXvKc6hYWuoWM9jdoZLW5jaKdAzIWRxRhyQqw28Dk2tq2ju/3pu2QkyN6Ppc1Air8AapPx
U602xVckdx9Yk5lfq/FfRAL8+W/PlU0p0pT3xVa0d19ciKMn1P05PWU8/VMvJPSKnlxChefKorXj
TvVV1xHdl4PqzIqCT/SRJzJMXFto6MKNy47mopXFW7uO5NtILRlW5p+6aXmyV/ygrKfxxVJ9W85e
WtMu5bG7vDBexxtJwaO4ZaJH6hPJVIYBTXY+3XFULpfn3yzcSWVhLqSSatcUiZYorlI3nB4SCP1F
NF5g0q3TFWQWkV4Ek+uOjv6shiMPNQIi59IMGZvjCU5HoT0A6YqvjjuPWlMjKYPh9BV5hxt8XMlq
HfpQYqtMd39dQqyfUvTb1FPP1fV5LwIblx48eVRStaYq1cxXpktvqrxrEJa3gl5sxh9N9ouLLxf1
OG7VHGu1aYqs1WPVDYS/oh4U1D4fQa79R4R8Q5c1jZWPw1pQ9cVW6d/vZqn/ADFL/wBQsGKvmD8g
fIus6zr1lrUa+jpWlzJLNcuDR3jYOIo/FjQV/lHXsDiYMRviLvO0tZE4xiG56/qfVuZbo0g1/wAq
SavdfWE1nUdOPpLEIrKcxRgrJz9TjuOZHwk+GU5MXEbshzdNrBijXBCW9+oX05fpQ3+Bpfs/4h1f
0/UlkC/WjWkoVeHIipVOPw18Tkfy5/nS+bZ/KA/1PHyH8Pd+tuPyRKJ/Vl1/VZPsVjFwY1PpqiCv
AA7iP4t9yST1wflz/Okp7QFUMeP5e/8AWsPkOQ2wgHmLV1KxiMTC5/ebMjV5Bf8Aiv8AE+OP5f8A
pST/ACiOK/Dx/wCl9/6238iyGLgnmDVo3KlWcXTbkliW36Gr/gPDH8uf50vmgdoC/wC7x/6VfD5L
mjLk6/qj81dTzuOVOfMEqGBAIEnwkCooPDCNOf50kS14P+Th8vd+r70VpnliSw1T6/8Ape/ukMbx
/U7ibnBV5C/IJTqteK+22Shi4TdkteXVicOHggPMDflSI80eX7bzDoN3o1zI8MF2qq8kdOY4uH25
AjquXOG8juP+cT/Js7cn1a/BB5Ar6SmvzC4qoP8A84j+VC4ZfMWrKBuE5Qsv0h42r9OKqf8A0J/5
QFxLcR+YNWgeVi7CJoUFSSdvgr38cVR1v/ziv5YijCNr2qTUNeUrQufvKYqy/wAj/k5oflDUl1Cy
vLm4lUMvGbhT4lK/sqD3xVn2KvkXzX5Q1vzT+enmLTNJh5zNdqzyNURxosacpJG7KP7BuQMpnLah
zLlYIb8Z2jGv7B5vqqPSOOi2um+sQ1qluqzqB9q3KsrcTXqU6ZbEUAHHnLikT3t/U9U/6uJ/5Eph
Yu+p6p/1cT/yJTFXfU9U/wCrif8AkSmKu+p6p/1cT/yJTFXfU9U/6uJ/5Epirvqeqf8AVxP/ACJT
FXfU9U/6uJ/5Epirvqeqf9XE/wDIlMVd9T1T/q4n/kSmKu+p6p/1cT/yJTFXfU9U/wCrif8AkSmK
u+p6p/1cT/yJTFXfU9U/6uJ/5EpiqrYWT23rtJMZ5biT1XcqF3CLGAAPaMYqkn5c6faaf5QsLS0i
WG3iSiRqKDfevuT3OKslxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVi/lzS7Gz83eZbm3hCTX
ksL3En7TsIUpUnsOwwCIDOUyQAejKMLB2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVJPJop5etB
/k/xxVO8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVSTSQP8Qaye/OKv8AyJTFU7xV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxVKfKq8dCtR/k4qm2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KpRpq01zVW8Xj/5NLiqb4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYql3l5OGkW6/5OKpjirs
VdirsVdirsVdirsVdirsVdirsVdirsVdiqXWCEapqLfzOn/JtcVTHFXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FULpicLGFfBRiqKxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVC2qUvLtv5mX8
EXFUVirsVdirsVdirsVdirsVdirsVdirsVdirsVdirSIEUKOgxVvFXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FVqoAzN/Nv+FMVXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq//9k=
uuid:ec082a61-9e58-8f45-842e-c99db0bbe041
xmp.did:8391c77f-1b77-4f3b-82a4-93992fcb566b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:acb5a042-a360-4a02-a040-35c4a1fd27e1
xmp.did:acb5a042-a360-4a02-a040-35c4a1fd27e1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:eac8937c-2c89-405c-babf-b536944b7e5d
2020-06-18T09:26:21+01:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:8391c77f-1b77-4f3b-82a4-93992fcb566b
2020-11-18T10:40:23Z
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/2 HSSD Drum heater.jpg
adobe:docid:photoshop:2e045e0d-700b-c947-9fe7-cf57b585cbe0
xmp.iid:5b818c56-08ce-45ff-94e9-66f90f4dee32
EmbedByReference
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/1 HSSD DRUM HEATER 1.jpg
adobe:docid:photoshop:11d4dc94-5138-ce41-b952-83646660b3bc
xmp.iid:c4bb2d9b-8b11-45f5-bb42-266d31a97ff1
EmbedByReference
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/3 HSSD Hook & Spring.jpg
xmp.did:018011740720681188C6903FD69A33BA
xmp.iid:115DBB832E20681188C6903FD69A33BA
EmbedByReference
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/4 Drum heater HSSD Printing.jpg
xmp.did:4EA3DC9A3520681188C6DA9485863B70
xmp.iid:EE28C6A53620681188C6DA9485863B70
EmbedByReference
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/5 Drum heater HSSD Thermostat.jpg
xmp.did:F228C6A53620681188C6DA9485863B70
xmp.iid:098011740720681188C6903FD69A33BA
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/2 HSSD Drum heater.jpg
adobe:docid:photoshop:2e045e0d-700b-c947-9fe7-cf57b585cbe0
xmp.iid:5b818c56-08ce-45ff-94e9-66f90f4dee32
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/1 HSSD DRUM HEATER 1.jpg
adobe:docid:photoshop:11d4dc94-5138-ce41-b952-83646660b3bc
xmp.iid:c4bb2d9b-8b11-45f5-bb42-266d31a97ff1
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/3 HSSD Hook & Spring.jpg
xmp.did:018011740720681188C6903FD69A33BA
xmp.iid:115DBB832E20681188C6903FD69A33BA
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/4 Drum heater HSSD Printing.jpg
xmp.did:4EA3DC9A3520681188C6DA9485863B70
xmp.iid:EE28C6A53620681188C6DA9485863B70
/Volumes/FPP/Firefly Creative Design/Work/H/Holroyd/Data Sheets/JUNE 2020/7 HSSD/HSSD Finals/5 Drum heater HSSD Thermostat.jpg
xmp.did:F228C6A53620681188C6DA9485863B70
xmp.iid:098011740720681188C6903FD69A33BA
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
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
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
102 0 obj
<>stream
HWي$|`a8a#xLEYSܗ{}xJ H8k]t]okJHױǖMd78)NaPPBm%C!PxL5W7'z_xLR7O&8gdkyPd49*x ~c=
!E|NZrc-1SkMS~Av6&C!.\eF%B$4SIZIYbr8#xF0>HX1X@@ "ky< *Fj+Wsi%k$^.3B"o5y(Թc"S\f.%QK>OgN4Lbj(E~Fb.x輖NKm^8; qnrK=
tc '*5~Ҍ*p8~>udL AOEDU9e+%Q
B/
F 9
ԧ:HBTimAAv8@aa%:+,(!d?Gv/&FK'3g9dMQ!'U:K
]bLj%כֿ'U XH_mš)PɐGpb*cOֵԵҍ|mK[CRXu
]