%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dotworkz-2018-Ceiling-Mount-Flyer-High-Res
2018-11-13T15:01:07-08:00
2018-11-13T15:01:07-08:00
2018-11-13T15:01:07-07:00
Adobe Illustrator CS6 (Windows)
204
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADMAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FUDoeuaXrulwarp
U/1iwuOXozcXTlwcxt8MgVhRlI3GWZcUoS4ZbENeLLHJESibBV7u/sbP0frdzFb/AFiVbe39V1T1
JnrwjTkRydqbKNzkYxJ5C6ZSmI1Zq1fIsnYq7FVGC8t55biKJ+UlpIIbgUI4uY0lA3G/wSqdvHFV
bFWL+avOz6Fq+m6fDpc+rG9Wd7hbNlM8IiiaWOkTcQ5mEUvBealuDceRFMysGm8SJJIjVc/x02+b
iajVeHKMREyu+XMf20fkatBDzxretao2leWNKZGgdfr2q6nRIIImdgsiW6OJpi/oyx8Ko0ci8ZOJ
DAT/AC0YR4py9wHM/HkOnfY5Nf5ueSXDjj7zLkPhzPIitqOxZrmE56hLHd1JilFCfssBt9OKoSSf
Uo/tig8aAj7xiql+kbr+YfcMVd+kbr+YfcMVQ0/mJYJBFJMvqE04AAkV8adMVRC6ldMoYNQEVoVo
d/EHFUbp9xLN6nqGvGlNqda4qlE/mC8guhG6BYKGsxIqWopHFADVfiYEkg1HQg1xUrofMRmEpVnU
Q0Ls8TKp5dODkcX6b8SadDviqn/imAMA1x6YNRykRkXb/KZQv44qiodYedOcE6SpWnJOLCvWlR88
VVku79xVAWHSoWv8MVVkOqMR0UHuaf7eKq3C+9KnNPV5de3Gny8cVRGKvKvNOtNN5y1q11jzPceV
bfRLe3udAMLiKO6MkbSTSyxOG+uBJUCemp3oVAqWza4MdY4mMBPiJ4vLu/q+90+oy3lkJzOMQAMf
Pv2/i36fBivkm/e40Hy1oWqa5P5a8vHTry+j1G2uFsXnvV1KWIwm5kBVgkTcvTXxqa7UytTGpznG
InPiAoi6HCN6/S4elncIQlI44cJNg8NniO1+7os1dLrVvK/lbWNU16++qx67FpVvqn1kQQz2cM0/
DVPTZeUFwqgpzkYtReTVrXDjqGScYxF8HFVcjt6fMe5GS544TlKVcfDd1Ys+vyPv7no2vX2r2ep3
+ladPcy33qHXYbdWkm5Wkds1IKtyYI1/AqtFGRVJKLsW48+9Kse/OoavBIdVmttC1y+mSGeKWUCT
6isUEVrFMjenbi5mSeTlH8UigCtTQKrwtxcSHRrbWbwWq65NZJdxTh7hIjpb3Dwes4ct6czMo51Z
aDfkoIVQeo3F/Z65e2ks0lh5VXVLaPUtUSeT6wSdOgEUbTDlJFF6kcayys4J5gch8RxVNtcluJ9Z
ujo1pqF5d6Z6c10IbyW3gknHBobNFlmS2+NCHmbgwVNqF3FJ44gyAJod7DJIiJIHEe5JT5a/MZtX
tddaUfpW+gEdz9XuLe1isVeKNpLbhPa6q0iepbr8SSfbYkIoLM2w8bDwmH8IPcTfntKPf3currPA
z8Qn/ER0IHDsNt4z6jv59Bujfyov9G1XSrjVLeTlePcCxupAGSCR7ZDMBbrM8szIWuHmMkp9V3Zn
en2RXr4yjIRPLmPj39OlUNgAKbezpxnEyHO6Pdt3Xv1uzuSSSz/MB2LsVdiqjLaW8m7IATX4hsan
viqFk0o9Yn+hv6j+mKsN1uwFpq8ahCpcCVqsWqWkYk1JP3dsVZErBlDDoRUfTiqYaT/u3/Y/xxVj
vmCCSJ4lkFG4kgbHavtigo5NPEWgxTMwNURuJH87DvX/ACsUqH1a24HivHc04bbfLp3wUqFuNGik
k/dlByKkkrxYANRjyUitAQRUdvfZW3lXnr/nIRfIfmibQHS7v7m3jjM7rJE0a+qgdVAkJNeJB3C/
ccUojy9/zlxouqajZaadGnW5vpFgjkkZI4lkY8VDFDcN8RIH2RT5b4rT3n9IQ/o39I0b0PR+scdu
XHjz8aVp742ikThVjetWOq3N1cXDaRYalLZB5dAlnRC8MqQq4Jd2J5yXPEKE4AKpYvXiDOOSUQQC
RbCWOMiCQCRy8kt8v6ZqV35fOmeY/KenxfV5mewsUjtvqCgxuyuV53BQ+pyVmVCfjBAPxUIzTEuL
iPF32xODGY8PCOHurZNLvS5Luyjtrvy/YXWj28ET2mlTem0kUsbMnBUZGtqi3YBKOAGqvLieYY5Z
g2CQSmWGEhwkAgdKXy3utJ6l/wD4bEuoRCS2h9O4tzK68UcESPw4wPLyG557K3p7kLW2LwtxcWd1
pt15ej+oQTw29rbu8D281oJFX1VT9j0VBf02XsApJ6KqjW81lG0Gn6Lbm3sP32nxxvHEpZwQ4iXh
SOSjy9aKar8XxPwVS/RrzzNdiK21nyxDax3xkXV5luIJIzxgVRI0Q5FxLT0+JYlVAqSMVbutBsXt
Lm+n8p6fdakymQW6C3d5rhnYNylljiXifhfmTyNT8NRRlUxuNT1wK7W+jPIFiMiLLcQxu0gj5elR
TIoJdlSvKmznoE9RVCSpqFpdvJYaBF6Lte3RETwxSSXioiwyynkoH1geotaOacC3HcLKUieZYxgB
yFWyHIsnYq7FXYq7FWH+blrq8J/4pX/ib4oLI7S1tprC2YqKmJDyXY7qN9uuKVa2tVgL8WJDUoD1
FMVY95v/AL6I/wCR/E4oKf6Wa6baf8YUH3KMUqF9YwqgliUIwIBC7Ag7Cg6YoLG9M17y5qWoXNhp
mqWl7qFpzN1aQzpJNEI2EblogxZQGoDtSvzxTb4W/MvVJNV/MDzBqE0plaa/n4F1MbLGjcIoyrLG
wMcaqhqOo79cASyj/nHzy2nmH8zNFsTZ/WY7SZtRvJixAihtlqp+E95uA3HXiOhOFX3rih2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KsL1Lzdfv5xutAt+EcNjbxzXDgt6p9enpEfDTiaONmqOPflsDyV
P7KaV4GaRnqPsksd/frgCqTsH+M/ESPtHuMCEp1/XdI0PTJtV1aYW1jBwE05Vn4+o4jXZAzGrMBs
MVZXaIqWkKKKKsahR7AAZNKrirF/OUaF7WSS4jt4w6REytxDtMxjjjBP7TSMoXxO3fCEFHWuqrZ2
FvA6NJMiUYqrFTxoOqh6de+BbWXs0Wp26JParxRywEoDEbNGSARtyRiP9U4oJSXyr5c8u6F5ikbS
NKtNO+sxmGQWcMcAIX94vL01XlTjSh6YpDN8UuxV2KuxViE/5reUIPMGo6LNLOh0lHbU9RMEhsbd
o4hO6S3ABRGEbA77dq8tsVSvUPz5/LezVZEvnvIHjSVZ7VA6Uc3AoalSpU2UnIMBTbFUwi/OP8tZ
A6trtvFPEiSS278hKvqNGgXiAeTc5kFFr1HbFVPzF+cvkTQbDRtQuruSaw16K4uNNureMujx20Yk
cknjSoYBfE7Yq3pn5z/ltqFjDdprUUHrW8V16E9VlVJiioGUcvj/AHyfCDWjA9DXFVt5+dv5X2kM
0j69C7QRSzNDGsjyFYFd34qF3IET7ex8MVZfpepWmp6ba6lZsXtLyJJ7dyCpMcihlJB3GxxVE4q7
FXYq7FXYq8esJfMEvmLVmvPq1tdzPwnlt1MjI8bMOMbvxHAf5Sb9TvlZtlszjSI7yC2f1b17knp6
qRgD/kWsf44QxUrny9o1+fV1HT7S7naFLd5ZYUZzHFIJkTmwJ4rKPUUdm364EJg0XJgxQ8jRSA1B
8JFCNsVSvyx5Rh03SWttJ1a6TVbKNLRppry6v4EaNY5UV7O5nljjV04VVOD+m3wutQcmEhlWn3F1
PZxyXdv9VufiWaDl6ih0YqSj0XkjUqjFVJWlVU7AqhNWs7a8kigngFwnJJApVWCPE3qxyEN/JIil
SNw1D74oK6208SQq7h4mbcxNSq+xpUV+WK0rDTo/5z+GK0rxW8MRLIoDEUJ74rSpil2KuxV2KsR1
P8pfy+1PWb7WL/SVnvdSikhvayzCJxLEIJH9FXEYkaIBTIF5bdcVQD/kX+WEkCwSaSzosYiq11dF
iqmdvib1eTH/AEyXc+PsKKoXV/yF8h3lnJHYQy6ZeOwdb2KV5XU+pbymizM6ipsot1owpsRU4qjz
+TPkO48veX9D1OyfUrXy3CIdOeaWRWpyjdmcRNGrFmgQmop9GKqA/Ib8rBCYRo59M2yWgH1m6+FI
xGquv734ZeNvGPUHxUUCtMVbt/yJ/K+CJoo9IbgyyRuGurpiyywzwOCWlJPKO8lH+y9hirN9Psbe
wsLaxt+X1e1iSGH1HaR+EahV5O5ZmNB1JriqvirsVdirsVdirCfNXkKzu5zdWV5eaXcTu0k09pLQ
l2qTVZRLHuTX7HbwyJim0qtvy/11WT0/OetLQ9xp7A18QbTDSGVWWgazb2ggOqrdOpNLq6gDStU1
+L0Ht49t1HFBtTvWo4VKZ2dhcR+p9aljmBasXpxtFxXioo1ZJOR5hjXbYgU2qTSAFt/oOm33xSrL
FKfTDXFrPNaTMsPP00eW3eKR0UyuQjNxqSaYUojT7C00+0jtLRPTgjrQFmdizEszu7lnd3YlndiW
ZiSSScVRGKuxV2KuxV2KuxV2KuxV2KuxV2KuxVp2KozAVIBNPGmKsLt/zA1eVp0by9LE8EUL+m8p
Du8nH1FjQxcnWMk/EOoFdq4qyjRr+fUNNhu57ZrOWTlytnJLLxYqKkhetK9MVRuKuxV2KuxV2KtO
iupVhVT1GKqKWcKNUV9hXpiqv0xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVDR6layGQJ6jek
7RuRDLTkpo1Dxo1D3G2KrLq8Ppj0VmrUcuETc6f5PNePXrXt74qksV35n+sfveZt/hHwQAP1Xkdx
T+ag+W/iqnNneP6R9dZq8vg5xNz40H2uC8K1r07U74qq/X7f1ooSJA8xIjrFIFqo5GrFeI2Hc4qi
MVdirsVdirsVdirsVQet/pL9DX/6KIGp/VpfqJIVh6/A+lVWKKfjpsWA98VeP6L5u/5yNWBrKXyx
b3dza8Vku770oWf1JUKEtBLHC7GFzyEaAIRuSariqIvtU/5yLn1WzuLbTYreziFs95YILNY5H+tu
lxCJZJZ5eAhIb1BxLAAqqVIxVfqXmP8A5yHnvLC3s/LkFvamW2a8u1+rB+BR/rC+nJdzqq8mShry
HE/arTFVR/NX/ORgt5ZF8o6aZVhQxw+otTOzvz+IXdCqKigD9rkGqv2MVeoaLPqU+nrLqUH1e7Mk
waHiq8UWV1j+zJODWMKa8t+tF+yFUbirsVdirsVdirsVU7iYQxGQqW3VQq0qSxCgCpA6nFUuur+6
mW9gjt+AhiHN3k4tyflsOCt+yAQa9+1MVUdJtEihumvLSGG3SadkZghNPVcnoo+D+UnfFUxsISnq
ShPRSUgpABQKB3I/mbv9GKorFUJfonKOaWJZYI+QlVhyKhqfGAdvhpvt0+4qpdqtnObmzNlZQyQ8
iS1EA5FCBzqv2KE7rv8AqKqOs7GzMJL28Zb1Ja/Cp6SNtUjtiq6L9GC4CRRIsoJVXEfEcl+0FegU
kb7A+PgcVRmKuxV2KuxV2Kpd5j1u30Hy9qmuXKPLbaVaT308cdObJbRNKyryIHIhdqnFXnFp/wA5
MflzJNcwXgvLOa0mkgnrCLiMNEiszJJbNMroeVEZahuo2IxVXj/5yP8Ay2lm0+CCS8km1SRI7JPq
zrzViPjq1BQb++xFMVROk/8AOQX5b6rdWltaXFyXvb+30q3Z7aRVa7uVLInI7UG1W6bilRiqB/6G
Q8kLqy6fJZalGGMVbowK0SiYKULFXJH9/bg7bGVa9GIVWad/zkp5GvLMTfVNQW4MUdwbSKFbl/Rl
SN1dfqzyhqCdA6jdW5Aj4Woqzzyb5x0rzbpUupaasiQw3M1nIkwVWEtu3B9lLbV6YqnuKuxV2Kux
V2KoLWkd9NlRCFdiiqzU4gl1AJqGFPoxVJ9Gs5bKxv7WVkaSJFDGOvCpDGi13oK0xVOmWC/4yQXD
KbeR05R8TSRSUcEOrio3HT9eKt/Urn/lvn/4GD/qlirvqVz/AMt8/wDwMH/VLFXfUrn/AJb5/wDg
YP8Aqlirovq1jxiknq9zIeHqFQWcipChQq9q7Dr7nFV9n/ct/wAZZf8Ak42KpRb6Yq62LweoZ2mk
MisrhEjCyBSp+x8RcHx+44qn2KuxV2KuxV2KoLXW1FNE1B9MhjudSW2mNjbzf3ck4jPpI+6/Cz0B
3xViIf8AMlbe2uYdPsWeK1sjc6c8Sx+rO5kjuEilEzekIKRyDkrAj4RvuFVabUvPL6Tcyx+XIbbU
obO1nsYy8MwN3NQ3FvtJHQW9T8dfiqeI+H4lUFf3f5pR6jdS2Gj2L6ZDLHHZ27xD1/jr++EguFXj
GiqCOAPJz2SjKq19deb7XTU/Rvl6O1lW5vVa1hhgmDW6RM0UwpNCqtcOqngf2iFY0BZlULc3P5sK
s76dpOnRra/U/Rt5oR/pIkCfXBGy3CelwkaRwWB+EAUJaoVZ9YW0NvaRpDbR2YI5vbxBQqu/xP8A
ZABPI7nviqIxV2KuxV2KuxVxAIIIqDsQcVS7U9PtfqlxLFEqT+j6astUqF5FVPCmwLn78VWadp91
ZGVgqySSu7FmmfZWdnVAPT/Z5Ur1OKom4uryCFpXhjKr2EpruaDqgA+ZNPHFUK2p6qJDGbKLmCB/
fS0qeI6iAr/uwd/HwNFUTbXd7PF6ggjX4mUqZSSCjFTuEI6jFUFq2jXOolGLG3dQyl4ZjUq6kdHi
dag0PTFUOutXmm2kYvrZfjuJYhLG7cP708SSVPGtdgTUnpXbFU3tLyW5USIsZirRmV2JH+xKLiqK
xV2KuxV2KuxVLvMet2+g+XtU1y5R5bbSrSe+njjpzZLaJpWVeRA5ELtU4q8wX/nKb8rgYBM17D68
dzOnK35UgtnmT1DxYn94bc8V6/EK0FSFUfqn/ORv5faZL6V2t6rmaSFALcmqQLE0kux2QLMCK7tT
YdMVehaDrdhruiWGtacxex1K3jurZmBVjHKodeSnoaHcYqj8VdirsVdirsVdirsVdirsVU7iCO4t
5IJa+nKpR+LMjUYUNGUhlPuDXFVgsof5pf8AkdL/AM1Yq42MBBBMpB2IMsv/ADViqH/Qmk14+iKg
bjm/Q/TiquthbqoVTIqqKACWUAAf7LFW/qUP80v/ACOl/wCasVbFnbC2a2ZBJA/LmkhMgbmSzA8+
Va1xVu1tILWERQKVQeJLE7UFWYknYU3PTFVXFXYq7FXYq7FUs80/Xf8ADOr/AFC7isL76lcfVL64
4mGCX0m9OWTkGXgjUZqgimKvK2v/AMzp5I3t/MPllonkDSSMygqouHnkgoY+XBbWRUcH4t68gSaK
py8nnm7GlPLrehw26Wh/SM0DR83vfQchU9RJF4F2hZ6U26U6FVL11f8AN5dSk0q08weWJJba4Cww
SF1neGL92Y5EQKAZJHRGMa/AxoAfs4qjdU8xfmJFb2s9trOhRmDVZo7pLiVYxLZgwrAhKGcK8kcp
k6jiXjrtyBVVvLmq+eNQsLq3n8wabLete2p0ia2lgLXFqJ3muASscgAkghljT91y/dsf8rFUv0zz
B+a1h5jtrLV7vTZtAtmiXUdR9e1EgX7LlwXRx+8rEf3dfU4U25llXpEfmjy1I0ipqtozQySRTKJ4
6pJCWEitvsUMbBvChxVevmLy+1rHdrqdq1rNw9KcTRlG9R/TTi1aHk/wj32xVMMVdiqH1Gea30+5
nhCmaKJ5Iw9eJZVJAam9NsVb4Xv+/Yv+Rbf9VMVadNR4N6csJenwho2Ar70fFUF9a1wXaWrLbc2i
aUsDJT4WVSKf7LFVf/c5/wAu3/JTFUsm0zUbnW/rMvpetbQx+lwmuY1HMyqeSoyq+x/aBp2xVF/U
dU9eGf8AcmWAOIyZJztJTkCCfi+yOvTFXQXmtTXVzbhLYG2KAtWTfmvLFULrdnqUllNdSwWclxbQ
zehJR+Sh0IbiT4rirIMVdiqjd/XfSH1P0vV5Dl63Ljx7/Z3riqU6pe+Y7DTLu+ZbN1tIZJ2QeqCw
jXkRv0rxOKtnUdcXTra7KWpM5twVrJt9YdE/Dniqcxer6a+rx9Wg58K8a96V3xVAeZXij8u6o81r
NfQraTmWyta+vMgjblHFxIbm42WhrXFXhWh+WfK+ree7OCf8t9UtRZxiS21G/ubtY4ZlBCI0a8of
TrWvFyAP2aADFULq0Gnh7m+n/KjUj8AkimS4uGkeUKpVWVELIipDGxbejnoSK4qn+raVpGs6nD5h
fyDqU3OS7u7+S6nmglie1mVYz6SseXqFa8QrEDYDioOKpa8/l3SdOhs9N/LbzHBp8E05a1/ep6qu
Y/UZuLTNTnZRNTkNlLjenJVP00vR/L81vd6Z5VvtP4SR3jpC9xJcXLWbzwQo4Ec6BY0+KTkyn02X
iWpxKqQ2Fn5Ajvtbvf8AAGr2j2+oIkUsz3K3N5PdtJ6zW8ZJVhwtFUANuW3p9oqrtH0nyd5q1ua4
uPy41XTm1e8kmvb+9kuof3l4RHLKFXktfh5ClANjscVelD8mfy6W/tb9NLKXVkkMdtIs84KpAaoP
t7/5VevfFWbYq7FULq3/AByr3/jBL/xA4qisVdiqBf8A47kP/MLL/wAnI8VR2KoaP/jpz/8AGGHw
/nl+nFUTiqW6f/x19V/1of8Ak0MVTCWJJYnikHKORSrr4gihGKrsVdirsVSvzVX/AAvrFOv1G5/5
Mt4YqpSf8o9p3+vp/wDyfhxVOcVQ2p6lY6Xpt3qd/KILGxhkubucgkJFCpeRyFBPwqpOwxVjM35t
/l7axs2oaxHpskZVLi3vkktpoXdWZUmjlVWjYqpb4h0oehFVVO5/OX8soGjQ6/bySypJJHDDzlk4
RBi7FEVioHA7n+IxVL7j8/vypgtbK6k1ki31CP1bWQW9wQy1RTX93UENKoIPfFWZaJ5i0TXIJZ9J
vI7yKCT0ZmjJ+CTiHKMDQhgrioO4xVMcVdirsVdirsVdiqF1b/jlXv8Axgl/4gcVRWKuxVAv/wAd
yH/mFl/5OR4qjsVQ0f8Ax0p/+MMP/E5cVROKpbp//HX1X/Wh/wCTQxVMsVdirsVdiqVebKHytrNe
n1G5rX/jC3uP14qpyf8AKPad/r6f/wAn4cVTnFUs80Lev5a1ZbG2jvb1rK4FrZzKskc0pibhE6MV
VldqKQSARiry+y8pJLpGsxP5L015Gs1bSv8Acdb+nOyGUKXpNIjOYWRirFfiLLuBUqqeneR47XTt
Ta8/L3TLq80+2/51vnbQ85d3d/XmeS4ZGPNWILVqWVS3XFVOw8r63dWUUV3+WWi6d9Vt7iWzhCWt
0scxiWaOFaOirS5AVj0alRxpuqmukv558q6ZZyaf5ZhjsrgyS6jpNnWWQ3lxJzkn5hmKgFqlKUCr
xWh4pirL/Jet+c9UN6fMehLo0UXo/UJBMsjXAdCZGaMVMXEgfCTXenbFWT4q7FXYq7FXYqhdW/45
V7/xgl/4gcVRWKuxVAv/AMdyH/mFl/5OR4qjsVQ0f/HSn/4ww/8AEpcVROKpbp//AB19V/1of+TQ
xVMsVdirsVdiqV+av+UY1inX6lc/8mm9xiqlJ/yj2nf6+n/8n4cVTnFUNqmnw6lpl3p07OsF7DJb
ytGeLhJUKMVbehodjirAv+VKaa+unWZdd1QScFWOzgkhtrSN0IIkjghjVFYMCaj+Zq1JxVq3/JHS
YhGr69rFwqx30M3rXKuZkv7Y2xWUlPjEQZnjDdHJOKqlz+S+myQ3Nvb6/rNrBdTtPIiXRdv3k0kz
RiWQNJxLzH9rl13qxOKoK6/Iu3aza0tfMepQx3M4mv5JH5yOgR14QshiWLdz8XFtiw/axV6TYWgs
7C2tBK8wtoki9aUgyPwULycgAcjSp2xVXxV2KuxV2KuxVC6t/wAcq9/4wS/8QOKorFXYqgX/AOO5
D/zCy/8AJyPFUdiqGjB/SU57ejDv/spcVROKpbp//HX1X/Wh/wCTQxVMsVdirsVdiqV+a/8AlFtY
/wCYG5/5Mt40xVSk/wCUe07/AF9P/wCT8OKpzirTsqKWY0Ubk4qofX7T/fn4N/TFXfX7T/fn4N/T
FXfX7T/fn4N/TFVZpEVOZNFArX2xVR+v2n+/Pwb+mKrTqlgGCmYcj0Xev6sVXfX7T/fn4N/TFUQN
98VdirsVQurf8cq9/wCMEv8AxA4qisVdiqBf/juQ/wDMLL/ycjxVHYqho/8Ajp3H/GCH5/blxVE4
qlun/wDHX1X/AFof+TQxVMsVdirsVdiqV+auX+F9Y4/a+o3NOvX0W8N/uxVSk/5R7Tv9fT/+T8OK
pziqy4VnhdVFWIIAxVJbqyuY4vVYFQhqaEb123+/FUA80g/aOKovTbO7ktRIOUgdnIZiv8xFB02F
MVTuaN2tSgFWKgU98VS06feEEBKHsar/AFxVIdWhmiubS3cks15AjCux5VNDviqf/o+7/k/Ef1xV
N12AGKuxV2KoXVv+OVe/8YJf+IHFUVirsVQL/wDHch/5hZf+TkeKo7FUNH/x0p/+MMP/ABKXFUTi
qW6f/wAdfVf9aH/k0MVTLFXYq7FXYqlfmv8A5RfWP+YG5/5Mt88VUpP+Ue07/X0//k/Diqc4q7FU
Jqv+8Ev+x/4kMVY1IcVT7y4/LSIz/wAWTD7pnH8MVTLFXYqxHzGaa1Ye+o2g/DFWXYq7FXYq7FUL
q3/HKvf+MEv/ABA4qisVdiqBf/juQ/8AMLL/AMnI8VR2KoaOn6TuPH0Yf+Jy4qicVS3T/wDjr6r/
AK0P/JoYqmWKuxV2KuxVK/NYr5X1geNjc/8AJlvY4qpSf8o9p3+vp/8AyfhxVOcVdiqF1T/eCX/Y
/wDEhirHHXFU48sCmjoP+Lrn/qIkxVNcVdirEfMw/wBy+nnw1K0/VirLsVdirsVdiqF1b/jlXv8A
xgl/4gcVRWKuxVAv/wAdyH/mFl/5OR4qjsVQ0f8Ax0p/+MMP/E5cVROKpbp//HX1X/Wh/wCTQxVM
sVdirsVdiqVebCo8rayWpx+o3Na9Kei3sf1Yqpyf8o9p3+vp/wDyfhxVOcVdiqG1L/eKT/Y/8SGK
pA64qm/l5eOlIP8Aiyc/fM5xVMcVdirFfMS11SxPhqVp+o4qyrFXYq7FXYqhdW/45V7/AMYJf+IH
FUVirsVQL/8AHch/5hZf+TkeKo7FUNH/AMdO4/4ww/8AE5cVROKpbp//AB19V/1of+TQxVMsVdir
sVdiqV+ajTyvrB/5cbn/AJMtiqlJ/wAo9p3+vp//ACfhxVOcVdiqH1AVtJPo/WMVQ82n2i2bP1YL
USE9T1G3TfFV+jLx09B/ly/jIxxVG4q7FWI6nNJPrXBgAtvqlosZFalfRVzXfryc4qy7FXYq7FXY
qlGr6raizvLcunqmCQCLmvqnf0+Qj68OR+1iqb4q7FUC/wDx3If+YWX/AJOR4qjsVQ0ZP6SnHb0Y
f+Jy4qicVS3T/wDjr6r/AK0P/JoYqmWKuxV2KuxVKvNZp5W1k/8ALjc+A/3S3c7Yqpyf8o9p3+vp
/wDyfhxVOcVdiqldRtJAyKKsaUH0++Kpe1leFeFCUG4XkKV+VcVR1hC8NqsbijAsSOvVie3zxVXx
V2KpDe2Fw2oxyLCaNdwys6jYqopyJHgB3xVPsVdirsVdirEtY0lTeXuoeqfrAt2gFrxbdBI05k5c
uPGjdl6ihJPEKqy3FXYqgX/47kP/ADCy/wDJyPFUdiqGj/46U/8Axhh/4nLiqJxVLdP/AOOvqv8A
rQ/8mhiqZYq7FXYq7FUr81GnlfWD4WNz7f7pb3H68VUpP+Ue07/X0/8A5Pw4qnOKuxV2KuxV2Kux
V2KuxV2KuxV2KuxVC6t/xyr3/jBL/wAQOKorFXYqgX/47kP/ADCy/wDJyPFUazqpUE0LmijxNCf1
DFUPH/x0p/8AjDD/AMTlxVEK6sWANSpow8DQH9RxVLtP/wCOvqv+tD/yaGKoLVdQ1e3aJoWi9OZO
ciTniFUOvJV9M+qGEdfio2+9BSmKrtAN3xgEiySMqt9YvDsspNeBoSOW1PiArtSgGKp7irsVSvzX
/wAovrG9P9Bud+n+6WxVSk/5R7Tv9fT/APk/Diqc4qpXX+80n+qcVY9e3QtbWS4KNIsQ5Oq0rxG7
HcjoMVS+w1tNRd2tAyxqqgCQAfEa77V9u+KponMKOZBbuRtiqdXH+8Tf6gxVI5mkHHiaA7E9/bti
qXDVZ209rkKoYRlwKEioFfHFUZp0081lDNPx9SVQ9F6AEVHWnbFWUL9kfLFW8VdiqF1b/jlXv/GC
X/iBxVFYqhb6ISy2YLyIBMSRG7Jy/dSbNxIqO9PHFUnubrT4tWWQi7ZY7SZjxW63o6HYnb8aYqi7
GCz1OOx1NPXjaIl1WRpd+SFSPjO43qGXr8icVR0f/HSn/wCMMPh/PL9OKpdMth5fjvL4LNKbpw7D
4noQOhY7KKkmrH28Biqlo91eXl9qE8UJtFl9BuNyp9VaxDZolNAf9l9GKoqaC3tZJZI4VlmjT157
iXcj7VGVQAOXwnYcfniqXWmvXU9yzXMclrEoiaCaVkjjkLsOYWP7RUI32izDrToKqsmxV2KpX5r/
AOUX1jt/oNzv0/3S3uP14qpSf8o9p3+vp/8AyfhxVOcVdiqX+YjTy/qZ8LSf/k22KsF8gD4h/wAZ
IcVelYq7FUu180sa+DV/4VsVYZER+gZCP98P/wAROKs20E10PTj420P/ACbGKo7FXYq7FULq3/HK
vf8AjBL/AMQOKorFUHe3drE8LyTIiQzESszABCYWIDEnbYjriq1/+O5D/wAwsv8AycjxVHYql8N9
ZNq08S3EZk9KEBA61rzl2pX2xVHvIkaF5GCIu7MxoB9JxVJrC856tqn1eNp6tDRx8Mf90KHk3Uf6
oOKo2bTvrZBvSrAVpEigAA7kczV+3VeNfDFURb2ttbrxhjWOtORA3NPE9T9OKquKuxVKvNdP8Laz
Xp9Rua1/4wt7H9WKqcn/ACj2nf6+n/8AJ+HFU5xV2KpZ5oYr5Z1dh1FlcEf8imxVhfkFfhVvGSL8
AMVej4q7FUr8x/8AHMc+Ff8AiDYqw9F/512X/mHf/iBxVmvl/wD44Om/8wsH/JtcVR+KuxV2KoXV
v+OVe/8AGCX/AIgcVRWKsT17RNYutQuJEEEkFw8SW0Uix/sJV2cmN+XQ05VK0+HFU9IprUA8LWQe
P+7I8VVtR9X6nJ6aljtyUEglOQ5gUBNeFaU3xVLzNGZrgvHAbQ28CjjISpXnKFC8U3PgB9GKqtjZ
3qQQvdRrcXSqC0s0vJg1N+IWMIvh8I371xVTsHvf0vqn7qP7UNf3jf76H+RiqNuLi/it5ZRBExjR
mCmVgCVFaV9M0xVFitN+vfFXYq7FUs80Fx5b1XgAT9UuK1NNvSb2OKqD1/w7p1RQ8tPqBuK+vDiq
dYq7FUs80U/wzq9en1K4/wCTTYqxPyNHxgQ9zKn4BcVZ/irsVSzzH/xy5Pp/4g2KsTCU8uygf8s7
/wDEDirMdAFNC04f8usP/JsYqjsVdirsVQurf8cq9/4wS/8AEDiqKxVQuf761/4yn/k0+KoOa7tU
1iORpkEa2krFuQpQPGa4qjrW6gurdJ4G5xyAFT/A+BHcYqhorW2XV7iYQoJTDF+8CjlUtLXfFURd
3ltaQNNcOERfvPyHfFUFpro+q6m6MGVmgKsDUEekOhxVZ5gk1hY4RYRq9u3MXzNSqx8eoqy/gDiq
bYq7FXYqlfmsA+VtYBFQbG5qKVr+5btQ/qxVSk/5R7Tv9fT/APk/Diqc4q7FUu8yIH8u6qhFQ1nO
CPnEwxVIvLFhLa2tr6ihTMyyoN9lNAK1/wBWuKsuxV2Kpb5hFdNcfP8A4g2KpVd6FLbeX5gXDSJb
sXSnT4DWhrvTFU60QU0awHhbRf8AEBiqNxV2KuxVC6t/xyr3/jBL/wAQOKorFUPdx3LPbvBwPpSF
5Feo5KY3WikVoeTA9MVS2eCWTWY0e1gZXtZQylzQgvHX/deKrrFr+3g0uGG3hS2kULLR2LV9IuD9
levE1O5r9+Ko+P8A46U//GGH/icuKpdKLy7t9Si1KCH0YWpb8CWP2eVamnYr4d8VV9NRE1XU0RQq
K0AVQKAD0h0AxVGX3+8Vx/xif/iJxVXxV2KuxVK/Nf8Ayi2sf8wNz4H/AHS3jtiqHmkA0LSYgayz
SWKxJ3YpIkr0/wBWONmPsMVTzFXYqgtbR30a/RPttbTBfmYyBiqUaI0zQ20cpq0DCMGpJoCGpU+H
Kg9sVZJirsVS/XBWxI9/+NTiqXSXN7NozwMSzNEyk7l2+HofHFU10b/jlWg8IkH3CmKozFXYq7FV
O5tobq2ltp15wTI0cqVI5KwoRtQ7jFVH9GW388//AEkT/wDNeKu/Rlt/PP8A9JE//NeKrP0RZGQS
1m9QAqH+sT14kgkfb9sVQcOm2/1fTfjn34/8fE/++G/y8VS+WeD9NcLCWC5gbhbXMj6nNHJHMrTA
RqiiXm3JCCpKkb9cVV5bK4/0hWif0mMnrut5OxQiKMx0BK8g29fDbFU1XR7FJHkX1g8lDIwuJ6tQ
UFfj8MVdNo1jPDJDN60kUqlJI2nnIZWFCCOfQjFUaAAAB0GwxV2KuxVj/m3UYI9H1m0uWSGH9HyE
TPJw5PKroEHTfp0bviqYada6NWOeyZJykYWGX1TPxjYDZGZn4q1B060xVMMVdirsVaKKxBIBI6E9
sVbxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpdBb35s7eK4giEkKr/d3EgAYLx2YRoehxVLY/LN6lwZv
rMpJn9ahupdhzZvSFVNEo+/c7b9sVTFrS8jtpYbeGOs78pDJcSufiIDEFkc7L0Xp22xVMsVdirsV
dirsVQ13+kqj6mISKGvrFvtdvsjpirrP9I/F9cEPQcDCW3NTWvLptx/HFUTirsVdirsVdirsVdir
sVdirsVdir//2Q==
uuid:68572c4b-bcd4-4a3e-b5c2-77ed6850799a
xmp.did:A1B860A297E7E81182B09ABE5037A078
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:02f190ca-ae73-4764-8884-2e9f99ccb29e
xmp.did:9EB860A297E7E81182B09ABE5037A078
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9EB860A297E7E81182B09ABE5037A078
2018-11-13T14:58:28-08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A1B860A297E7E81182B09ABE5037A078
2018-11-13T15:01:04-08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-06.jpg
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-03.jpg
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-07.jpg
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-01.jpg
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-15.jpg
EmbedByReference
C:\Users\kevin\Documents\temp\dotworkz\animation\ceiling-mount\dotworkz-2018-A-ceiling-mount-that-lets-you-install-a-security-camera-anywhere-animation-11.jpg
EmbedByReference
C:\Users\kevin\Documents\Dotworkz\Flyers\2018\Ceiling-Mount\image.png
EmbedByReference
C:\Users\kevin\Documents\Dotworkz\Logo\Dotworkz-Logo-and-Tagline-High-Res-300dpi.jpg
Print
False
True
1
8.500000
11.000000
Inches
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 10.01
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HSKoк@ОяЏхUВьюь3ЧBеДRЄFXЪЁщС
\MАгпБзв49D>ЌСпcfі{ІСЩ
аrЄП=ь"Л
нГбчЉeЭвwсДз шI8ЃЄd:Јy/ЄйОlL*vCЯ=ѓ<8ZТjЫі`!vxiиДL~=.Hы Bд!YkЅыэфСюcЦFуЉYнб@=+џВLlСЄяОвЌ6mи`uQ.сКz(aіЋХЫЪЁ=ѕэ1ёcdGnуЌXГМ)ЊВОlЩR%:ЁЯб"vIБeнТсnpћ4yКК^BoЋЩd6Ам=Т gs:Ђеѓ* ЎИюрзywEОЎ_МЮчЊЌbў{ѓfЫЎиДЩrыІMkЊ
ОC^ЮaQEНѓ}`ЧЂYСэЊh"|Ћчqу*o`KЭЋЕЋЭїsMуoіЏќ}0Qч0Сф<НШЦp9иo#d_OkчИЫсЊzЈщ>Л|Ъ(dRcІ`ћы?љ