%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Thermistors Copper Averaging
2020-10-23T15:56:55-05:00
2020-10-23T15:56:55-05:00
2020-10-23T15:56:55-05:00
Adobe Illustrator 24.3 (Windows)
256
212
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA1AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q8C8y+R/Ntz5j1W4g
0ueSCa8uJIpFAoyPKxUjfuDnK6jSZTkkRE1xH730TRdqaaOCETOIIhH7kt/5V/5z/wCrRcf8CP65
T+SzfzS5X8r6X/VIpdr+nSeVbAX/AJjtLpDK/p2OnQAfWLlwOTlSQ4RI13ZyD1Aoa7ZWl7MnM+v0
h1/aHtBixRHhVOR+QS/QNS07zKLiLTrK60zUbSNp5LK8ljmSSCMj1ZIrkJbqTEGUupTYGtdjl2q7
KMReOz5ON2f7SCcuHMBHzHL480+PkXzaFDHTJgrEKG+GhLGgFa9TXMD8lm/ml3P8r6X/AFSLVv5I
813MQmttNlmhJYCSPi6kqSrCoJGzAg4/ks380r/K+l/1SLa+RvNrStEumTNKgDPGOJYKxZQSK1AJ
Rh9Bx/JZv5pX+V9L/qkWS6f5P8zpZRI+nTKyrQgjev35rsvZmoMiRAuuy9pacyPrCI/wl5k/6t8v
3D+uV/yXqf5ha/5Rwfzw7/CXmT/q3y/cP64/yXqf5hX+UcH88O/wl5k/6t8v3D+uP8l6n+YV/lHB
/PDv8JeZP+rfL9w/rj/Jep/mFf5Rwfzw7/CXmT/q3y/cP64/yXqf5hX+UcH88O/wl5k/6t8v3D+u
P8l6n+YV/lHB/PDv8JeZP+rfL9w/rj/Jep/mFf5RwfzwyzTtF1WPyHfWL2zrdySlkhI+Iiqf0Ob7
BpMo0M4GJ4yeXydNm1OM6yMxIcIHP5sT/wAJeZP+rfL9w/rmh/kvU/zC7n+UcH88O/wl5k/6t8v3
D+uP8l6n+YV/lHB/PDv8JeZP+rfL9w/rj/Jep/mFf5Rwfzw7/CXmT/q3y/cP64/yXqf5hX+UcH88
O/wl5k/6t8v3D+uP8l6n+YV/lHB/PDv8JeZP+rfL9w/rj/Jep/mFf5Rwfzw7/CXmT/q3y/cP64/y
Xqf5hX+UcH88Obyl5k4n/cfN08MlHszUAj0Ff5QwfzwxH/BHmv1zb/o2X11VXaL4eYViQrFa1oSp
APtmz/JZv5pdr/K+l/1SK1vJnmdZkgbT5BPIxSOIlA7Oq82ULWpIT4iPDfH8lm/mlf5X0v8AqkV8
3kbzbBE0s2mTRRICzyPxVQqgsSSTQAAVx/JZv5pX+V9L/qkUs8yQDylaRXHmGzunurksLLSbbis8
qxgGSVnKyCKNOQHLg1Sdhscy9L2XKe87iPtdZ2h7QwxgDDU5H5BT8sND5ujmGhWF5b6lbDnNpdyy
Ss0XLg0sMyrCJFRyFccBSo69parsowFwuXl1Ydn+0cch4c1Q8+idf8q/85/9Wi4/4Ef1zB/JZv5p
dt/K+l/1SLv+Vf8AnP8A6tFx/wACP64/ks380r/K+l/1SL6PzsHzF2KuxVivnnyfHr/1G5+rxXcl
gXAt5SIyySNG5MU3FzHIGgShpQjkp2aoVQuieSYfrBN5YrHpqpIhs7torqWdp4Vgk9YqvD0/TDVW
reozFm6blWQReVfLEUss0Wj2Uc09DPIttErPxXiOZC1ai7CvbAqHl8ieSpbprqXQdPed1KyObaI8
wV4fGONGIQlQW3ClgNmNVUXpvlry7pYjXTNKs7EQ8vSFtbxQhOVeXHgq0ryNaYqjbmD17aWD1Hi9
VGT1YjxdeQpyRuzDscVYhP8AljBMHp5m8xRO0jSo8epyjgzhahVIKlfhqFYECpoAMVV7b8v/AKrd
3d1H5g1id7pYoxBeXb3FvEsbxNWKL4Art6NOVa/E3jiqnN+W6y3huv8AE/mCMn0x6SagRFSKRJPs
cCPi4cW8VJGKqjfl+4mlnj8xawzSJKgguLozW4MojFTFRSeHpVX4tuTeOKqN7+Wkd56/PzP5hj9a
5kuh6GpSQ8PUNfSTgq0iX9le2Ku/5VqDcGc+afMJkNy1yo/SBCANxBhEaoE9L4NgRUVNDviqc+Xf
LK6I90V1TUdRW59IKmo3LXIhEKcAIiwDDn9pyxJY98VTnFUFq+lDU7UW5u7mzAbl6tnKYZD8JXjy
ArT4q/PFWMQflikV5HdDzV5jcxqqNC+pO0T8ECAshWlfh5EilT164qr6f+X8llDFD/iPWLsKJA89
3c+pcEvIJAVkVUVafZpx+zQdsVQ0H5XRQqqL5q8yMqkkiTU5HJ5PE27Mpbb0eIoejN44qrWv5dSW
zuR5m1u4WWEQyG5u/VdeMDw+rAwVRFK3PmzUIJA2GKrE/LJUuLydfNXmL1Lz1KhtRZki9V+f7mNk
KJw+yu2wxV0H5ZJDKrjzT5icCOCNkfUWZWa34UkNVryk9P8AeUoG5NtvirIfLuiDRNJi00X15qIi
aRhd6jMbm5b1HZ6PKwBYLy4r7AYqu1Dy55e1GV5dQ0u0vJZESOSS4gilZkjYsiMXUkqrOxA7EnFV
O68qeV7uBoLvR7G4gfZ4pbaF0Iry3VlI674qhLX8vvIlrMlxB5e01bpKkXRtYWnLMKMzSspkZmH2
mLVPfFUr83eQ7PUp9PurayilSwIJs42W2f4JPVjaCUKeDBywZfhDqxBPiVRHlbys+n6i18bcWcKR
SQwW7NHJM5mMRkklaNVjT/eZOKJUVLEmpoFWV4FdirsVdirsVdiqQ6Rq0nmS0l1DS7+JNFlaaCyu
rULLNI1vN6TTrJIGhCF45FVfTcMvFw4rxFREpcjQ+37dvs+Lf6YVYuXny922/wAbHdSJXULmz1E2
d/LHOtzxOmCFJDcsqgLN60ah14o/Emeqp+8ClVoC8uLh57/j8eTEQ4gSNgOf4/RuV1vr0TXEFrfW
02mXV28kdlDdekfWMSCRgjwSTR8uHIhCwchHYLxUnDGV8xX48kZICJ2Il7r/AEgF4v8AnP8Am75n
8t+bLzT9I1aO0tLK2tfVi9CN2W4nErqD6sTluVIi3AmkfOnx0yTWwF/z0/MyLSbiWTzdC95bOglh
isIfUA9ActpbaKIBLqRIpaOzH7Ua8Vq6lOL78/8Aza1rof1LW0Cw23LXro2qFpTLdmATRKYOLejG
UPwhKsd12ZQUKQ/Pnz7beaA0msiXQ7yYXNok9rbxr9S+vsqcGRPW4y26CMeooerVPELzxVR1v87v
zbSwivbDVrdYrW3aPV2+rxyCO7hvlikYAwB1QpPCFLDiQWClpFJwJeq6B/zkP+XY0HTm1nWq6kLd
f0o8dtcOscyqgfl6cK1DPIAGReJPTFD0/Tr+01HT7XULNzJaXkSXFvIVZC0cqh0JVwrLVT0YA4qi
MVdirsVdirBvzT1fzDpNpZXulT28FtF6/wCkDd3QsYqPH6cLmcpJThNIrBduXTFWJP8AmB5usohN
qNrpkcCrOXkk8wmEUeVBE3Jrag9Llw8G5Cu+FVKw87+fJtNjtIItNvdRaIv9dXXi3Jbhm9CRYo7Y
LQU4oejU3qcVTee//ONnuWh0CGNZJY5LZG1W4cRIqoHib/RVLq5VzXZhy2NBirHfMtn/AM5IajdQ
y6LLDocKRlJrdbg3Qd+bEScprbkvwFVIrTavfAqUf4f/AOcsP+r/ABfdH/2TYpd/h/8A5yw/6v8A
F90f/ZNirv0B/wA5Yf8AV/i+6P8A7JsVd/h//nLD/q/xfdH/ANk2KpJJrH59xSzRSef9JSW2ZkuI
2u7MNGyB2ZXBhqpUROSD/KfA4qtm13894IFuJvzB0eOBgpWV7uzVCHHJKMYaHkNx44qyT8vb3867
nzjpSap5usNU0uqXN7Z2s9vLI9o54iQLHErcCxHxVpih9DYq7FXYq7FXYqk/m7XToOg3OrHh6dtx
5iQMR+8dY1JKnYKzgt7eHXFWI/l5qcVpoOk6VYPZw3V3a3F2dDtEjeKzHrLE08VZbdvqiz+oWVgz
uz/AVVOIqka2HP8AH2N8Y8Q4pchXx8hsd668u9D23mjUfLfmrXtX80SXFzot09pYQ3VtBI8GnfV0
mkAuE9KGQLcPcD0yiykEhXenps0QTAXP5/j9vvbOAZahj593y89+Xl7mXDzTFcanZxW/KDTZIkuJ
7+7t7iKKX6wUjtreCSRYoxK8kyH4mJ/YCFmJjMcwkaANd9MZ6cxjZIu6oEE7cya/H6SPzfpfmqXX
1vNNS7ks0ERaKGSZVcxgvxXjrOnRqWKBPigIqwryXllzjJRf6R52mnS6Ww1P1o4jE6xzyIr+pAaF
Y08xxRgxyFgxarGq8T8PPFVKbyv5sVrmeeS+kuomlS31N/rBb0roQoI0S11uN6R8GD/Cg58ZABx5
MVW6h5P823srfW7aa5s2e4EVtL68hiEvq261Z/MHAgx3TseKAlBxAUhFAVTWx88cbmGLStdguFlk
ntJY7hCkSzDiqMkvmGWKUKE+yKKP2VQ74qiptL87JCsaWOozsieikhu5I6xxcw7u410szTQuRG1A
wkAd6UXiVVZfLXm1NNj+ri+NzFIJAslxdykywqEBq2vpWORkYrG0hHxrzFQxIVlfkXTdU0/TrmHU
frPqm4JRrqWaVmX00BZDNfaqwRnDFV9RaDbjWrMqyTFXYq7FUFqF0to5umR5Fgt55DHGOTtxMZoo
23OKvLPMH5q6smq2Ol6AltpclyLmW+n80G7t1gdXd+J4uoEY4ModWZKsirtirH7n8wPOnlDTxc6h
qXlvzVbi4QzwWVxcXuoCOQ+qyqZHAVP3XGKoNZCg74q9f8teb4dZnazeyvLW7iiWUyXFs0UEybKz
xOGlQfGacGfnt0pvirz6X84NXvdR8xaelm8A0LVhaRSW0bSmWO1nUsJJPUTh6qoVoEbYkdq4pYN+
av8AzkObHzjc6Zpml3pn0sos0c019bAzKnOL91aXkKMqs7FwyfvBQHZQcUMl/wCcf/zI1Hzzr2om
VHtYdJtYFaBnv5w5kDCvq3F7NHy5Biaw1bb4zxBxV6f541TVNN8szXOmO6XfqsiNGvIjkXFdoLw7
HevpN77VxV53pHnTzpePNc3GpX9qy8DHYra1gp6kaf3lzpVrNVvjJFWPhsfhKoqy89eYrp7eCS/1
WCHgA9y2mBnkYh1+NZLSBV+wWOy78exCsqo6D+YHmPSBcLepe6pJLKDzks3Kr6hZlYG0sLRSW6v9
sKduWKvVNJ1M6no8F6UZPVkICuhiaiTlBVGLEVC+OBUzxV2KuxV2KuxVQvYbOe2aG9hSe2enqRSJ
6iGh5DkpBGxFd8VeZ6T5+8k3Xm0J5WkTVDdQpZyaLBA1u/8AohkuoZrQzLDb1U3MxlEjrUAFPiWk
kZWNw2wqQ4Sa/HX8fsEX1prdjqelXlzDNbeUhc+v5gW/dJbiH6qHks5iYJJokgW6dJJHBqOIZ+Ma
PkJWeYofj9nVljqN8JuXL5/svoym88z+XNWsLix0uWy8xz3UbQnTIpopo5Ek/dt9Y4+qEgHL94xU
7bBWYhWTmjyBsp/LTG8gYjvO3y7ywf8AMPy9ean52je3s45X9BI2klsElR4GSQSp9bk0TU1Q/FTh
655AkcVP2rXHSi2C3lj6tppEV+yXhgku5LW5inaVJDcQPcJF5ej+y8hLVURqerEscKq9zoupWUq6
HDpQnsZxH9cuYrNEXg8C2prAPL8sBpxVvT9Riu3KkYpiq2PS3YyWv6KYktKLh200qs886GGQuf8A
DnpsFZ1RXX7UfJm2VlKqhZ6LDpjyTaPZzs1o10lrbQaen93G7zPB63+HmdKzqU4+r9mjKSxWqqrf
aTEthqSS6U8sl5I0awy6Q0kaBZjKG5ReXWDcWuOS8xIpYGjH42xV2k6S/wBfjFppYkmtIopbW4m0
36jLE0KLGWjT/Do9EzNCq7ylgoqlOIxV6N+XWkWumeXxDbW4tY5HEhi+rJZmpiQFjEtnpvxMRU8o
q12r+yoVlGKuxV2Kpbq2q6bpTpe6ldRWVnHE4kuZ3Eca8niVeTtQCrEAV74qxHVZvy21+RpNT1DT
NUtbFWmiuJbiEtD6k0hkHwIAkamIKG5blDXdalVKtH0T8ndHCTRXum3t9BeFLS6vLyIyJdgh0gVk
RQrKyqQvEsOu+KsxtL7zZbQ29t+hrT0o2EVY72d+MCiiv8dmhL7D4f8AhsVdf+VNJvIJk9CGCea5
W7e7hswJS6TrMCSwYMxCBSWBB7im2KqMvkjRb28judbVNcKRiNv0hp9nI7kKAGd1tkNa1NFoN+mK
phZ+V/J9lNHNZ6HZ200JBhkhso42QjpxKxgj6MVW+YtA0/zBo8ml3rSLbyOXbjEkgO5PFkniljYb
7grirG9I/KTy7pVvNbW15eC3mFHiW1sIFJ5o/Irb2cIYn01BrtQDaoriqvpn5Z6Zp0sc0OsaqZYl
CxvxtoyN2qR6NrEBVW4mnYD3qbVDN+UukFZQNZ1VS/H02WKyBj47fD/odGqNjz5Y2rMbG1jsbCKz
Wae54SVM9yC0jF5eZ5MFQdW8MCpjirsVdirsVdiqncW8Fzby21xGstvOjRzROAyujijKwPUEGhxV
hnlj8lPyz8r6zDrOhaObPUrcOIp/rV3LQSKUccJZnQ1Vj1GKpHe/l95pu/zz0nztcTI+m6bA9kkc
dvCg9E2s9HMr3Mk1fXuWHwxDbrt8RKOr1PAl5t570q6n8yR3NtbBSkfqXF8tj9amVIAtBEf0Tf8A
KQrJIij19g70VjspVjeo+X/Vitbq50RLhJITNcWzab6yl4mYxM6/4beXlK0/xrRGSrlVPxYqhNJ0
K7gewuRoCWQu5IGKxWBEkYhX0jzCeWE4MwmYNyddq8GVeWBURP5dvbmT6hLpf1m2EKxWsMtl6cBa
LiJFfj5Z4InOD1BVirsqUXiwGFW00a7tLO20280KG7dEmkaFrBzbUleUsxkg8t+kJFi+GgC8+bVH
2eSrv0FcG1kng0eK7hZVuuD2KokyTr+8nYJ5bLmeaOLjLGtTRyNvgxVA3flOC9gjB0i5nuri2Dh/
0d6TvNFNJMYZfV8uRwLHJI/JjKByKq3Ak1Kr0/8ALWC7TS7+a7tvqs9zeGYxekYRxaGLh9rT9Idu
K0X4o3YUoXqOKhWXYq7FXYqhLyJpp1iWRoWkgmUSx05rUxiq1BFcVYtI9/oOsaZo0N02q3Opx3kt
t+kb2WCnoGJ3RDHFO0hPqFhy+yooNtsVSy/n81aRpkH+KWsrh7u/itLe6iu3Eii7nUJGkT2gR+Ci
rBmowXfFWQN+YmgSaMNX0+K81O39YQyw21tItxH1LPJbziGUKFHL7PJh9kNirFda87+YjJcm3t5r
vTItU0/0hDaTR3Jhdra59LkWSMO/P0+EvA/EBvU8VXm35yfnjDpnnQ6ZFY+YoLuyjjkMMGpLpsbM
yc4m+r+hd8+PMmh2f9sMqrRVM/yE/M+381+c7m3mudZtTaWSCK21HVIr21kIdYlBX6tbv67Fyx+M
1P8Aqiir2Dzxqeqab5ae60x3S7W4HExryqBIWKtSC8IVqcWKxEgHanUKvOdN87+dL61kSfUtQsrp
YVCGO05K1JY1Mhe60m3USMC1UVDtuF3qpVGab568xzzpHLqGqxwyQpH676YCwkBcGTi1pbAMwQ8u
VFHwkDejKqtj+Z/mK2lk+tWtzdMCE4/Vbl46PVkcMlpDU8R8XEsqnap64oek6TqZ1PR4L0oyerIQ
FdDE1EnKCqMWIqF8cCUzxV2KuxV2KuxVhfnyCObUdLjfVrmwLFpFtbaPU29dYiA45adcW1HAlHFT
Wu/wvT4VWNXOi6ndw3TDXNWt/rNtGFYWfmQlOTCZnjiF1GYm5I4KFncAqtVX4GKppFpZmlMt5qeq
S2WpFeUEdt5it5VVSZEVWF1/o/7taOSgLN9rqExVFQQeUYJbiKO48xXKXPCBl9XXrhInX1E+CWrm
J/hPM8xxPGtKioVpovKV3aTQxy+ZYPrMIJkB8wpOqWxWhQS/GjVIrRav/lb4q5r/AMj6ZqXN7nXl
ubmQxC3kbX5keSVx9iJ+ajjw24iiqw6B1qqozy+RrXUILR280G7tEDxxIfM8qlFPPkxQtHLQvQ15
fy+2KpjJa+WGuQCfMPPk8Pwy+YFSsitKTswSlJTR+imiggqoCq30/K/rGH/nYuQnFzXl5h48zJ6V
A9ePp8tzFXhx+Ljx3xVSiTyaLs2aP5g+sSSLbMpk8w1BaMwrISW+GMgms/2OQ5Fua1CrIJ/Kmlzs
WefUAWXifT1LUIxTi67BJ1ANJDv1rQ9VWiqN03S7bTopIrd53WWRpW+sXE9yQzdQrTvIUXwRaKOw
xVF4q7FXYqlmsavpWkMl9qt3DY2UcbiS6uHWOJSzxqvJ2IUVJoK4qkPmLW/Ics1tqF95mi0t7QS2
yTx3kduD9Y9ORo2LbEkQqwHhiqU6Lp0V/a+jeeZjrV4t20ttFDeExMbWb1Io3RY3JMbxfHTwOKvQ
YzbRAiKMoD1CxsP1DFWP6n5P0O+nkuTaW8F4bqC7ivo7JfrKPBJHLX1WDVYvGd6d+h7qr38sw3N9
62rXcmr2gTglle2Vq6A1J5clt1eu/jTYbdaqpjBo/l+3ZGg02CJouPpFLYKV4/Z40TanbFUN5i8u
6P5i0iTSdWSWWylcvLGgdeW5IBIHTfFWMaT+S/5f6PDLDpkN7awzLwliSe5KMPUSQ1RuS1LRL8VO
VBStMVRFj+VHk6wmgntG1OKW2FIWF5eGg361Y8vtGnKv4DCq2H8o/JURdh+kGaSnNmubptwKVUE0
Tb+UDG1ZVYWdtp2nxWMDTSRxyVV5+bv8cvM1dhvu21cCplirsVdirsVdiqS+YbTzJOY20e6NuYhz
9P1oYllYV/dyGSzviqHarJQ/xVSKfS/zMlVYVvhCkbJH9bjv7b1njqC8zo2itGJAEoEHwHk3Si4q
tk0P8z1k1KVNcMqzGmnWxns4VhUsGJMn6JmYkbqvJW261JqqqJnsPzF3lhuY2fcfV2voUiPFiqnm
NJkkHONuTeDKFGxZsVQ9vov5l+i6T6s4fhGiSLeWTtyZ+Ur/APHERQyAlU2KsAKhTU4q1p+jfmek
jC91YyoYAqst3abTF1qQo0WP7C8qMWoxG6Cvwqt2+n/mq9pN9cureO6rxgFtfRcOLglnLSaQxDxM
o4DiVYMeX2RyVX2+m/mYvrJLeqUnZeMv163Z4FdT6npD9DIrem2yepy5DdiOhVTZfLmtloGfzTqQ
9I1eNItNCSDmWAflZu/2fhJVl8djiqtaaFq0MzvN5iv7mMiiRPHYKB8CryJS2UluSs3UD4qUoBiq
hH5Y1lYZY2826tI8nHhM0elho6Gp4hbFUPLoeat7UxVkA6ePvirsVdirsVQl4bgTqbZVa4EE3pLI
SELVjpyIBNMVYlceZvPdlq2m6RcWekPe6hHeTRtLdTWkbC3lgWNEpHdH1ONzQrvy4lhx+ziqjr3m
XzfoaWlze6ToURub61gTjqMzTM11PHbu0atZRcmEclSeWwFdwKYqy/RNd0vXLEX2mStNbF2j5PHJ
C3JDRgUlVHFPlirz2T8y77TNH03Ub+HVNRuL+4nBi0+1gkt1jhvTb8DUJICU+z8Z3pU77qWA/mz/
AM5D6jovnI6NpNxf6ZJZrG15a3Nla+mSY/VT45WaXg3Mep9mooFKbsyhOPyH/NnzH5681X1peapJ
La6dZRyPaPZwRiRyeDSGeNwysXapT06CgApQ8lXqXnTWb7R/Lsl9ZEfWEmKqGqFPJmHxFYrlgK/y
xn7q4q840vz95p1T1LiXWLiweJllW0jijETpzjj4M95pltJv8bELV+42PwmlVtN/MPWLyeGGbWL+
C3eQyeuLGNXKs7lYiJrWJVUemykkK3HjvyILNIRGnfm1q9nHLb3kb30yzE+u0Uz0SYs8ahoba3jI
VRQ8Q3HozE740r0vSNUGqaPBfAELLIQtV4miTFAeNXpXj44EpnirsVdirsVdirzfzDoup23nC/1G
O4s54dU9COO1v9Mu9QSEww7lHgIWLlxNakVNO5XCrEbe2lluZLWPUbWSSCWKCWL/AA/qu7Rxm3b4
6V4N9qR1agajclNDirenaHqEmoWFtFqMTyBxInr+X9UjgkDiJwk80ipGqgQ0ozrTkwO5ONrSH1/8
hvMWo6leao3nH6iJmMzWWniZIIxT7MMKyOwG2yiuKsVf8pLqN5Vk8760ghjEryNp+rKhBpRVcx8X
c8h8C1au1K4q1bflLd3AlMfnTXQIUMj+ppmsxVC9QgkhUu3+StTilsflFqHOJW85a4pmcJGf0dqx
G4UhmKxt6a/GN3pTevQ0ULLL8qZ72f0IPO+t8w3BjJpusRKrU5UZpIkVdvE/rGKqlr+UN/dXkFpD
501oSzkcGmsdUtowD3MlwkSbdxWtN6UBoqn3/Qt3mT/qfbj/AJGS/wDNeBVq/wDOOPmFiwXz/OxU
0YCWU0JFd/3ngcKs8/Kf8rtW8mane3F75hl1uO8hEaJIzsI2Rw1RyZuobAr07FXYq7FUu1XVNN0u
WK71G6is7VUdGnmYIgZ5IlUFmoPiYgD3xVi2r+a/y7vL611VPOdrp1zYwz26z291ZEGK6kjLq4uE
mX7dotCKdCMVbuE8v61KmkyedJ7yZZ4ZxZRvp3qGS0liuU+GO1D/AAt6bEeBHjirM42t414RxlFH
RVjYD7gMVSC18r21lp0drZyNE8Ugnj5C9eAS+t65YwG4pu+9OXXFVCfynZ6nfrceYtN0fVvg4yTP
pZMzEAcaNM8/FQe2+Ko+y8peS7GZJrLQLG1mjZWjlhsY42Vl+yVZYwQR2xVvzFoGn+YNHk0u+aRY
JHLtxiSQHcmjJPFLGw33BXFWN6P+Unl3SreW2try8FvMB6kS2thApPNHLMLezhDE+moNdqAbVFcK
qmn/AJYafYXNvcQa5q6yW4IHFbSMNXkN/TtE47NT4OOwGNqot+UukFZQNZ1VS/H02WKyBj47fD/o
dGqNjz5Y2rMbG1jsbCKzWae54SVM9yC0jF5eZ5MFQdW8MCpjirsVdirsVdirE/MWkDUdYjP6Kt73
0ArNPcWcdwQuzhI5Xubbgwljjk+y3TxIKlWMy6N5kslunsPKtoHlkEhKadZorNIHrJIU1YyNwAiE
lELNQ8QeQ4Kphafl3qS2t0Gh8vVvDWWIaTPHHKsrKZjNF9ddebKWU9a7VJ6YFTSbyVZnSr0X2laX
qF7wdrb0bJQsjtEU+KGeehLAlKGdarsWFcVSU6V5had2/wAOW7I4iW2cafa/u1bgZeZfVo3dfb00
I49G2qVY/H5c8xWtm0dl5KtLad/VVlttMsLR4klVCsqOuryQv8cNJE9VWb4T8PGpVTrSfLl1eapp
1nfeW7CxsbVWkuJJLCzT1FWRTH9XVNQupYQ8iK9Gi2PHfkMVT/VPy88htBqD2vlrS59UkieRkNnb
yvI7EupkV2g58pFr8UigkfaHXAqRXXlNpxIZvKNpeK1mCvq6faSszmT1DCWn1JHI5BWCsqqKfa7A
qll35ItYbJfrPkzTPTaSsappdigtluAAQYxf3QlnHpotUWjHiAKVIVTHRk83aDBBBHoKWdiLlEGl
6TZ2Vq01Inedo2bVjEqPIOSFlD02Kk/FgV6Bpk81xbWdzPbSWc08Hqy2kzB5ImYITGxBZar0NDTF
UdirsVdiqg/+98P/ABil/wCJR4qgdXutbW+0+z0pLb9+0kl7NdGT4LeIBT6SRj45DJImzMopXetM
VSK8tvNGji0ur7U7O/tTex/pG9mgjtJ4oJH9OL0iFljbg8gU8+J4Fvi5YqnGra/dpo8Gp+XrJfMK
TlWRba4jRXhILM8Up5I5oPgFQCerL1xV5p5k/OvWtI1U6TdWSxS3MAuIuETNNCkt9dWixsqyyc5Y
0tgTwDAtWg4jFWPfm3/zkJDoHmhtM0zVdTsZbNY5LmzbSoPTaqc0q148Nx8Rcc1CDktODJuWVTX8
jPzY1Tz35lu7aTW7i4gsLNJJLGfT7aAOSQhmFxDM55M7VKemABxoftVVem+cte1LQvLz6hp9ubqd
LgBoEhM7shduQRBLB8XuXoOu+KsD8u/mv511H1pbnTXgjhj5G3uNKmspGJmVAUd76ZWPFv7unLbl
sKVKqtj+Z3nbUGWOG1S3BhHKe50q7iHqsSofg9ypADI1Y61oVPLxaVEaN+busxQvDrei3lzeiVU9
WzsZYIOL/YK1lvAy7VLc/h/aC40r0HTNTOp6TDemFrf1ZKek27DhNw32HXjXAqZYq7FXYq7FXYqp
xfbm/wBcf8QXFVTFXYql/mL6t+gNR+tf7zfVpvX/AN5/scDy/wB6v9H6f79+D+bbFXi1vYflfDrU
F7ezymZTd3UCTp5bW3E0LosrqI05tKaAgszP8NHPqCmFWh/yry5Xja3Mt9zlggm1CP8AwZO1Z0MI
M5dWeknq+m3JKnjRRT7QVqxt/IS3kZS3a8mZYZdP0iFPLJIe5IDPp8RbnFxdVdpI5mj+0Q1R8JV6
R5f8qWemaBrWmw6PNCLgSepM0WkrcXrTRVciOBUtNieAEyBSRuOOBUobyZaRz20sOg37rbWUccQi
tPLqpSCRZUiHrj11YlAAC3BetQ3xYVauNClWW2l/w7qwhjneaf04tBBANH5FYZkLryc/Dwdm4n4S
SCW1Q9l5XDa3FdHyzqtlex3Es8WrRQeXFIjLMxjEwP1hEkLn7Ko+/wAW/Niq9IsZ7m4htZ7m2ayu
JYS0tpIyO0THiSjNGWRivSqkjAqLxV2KuxVBXt5bWt3A9xII0aOVQT48oziqTa22i6leadc/XTFL
p8jywzRTPEysycKFODpKpB3VxStD1GKpFf6ZPeWsJ1HW49bubO4a5tYLgmzt2BqBHKLWL4xwNKsG
APxcagDFU40TWY7O4NkLGwsNMo0nrW108hMrMSf3Rt4uooa8vo23VS+78seS7k3c3rRC8uWdluWN
y5QtPJcD4TNx+Gad2AFFqelMVQ2p+WPLetakt55hh0DU5OYMl3+jpIroxKpUR+sZ5WNPc0/ydsVT
PSfLP5V6RMJ9O0rTre4VlZJxbqZFKGqcXZSy8TuKHY4qr+Z7by/5h0V9Lur2NIpJPUYmJJlIqTQx
yqyN17jFWJ6R+WvlPTIJoItXjkimUAobGyhUMJFcvS2hgBY8Ap5VWgG1d8Kqmnfl95esZYpU8xyv
JDShaC2SoHqbUiijA5eoAeNPsr/lcm1pQP5Z+XGSYf4llVpeHpultZj0uH8n7ijchsfU5ffja0zv
RZdLstOt9MhvfrUiyVV2BDMXmMh/4lgVPsVdirsVdirsVYx5oksjcRQy+YZdDmZzwSA6dzmqgNON
9DcVoEYjgB3r0xVbb6Re3ttDd2fmC6lidW4SxRaW8Mis7ENtASWVTxHFwNqkHeqqNg0a+ivxcNf3
U9vUl7KWKw9OnGgCtHFHIN992OKq+tkRaPfSRqtnIlvKyXbtBEsTBCRI0kqzxoFO5Zo2A7qemKsA
PmVbhYZ7TzNpgtWlt7dFh1bSjE81W9SEN+jnPIo4KhWBagpw3JKoO81nVJHrb+ZNNeax/wBGuT+l
dJQpIzGNfUb9EzMskux4BVHMcRXFVq3PmcwQy2/mSxos6/Vgup6a0EpUSmWKn6O9R6U4mspY0L7F
eLKq1x5k1GMXH/Oy6akE8f1u0nfVtJV1iYAg/wDHLaNIedI+R9QkNXlUAFVCza/qclqLeDzZpQul
WSeADWdNpLHGWLtM/wCj2kYK0R5el6YALKKcK4qyDT9O8+T6cZYdSN5JKKu63OmMInQ19OIx6XxY
ODQs9SKA03OKomDQfP0dzdB7uR4HjYQStcWJk5kDiSBpqxx8d6AI1erdhirKdDgvoLS3hvkVblEc
Nxf1agFeJaTjHyanU8RXwwKmmKuxV2KpH5lm0sTada3cE1zc3kskVlDAVVmZYmlepd41HwRE7nFU
hFx5eMoiXTL4ubk2NBJbn/SFXm0dRP2HU9O3XCtofXNY8qaFp99qGradf2tppqRyXshaJuCzSGKM
8UmZm5OtBxB8emKvPLj81P8AnGy5uZbq5sHnupxxmnksQ8jjh6dGZgSfg+HfttgSiLb85f8AnHy1
kMtrFcwSlBGXitWRiimqrVabCuwxQif+V8fkd/v6/wD+RMn9cUqtr+d/5KXVzFbQy3vqzMEjDxtG
vJjQVd2VR9JxQnUPn38tJlLQrcyEMF4JJCzksC3woJuRFF3IG3fqMTskAk0EVLr/AJGlR4pdNvnQ
RiWRHEZXh1BIMtPo65HjHezGKZ6FAXMP5UBpPX8suzQKsLVt7ZqIwZVVfjNVozDbbc+OEzHegY5H
kCi7fzB+X1oIbC30y9tkDi2trdEjjQMBsiASBRQfRhBBYkEc08F5oWn6tbwT6Zf2twZIRHJJwaIN
NKsUZLJK4NZHA2rhRbM8CuxV2KuxV2KsY8yaLLqN5CyllWCVJCyalc2BPBa8THCjrIpqAQ3X6BhV
ilv5V8xFY9Pk06K3sIeKmeLzVqhkMTNyZVb6qJSU4jqy7fCDxJwKmVj5TvmuFhvV9CwYRiVofMOo
zSqfqzRSMvKCFiQ3FR+9AP8AebSDdVPP0Vp+i+X7yKymmvPTjmlijurqe4lZuBPATlbq6oSNuAdh
+yDsMVYfNp2iGeKRrfVGMcdEb9IeYfh+tMybAW9Kj1Gq32oxT7IAoVUdO8x6hotvIY9FZ2ZgblZr
rXb1uCMtvH6T3GkycnYg1UEV2kJIbliqMj/MTV5r+e0g0KM8FrDJN+koObEkIrCbR04cuJ+Iclrt
WpGKpndebr2En09MWRfW9IVj1DcelyDHhpclBz+En7NN+VfhxVADz5cwzXFuNFjWRJuK8FvkRy+5
cvJpUaniTyfjyovxb7jFVWy896g3rLqGjfVpEr6Ygh1W4BKBi9WOkQrtx+HiW5/s9qhUbaea7y41
i00z9HIrzBGupmW9SOIFS0hWWXTY4X4gUWsi1bY8ThVl8CxLKoiYOtHqRx6/B/KBgVE4q7FXYqw/
8yvLtjrumW1vd2tvdiKUSRxXSxugYkIWCyyQrVVYn7VadK9MjImtvx9zbiESfUaFH7tuQPXy+I5v
Kp/yyhS3Ro/L2lvLL6knAWmn1iX0yY4pOWpqGfnReSNxP+SPiEmu1lr+WRnv44H8v6RaWzEs1zPa
WPBVdRxT9zqc0heJiedEo1DxpsWVTm9/KPQLTS5GisND1HUVHJEt7aGNW4heShJ7hFqx5cayilRW
tDVRaCTyD5YaRF/wrbBXDESG3sgo4A8qj61yFCKCo+Kvw1FSCttn8v8Ay0LI3R8qW1S/CK39Cw9V
wR8L0+t0RW/4sKlf2gu+K2ut/wAvPK81yYf8M2kaEEx3ElvZrG/E0Yf7081p25qvL9muK2vtvy68
tSRxzDy1ZwkuyyK8NkHiKVPIgXR5CooDHyrXbbfFbUR5H0L9jylFXkHg/daevMbVkHK9Hp0rWkvF
vAEjAm1fTvy88vXV4kH+GrS0tTUrfTxWKRDktSTGt21wK047xfhvito+f8qPKFrIVNrpEsdwOAWK
BAFCHkeRPKvI0+7IZDQ2Z4hcqK3yX+XnljTtVgvYDpt5PHqLPBNbQwxtEFn4rCvpjdoacCT8VQa5
XHISQG6eMCJL2jL3FdirsVdirsVY35n8tX2tJKtpqDWEisvpusmoRjkAKlhY3tgWBVqULdd96UxV
Jofy+8ypczXD+YS8sxjc8pNYMKsjuxEUH6U/dg/u6/GQwDLQBsVQ0f5Z+ams5bWbzQ8aMrGE28mt
K8c3RJPVk1eWRk49Yq8a79d8VZDaeVbfTdKlkNzfG9WCbm5vtVvUDSRgFlhe5eV6cBxCnkD9ggnF
WKXCXE+ohptU1Lkl3xhWHS/NcUY+KPaQx3ohdOKkcyPTqa0+0GVWanpdzczwFdX1KKy+smIxLY+a
xMZHYmQ+pFqEVI/h+B2Qxp22xVX1Kz1aa0eI6vdILmH15DFpfmQP8CRV4GG/SSJiwJ9OvIg8aGjl
lUHq9pdTRgTavfQS3tVtpf0Z5iaUU2dh9VvkWNmCxt8ISih6rQvxKog2cNxIs19faoZJgk9jClr5
jguEErljHIY73jy5yAuoCKqheQCqvFVM/LGnXd7d/XY7uRbu3+rmY31lq1uGBtmK8Iby+b4w0rcn
oaD4DUrXFWci5t2f01lQyVK8AwrVd2FPEV3wK5v96E/1H/WuKqmKuxV2KpF5utLa5skSdI3UMCom
hmuFrzT/AHVAyux960X7R6ZCY2/ZbdgNS+B/i4enefu/i5dXlD+V/J7WV1dfojSQpkEdpy8o6z6k
YG9HhMnqSjhQB1CqD92TaUy0LyZoesTjhY6StgsiTRGTQr2wYRxO59MNeTn4yZK8vS6FqCpqpVkn
mLyt5QstFeGLS7NLQoImt1tbnUYyqkCJTaWtJGVGau2wFenXArELrRvJLwB7vRLK59GOK2kb/DWt
RlVYPzMW0rcOPRV+ydi3xDCq5dE8vDTjLDaadJNaEc7j/DWtS8/UkMgaFPW9SQGTg/JXYVHKu4IV
TG1Ok26eo8Nt+jYk9GC1s9D1qRk9MKq0dGIKhSBxEQputfhOKrrx7GC5gtQlsJHkb1G/Qusy8YwV
YCkblR8EgX1C/HlXY7qqqyK50qNIJZWgu42PKX6poOtuStGbh8Ek3pPRk2cV2O3xDiqyrSrPyZqb
TLbaa0Zg4c/rUN7aA8wSOBuYog/TfhWnemBVmp+X9BtbiFrW0hiafkJ2jkYlgg+Dkfappleb6W3B
9SlpmjaRZ3cBtLaKAm5WU+mxFZJJQzuR0LMSST3zHxk8QcnKAIlnOZjguxV2KuxV2KsZ8x3fmmG6
RNF9NY3YiaWWGKZVPokqx53do1A4SvEHrTvyVVIDrH5oyTXIga1ECEQwyvZRKTIpTnKqtqac4t3p
9k7bch9oqt03zX+Y5kuZL3RriWGOdUjto4NNtpfTNWakkmrTRyUHEcwAKnYHegVkceq6hqC3lnc6
VPbQcGTneSafLDOGqpUJFLIxBHZwux+eKsFuPLOrTatIY/LejrFFOJrW5k0rTGIkdeTy+oNQMlfU
jUMRCrdhX7alVGXyZLeahZ3WoeUtJlg+sILqP9G6XHL6cr+s7vL9fmWkZYCSkbMzK/EFXxVnVr5F
8j2l0Lu10PSLe6XkVuIra0SQcgQ1HWANuCQcCqw8peUw4caVpgcEkMILatWk9VjX0e8nxn/K364q
sTyZ5NRxImjaUsiokSuLe1BEcTK8aAiH7KMiso7EDwxVfB5T8qW6JHb6XpkKRyetGkcNsoWTf4wB
Ds253xVU0/y35b026+t6dp+n2V1xEf1i3it4pOAUKF5pCGpxUCngMVTeBi0qkuH2fcMG/k8AuKon
FXYq7FWP+adU0a3n0zTNQtpbyfVpnisraJEcO8Kes3L1CqKFCcqse2AgHmyjMx5GmHBPyuuOV5/h
ZJG+rS3LTGzsC31d5WilJJbl8UjsGXqak0ockxtlNvrUKLDb22naiFPqJDFEbagEEywSUCy0CpI4
BPSm/TfFWIeavzo/LXR9QbSvMJvku4uRa3khWcCjNGd0aRPtIR1xViSfmp/zjMgkCaREolT05Qul
QjkgIPBqJuvwjb2wK0v5p/8AOM6RPCmlKkEn97AumRrE5BBBeMKEcim3IbdsVVpfze/5xwmgeCXT
hJBLIZ5Im0yJkaVusjKUoXP83XFaUW/NL/nGR4khbR4mijJaOM6TCVUsAGIHCgqFFflilkug/n1+
Uj+jpWkXFzbRQxt9XthElrCkcSliqczHGtFXZR16DfFCfQ/mz5QmKrDPdysylwqSW7EAMVPICUld
x0OFXXP5heU5uLzR37mOpSnpEivWgEm+RIB2LKJINhvQvPXlDVLuzW1ivw08qLEZ0CBXLhV9RC3N
fjoN1yIxxBZSyyI3eg5NrdirsVdirsVed/mOnl8ahbz6nE1xMAbeK1U6X+/S5UK8FNQePkG4hyoY
V4bdwSrGpV8mS3Ia6k9Wd/RktRcRaDMVkWafisSwt6nOHjKnKpC8SQSRIcVW6df+UNGvPqOj3E1i
5hlurSS0Pl2M3CzDkskKRuZ3KICisUowB5FtjiqbJ+ZPl8rqGjT6rNdPJbyzQ3kt5ohZ45IvVVIY
1ulB+BvgM0PEgVdiNyqw/TLnyHHZWUhmjiihVfTvGj8qxEj667R27NHK6KnqRtJ+6TfjyVuYIxVX
n1b8t70o+qRrYzmNpRPcS+V5Gnjq6NbrIbiV+DM0i7BR9ochuMVZDo/nzQdCt4rSwhuP0f6P1iKE
T6JDawwyAzFwtpdI1AoenFW5cWI5faxVPNO/NXy/e6ktmeVtC1CL6W805oeD8fSfhFqEs9JTLGE/
dftrWlcCp3H508nSvNHF5isXe2kWK4RbipjkduCo4EvwszDiAe+KpvFJHNEk0MxkikUPHIizMrKw
qGUhqEEYqv4n+d/+An/5qxVfACJV3J2fqHH8n85JxVE4q7FXYqwX83tNsrvy6JblraL6sS6XF4YE
jjqVDH1LiG6jTbuYz4bdcjKVM4Rt5XpFj5cRI4mn8s6nclKzrJeWhKFmpAU+r6dDyErSohJUU+Hi
GJ+KHiHuLZ4Q7x+PgyLQvLeiaqklxFo+iy2AlKQXlmY7qORBQFgVt1AZTUFa9R1yMs1Mo4LROveT
PK9np8lwLTTrYRAyNLcQw28QCCvxyPDMFHieOCOYnomWADqx+LyrobQaJW70gm7d/VkEungSqUEw
MZOn/v1QfD+7CEIQx5droStonGl9jo3lqK5iiuJfK0zTXbWRilvbdWBjYD91HHYVMzeoKxF9vh3q
xybBpP8ABywadPdW3lOCC+d1ec6lbGNFikdZGRjaj1fhCcQvckNwpVlKM0+2/L+a8hju28qxWs0A
mE0F5BO3wj99RGtoQypwkowah4GvHFDNYfyv8kTxLNBaWksTiqSJZRspHsQtMCrz+U/k49bC2/6Q
I/8AmnFXf8qn8mj/AI8Lb/pAj/5pxVE6f+XXljTtRt9QtrOBbmGVXSRbNI2DcgK8wtRirNMVdirs
VdirsVYH+YOs3OnXVt6OtWGlcpVkkjvr6zsvUiQASU+tWl4WHxKDxK/6y91WNDzDK0lB57070JoI
5YGF/ozSN6PNZ3A+ocRGRGWc778qcAu5VPI9P/MZ9OjexeG4dniZXlvLNEKIoDBHh0yRWR+H8gPx
GnCijFWQ3M2sWmj6lPc2en2AtIWa0m9cLAFSKpeaSSILAqNXfhIAor/k4FeeyalqqQRqfMmk2lxN
eNcf8dbT+JS3UfWaV01GPGRCZIxxPX41Hwgqm9lbec9UguYLXUbK8lgEckhtL2zJt7wUlWEhNOce
m3KvKRS1KfCeuKpxpun+ebC+vHeytr+K6lRonnu4kCId5KxwWUFCo2U1kZ9gzKOiqMkl89rJHHD5
f0kwFuLub6QFE5MOQQWlG+AKePIbkitByIVW8vP5vnUnXNG0/TUCgRRWk5u2LA0PLlHbqop0ALYq
nPpP/vhP+Raf9VMVd6T/AO+E/wCRaf8AVTFV8ClZVBQJs+wUL/J4FsVROKuxV2KpdrmiW+sWhtbi
SSOM1BaGSSF96fZkiaORTt1VsjKNs4T4Uhh/LLRYZPUS6vyxCCj6hqDrRGVh8L3DDqgqe4qDUE1h
4f42Z+N5ff8ArTKx8pWllax2sMrvHHUK07SXEhqa/FLM8kjde7YDhB6pGoI6B175StLyB4JpXWN1
KsYWeF6MKGkkTo6n3BxGEDqpzk9EMfIGjPFZxSyXMi2DrJbN9bvVcOooDI6Tq0u3+/C34nLIxprn
Pibl8g6LLLJKXu0MgAZYr/UYkFGD1WNLlUViRuVAJ3r1OSYKdr+Xmi24QLNeMsdBGpvr4KAJPVAK
LcKrHl9p2BZhUMWBOKtj8vdHFwJxNecw5kIa9vXBYyRyUo87UXlCtEWigVFNziqd2umR2ttFbR8W
jhRY0aUPNIQooC8kju7t4szEnviqr9V/yYv+Rf8Azdirvqv+TF/yL/5uxVwtBVSRGKEGqpQ7GvWp
xVEYq7FXYq7FXYqxnzTouo300UlpaNcmN1k21O504VUpQEW6ScxTmSG2NADUGqqpDpflfXFS2WXR
5rdYnb1fU8xX05AAf02UmNvVr6m4kK0268FwqnyeS9N+r+jJJqbAxtFX9IT8grgAjmsqsSKbOfj9
6k4FU38m2lrDcy2CX8949vLBFFc6pdiJvUJfd2kn9JuWwlVC6DZdhTFUiPkvXaW9wunSC8YmO6i/
xNqphSLjwDRj0grvx33Rfi35V3xVkMPkfRIbaa2hS/jhnLl1S9nUgvs3AiasftwpTtircXkrSY5T
KramWMjzUbULl15SAA/C05XiKfCtOK9gMVTn6sv++n/4GH+mKu+rL/vp/wDgYf6Yq76sv++n/wCB
h/pirvqy/wC+n/4GH+mKqkERSQEIVUBq1CDc8f5P9XFURirsVdirsVdirsVdirsVdirsVdirsVdi
rsVdirsVdirsVeb6t+c9vp+qXlgdKeQ2c8kBkEwHL0nKcqcDStM0+XtYQkY8PI1zemwezU8mOM+M
eoA8u9Cf8r1tv+rO/wDyPH/NGQ/lkfzft/Y2/wChWf8APHyT3y/+Yl7ryTPY6QAIUDMZbnjUsWCq
tIjueB9syMPaByXwx5ef7HA1nY405AnPn3D3efmgE/N53t7q4XRm9OyWNrmtwAV9WgUU9Pfc0yod
rWCeDl5uQfZ0gxHiC5XW3c2v5uhrZ7n9E0hS4FqSbgAlz4D0/DH+Vtr4evf+xB9npcXDx78PFy6I
r/lZWopZWd/caBJDZXxpBM067/CXWq8K/Eq1GHJ2oYQ4zA8Pvav5FiZygMkTKPMUVW2/MhrqT0rf
S3kkoSEWUVNPAcdz7DMXH7QCZqMJE+8MZ9imAuUwAiZfO99E7pJo7q0ZKuPXTYqSD0HiMul2vKJI
OM7eYao9lggETG/kVb/FescZn/QUvGD++PrJ8NF5eHgcs/lLJRPhS9PPce9r/k+FgeJHflsVI+dd
S9JJV0OZ0kPFDHIHq2/w0VSa/D0yH8ryoHwpEHu3+5n/ACZGyPEjt8Go/O+pyU4aBdGtaH4gDQVo
Kp1wR7YmeWGaT2XEc8sFtr59lmu4LdtKliE8yQeqz/AGkbiN+GDH21xTETjkLkBfvTk7J4YmXHE0
Ca9yXzfnj+W8M8sEurqk8MksLxNBeBjJbmkqqPq9XKn+Wubx07Y/O/8ALYw2841iMw3YU27+ld0f
mzIAP3HXkhqOopviqdXfn/yvZzWEF1qEEM2qTLbWETmQNLMxjAQD061/fpWvSvscVZCDJxJKjl2F
TT76fwxVhmvfnD5C0DW59E1fU1tdUtk9Wa3MN29EMfq1VkgZG+Df4ScVQl3+e35ZWllDfT6zGttO
5jjcQ3jnmqLJxZVgLL8EikcgK9sVTm4/Mbylb6H+nZ9Rgj0kiFhdsZQtLhisRp6fKjlT26b9MVam
87P9aaGz083cYWJ0mSUIGWaL1lNHUEDhua5qs/afBlOMQMuGuo6i3ZYez+PGJmQjfke+l6eadZeO
ORdCkKSsUjPrx7stailP8g4B2lkIB8KW/mPx0SdBAEjxBt5FZN5w1WFeUuhyqtOQb1VIKggVBC7i
rDpkJ9qTjzxS+YZR7OhLlkj9qnJ531BJjD+hJnkB4lYpBLuO3wK2Rl2xIGvCkT5b/cyHZcSL8SNe
e33rR551A8/9wNyDGQJASQVqCQSCmwoOuAdsy3/dT2T/ACVHb95HdQuPzHktiq3GkTQlhVRI/Go8
RVBlWTt8Q+rHIe9sh2KZfTOJU7f8yL+8mmjsNBkuRBGJZXE6qACSAtWSnI02GZGDtY5RcYH5pn2L
GABnkEbNcigovzgEtrc3SaQfStVjeatwAaS040/d+JphHa1gnh5ef7G+Xs7ISETMXK627viuH5us
bZroaOfq63AtC/1gV9U70p6dem+P8rbXw7XXNH+h48XDxji4eLl0R9/+YV/YaPbarcaOBbXQDKq3
NXXlGZF5j0hTkq+Pzy2faBjASMdj5/scfD2OMmU44z9UfLbnW26Q/wDK9bb/AKs7/wDI8f8ANGY/
8sj+b9v7HYf6FZ/zx8nf8r1tv+rO/wDyPH/NGP8ALI/m/b+xf9Cs/wCePk9TzdvKPK9Z/Jq/1DWL
6/XUoo1u7iWdUMbEqJXL0Jr2rmizdlTlMysbkl67Te0kMeKMDA+mIHPuCD/5UXqX/V1h/wCRbf1y
v+Rp/wA4N/8Aoqx/zD80x078q/NGmKw07X1tTJH6c3BG+IcmYHr1HLY9RlsOzM0PpnTi5u3tPl+v
FxUbG6H/AOVOa4sckUWtRpDMqLLGEejcVC77+2Q/kjJ/ODb/AKJMNgnGbHmrj8qPMIiNqNaj+otN
6xt/SPUPzpWteuH+SslVxCmv/RBhvi8M8dVdqdr+T+tRyWwm1lZbe25ejCVcqnMfFxBagrkJdj5J
DhMhXxZT9o8RBrHRlzOyZf8AKrbn/q4J/wAiz/zVmJ/oal/PHy/a438vx/mH5u/5Vbc/9XBP+RZ/
5qx/0NS/nj5ftX+X4/zD83D8rrkGo1FAR0Ppn/mrH/Q3L+ePl+1f5ej/ADD822/K+6ZizaipYmpJ
jJJJ/wBlifZuZ/j+z9qjt6I/g+1r/lVtz/1cE/5Fn/mrH/Q1L+ePl+1f5fj/ADD80Rp35b3FpqFr
dm+RxbzRylBGRXgwaleXtlun9n5Y8kZ8Y9JB5dxa83bcZwlHh5gjn3sifyb5QeWaZ9D09prgSC4k
NrAWkEq8ZA5K1bmuzV6jrnTvPLR5I8mLGIhoGnCMMHCC0g48lNQacOoOKohfLXl9ZFk/R1uzxyer
Ezxq5jf4N4+QPD+5Q0Wm6jFUyxVLbnyz5butRXUrnSbOfUUIKXslvE84IAApIyl+ijv2xVCv5D8j
vbm2fy7pjW5oTCbO3KVFAPhKU/ZGKq7+VPLLwSW8mlWslrIIw1q8KNB+65cKRMDGOPM9BiqQ65+X
rahqct3BdR20LiNY4BHsixxqgAoQKfDnPa7sSWfMcglV108qd5o+1xhxCHDdefmgP+VW3P8A1cE/
5Fn/AJqzE/0NS/nj5ftcn+X4/wAw/Ntfyvu1PJdSVT0qI2B32P7WI9nJjlP7P2qe3on+D7Wv+VW3
P/VwT/kWf+asf9DUv54+X7V/l+P8w/N3/Krbn/q4J/yLP/NWP+hqX88fL9q/y/H+Yfm7/lVtz/1c
E/5Fn/mrH/Q1L+ePl+1f5fj/ADD80Fd/lJrTzO9prK26SxejMqq680JJKtRtxvmVi7GyQjQkG/H7
Q4gPVjujY5KaflJ5hhtprWDW447a5VFniERo3FQvjtX2ywdlZQCBIUUn2hwGQkcZMo8t2v8AlT+t
19P9Mx/VTN6xg4NSvKvjg/knJ/OFJ/0R4ufhniqrtVl/KvzPcWUFjc68s1nbKywQNG1FqhRe9TxD
UFeg6ZI9mZSBEyFBjHt7TxkZxxVKXM352l3/ACovUv8Aq6w/8i2/rlf8jT/nByf9FWP+Yfm7/lRe
pf8AV1h/5Ft/XH+Rp/zgv+irH/MPzUv05/zkL/1aov8AgIP+qmZnHqPwAy/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqd+nP+chf+rVF/wEH/AFUx49R+AF/K9i/zz85fqd+nP+ch
f+rVF/wEH/VTHj1H4AX8r2L/ADz85fqes6LJqMmjWEmpII9Re3ia9QUAWcoDINiRs9embLHfCL50
8fqhAZZDH9HEeH3Xt9iMybQk/mHzboXl9rJNTllWXUZGhsobe2uLuWWRFLsqx20cz7KK9MVSVfzc
8kMnNZdQZPTM3IaRqpHpBuBev1X7If4a9K7YqrH80PKYKgrqgLsVUfobVt2WQRMB/ovUSMEP+Uad
cVSvUfz7/KvTLk2uo6tNZXK15QXGn6jFIKEqaq9up+0pGKoX/oY/8mP+ph/6c77/AKoYpp3/AEMf
+TH/AFMP/Tnff9UMVp3/AEMf+TH/AFMP/Tnff9UMVp3/AEMf+TH/AFMP/Tnff9UMVpE2X5+/lTfM
62WrzXTRrykWHT9RkKrWlTxtzQVNMUIx/wA4/IKKjPc3yrIOUbHStUAZalar/o245KR9GKrf+Vz/
AJe1p9bva+H6L1P/ALJsU0idK/NfyPqt/DY2N3cvcTuI4w+n38ScieIDSSwJGu+3xMN8UMuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsH/NeC1XR7fUpbmaym092e3vrV4I7iJp
eMRMclyyRKSrFTyO4NBvkZSpnCIPN5fpWq+XrWyt2kv7y9jvYJ0T177SVpFbs8si/wCj3kMbKx6h
eSilW47nI8Z7vv8A1M/Dj3/d+tkWj63pd5czx297dwPZTS27y/XEIBcrLKwMN7IaMaM4+1UfEK4D
kI6fj5JGOJ6/j5oDzB5W/L7Ube61a4e21N7VnW8uw0Esiug9RkklupeCn4+R5MOtcAynuScMe9jy
+Qfy69HRhMrxvfu4jKx6KzSUUTkTHnxIVPgBgrtux3DZZE21TFKtr5X/ACohksRNZRXJ1M28cSyf
oWMI00MU6sE+upIxK3KgqvM7VUEMpebBStrf8l57rTLZdFiEmrf7zknSaCk7wfFTUKn4ozThyr0W
rbYEoy10j8lJb4W1xY2VjF9Xiunu530sxJHL6dOfpX8rj++XfjQ/sk7VVZppf5Pfltd2632lRWdx
bS1CXVrbl0bi1CA8bkGjL49cUJjH+Uflq2Be3j4NSlIoJFJHh/eLirb/AJZ6RQr6c7BhRqRvQg9j
WYYptW0f8u9F0y+tJ7aB4xbTI0a+kyICGrX+8IG/tihn2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxVLNf0Z9WsjbJdvZOQQLiJIpHWtN1WZZI+37SnIyjbOE+FIYfIGpRycn80X0
y0Qem9vpwWqspJ+C2U/GFIO/RjShoRDwQ2eOfx/Ymdv5TiihCPMs8jKqz3EkMYeUqvHlJw4JU+yg
eAyPg+aRqPJ135WaeIpFem1cggTRRRlxXuBKJE+9cRh81OoPchf8F3fpWifpy5D2rrI0wt7BnmKi
n7znbuq1BP8AdBDvlsI01TnxK0nlTUCJFi1+6t42EYhjit9PCwiPqIw1s2zjZuVf8mmSYIWHyLeJ
NBK2uzl7YUj42empUmTm7k/ViwaQVV+JVSCaKp3xV0/knVpSePme8jqXoRaaYxRHZD6acrUjgAhA
qCd6kmgxVPrPTZbe1ihlnF3JGoV7qaKMSSEftOIhFHU/5KAe2Kq31X/Ji/5F/wDN2Ku+q/5MX/Iv
/m7FXfVBVTSMUIaqx0Oxr1riqIxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxVwINKHruMVcSAKnYDFXAg9DX5Yq4kDrirqitO+KuqK074q7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWC3v5Q+X7y8urie4LR3dw13Patp+iPG0jM
7VYvp7yOR6h+J3LeJJqSq5Pyh0BIdPh+ssU02VpoFOn6IBVmD04jTwqUK9YwrbnetKKqt7+VOg3O
oNqKTG1vTGIxcQ2Oj+qCD9sSSWMj8inwULcePau+Kr9G/Kry1p2sNqsqx6hcEPwFxYaTHweRuTOs
lrZW83LdhvIQamtTiqcW3knyZaqq22g6dAqsZFEdpAgDkFSw4oN6MRX3xVs+SvJpXidB04rxCcfq
kFOKoYwv2OgRitPA0xVr/BPkz62l5+gNO+txhhHcfVIPUUOWLcX4chUu1fmfHFU2t7a3treO2tok
gt4VEcMMahERFFFVVWgAA6AYqqYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9k=
uuid:70080157-4103-41e6-b661-74fbe1a7e9e7
xmp.did:ad603210-a229-2a4f-a2b5-5e9ef3dbb0fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:51a90fc6-ee5d-4c44-bb4b-710ed6bde9b4
xmp.did:6c774a17-4665-4cfc-95cb-25066bb8b458
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:D5D5670F5411E2119BF2B4B932DC17C3
2012-10-08T09:25:50-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:ad603210-a229-2a4f-a2b5-5e9ef3dbb0fa
2020-10-23T15:56:44-05:00
Adobe Illustrator 24.3 (Windows)
/
EmbedByReference
Galvanized Copper Averaging [GD].png
EmbedByReference
Plastic Box Copper Averaging [PB].png
EmbedByReference
NEMA 4X Copper Averaging [4X].png
EmbedByReference
Bell Box Copper Averaging [BB].png
Galvanized Copper Averaging [GD].png
Plastic Box Copper Averaging [PB].png
NEMA 4X Copper Averaging [4X].png
Bell Box Copper Averaging [BB].png
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Impact
Impact
Regular
Open Type
Version 5.11
False
impact.ttf
Langdon
Langdon
Regular
Open Type
Version 1.000
False
Langdon.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6848
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6847
MyriadPro-Black
Myriad Pro
Black
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6844
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6851
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
New Color Swatch 2
PROCESS
100.000000
CMYK
74.999601
67.895001
67.034400
90.060300
K=42 1
GRAY
PROCESS
107
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
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
27 0 obj
<>stream
HWn
+z)QzrLA&3c+"%q㇏V|GjVMܔœ~;{scw~$`,
Uܼ(3H&LlO90t>|n?bz|u/uLݜ0M99dٟ/o}W/M_n~|]<{WW˛+WW7ӫ/~\==ӘGqܼOsrNs!sI"7SA-N?p@˖|Aw팡g6g4A;te!";q>WI~QB3
ƏvfŨyP;=RHQ(ElP]
)@e&dwQ@z_w+]u3q{O_.Q&
&BR.`ȅ7'LĆɖ,ˈHYqz䄱?WBS]^