BEGIN:VCARD
VERSION:3.0
REV:2026-05-01T00:27:27Z
N;CHARSET=utf-8:;Sensor Technology Ltd.;;;
FN;CHARSET=utf-8:Sensor Technology Ltd.
EMAIL;INTERNET:techsupport@sensortechcanada.com
TEL;WORK:+1-705-444-1440
ADR;WORK;POSTAL;CHARSET=utf-8:20 Stewart Road, Collingwood, Ontario L9Y 4K1
 , Simcoe County, Canada
URL:https://sensortechcanada.com/
PHOTO;ENCODING=b;TYPE=JPEG:/9j/4QAYRXhpZgAASUkqAAgAAAAAAAAAAAAAAP/sABFEdWNr
 eQABAAQAAAA8AAD/4QMfaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmV
 naW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG
 5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA5LjEtYzAwMiA3O
 S5iN2M2NGNjZjksIDIwMjQvMDcvMTYtMTI6Mzk6MDQgICAgICAgICI+IDxyZGY6UkRGIHhtbG5z
 OnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+IDxyZGY
 6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY2
 9tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL
 3NUeXBlL1Jlc291cmNlUmVmIyIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8x
 LjAvIiB4bXBNTTpEb2N1bWVudElEPSJ4bXAuZGlkOkNCOTBDOUI2QTQyQjExRUZCQzBGQUIyMDU
 5MENGNEI5IiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOkNCOTBDOUI1QTQyQjExRUZCQzBGQU
 IyMDU5MENGNEI5IiB4bXA6Q3JlYXRvclRvb2w9IkFkb2JlIFBob3Rvc2hvcCAyMDI1IE1hY2lud
 G9zaCI+IDx4bXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSI5NjcyRDQyRTU1MjVB
 RDE3RThDNkIyQUQ5MjE2MTFGQyIgc3RSZWY6ZG9jdW1lbnRJRD0iOTY3MkQ0MkU1NTI1QUQxN0U
 4QzZCMkFEOTIxNjExRkMiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG
 1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz7/7gAOQWRvYmUAZMAAAAAB/9sAhAAGBAQEBQQGBQUGC
 QYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDg8QDw4MExMUFBMTHBsbGxwfHx8fHx8fHx8fAQcH
 Bw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8
 fHx8fHx//wAARCADSAXADAREAAhEBAxEB/8QAtgABAAEFAQEAAAAAAAAAAAAAAAcBBAUGCAIDAQ
 EAAgMBAAAAAAAAAAAAAAAAAQMCBAUGEAABAwMCAwMGBwoJCwUBAAABAAIDEQQFIQYxEgdBURNhc
 SIyFAiBkdFCs3QVobFSYpKyI1OTNsFyM1RVFlYXN/CCotJDY3OjNCYY4fEkRCU1EQEAAgIBAwMD
 AwMDAwUAAAAAAQIRAwQhMRIyEwVBUSJhcRTwQjOhchWR4SOBwdEkBv/aAAwDAQACEQMRAD8A6pQ
 EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA
 QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB
 AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQE
 BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ
 EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQECqBVAq
 oyFUyFVIVQKoFQgVCjIVUhVBTmCImVaokqoyFVIVQKhRkKqYCoTIVCZBAQKhAqECqZCoUZCqZBS
 CBVAqgICCnMERMq1RIgVQUqEFahAqgVQKoCAgIB4IPNaIRDzLPDEwySvbHGOL3kNA+EqIzM9jMQ
 xrt17Xa/kdl7IP8AwTcRV/OVns2+0sfOF7bX9ldN5rW4juG/hRPa8f6JKwmJj6J8ol9+YKMioNV
 KYgUZHxdd2rXFrpo2uHEFwBH3UwjMHttn/OIvy2/Kp8TMKe22f84i/Lb8qYMwe22f84i/Lb8qjx
 Mw9x3EEtfCkbJTjyuDqV76J4zHdMTEvoVOUKOc1oLnGgGpJ4BRlL4+3Wf6+Py+m35U8bI8ofRks
 b28zHBzTwc0gj7iWzVL1XVMoC6n/okyl8jeWYJBnjDhoQXtr99PD9EZh6ZNFICY3teOFWkOFfgS
 cR3gh9RwUpCg8BwPeo7C0vMziLI0vL63tnfgyysYficQso1Wt1iEZh8rfcm3bhwbBk7SVx0DWTx
 k/ECsp03jvEo8oZAOFK9h4FVeX6MswqDX4FllL0FEQgUjyTr/AAojyBwSSZy9DgiRB5J07URnED
 S00Qic9XpEqPIDanQDiSokfAXtl+vj/Lb8qnw/Rjk9ts/5xF+W35U8cJzCvttn/OIvy2/KowZh9
 BI0t5mnmHeNQiVQaiqROSYehwUggIBNBVJGhdV+qFnsXDMl8IXOVu6tsbQmgJbxe+nzW/dWzxeN
 O2VOzZ4uT9z743Xua7kus1k5p+Yktga8sgjB+ayNpDQAvSaeLSkYiOrQvstMsB4cR+YCO/irYmO
 2IYZsvMfk8jjpRNjr2a0kb6r4JXM4fxSFjbTW3eExafumvpV7we4hkrTBbljflm3cjYba+hZ/8p
 rnGjRI1ukg7zoVx+XwIiM1bWrfMuk2rjN3IeISES4m6szTjqducNmkaBfPoA9wHqt7AV6niUj2a
 ziOzmbrTFpaobiccZ5B55Hj+FbfhWMZx1/RXF7Sp7VN/OJP2j/lUe3H2j/RPlY9pn/nEn7R/wAq
 nwj7R/oTayfvdQmkkudy88jpP+m9ZznUqHcKkrg/KRWJ6NvjTP1dELk1bjCb2r/U/Ocp5SLC5II
 4giJ3crNMfnH7sNnpy4UbPc0H6eXh+sf8q9bGmkREYcqbz3S/0C6qvwWVbtzMzOdiMjIPZJ5HFx
 t7h2lC53zH/cK5nyHDiY8obGrdOcS6lY4014+RcGHQgNSsYjrlE9XCe75pxuzMgTSAC9uKASPA/
 lHeVev06oisOXe85l0J7rbpH7Pyhc9ziL4gFxLjTwm9pXF+Uri2IbnGtMxlNXMuZnrhsvLngNJc
 aNAJJPABPrgno5h6r9fcxkbyfC7UuDYYqFzopshGaTzkaHkd8xlR2cV3eFwI726tLbyPshm4mlu
 JC+5lfNK8kl0rjI4k6k+kSupGusdujVzaer5tZE01YOV3YW6H7lCs+n6I/L7tr2r1O3xtedj8Xl
 JX27T6djckz27gewtcat84NQtTfxabIWU3TEuqelXUaHfWAfkW2UlnPbvENy11XROkpU+FIfWHf
 3LzvK0+3OMt/VszDdSSOxURK2ej43d7BaW8lzcOEcELS+WRxoGtGpJSZx3ZUrNrRWI6yjfbnVa/
 3DvJ2Px2OdJh6EG5+ewj/aO+aGnsHFaurkeeyaxHSPq73K+Hro0eV7R5/bH+iS2ytIBBBr3ara8
 ono85HSevR759NBVJnDKVDIANVP7kzhoHUjfmX2u+wmtLH2mymcParp2rKD/ZtpwceIJ0WryN/h
 GYjLtfE/HV5Ga2t42+2G0bZ3Ljs/i4sjYP545BR7e1jx6zHDsIVurZFq5hzeZxb6Nk1tHb/VmQ/
 TgrZUMRu1xO18vTQiznII8kZVmr1Qwv2lwiJ7j9dL+0f8q9ZXXWIiuHLtslT2qbgbiSvaPEf8qy
 8Kx0xB5WwqLmfh7RJ+0f8qx8az9IPKzNbe31vHb10y4xOWuIHMNTE57pIn0+a+N9WuCr3cSl4xh
 lXZaHU3SHqxbb6xksU8bbXN2IHtkDfVc06CWOvYe0di87y+LOqW9q2+SRQtSF6qkEB3AqJHH/AL
 w+Wub7qjfW8pPg46GC3t2Hg0Ob4jz/AJzjVej+LrEUy5nKmfJ8+g+1tu7j3z7NneWWC2t3XFvZv
 NGzSBwFCO3lrWiy+Q22imY+6dGJt1dTf1N2gYBD9i2JiAoG+zxUp8VV57+RfPeW9GqstJ3j7vmx
 c7BJJj4PsXJEEx3FrpGXdgfEfRI8y2dPyF6Wz3hXs41ZY3or0Sudp3t3mdweFNlw50GP8I80bIR
 xmb+NJ2dwV3O5/uxivY16PFMjQuZDYVPEJHdEuIurX+J+6Pr7/wA1q9XwP8MOVu9cpG92va23c7
 DnjmMdBfmB8AhM7OYtDg6tFo/KbbVxhscekSm7+6zp3/Z6y/ZBcr+Xs+7a9qD+6zp1/Z6y/ZBP5
 ez7ntQyeE2ptvAmY4bHQWBnp43gMDOfl4V81VVbZNu7KKxDLLBkwm9f3Pzn1C5+icrNHrj/AHQw
 v6JcIt4DzBexcmOypAPm418neomItGCZxLqX3f8Aqk/cGJ/q7l5g/OY5n6CV5o64t26A+VzOB+N
 ed5/F8LeUdnQ0bc9JTDWoXO+jYj6uEd4/vbmvr1x9K5ev0+mv7OTbvLoX3WP3Nyn18/RNXE+W9c
 NziehNXYuVjq22k9Z8rd4rphuC7tHFlx7N4THji3xnCNx/JcVscWsW2RH6q904hxb6jPRFeUaDz
 Beti0Vjo5eOrrfo/wBP9jW+ysVkIbK2yN3fQNmur2VrZnGRwqW6ggcvCi8vzORs9zxns6OqlcNq
 y/TbYeVidFfYKzeHCnMyJsbh5nMDSqqcnZTtLOdVZQ7u/wB2CX7UtpNrXvJjLiVrLyG6dWS2jPr
 SRu/2gA+adV0Nfys4xMdVF+P9k67a2/jNv4W1w+MiEVnaMDGDgSe1zu9zjqVyd22dlsy2q1iIZM
 rGY+hnCH+uG472aay2njj+ku3NfctFfT5jyxxmnYTqVzuZunMa4er+A4ta55F+0dmP3LeN2FgbX
 amBPNn79odf3bADKS/QBvc5x0b5FhttGisUp6pbHF1fzttt+3/FXs2Dat/B08wEUW68s59zkZBJ
 DY/yjoAfW9L1iNfSJ0W1qj2q/lPWWjzdU87dM6KYrWO6SbeeG6t45oHtkglaHMew1BaRUEELai/
 TLzdq2rbr9Gn5ndGCz0l/tPG5n2LMOYWRzsALeYesxruBPYe1UXvF+jrcfibtON9q+WtH+0Mze4
 vK3GwN4sM1hcnwYTMefw3vHolrzxY/i09hWlqv4z4Wd7ncau2n8rj947x/WTZ13dbD6kTbduZC7
 GX7gxjncCH1MEo7q+qfKp0zOrZ4/SyefX+dxI2f307p2qeC6veHia/Vi92H/tXMHvs5/oys9Xqj
 92E+mXBwC9jnOHKh1b0f6f7KyfTfCX2QwtrdXc0TjLPJGC5xEjhqfMF5nl8nZGyYiXR00iatvl6
 UdOJY3Rv29ZcjhQgR04+UFa9eXt+6ydUObeufTXH7K3BavxJc3E5Rj3w27zzGGSM+mxpPFlCCF3
 PjuTN4xPdp8imGJ6NZu5xHU3BTQu5W3U/sVy3sdHOC0/E6hVnO1+WuZYce3V2oAvMOmqgIB4KJ7
 DmP3mtk3ltn4t3W8RksL2KO3vntGkc0ejHO7g9ule9d74vkR4+E92jyKTnMIVguJ7eaO4t5Xw3E
 R54poyWPaexwI1BXWtSMYmMtSJmJSFg+vnUrFBkbsg3IRN05LtgkdQdnOKO+6tLZ8drt1wuryLQ
 kPbnvUWsj2Rbkw7oGnR11ZO8Vo8pjdR3xErnbfjJiPxX15GUzba3Zt7cmPF/g72O9tyfSLD6TD3
 PYfSafOuXt031d4w2otEsy0rFkqeISO6JcRdWv8T90fX3/AJrV6vg59qsfo5W/1yvumnVjJbBZf
 ss7CG89vLHO8dz2cvhggU5R21WPL4kbe7PTumreP/Kzcv8AQVn+1k+Raf8AxEff+v8Aot/l/of+
 Vm5P6Ds/2snyJHxEff8Ar/ofy/0Sl0c6m5HfuPyN1e2UVm6ymZEwQuc8ODmlxJ5houbzON7VsL9
 d/JItFqQvYTev7n5z6hc/ROVmj1x/uhhf0S4RaaDyUFfuL2Md3Ij6JBz3TWaPpphN642MyQvicz
 MxgVLCJXNZOB+D2O7lztXL/wDJNbL76umWl4XL5HDZW0yuNlMN9aSCSGQfhdrT5HDQhbezXGyuJ
 V1vNZdo9Ot94zee2oMtaODZx+jvrWvpQzgek13kPFp7l5bkaZ1WxP1dPXeJq453h+9mZ+u3H0jl
 6zXGKw52yMTLob3WP3Nyv18/RNXC+V/yQ2uJ6E2UXLbUMDvTbkW5dqZTByHlbfwOia/sa/ix35Q
 Cz0W8LxaPui9cw4eyeLyOJyNxjMjC63v7V5jnicKEFvaPIeIK9ZptF+sOTemGS21vbde2nOOEyU
 1mxx5nwNdWJx7zG6ralRu0a7z1jqypsx2SPhfee3rZ8rcnZ2uSjFOYitvJTzt5m/cXO2/GUn05X
 15Ex3Srs33gti7jmjs7mSTDZGTRkN5QRud+JMDyn4aLQ38DZrjPeGzTfEpNZQjQink4LQiMLVSF
 E9Jyyyg7Ex/bXXW4llHPDYySu11p4LeRv+kudWIvul7HfPtfGxEf3Y/1fPZrG7g6qZfM3o8WOwd
 LLGHa8ojJZF+SAVGmc7LWlPLidHBpSOnmt9oYxm/9/ZDK5cmWytnV8E8C3mIhj/iilSFhopO3ZN
 pnpC3nbZ4PErr19LWjrP1/VPFvawW8DIbZjYoYxyxxsFGgDgAAutHT9nhrzNusyhzrHsq1xkMW6
 MOwWtxHO32lsY5RzOPoSgDgQ7j51zeZqxPl9Hr/AID5Cds+xfrXHTLHdSJWZrZm294NHLeupDcP
 Gh5hr9x7SVXyOtYu2vh49rlbeN/ZiVOrbvacLtXcrBS5lia17hx5mtErT8DgnKnpSx8JXF9+n+3
 /AL4Tfibj2rF2l0TrNDG8/wCc0FdWnaHi99PG9o/VabsH/a2XHdZz/RlXavVH7qZ6VlweD/l/Cv
 XUjplx3UvSPqfsDEdOsNjslnLa1vreJ7Zrd7jzNJkcQDQdxXneVxtltkzEOjqvEVbZN1q6XRRl5
 3FakNFaNLnE+YAaqj+Ft+yz3q4c59a+pdrvncFt9nRvZicYx0dq6Qcr5XyEc8nL80UFBVdrg8Wd
 Vcz3lpbtvnPRYdFsFc5rqbhI4ml0NjL7fdO7Gxwio5u7mcQAruftjXqmv1lHGr+TtJp0XlY7Omq
 pBAPBBb3dna3drLa3MLJ7eZpZLDIA5jmu4hwNVEWmvWO5MRKGt0e7Dtm+lknwF5JiHvNRbOHjQA
 /ignmaPJVdPR8navqal+PmUaZ33cuo+NDn2sMGVhGpNtIGvoP93IGH4iVv6/lK279FVuNKOsthc
 vh7r2XK2c1lcDhFOwsPwV4roU3VtHTq17a5qymxN45TZ+47fMY+QhocGXtvX9HPC4+kxzfvHsKq
 36I21nKzXtmJdw2F1Hd2cF1EeaK4Y2WM/ivAcPvryc1mJmJdOJy+54hRHclxF1a/xP3R9ff+a1e
 q4Uz7df2cvf6pXXTnpXmd9svnY27t7YWDmNlE/N6XiVIpyg9yx5fM9ruadU2bp/4s7x/pWw/5v+
 qtP/lY+y/+NY/8WN4/0rYf83/VSPlo+xPFslbot01yuxMdk7XJXMFzJfTsmjdBzUaGtLaO5gNVz
 uZyfdtlfo1+MJJotRewm9f3Pzn1C5+icrdHrj/dDC/olwg3gPIP4F6+PVDkR9HY3Ri0t7vpJh7a
 5jE1vPBLHPE8Va5j5HhwPnC8tzJmN0zDq6sWq5y6s9N7jZG4XW8QdJhb0ukxkx7G19KB34zPvLu
 cPle5TH1ho79eHx6WdQrvZG5mXo5pMZd8sOTth89ldHtH4cfEeTRWc3jRtpE/3Qx1XmrAbmuoLv
 cWTu7d3Pb3F1NLC/vY95c0/EVfTOIyi9s5l0X7rH7m5X6+fomrhfKf5IbfF9CbFy228uaEGpb46
 YbR3nC37XtKXcY5YL+E8k7B3cw4ivYVdp5F9XaVd9UShrPe6xmYnOfgsvDcx68sV20xP/LZztPx
 LqU+Wie8NW3F+yOM/wBJuoeAa+S/w0xgZUuubek8dO8ujJI+ELoaeZqv0z1VTomO7US1p0cO3UH
 ycVte3E/rCuYx2dL+7V1AyGWx91tnJzOnmxjGy2M8hLnm3cacjidTyHh51535Lj+Nsw3eLt8owm
 52tDVczv0bUR1QjtmT7M65X9tLobySdrT5ZG+K1czR+O+Yl7Dlx7vx9bR/bh8um5+zeo+dwlyRH
 Jd+0RNr2kOLhx72u0Ucf8dlqyt+T2Tu4dNkemmP/h56VZKLa+9crgcmRAbmTwo3v0b4kbiWip/C
 a5Txre1eaz2lPzXHnkcSm+nXp1j9051BANdF1JjMPETWZwivrnua1iwrNvwuEt5dyNfLE01LGMd
 UV8rnaALn8zbFo8Pq9R/+c4c32Ttt+Natc33bnC9Mdt7fm0vpSJ5Y+1uhPD/Poqd8Y1xr+sOj8Z
 /5ubt3R6YiXnqqPZNp7Twzv+rEYe9g4j0A2n5RonJ9FasvhbeW7dt+n/dN+DtnW2GsYHetHBG0j
 yhgC6dYxh4rk28r2n9Vvuz91sx9Tn+jKv1eqP3a9o/GXBwXsYnMQ5P0lcR4zIzMEsdpNJG7USNj
 cQRwqCBQrCdlcpitumHxkhkieY5YzHI0+kxwo4HuIOqzpHl2LRjuzuzNj7h3jknY/CxMkkhaH3D
 5XtYyKNxpzur6RHkaKqjfvjXGbMtevNsQ6t6V9LcbsXGyNZJ7XlLyhvr0jlry+rGwdjWlea5PJn
 bOZdDXq8W+AaBa0SuVQEFHeqVEziBD/WbrXNs+9ssRhBFcZbmZcZBsg5mst+yM0Oj5PuBdDh8Cd
 seXaGvt3RWWxbE6ybM3dA1kV0ywygA8XG3Lgx4d2+G51BIP4qq38LZSc/RZTdEw3oPaRUEEeTgt
 XEsvKES+8Zltrx7Fksb90UuXnez7MiFHTMc14LpB85rQwEEro/HVv7kTHSPq1901w5Uo4ig9YkN
 A7anQAecr0V9kRMzMdGhTrZ3ls+1ltdrYm2mr4sNpCx9ePMGCq8hunN5denZlzxCqjumXEXVr/E
 /dH19/5rV6zgf4q/s5m+v5Sln3VJomW+4hI8NrJb6ONBoHd65fy1JtPZsca2E/e12365n5TVyfC
 /2bXlB7Vb/rmflD5U8L/Y8oVZNE/Rjw6ncQePmWN6zWE+US+qYSwm9f3Pzn1C5+icrdHrj/AHQw
 v6JcIj1R5v4F6+PVDk1dmdDGg9LMFUcI3/SuXlub/kl1NEYhmOoGycbvHblzh70Bj3jntbketFM
 31Ht+HQ+RYcXkTptFoTs1xaHFWdwuRweYu8RkY/CvrOQxyxnStODm97XDUL1GrdFozH1cy8TErF
 XTGJRHZ077rH7m5T6+fomrz/yv+SG9xPQmuq5MdWysMxl7HEYy5yWRnFvZWkbpbid3BrGjX5POs
 q0m8xEIvbEIM2p7z8M2du4dx2vs+FnmLsddxNLnwRHRrZ2DV3fzDVdS/wAXaK5q1q8iE44rOYbL
 2zLrGXsF5bSAFr4XteNe+nA+Rcu9LVnrDZjZEwuriWGKJz5JGxxtBLnvIaABxJJ0WPtzM9E2mMd
 XF3Vu+29f9QMrcbfDBjnva3nhAET5WsAleymlC6uo4r1PBratI8nN2YiZw3b3W7WaTemRuWg+Fb
 2XLIewGR45QfyVp/K3jGPqz4UdXT9KjuXCju6EyhbrNirzDbjxu7rFpDWOY2Z44CRhqypHDmGi5
 3I1zGzzh7L/APPba7tNuNaeuOi137Zuy0GP6ibbcfFa1hvGxCr45ItA9w/F9Vyw3RN/zqy+N3ez
 NuLu6Un79mUtcPt3qtYxZR7ZcbmbIsiv5om1ZINDQOOjtPV7Wq+Ncboz2mGnt3bPjtk64mL0nt1
 7JVx+PtrKzhs4GnwYGNjj5iXO5WimpPErdr+MYeZ2bJvebT6pR3len+1NvZa83nfPuLu3gcbiLH
 0MgbKeJqauIB9UHRq0r6Ii3nMdXc0fJbt2uONXEfq1Hb9vkeoG7n7lzP6DB44hxBNI2tj9JkTSd
 K9rytfXnZf3LRh2eRanB486dU+Wy/8AUvdiHdQeqjbpoc7D44tcKDQQwmrB55H6qax7u2J/thjv
 j+HwcZxst/7p6aP/AGXVeKli92j/ALWy/wBTn+jKs1euP3Y29MuDWr19emMORMOyuh7GHpZt8lo
 r4LyTTX+VevLc20+7LpaIjxhF3vMdP/Bu4N5WMdIp+W2yrGjQPGkUun4Q9Erd+O5GPxlr8rVnqi
 PZG673ae6bHO2tT7M/luIgaeJC/wDlYz31HDygLqcvjedPH/1UareNujt7EZSxyuNtclYyia0vI
 mzQSDgWvFQvK3p4zj7OrFswvhwChIgIB4FBy11c6IbstMzf7ixJmztheyuuJ2+vdwl2pDmjV7R2
 U7F3ODz6RHhPSWlv0TPVDRPLIWmrJozQtNWvaQeBBo5pXYxmOsfi1czHRlINz7lt4vBgy15FENO
 Rs8gA8w5lTPG1zPZPnLH3N1NNKZ7qZ0sruMkri5xPlJNVZ7VY9LGbTPdLPRbo1lc7lbTPZ21faY
 G1eJ4Ip2lkl09urQGnURg6kkarmc/n1x4R3bWnVnq6qZTlFNPJ3Lz8T1b2MKniEjuiXEfVoj+9D
 dGv/wB9/wCa1er4UTGqv7OZuz5S1Zk8jPUkcyvHlcR95bV60t3VdYeva7n9e/8ALd8qw9uv2Zec
 ntd1+vk/aO+VPbr9jzlPvuoyyST7l53ufQW1OZxdSvP3rifLxWuMN3jTl0MFyG0wu9f3Pzn1C5+
 icrdHrj/dDC/olwgCOUa9g+8vYRH5Q5NXZvQr/CzBf8N/0rl5Xm/5ZdTT2b4aLU+i3KI+vnS07m
 xH25iYgc7jWHmjaPSuLcCpj8rm8W/Euj8fy/btie0tbfqzDlPmHmPaDoR5wV6OJmcS5/bMOnvdY
 I/qblPr5+iauB8t/khvcT0JrXK7NqWkdV9iT732tJiLe/dYzte2aInWGV7eDJmjXlr2jgr+Ns9u
 0TLHZXMOSN17N3NtS8NrnrGS0NSI7kguglHeyQVafh1XptPJrsj8XNtqmrF2d/fWb+eyuZbdx+d
 C9zPzSFZOukxiYYxsmF1e7iz99EYbzJXVxFTVkkz3D4i7VYxx6fSEztl4wmEy+dyMeNw9nJf3sh
 5RFCKho73u9VjR2lxWWzfXXHVjWszLr/o/03i2Pto207mzZe9cJslO3VvPT0Y2n8GMaLzHL5Xu2
 8vo6erX4w3p3kWpELcdVhmsRZZbHTY6+jEtrcN5HtPHzt7iO9NlYtXCzRvvq2Rek9YRhsvZG9dr
 7sksoXsm21LV00smrHsOgby10k7D2LR1aNlJ8f7Xo/kfkuNydEWxjbCUrDH2Nhb+BZwR20IJIii
 Aa2rtTQBbta1pGHm9myb4mZldatpos8ZVx+svnLDFNG6ORofG8FrmEAgg8QQVjbFuiazicxPVG/
 UnbW67qyscJteCOLCvPh3cENIy0k1q46Dw6d3atXk67WiPHs9D8RztNb22bp8rx920bE2dY7VxT
 LOIiS5lPiXVzTWSQjXzAdgVunTXXEfeXO+T+QtytnnPb6Q2iivc7DE7u/dXMfU5/o3KzV6o/dF+
 0uDOYU49i9fET0ciXZvQzXpXgD/uX/SvXleZ/ll09PphtW4cJYZ3DXeIvmh1texOif3ivBw8rTq
 FRrma28oW2r5Q4c3Pt2/21uC+weQFLmxkLA/gJGcWSN8j26r1ejk+7WLQ5OyvjKafdo6iRxTSbL
 yEwHi80+Hc48SNZYQT2/OaPOuV8nxv76trjbc9HRjeC48TluqoCAeCDyQAKjioka/ndg7NzzjJl
 sPa3Up4zOjAkPne3lcrqb717SwmkS1qToB0se/m+yOX8VssgH31f/P2/dh7EMxhelHTzDStmsMH
 bNmZq2WRviuB87yVTfk3t3lnGuIbaAPgHBUzLOFWigRMh4ohrV/022Ff3s99e4GzuLy4dzzzyRB
 z3uIpVxPHgra8jZEYiejGaRL4f3UdNv7N2P7Fqn+Ts+6PbhT+6jpt/Zuw/YtT+Tt+57cH91HTb+
 zdj+xan8nZ9z24ZXBbR21gDK7C423x5uOXxzbsDOcN9WtO5VX2TPdMVZjsWESyfK6toLm3kt7iM
 SwTNMcsbhVrmuFCCO5ItMSiYy1YdKem3AbbsKd3gt0V/v2+7H24bHisVj8VZR2OOt2WtlCKQ28Q
 5WNBJOg+FVWtMsojC8WKXlw7e5ZDV5+l3Ty4nknm27YvllcXyPMLalzjUkqyN946ZYTSGWwm28F
 goJLbDWMNhBI/xHxQNDGl9KVNFja027sojDKDgsUqUCD43dlZ3tu63u4I7iB/rQytD2nztcCFNZ
 mvZExlpeQ6JdML6QySYGCN7jUmHmiFT5GkBXV5myvaVc6olbW/QTpXA8P+xWyEagSSSOHxVVk87
 bP1I0w3LC7fweGg9mxNhBYwniyCNrK+emp+Fa1r2tPWVkViGR5QsUq0QKBAoECgQECgQU5W9yBQ
 IKoPlc28NzA+CZgkhlBZJG7UOaRQgpnBMZat/dT024f1csPhharP5Nvuw9uGx4vFY/F2UdjjoGW
 tlCKQwRijGgmug+FYTbLKIwuiAoSwOa2Ls7N3ntmWw1re3YaGePNGHP5RwFfIs67bV6RKJrErW1
 6ZbAs7uG8tMBZwXVu8SQTMiDXse3g5pHaptuvP1RGuIbSOAVUMhSCAeCClUwBIUElVGYSBThCtR
 3oFR3qQqEFFAVHegIKAjvTA9IKVA8iZDmHemRSoTJlUEd6ZFahIkU5m94TMClW14+ZJthKtQoFV
 kgQUqKcVAVHenkkKIBxSIFajvUhUHggICBUd6iZwFR3qQqO9AqEBA5m94QUJHeoyYUqExBhUKco
 VqES8kivGigwVHeojJh6HBZAgIKO9UqJnEDTN7ZHqdZ3Nv/VHFWGQszE513JezmF7ZAdA1oBqOV
 X8euufVMq7zMdWk7O6kdZt1Wwv8Zt/FOx0d2bW5kfcvjeDE4CblaQa0B0PatrkadNOkT1/r9FdN
 lplM7a9q50xC+JVIUwI/wCsG/8AM7MxuLnxNpDd3ORvBaBlw5zWAvHo6t8q2OJore05nCrZeYWF
 rm+vz7uBtxtzDR2zpGCd7b1znNiLhzlopq4N4LO1NEZxbr/X6FbzPdJ4py0C0rRnsuAAFMRiDDX
 d9b1xGzMBPmspzGGMhkMDNZJpn+pGwfwqzTqm84Y2thH8G9uvd7j/ALdstp2LMY5vjQ42adwvZI
 qVBp2OcOAW3OrT2z1Uxa6Qti7qO6duWuYdYXGMlmq2WzumFj2vYaOpWhLa8CtPZWKziJX1lsSxS
 +F5KYbSeYCpjY54B4EtBKYie6JnEZad0j3xkN57TdmchbxW07bu4tvCgLizlhfyg1d2lXcrXXXa
 MK9Vs1W8u/snH1fh2Q22i+z5bD2w3RLvFDwD6IA9Gmiy9mJ1eRN/zw30Bav0WyqeCmEor6vdXL/
 YebwtvFYRXljesdJeFznCUNY8NPh00ryknVb/AA+HXdS0/wB0KNuzxls26N8RWPTm73fhvCvY47
 UXVoHkhjw4gAOpqOK1tOmbX8LMpv8Ajlktk525z20sTmbmNsVxkLZlxLHHXla54rRtdaLHka4ps
 8fsypbMM8sGTy7UGmuiCI7rqnvPcOevsN06wsF7b4x/hXuZv5Cy38QGhawDj29q3KaKVj85U+cz
 2XO3eqe47PdlvtPf2IjxWRvR/wDm39q/xLW4PDlqeBWN9FJiZpKPcmJxKUmrUn7L89HohTJ9Gnd
 Vd4X20NnXOcsoI7i4hkiY2KYuDDzuoa8uqu4+rztEK9tsVbLhLp95ibK8e0NfdW8Uz2t4B0jA4g
 fGqcY6M6zmIXqJUKxt2GA3pu7FbS2/c5zJE+BBTliZq+SR2jI2+UlZ69XuTEMbXwjy13p15ydi3
 OY3a2Pjxj2+Lb2FxO4XckXEEdgLhwC3/a48W8bW6/1+imbX7tw6bdRbHeuKmnZbvsMlYyeBksdL
 68Mor8bTQrU36Z13x3hZrv5NzFFUsUf6pUwmGhdSOpkO0nWWOsbF+X3JlHcmNxcRoXa05nu+a2u
 it42rzzMziFGzZiPGGuXO9eueDiZk85tWyvcWS32i3xkzpLqJrjT1deanbRX+3oxiJ/L+v0Y+V0
 r2Ny65top3RPh8aNsnhSjlkZzivI8djm9q0pjE9F9crmqxmeqWPzUmWbirqTDxxSZNkbnWkc9RG
 +QCoa7l11WdcZxJbo1Hpz1Nttz7bvb3KRsxeVwz5Ic5ZOJHgOjqebXXlIHxhX8jjTW0RX0yprsz
 GVOmW+s7vQ5LKvso7TbjJnQYeSrvHn5DR0jwfRoB3dqcnTGuIiPV9WWu+UgDgteFggIDuBUW7Er
 e4p7PL/Ed95ZV7wx2elF/u3AHYt8O0Zi9/Oatvn1/OP2VaMYSvRaURhsBU5RlC/vNMlkw+2Y4n+
 FI/LRtjlGvI9wo19PxSare+OmMzMx9FG+cMtYdP+rEN9bTXG/HzW8csb54DbAeJG0guZWunMNFX
 bbrxOKopEpRBBFRwWnjMtgKkhDHvKxyR4/bGTmYZMVYZWN+RAFWhjiKF3xELe4PW2IUb0uWuRsL
 mwZkLaaN9jJGJWXLXDw/DpXm5q00C05icrfJ88PmsRmbNl/ibyK/tHEtFxA8PZVpoRUd3ckx90x
 1ZFQlbZP/APnXf/Bk/NKyp6oRbs516NbR35l9nyXmC3bJhrL226Z7EyESDnbJRz6kj1l1OZsp5Y
 tX6NbXE4xDI7YxGdxPvD2lpnMs7NX/ANlveb1zBGeQg8rOUV4UKjZes8fpGIynE+46AC5FInDZk
 7FEkIa6q2ltedZOn9pdRNmtrht3FPE8Va5jmOqCF0uJfw12mO7X248ohou8XZXpxjdybFvfEm2x
 nYJJtuXB18KUuBdFXu/CHw9q2tWNk1vHq+qnZM16T2Tj0lFOme2vqENfiXN5nXbZta/S3BULFrk
 YppbG6igPLM+GRsR4UcWkN+6sqziYRbsif3bbyyZs69wpIjzGPv7j7RtnaScznei8tOtKDl+Bbf
 yPW0TEdFWnt1W/Xm6tb3O7MwVm4S577SZPHGzV8cOlXGnAOp9xZcTEUtM9kbevSO6Z460Fexc+0
 dVtez0UZIw940j+62+Hb40H563ODeI2xMqN3pb3th1Nt4oUNRZW/Z/umrWv6p/dZS0YhlKghY5Z
 lUEQe8rBL/VXE3r2GTH2OTglyEY4GMmmv3vhW5wZjymFO7slDHX9je463vrOVkljLG2SKZhHJyU
 qDUcKLT20xbEx+WVlJjx6on6V3Ftk+rO+s1i3B2FlMUDZ2axyztNXObTQ8CfhW/y8xorE9JUa/V
 KaAtBsh4IIT3Hc22I943EX+YcIrG/x5gx1xIaME1C0tBOgPN99dHXP/wBaa19TWnpszPZkupeU6
 vYGPLZ7GZHGw7etGCS2gli5p6BoqKkekS7hqquPr1XxE+vCdlrR1+jetiZe7zOz8Plb1zXXV7aR
 zTuYOVpe8VNADQLV2/jbC6lswz4A1WGGWFHNPYkR9ZJc+dbtpMtt+4V2NuZLBu9HjHZqOE0bK2N
 zXc5p2kFdfhX8qTE/2dYat6/lhOuJxGPxOMtcZj4RDZWkbYoI26ANb/lUrkzsm35T9WzWsQyA4K
 ISKQQDqConsPnJGHxuYeDhQ/CmcYRbrGGA2NsnF7PxUuMxskskE1zLdvdO4Od4k1ObUAaaKzbtm
 9sopXENjWDJQqJgap1A6d4fe9haWWUmuIY7Sbx4n2r+R/PSgqaFW6uTOqekMNlPJq9t7v8Agbe5
 t7gbgzj3W8rJmsffSFrjG4ODXDtaaahX350z/aj20pV0WnE5WYVokELLK4iwy1jPj8jbsubG5aW
 TwSDma4HyKa3mk5hE1yjF3u4bUHNbW+Xy9th3mr8RHdEW5B9ZtKVAK3Z59p+in2ZSPt3bmH29io
 MVh7VlnY24pHEwdva5x+c49pK1L3m05ldXoyqxS+dxE2aCSF3qyNLHU40cKFM46ktf2NsjF7MwZ
 w2MklltTPLc807uZ/NM7mcK0GlVbt2zecyxpXD5v2BiZN+x72Ms32rFa+xtiDv0Hh66ltOOqxru
 nw8f1RNeuWzBvFVVZq0QhrWb2JicxurC7luZJm32C5/ZI2OAjd4goecU14q2uzFcK7UzOXrfGxc
 HvPCvxGYjcYS4SRTRkNliePnMdTTuKjRvmlpwnZrizI7dwdtgcHY4a0c99rYQtghdIavLW6DmPe
 ovfytllWMRhkxwUJUcNDTRBHm6uiu1s/lnZuGa7wuYk/l73GymF0nleBoStrVy70riequ2tdbK6
 Q7W2rkJMrEbjJZqUEPymQkM8wrx5a6NqsdnJtaMdoK68dW8NBWtM5ZxD0VKWA3ts/G7uwMuFyL5
 Y7WVzHudAQ19WGo1IKs0751zmGF65aXYdAMDZXVtcRZ7Nu9leySOJ16/w/0ZBa0tGnLpwV1ubNu
 8I9vCUQKBadoiVgBolYwLTJ4uyydlPY30DLizuWGOeCQVa9p0oVnW01nMItXKMZPd02wDJBaZjL
 2WKlNZMVDduEFDxbSnAra/5CfrXqpnTKQdsbUwe2MTHicLaNtbKM1DRUlzj6znuOrnHvWtbbN5z
 ZbWsQzSxZB4FRI13eWx9t7vxn2dnbUXEAPNE8HlkjdwrG8ahWa9tqzmGNtfk0e293bbBmiGTzGW
 y9hAQ6HH3d050AoatBApUBbE86ZjGMT91UaZz1SlZWVvZ20VrbRthtoWNjhhYKNY1ooA0LVtOV0
 RhcBQkKDV92bBxG5sthMnfSTx3GBnNzZthcGtc91NHihqPRVunfNMxH1hjNczlswC16x0wzelmg
 QEA8ECiIFEQkUgUFKHvQg5VEZTkopQrqkgowKBqmTqUNVHjAqpBA1URAUKY6hqkwCkUogUKYggo
 VEQKqQQUDUIKGqjHUVUgVEwKUNFGJwSAFT1FaJMBQpgKKRQNNVB1KKZFUA8EHktJ7lHX6HVUNop
 Mq6qAUggKMBRMdQUggICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI
 CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
 ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICA
 gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIC
 AgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI
 CAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIP/9
 k=
END:VCARD
