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5bZIU24BOO2Rn1FAGrJ4muLYwm88N6tbQyzxQedI9qyo0jrGpIWYtjcw6A10FcV4nufEraVAJtJ0lE/tGxIKanIx3faotowbccE4BPYEnBxg7P2rxV/0BtG/wDBtL/8jUAblY17r8ltq8mm22jahfzRQRzyNbtAqqrs6r/rJFOcxt0FM+1eKv8AoDaN/wCDaX/5GrGtrnxL/wAJpqhGk6SZjp1mGQ6nIFC+Zc7SG+z5JJ3ZGBjA5OeADZ/t7Uv+hS1n/v7Z/wDx+sa5kv8AWvGmlxmHVtAePTrxhKTau0o8y2yo5lGOhOQD0wetXrPW/Et7c38Eeh6Ur2U4gkLarIAWMaSZX/R+mJB1xzmqNzaX+r+NNLh1u2SzRNOvHiOm6rOGY+ZbA7mVIiByOMkH2wKAGWc2o6P421eI22sa4zWFmfOzaIyjfcYHWIYyTjgnIOeMU/RbTUNV1fxHcrqOraMTqCBrVFtXwRawcklJOSMdGxjHfNMs7TUtI8bavBo9pFdxtYWbMdR1acuPnuMYZkkPXdxkAYB6k4fouijVdX8R3Gqfara6GoIrR2Gq3KRgfZYMfcMYJwepXPboBQBQ8IyyDxLaWksd0zW660PtMwTFxm/jyw2cZyDkYXnoMEV6JXB+FoVt9b0yFC5SNdcRTI5diBqEQ5ZiST7kkmu8oAKKKKAMPxp/yIniH/sGXP8A6Kajxb/yBrf/ALCen/8ApXDR40/5ETxD/wBgy5/9FNR4t/5A1v8A9hPT/wD0rhoAPFv/ACBrf/sJ6f8A+lcNblYfi3/kDW//AGE9P/8ASuGtygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvkuvrSvkuuPF9D6DIv+Xny/UKKKK4z6A9x+Df/ACKF3/1/v/6Ljoo+Df8AyKF3/wBf7/8AouOivUo/w0fF5h/vM/U9DooorQ4wooooAKKKKACiiigDDtf+R71b/sGWX/o26otf+R71b/sGWX/o26otf+R71b/sGWX/AKNuqoT6fc3vjzUjb6ve6fs0yzz9mWFt+Zbnr5kb9MdsdT14oAv3X/I96T/2DL3/ANG2tP1+91G2m0m202W1ilvrswNJcwNKqqIZZMhVdOf3YHXvWHc6LfjxppcZ8T6sXbTrxhKYrXcoEltlR+5xg5BOQT8owRzk1rRb9NV8Oq3ifVnL6i6qzRWuYz9luDuGIQM4BHORgnjOCACHxja62PDw/tW/0u7sTe2Ymgi0iUtIv2mLjHnPu/3dp3DjvVO6t9E/t3w8PDGkQ6TqJvnxcz6BNAmz7NPlSSse7PHyhu2cHFX/ABXpOoWmixztr+sXwS/ssWxS0XzD9qiAAIiTBz0+YDOM8Zq1qY1fX7/Ro49K1bR0trxp5L1ntGKL5EqYA3yZJLqPungnp1oAqf8ACSaqXlWPVoZfKkeJmh8J38ib0YqwDLKQcMCOD2rlf7a1P/hU32X7Z+4/sPy9n/CN3v3fIxjz9/l9P+WmNvfGK67wxot/JpU7J4n1aIDUb5dqRWpBIupQW5hJySMntknAAwBjf2Te/wDCl/tH/CRan5X/AAj2/wCzeXbeXt+z52Z8ndt7fezjvnmgC9deL9WsFgnlufPiNzBFJGPC9/ASjyqjYdnIDYYkDByQAASa2dOn8UatbPex3en2MLzzLDBdaRN5ojWRlRm3TIcsoVvujr0qj4n0W/j0qBn8T6tKDqNiu14rUAE3UQDcQg5BOR2yBkEZB2f7B1L/AKG3Wf8Av1Z//GKAMa2tvEv/AAmmqAatpImGnWZZzpkhUr5lztAX7RkEHdk5OcjgY5NFtvEp1XxEI9W0lXGooJC2mSEM32W35A+0DAxtGOeQTnnALbRb8+NNUjHifVg66dZsZRFa7mBkucKf3OMDBIwAfmOSeMGi6LfvqviJV8T6shTUUVmWK1zIfstudxzCRnBA4wMAcZySAVvE9tdLfeHv+ElfT9U0837hre20aV2J+zTY+XzJdwzg4C9s5+U1VtbS3/4T60bwpbWmjhtLuBItx4flgDYlgyefKL9Rjk7cH+9xPaw69MdL1V7nUdaFjq94jWyLax4jT7TAr5ITL8r0YDBPy5FTzrqOsePrBj/bWhEaXchdxtHDYlgztA80DO4Zzj7q470Abcln4qaJ1/tvRxlSMrpEhI+mbg/yNedGHwn/AMKl3Dw4BqX9h5+1HQJT+98j7/neVjrzv3Y75r0Z9A1FkYHxZrRBGCBHaAn8RACPzrlbO51XUvhLbaTaeG9UeS40NLaKcS2ojYtAFDczbgpz3XOO2aANO513WLa9uLNtYtZZrdgkv2bwvezqjFQwBZJSudrKcZ7isbw9r2rRabMsd9tBvrxiP+EVv5eTcyEnKvgck/L1X7p5BrZ0XRb99V8RKvifVkKaiisyxWuZD9ltzuOYSM4IHGBgDjOSTwxot/JpU7J4n1aIDUb5dqRWpBIupQW5hJySMntknAAwAAc3pfinWNJ+HllcQXSMLTSkeOKTw1elTsiBCmYOExxjf93v0rsrS+8Q61c381hPbWFhFOIrdb/SJxLKvloxf5pYzjezr93+Hqa5j+yb3/hS/wBo/wCEi1Pyv+Ee3/ZvLtvL2/Z87M+Tu29vvZx3zzXZf2DqX/Q26z/36s//AIxQBja1beJRqvh0SatpLOdRcRldMkAVvstxyR9oORjcMcckHPGCXNt4l/4TTSwdW0kzHTrwq40yQKF8y23Ar9oySTtwcjGDwc8GtaLfpqvh1W8T6s5fUXVWaK1zGfstwdwxCBnAI5yME8ZwQXOi348aaXGfE+rF2068YSmK13KBJbZUfucYOQTkE/KMEc5AI/F1trC6Eh1i90y9077dZfaLaDSZd8qfaYsqB5z5/wB3ac9Mc1nXdtpB8R+HD4X0uDSb37ZKDNP4emhUj7NNwWKx56H5Q3XB/hqzqlhrsmr3dlHq+parHZf2ZfraMlqhlH2py4J2IOFhyPmXnqT0qzrdxqGr654ahay1nRMX8mLgtaMM/ZpjgANJzgEcrjBbvigDb+y+Kv8AoNaN/wCCmX/5JpPCcd7/AGdPc3VzbzR3dw89v9ntzEgRv4gC7cOQZOv8f4Clrei38WhX8kvivWGiSB2kUx2gygB3DIgBHGeldUqhVCqAABgAdqAMXxEk12lpY2MyQak8omt53j8zyAmN7lcjIwdnX/loB0JrnvFlprKeH4f7bv8ATr6xF9ZC4gh0mTfKv2mMEY81859AnPQda1rrSZr7xfczw63qdjJFZQqEt/JMZVnk/hkjbnKdaz/FGmX9jpVvdPrer6kItRsWFo62qiQ/aosDKxpz6ZYDOM8UAZ11b6L/AG94eHhjSINJ1A3zj7RP4fmgTb9mnyCSse7P90N6HnFVfEPiTUb/AMGaqyamk9tPp8xDR+F76NZEaM8iVpCqgg/eOQOvSui1Mav4g1DRo49L1bR0trxp5LxntGKL5EqcDfJkkuB908E9OtYH9k3v/Cl/tH/CRan5X/CPb/s3l23l7fs+dmfJ3be33s4755oAPEOvatLpsKyX24C+s2A/4RW/i5FzGQcs+DyB8vVvujkitIeMNQs9U01LyZ7m1uZ2ilWLwzfW8gAikcFSzNuOUHyhScEnoCan8T6Lfx6VAz+J9WlB1GxXa8VqACbqIBuIQcgnI7ZAyCMgmtaLfpqvh1W8T6s5fUXVWaK1zGfstwdwxCBnAI5yME8ZwQAXtL/4TC/0myvJ9Q0m0mngSWS3k0mbdEzKCUObgHIJx0HTpVG2tvEv/CaaoBq2kiYadZlnOmSFSvmXO0BftGQQd2Tk5yOBjnZ/sHUv+ht1n/v1Z/8Axisa20W/PjTVIx4n1YOunWbGURWu5gZLnCn9zjAwSMAH5jknjAAaLbeJTqviIR6tpKuNRQSFtMkIZvstvyB9oGBjaMc8gnPOBU1m3A8WaUPFkVlrFsbG78mK20SWXY/mW+WKBpT043YGORnkVb0XRb99V8RKvifVkKaiisyxWuZD9ltzuOYSM4IHGBgDjOSamk/25HqlrrEo1PXUi/tKwZU+yxmLbdIqHB8vO5YTnk8gYAzQA3RLYnxdrA8KpY6Ra/YrQyQ3Ohyxbm33HIQtEe33sHPA/hNQ2lvog17xCPE2kxatqAvk/wBIi0CWddv2aAhQQsm3H90tnv3rQs4NQ1jxtq832jWNCZbCzzCfsjlxvuMHpKAODjkHJbPan6Ld32k6t4jtU03VtZxqKM10r2qkk2sHBDPHyPZcYx3zQBH4F0p28vVI5oYtOgl1K3s7JLJoXjSS83fNluMeUAF2LjOD0ruaxvC9vdW2isLy2e2mlvLufyZGVmRZLiSRQSpK52sOhNbNABRRRQBh+NP+RE8Q/wDYMuf/AEU1Hi3/AJA1v/2E9P8A/SuGjxp/yIniH/sGXP8A6Kajxb/yBrf/ALCen/8ApXDQAeLf+QNb/wDYT0//ANK4a3Kw/Fv/ACBrf/sJ6f8A+lcNblABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfJdfWlfJdceL6H0GRf8vPl+oUUUVxn0B7j8G/+RQu/wDr/f8A9Fx0UfBv/kULv/r/AH/9Fx0V6lH+Gj4vMP8AeZ+p6HRRRWhxhRRRQAUUUUAFFFFAGHa/8j3q3/YMsv8A0bdUWv8AyPerf9gyy/8ARt1Ra/8AI96t/wBgyy/9G3VFr/yPerf9gyy/9G3VABdf8j3pP/YMvf8A0ba0a9/yGfDH/YTf/wBJLmi6/wCR70n/ALBl7/6NtaNe/wCQz4Y/7Cb/APpJc0AHi3/kDW//AGE9P/8ASuGo/E8X2q78P2jTXMUNxqLJL9nuJIWZRbTsBuQhsblU9e1bV1aW19bSW15bxXFvIMPFMgdWHuDwayf+EL8K/wDQs6N/4ARf/E0AYn/CNabb+KdPsLW51VLSa0vZ5I49XugGlWaD5siTOcySZ9SxJyait/CujPrOo6S02oHR4tKtSlv/AGtc+UEdrhWH+sxtKoox0wPc1P4Y8I+GrjSp3m8PaTI41G+QM9lGSFW6lVRyvQAAAdgAKxv+EY8P/wDCl/t/9haZ9s/4R7zvtH2SPzPM+z537sZ3Z5z1zQBr6f4a02/1HW7a9udVlittSjS3R9XuuMW8Eox+85IcswPUfgMSeHdAsr3T5Xub7WGlF9exr/xObsHZHcyIvAl7KFGfz5NN1rwj4ai1Xw6kfh7SUSXUXSRVsowHX7LcNg/LyMqpx6gHtRc+EfDS+NNLgHh7SRC+nXjtGLKPazLJbBSRtwSAzYPbJ9aAMddFtB8LpNeW81Qaw3h9bh7gatc7iwhZ1JHmYwGLEDGOTx1rW13w1punWBnsbnVYp5dSsknZdXuiW3zwxtu/edTGQMnkDGOgp1t4R8NN401SA+HtJMKadZusZso9qs0lyGIG3AJCrk98D0o0Xwj4al1XxEknh7SXSLUUSNWsoyEX7LbtgfLwMsxx6knvQBK+i2Oh6z4fbTJ75Un1KZJkfUZ5o3zb3DtlXcrneu4nGc5rUuv+R70n/sGXv/o21rG8MeEfDVxpU7zeHtJkcajfIGeyjJCrdSqo5XoAAAOwAFdLp2haPpDu+maVY2TyDDtbW6Rlh6HaBmgDQriY5JIfgdHNDI8UsfhwOkkbFWVhbZBBHIORXbEAggjIPasP/hC/Cv8A0LOjf+AEX/xNAGJrvhrTdOsDPY3OqxTy6lZJOy6vdEtvnhjbd+86mMgZPIGMdBRf+GtNsb/QoLG51WKC61KVJ1j1e6w2YLiRv+WnBMigkjnOc9TTtF8I+GpdV8RJJ4e0l0i1FEjVrKMhF+y27YHy8DLMcepJ70eGPCPhq40qd5vD2kyONRvkDPZRkhVupVUcr0AAAHYACgCC38K6M+s6jpLTagdHi0q1KW/9rXPlBHa4Vh/rMbSqKMdMD3NWdK0Cym1LXo7i+1jy7a/SGHOs3Y2qbeBsZ83nLO3XnnHpWJ/wjHh//hS/2/8AsLTPtn/CPed9o+yR+Z5n2fO/djO7POeua2fE/hHw1b6VA8Ph7SY3Oo2KFksowSrXUSsOF6EEgjuCRQA3QvDWm6jYCe+udVlni1K9SBm1e6BXZPNGu3951EYIyOSM56msltFtD8Lo9ea81Q6wvh9rhLg6tc7gxhV2IHmYwWCkjGOBx0rY1rwj4ai1Xw6kfh7SUSXUXSRVsowHX7LcNg/LyMqpx6gHtRc+EfDS+NNLgHh7SRC+nXjtGLKPazLJbBSRtwSAzYPbJ9aAHaz4f0/Skh1KxuNRW9F/YQSSPqlzJuQ3MY2MGkIIxI3BH8Z9a19e/wCQz4Y/7Cb/APpJc1jaL4R8NS6r4iSTw9pLpFqKJGrWUZCL9lt2wPl4GWY49ST3robLw1oOmXK3Nhomm2twoIEsFoiMAevIGaALt9bLeWFzat92aJoz9CCP6062aR7WFpkKSlFLqSDtbHI4qWigCmYZF1lZljzHJblJHyOCrAqPX+J/yrP8W/8AIGt/+wnp/wD6Vw1uVXvbG01G1e1vrWC6t3xuinjDo2DkZB4PIzQBjeJ4ftV54ftGnuYop9RZJfs9zJAzKLadgNyMDjcqnr2rEuPCujJrOnaSs2oDR5dKui9v/a1z5RRGt1Uf6zG0K7DHTB9hXQf8IX4V/wChZ0b/AMAIv/ia43/hGPD/APwpf7f/AGFpn2z/AIR7zvtH2SPzPM+z537sZ3Z5z1zQBr/8I1ptx4p1CwurnVXtIbSynjjk1e6IWVpp/myZM5zHHj0KgjBo03w1pt5q+rpd3OqyfYtSVLTdq91mPNpEx2nzM5/eSc9cMR04p3ifwj4at9KgeHw9pMbnUbFCyWUYJVrqJWHC9CCQR3BIo1rwj4ai1Xw6kfh7SUSXUXSRVsowHX7LcNg/LyMqpx6gHtQBl/2XCPhONXOo6v8A2kdBN2JP7YuuZBBuLbfMxjcRxjHPStLxB4a02xtlurW51VLuS7sYJJBq90XaJrpF2nMnTDyY9NxIwadc+EfDS+NNLgHh7SRC+nXjtGLKPazLJbBSRtwSAzYPbJ9aLbwj4abxpqkB8PaSYU06zdYzZR7VZpLkMQNuASFXJ74HpQA3UvDWm2er6Qlpc6rH9t1Jku9ur3WZMWkrDcfMzn93Hz1woHTirdhpVponjGxt9NmuxbXFjeyyxS3006GQTQZbDuwDZd8kcksc1W0Xwj4al1XxEknh7SXSLUUSNWsoyEX7LbtgfLwMsxx6knvR4Y8I+GrjSp3m8PaTI41G+QM9lGSFW6lVRyvQAAAdgAKANm1/5HvVv+wZZf8Ao26o0H/kM+J/+wmn/pJbVf07RtL0hZF0zTbOyEhBcW0Cx7sdM7QM9TVO48L6Zc31xeFtQimuGDy/ZtSuIFdgqoDtSQLnaqjOO1AGzRWH/wAInpv/AD86z/4Orz/47R/wiem/8/Os/wDg6vP/AI7QBuUVh/8ACJ6b/wA/Os/+Dq8/+O0f8Inpv/PzrP8A4Orz/wCO0AHjT/kRPEP/AGDLn/0U1Hi3/kDW/wD2E9P/APSuGmv4P0mVGjmk1SaJhteObV7p0cHqGVpCGB6EEYNO8W/8ga3/AOwnp/8A6Vw0AHi3/kDW/wD2E9P/APSuGtysPxb/AMga3/7Cen/+lcNblABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfJdfWlfJdceL6H0GRf8vPl+oUUUVxn0B7j8G/+RQu/+v8Af/0XHRR8G/8AkULv/r/f/wBFx0V6lH+Gj4vMP95n6nodFFFaHGFFFFABRRRQAUUUUAYdr/yPerf9gyy/9G3VFr/yPerf9gyy/wDRt1Ra/wDI96t/2DLL/wBG3VFr/wAj3q3/AGDLL/0bdUAF1/yPek/9gy9/9G2tGvf8hnwx/wBhN/8A0kuaLr/ke9J/7Bl7/wCjbWjXv+Qz4Y/7Cb/+klzQBuVh+Ipbz7RotnZ381l9svmhllgSNn2C3mkwPMVgPmRe1blc54qnktb7w3NDaTXci6m2IICgdv8ARLgcF2VeOvJHSgDNi0W/0zX7PSLXxPqyWtzBeXsmYrUt5nnRE4Jh6EzuSPpjAGKgg8M3Ek994SPiTVv7Ig0q3jWMJa7ikhmjZS3k5xtiUA9eTz6T3OtX58aaXIfDGrB1068URGW13MDJbZYfvsYGADkg/MMA84LbWr8eNNUkHhjVi7adZqYhLa7lAkucMf32MHJAwSflOQOMgBaaLf6tqt+t14n1YnSNRC2rLFaggtaoSx/c4JxPIPTGOMjNGjaLf6sBqtx4n1YXdvPe2UbJFagCNbgp08nGSIYyT6g4wDijRdav01XxEy+GNWcvqKMyrLa5jP2W3G05mAzgA8ZGCOc5APDGtX8elTqnhjVpQdRvm3JLagAm6lJXmYHIJwe2QcEjBIBmpa6qngSbxiviXUxqs2hpcv8AurXyyUieVV2+T90NI/fOD14FaWqaLf6HbS3tn4n1bzr3UbRZy8VqQxkkhgLY8nghMYxxkA4POcb+1r3/AIUv9n/4R3U/K/4R7Z9p8y28vb9nxvx527b3+7nHbPFbPifWr+TSoFfwxq0QGo2LbnltSCRdRELxMTkkYHbJGSBkgAni0y78N6posEGuahc2t7qM6zwXKQbWLxTzs2UiVgfMXPXHOMYrrq5G+1O7vPEHhmOfQ9QsEGoyMJbl4CpP2S4+X93KxzznpjjrXXUAFZPim7uNP8Jaze2kpiubaxmmicKDtZULA4IIPI71rVheNiR4D8Q4BP8AxLbjp/1zagDH1TRb/Q7aW9s/E+rede6jaLOXitSGMkkMBbHk8EJjGOMgHB5yT6Lf6Jc6RZWXifVlhv8AUZllDRWrEF4552YHyeCXX6YJAA4weJ9av5NKgV/DGrRAajYtueW1IJF1EQvExOSRgdskZIGSDWtav31Xw6zeGNWQpqLsqtLa5kP2W4G0YmIzgk84GAec4BAIIPDNxJPfeEj4k1b+yINKt41jCWu4pIZo2Ut5OcbYlAPXk8+k8Gi3+t3Or2V74n1ZobDUYViCxWqklI4J1YnyeSHb6YABB5yW2tX48aapIPDGrF206zUxCW13KBJc4Y/vsYOSBgk/KcgcZNF1q/TVfETL4Y1Zy+oozKstrmM/ZbcbTmYDOADxkYI5zkAANL0W/wBctor288T6t51lqN2sBSK1AUxyTQBseTySmc54yScDjGa9rqr+BIfGLeJdTOqw6G9yn7q18sF4klZdvk/dLRp3zgdeTWl4Y1q/j0qdU8MatKDqN825JbUAE3UpK8zA5BOD2yDgkYJxv7Wvf+FL/Z/+Ed1Pyv8AhHtn2nzLby9v2fG/Hnbtvf7ucds8UAbl9pN74eU6jbeItTmkutTs/tEc8dsUl3ywwNnbCCP3YA+Ujpn1rsq43xBq17dWNpDN4d1O0jbU7DM88lsUX/S4jyEmZuenAPWuyoAKKKKACiiigDC8RyXn2nRLSz1Cex+2XzQyywJGz7BbzSYHmKwHzRr29awJ/DNxHPY+Eh4k1b+yJ9KuI2jKWu4JGYY1UN5OcbZWBPXgc+ux4quJbW/8NSw2c9266m+IYCgdv9FuBxvZV755I6HvgVnXOtX58aaXIfDGrB1068URGW13MDJbZYfvsYGADkg/MMA84ACXRb/U9fvNIuvE+rPa20Fnex4itQ3medKRkiHoDAhA+ucg4otNFv8AVtVv1uvE+rE6RqIW1ZYrUEFrVCWP7nBOJ5B6YxxkZottavx401SQeGNWLtp1mpiEtruUCS5wx/fYwckDBJ+U5A4yaLrV+mq+ImXwxqzl9RRmVZbXMZ+y242nMwGcAHjIwRznIABmva6q/gSHxi3iXUzqsOhvcp+6tfLBeJJWXb5P3S0ad84HXk1pazot/pIOq2/ifVjd3E9lZSM8VqQY2uAnTycZAmkIPqRnIGKxv7Wvf+FL/Z/+Ed1Pyv8AhHtn2nzLby9v2fG/Hnbtvf7ucds8Vs+J9av5NKgV/DGrRAajYtueW1IJF1EQvExOSRgdskZIGSAAu9Fv9J1WwW18T6sDq+olbpmitSSVtXIYfucA4gjHpjPGTmrWl2FzoHia10xNWvbyzu7a9u3juUh+WXzoWLApGp5M0nBJHIwBiquta1fvqvh1m8MashTUXZVaW1zIfstwNoxMRnBJ5wMA85wDagv7m98d6b9o0m90/Zpl5t+0vC2/Mtt08uR+mO+OoxnmgDq6KKKACiiigAooooAKw/Fv/IGt/wDsJ6f/AOlcNblYfi3/AJA1v/2E9P8A/SuGgA8W/wDIGt/+wnp//pXDW5WH4t/5A1v/ANhPT/8A0rhrcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5Lr60r5LrjxfQ+gyL/l58v1CiiiuM+gPcfg3/AMihd/8AX+//AKLjoo+Df/IoXf8A1/v/AOi46K9Sj/DR8XmH+8z9T0OiiitDjCiiigAooooAKKKKAMO1/wCR71b/ALBll/6NuqLX/ke9W/7Bll/6NuqLX/ke9W/7Bll/6NuqLX/ke9W/7Bll/wCjbqgAuv8Ake9J/wCwZe/+jbWjXv8AkM+GP+wm/wD6SXNF1/yPek/9gy9/9G2tGvf8hnwx/wBhN/8A0kuaANyuc8VJdvfeG1sZoYbk6m2ySeEyoP8ARLjOVDKTxn+If0ro6w9e/wCQz4Y/7Cb/APpJc0AVJNF8Syatb6kdb0nzoIJYFUaVJtKyNGzE/wCkZzmJcc9z+BHoviWPVrjUhrek+dPBFAynSpNoWNpGUj/SM5zK2eew/Hp6KAOYtNF8S2dzfzx63pJe9nE8gbSpMBhGkeB/pHTEa+vJNGnaL4l0y2eCHW9JZHnmnJfSpCd0sjSMOLjplzj2x1rp6KAON/4RXxB/wiX/AAjn9u6Z9j+w/YN/9lSeZ5fl7M5+0Y3Y9sZ7Vb1HRfEup2yQTa3pKok8M4KaVIDuikWRRzcdMoM+2eldPRQByN9BrUfiDwydS1DT7iH+0ZAqW1i8LBvslxzuaVwRjPGPx9eurD17/kM+GP8AsJv/AOklzW5QAVheNs/8IH4hwQD/AGbcdRn/AJZtW7WH40/5ETxD/wBgy5/9FNQBU1HRfEup2yQTa3pKok8M4KaVIDuikWRRzcdMoM+2elF3oviW8ubCeTW9JD2U5njC6VJgsY3jwf8ASOmJG9OQK6eigDmI9F8Sx6tcakNb0nzp4IoGU6VJtCxtIykf6RnOZWzz2H4lpoviWzub+ePW9JL3s4nkDaVJgMI0jwP9I6YjX15Jrp6KAOY07RfEumWzwQ63pLI8805L6VITulkaRhxcdMuce2OtVP8AhFfEH/CJf8I5/bumfY/sP2Df/ZUnmeX5ezOftGN2PbGe1dlRQBxviC38QJY2jX2p6ZNbDU7DfHBp0kTn/S4sYYzsBzj+E/1rsqw/Fv8AyBrf/sJ6f/6Vw1uUAFFFFABRRRQBzfipLt7/AMNLYzwQ3B1N9rzwmVB/otxnKhlJ4z3Hb6Fkmi+JZNWt9SOt6T50EEsCqNKk2lZGjZif9IznMS457n8Levf8hnwx/wBhN/8A0kua3KAOYj0XxLHq1xqQ1vSfOngigZTpUm0LG0jKR/pGc5lbPPYfiWmi+JbO5v549b0kvezieQNpUmAwjSPA/wBI6YjX15Jrp6KAON/4RXxB/wAIl/wjn9u6Z9j+w/YN/wDZUnmeX5ezOftGN2PbGe1W9R0XxLqdskE2t6SqJPDOCmlSA7opFkUc3HTKDPtnpXT0UAcxd6L4lvLmwnk1vSQ9lOZ4wulSYLGN48H/AEjpiRvTkCo4ItVi8d6b/ad7ZXOdMvPL+zWjQbf3ttnO6R89vTGD1zx1dYd1/wAj3pP/AGDL3/0ba0AblFFFABRRRQAUUUUAFYfi3/kDW/8A2E9P/wDSuGtysPxb/wAga3/7Cen/APpXDQAeLf8AkDW//YT0/wD9K4a3Kw/Fv/IGt/8AsJ6f/wClcNblABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfJdfWlfJdceL6H0GRf8vPl+oUUUVxn0B7j8G/8AkULv/r/f/wBFx0UfBv8A5FC7/wCv9/8A0XHRXqUf4aPi8w/3mfqeh0UUVocYUUUUAFFFFABRRRQBh2v/ACPerf8AYMsv/Rt1Ra/8j3q3/YMsv/Rt1Ra/8j3q3/YMsv8A0bdUWv8AyPerf9gyy/8ARt1QAXX/ACPek/8AYMvf/RtrRr3/ACGfDH/YTf8A9JLmi6/5HvSf+wZe/wDo21o17/kM+GP+wm//AKSXNAG5XOeKrSO+vvDdtM0yxvqbZME7wvxaXB4dCGHTsfaujrH16xv7mTS7rTo7aWexuzOYriZolcGGWPG5VYg/vAenagCP/hE9N/5+dZ/8HV5/8do/4RPTf+fnWf8AwdXn/wAdo+1eKv8AoDaN/wCDaX/5Go+1eKv+gNo3/g2l/wDkagA/4RPTf+fnWf8AwdXn/wAdo/4RPTf+fnWf/B1ef/HaPtXir/oDaN/4Npf/AJGo+1eKv+gNo3/g2l/+RqAD/hE9N/5+dZ/8HV5/8do/4RPTf+fnWf8AwdXn/wAdo+1eKv8AoDaN/wCDaX/5Go+1eKv+gNo3/g2l/wDkagDNvtDtNM8QeGZoJtQd21GRCLnUJ51x9kuD92R2APHXGfzrrq542uu6jqulzahZ6daQWNw1xm3vXnZyYZIwuDEgH+sznPbGOeOhoAKwvGwDeA/EIOf+QbcHg4/5ZtW7WZ4i0+fVvDOq6bbGMT3dpLAhkJCguhUEkAnHPpQBW/4RPTf+fnWf/B1ef/HaP+ET03/n51n/AMHV5/8AHaPtXir/AKA2jf8Ag2l/+RqPtXir/oDaN/4Npf8A5GoAP+ET03/n51n/AMHV5/8AHaP+ET03/n51n/wdXn/x2j7V4q/6A2jf+DaX/wCRqPtXir/oDaN/4Npf/kagA/4RPTf+fnWf/B1ef/HaP+ET03/n51n/AMHV5/8AHaPtXir/AKA2jf8Ag2l/+RqPtXir/oDaN/4Npf8A5GoAyfEHh6ysbG0uYZ9TaRNTsMCfVLmZObuIco8hU9e4967KuZvrfxHq0dva3On6VbQLd29w8sWoySsBFMkmApgUEnZjqOtdNQAUUUUAFFFFAHN+KrOK+v8Aw1bzNOqPqb5ME7wvxa3B4ZCGHTsfUdCasf8ACJ6b/wA/Os/+Dq8/+O0/X7LUbmbSbnTYrWWWxvDO0dzO0SsphljwGVH5zID07Uz7V4q/6A2jf+DaX/5GoAP+ET03/n51n/wdXn/x2j/hE9N/5+dZ/wDB1ef/AB2j7V4q/wCgNo3/AINpf/kaj7V4q/6A2jf+DaX/AORqAD/hE9N/5+dZ/wDB1ef/AB2j/hE9N/5+dZ/8HV5/8do+1eKv+gNo3/g2l/8Akaj7V4q/6A2jf+DaX/5GoAP+ET03/n51n/wdXn/x2qEGk22l+O9N+zyXr+Zpl5u+03s1xjEtt08xm29e2M8Z6Cr/ANq8Vf8AQG0b/wAG0v8A8jUy0tNZufEdtqWpWthaxW1pPAq21287OZHibJ3RJgDyvfOaAN+iiigAooooAKKKKACsPxb/AMga3/7Cen/+lcNblYfi3/kDW/8A2E9P/wDSuGgA8W/8ga3/AOwnp/8A6Vw1uVh+Lf8AkDW//YT0/wD9K4a3KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+S6+tK88/4U34d/wCf3VP+/sf/AMRXPXpynax62V4ylhuf2nW36nh1Fe4/8Kb8O/8AP7qn/f2P/wCIo/4U34d/5/dU/wC/sf8A8RXN9WqHrf2xhu7+4Pg3/wAihd/9f7/+i46K6rwz4ZsvCumyWNjLcSRSTGYmdgWyQB2A4+UUV3U4uMUmfN4upGrXlOOzNmiiirOcKKKKACiiigAooooAw7X/AJHvVv8AsGWX/o26otf+R71b/sGWX/o26otf+R71b/sGWX/o26otf+R71b/sGWX/AKNuqAC6/wCR70n/ALBl7/6NtatavpA1U2bC9ubOW0nM8UtuIyQxR0OQ6sCNrt2qrdf8j3pP/YMvf/RtrW5QBif2HqH/AENWsf8Afq0/+MUf2HqH/Q1ax/36tP8A4xW3RQBif2HqH/Q1ax/36tP/AIxR/Yeof9DVrH/fq0/+MVt0UAYn9h6h/wBDVrH/AH6tP/jFH9h6h/0NWsf9+rT/AOMVt0UAYn9h6h/0NWsf9+rT/wCMUf2HqH/Q1ax/36tP/jFbdFAGJ/Yeof8AQ1ax/wB+rT/4xR/Yeof9DVrH/fq0/wDjFbdFAGJ/Yeof9DVrH/fq0/8AjFS+F7ufUPCWi3t1J5lxcWMEsr4A3O0aknA46mtasPwX/wAiJ4e/7Blt/wCiloA3KKKKACiiuDTQ5dS8KazdW17qx1XztRjtWGrXCKrpNKkQx5gUAbVHIxxzQB3lFVtPuzf2EF2bae281d3kz7d6g9M7SR+tWaACisLxcGOiRKk08Je/somaCZ4m2vcxow3KQRlWI696d/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R/wiun/8/Gsf+Dm7/wDjtAG3RWJ/wiun/wDPxrH/AIObv/47R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379
800-262-IDEC (4332) • USA & Canada
HS3A
Non-Contact Safety Switches
Overview XW Series E-Stops Interlock Switches Enabling Switches Safety Control Relays Light Curtains AS-Interface Safety at Work
1705151128
When using two or more HS3A in series
A maximum of 20 can be connected in series.
Pay attention to the contact resistance at the connection points.
The HS3A switches can be connected in series using plug connection cables and Y-branch
connectors as shown in the gure below (Note). When any of the HS3A switches detects that
the safety guard is open, or when a failure has occurred on any of the switches, the system
tuns off the machine. However, the external control system cannot detect which safety guard is
open or where a failure has occurred.
The HS3A can be reset via the RST input. To reset, apply 24V DC for at least 3 seconds. When
not using the RST input, connect the RST input to 0V.
Safety Output Response Time
Note: The time
required for the
safety output
to turn off after
the actuator
moves outside
the operating
distance of the
HS3A switch.
t0toff=t0+ 360 ms
toff=t0+ 250 ms
toff=t0+ 400 ms
Short-circuit or cross-circuit
at OA/OB, or internal fault
Missing signal IA/IB
Actuator removed
(Note)
e
Non-identical input at IA/IB
t (ms)
toff : Output OFF time
t0: Error/actuator removed
24V DC
1
2
3
4
5
1
HS3A #n
IB1
2
UB2
3
OA3
4
OB4
Y-branch Connector
M12 Plug Connection Cable
(8-pin)
M12 Plug Connection Cable
(8-pin)
M12 Plug Connection Cable
(8-pin)
5
OUT5
6
IA6
7
0V7
8
RST8
1
2
3
4
5
1
2
3
4
5
1
HS3A #n-1
IB1
2
UB2
3
OA3
4
OB4
Y-branch Connector
5
OUT5
6
IA6
7
0V7
8
RST8
1
2
3
4
5
1
2
3
4
5
1
HS3A #1
IB1
2
UB2
3
OA3
4
OB4
Y-branch Connector
5
OUT5
6
IA6
7
0V7
8
RST8
1
2
3
4
5
1
2
3
4
5
Connector
(Male)
Connector
(Female)
Connector
(Male)
Connector
(Female)
Connector
(Male)
Connector
(Female)
Connector
(Male)
Terminal Plug
K2
2b
K2
K1
S34
AUTO: Short
MANU: Open
S33
Control
Circuit
Off Check
Relay
ON
Sub
b
a
a
1
S12S22S21S11
A2
A1
K1
13
14 24
23 33
34 42
41
K1
K2
(brown)
(white)
(blue)
(black)
(gray)
ESC
S1
K4
K3
F
K3
K4
For details of HR2S-301P safety relay module,
see the instruction sheet.
In the following diagram, HR2S-301P safety relay module is connected to the HS3A.
RST input of HS3A is not used.
External Output
Circuit
ESC: External Start Condition
F: Fuse
S1: Start Switch
K3, K4: Safety Contactor
Note: Safety performance of the actual system is determined by performing
a risk assessment on the entire system. Depending on the risk level the
system may entail, K1 and K2 need to be monitored to prevent serious
accidents.
Operation Distance and Response Time
When installing the HS3A, ensure the safety of the door opening area by paying attention to the operation distance (Table 1) and response time (Table 2)
shown below.
Table 1: Operation Distance 1
Distance Value (mm)
Min. Typ. Max.
Turn-on distance — 15 2—
Assured turn-on distance Sa0 13 — —
Switching hysteresis 1.5 2.5 —
Assured turn-off distance Sar — — 58
1. When the off-center displacement of the interlock switch (sensor head) and actuator
is 0 mm.
2. When surface-mounted on aluminum. When using by embedding in metal,
pay attention to the operation distance affected by the metal. In non-metallic
environment, the typical turn-on distance increases to 30mm.
Table 2: Response Time
Response Time
When connecting
a single switch
(max.)
260 ms (actuator removed)
150 ms (missing enabling input IA/IB)
150 ms (non-identical enabling input state at IA/IB)
300 ms (short-circuit or cross-circuit at OA/OB, or internal fault)
When connecting
two or more
switches (max.)
360 ms (actuator removed)
250 ms (missing signal enabling input IA/IB)
400 ms (non-identical enabling input state at IA/IB)
400 ms (short-circuit or cross circuit at OA/OB or internal fault)
Note: To ensure safety, both safety outputs (OA and OB) must always be evaluated. Single-
channel use of the safety outputs as shown below leads to a reduction of safety category
stipulated in EN954-1.