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H3D/wDHKPt9z/0CL3/vuH/45VZtQ1ZL3UI/7K3wRIXtpBIB5pCKdhHPO4sM/Trgms+fXfEcbTmPwy8gSRokX7Qo8zAYiTd2UkKMYyMn2BANn7fc/wDQIvf++4f/AI5R9vuf+gRe/wDfcP8A8cqs17rAvbyAachjVWNvPv8AlY+WpAIzk/OWHbgDjqaTT9R1eW9itr3SfLjaNna6SUFAQRtXaeQSCc+44zzgAtfb7n/oEXv/AH3D/wDHKPt9z/0CL3/vuH/45V+igCh9vuf+gRe/99w//HKPt9z/ANAi9/77h/8AjlX6KAKH2+5/6BF7/wB9w/8Axyj7fc/9Ai9/77h/+OVfooAofb7n/oEXv/fcP/xyj7fc/wDQIvf++4f/AI5V+igCh9vuf+gRe/8AfcP/AMco+33P/QIvf++4f/jlX6KAKH2+5/6BF7/33D/8co+33P8A0CL3/vuH/wCOVfooAofb7n/oEXv/AH3D/wDHKPt9z/0CL3/vuH/45V+igCh9vuf+gRe/99w//HKPt9z/ANAi9/77h/8AjlX6KAKH2+5/6BF7/wB9w/8Axyj7fc/9Ai9/77h/+OVfooAofb7n/oEXv/fcP/xyj7fc/wDQIvf++4f/AI5V+igCvb3Ms7MJLKe3AHBlZCD/AN8sasUUUAFFFFABRRRQAUUUUAFYniRL37PDJaavFp4UsH80ACTI4+bqMdeK2653xReaJZPYzavC0jqZGgKnGMLlskkDGAOvFAFPU9J1O6sntrnxYkSNcRDzFiWNjlo8JkEYJPAxzlx9Kgi0fVZdJsLePxbG9vCFSWVYwpm2bR1Dccxtn1yevNZeqXfgz7HkadcTtbXke22d5YA8haLHysRuGXU4IxnJOM5qWwv/AAtq9vpNolrct5iFUgeRwELotwW3thmPTB68t2JNAG9LYarHI0reKBGGZFjUwoEXDbiDzySNo69OnWpLmz1G+vLKaTXY7NPKVLizt8Mry5+Yo5w3DAAcdjkc8Yjax4X+yi2uNPvlMoN68Do7lfkfPOSMAREYBwOMd8V7PXPCzQv4it7O6zp1w1vG7SyFSHmEZKqT1HmKcFRjIUHAyADa03R9Rs7lJLvxQtw8byuVESoCrShmBGewDLntntjFSXNvqT6lcxDxTFCojJEIiQPEzEsjEk8gKh4I5G4/TLul8MW6wOun3R+3ywXG+Mkkl2DANk8DAYkdCAR1IzUudT8G6lctq7addyy3U8FsXYOgkLYHCZ52iTkYyc8Z60AdJ9mvBqVxfW/iKFbOe5imEJRWURqojdAc/wARHUdCaivdJ1GW++1HxL5UBmLCPaFBCsHEeQR02sD3IznvWG3/AAiGs/arxLa5jEFlBvmTcD5TsCECnPXYASBnrg9afFL4Zv8AUf8AhGBpNwI7aDz4kV2HMvmMynBwMqoIJJzvxwQaAJ7LTNaia5H/AAm0cl7ebWgzboUTaqA/LnkkFPTg9Oc1dawkxEsnifFy9217HIrAbogFUrjOCMce2fUZrLvW8Ix2A159NnkkjZ4kU7s7/LViACcciJRu5/WpRd+GLeKx0yeC+keFzBG7KxZZZQQQzKcBiXI9ieOMGgDb0yyv4L55bnxJ9sEZ/fQbEVVXZjGByDuw2fr61j2vhO9SVUi8VyyIiLGACd0Z8vB2gNt+YncdyngDvljLFf8AhyES2EmnTWqTXD6Yu1SRJufaRlTwMgcnHUe+M9tS8K6DdLcQWM8d1pdpPHFGclQsasSN3JJAyOMkBjn7vABp6Ro7JqUep/8ACUve2vny3QicgAhkYc4IHAkBPAHTgVLDYa5Cxa58UQ7FKJnylw5DYOQT8p7cHk1zuPBtpJp2nafpU0rxFvLjFyyGMeTLLnO7lv3SjBIxvB6jFaaTeFLy6kH2e6zsEbkzsIw0mAU5fCsC2OxB4HPFAGzNYanLp8NvZ+Iwt1GjKJ3iVy5JVgWUEA4UMP8AgQPaqX2LXkkvmPiq2RNymMvEreWNwwSMgDOHXHt17Vk+HdX8LNBY6lbWV1b+Sxto0bdIsWSYwcnrwmMjI+Y8nBI2rT+wmtLbTbSwd4r6FLjypCTiNjjLFiemTxQBBJperS2Ytv8AhJY3eZ/Ma63bGPUIqoDjGDuyCMlAMEE4V4NSvn8qy8Xw+XNMML5Sl9oZ96KQe4BAPXC8dM1m32o+EZki1b7HO7QjzYiCVSQxsyAE52jBk4z/AHlAyeKmOreD/D15coltPDJaXEzSEIwBdgC/UjcD5nA6dxwMgA2b+HUbqRPsHiKG1jheFZl8tXzxkrkngtlffn6Us1vqH2d7JPEqR3klwXtZGiQsEC48tlz82ME54JxXPaj4g8MaZoF1AulXJhti1xHAWKiSRYzIMEMTggDJweGyRgNi5pd14Ui+0TWlvd5gDXUjTeYTkSkFvnOQdy8k4wMZIA4AL9tBepcTW954njmjnWaGKJUCSITjaQwOcrz+YqrHYaubu6dPGFt5pACR+UrCNQ+Rkbsn7xX33DJ4FUtR1XwjYQLdajZSxtfTSIF5DSFZgnzZIxk44PQZB9KovqHg/V/Ed14em0tvKe1QyTGVo9xSUxbOMYA453ZJO3GRigDqIba4k0y1SPxMJJUGBdFUJkLABeOhBYHA7jio9Ze7gvrtm8TrYRsqG3jNup8s9CMn75bnC9c9OnONDrHhKeOS/wDsFw0USlY3JLFhsLnauevUcc/LnouRY1a58OrPo8GoW1zdX9yYoEnZtlxuUPtJZMZbehJ24UHB/u5ALCie4lsZJPGERikh2RiGML5zABmcHJ5w3HYAjrUsVveTaa9rf+I1eS7eMWdxGQjOpTOQBjk4cgdPlrLv5PBiQ2+6yNwIsMVWXLhWCgM3zZbO0dTkkHvmrrnw5Pf6YH06dpBaRrZMHOShUgDG7qAxGT03HkdwC1JNc/YNUtofF1mLpDAqzFEZrUtgDeM/x9s+ueasTWerGdWHiOKMbm/dGFcEZK9cg5G5fxGO9c3a2PgnSUvdPOlXVqmo3yQSfvJZPPkimwpyGO0BmB7Z3Dr0qzCvh2y1OS8m0WeCRLmdo5Ymd1YpMqs23jneVIABzwASeAAaUema8Vljj8UJKyvhQIVyMbRhuT0AJI7lu1aTRh9SS9fWUNnEQ0cIcKAfLZTuYH5vvBufb2rEsNZ8NPqHnW9u63kcszxruwzF5NruQWwMsxHzcgnbwx21mmHwpqek+fp1g7T20kUbQxzMsqhVGB8m4kERkAgckEggjIAOh03Tr/SnsY5vEYmgt0c3Mc6gtLx13E5UAkHv79ayI4xpdvpyT+N1WaJPs5eTaBKw27htJwDjafUDJzgmqVtc+F7+a6gTQX2Rs0gMcm7By6c7T8nQnHTDKe/FWOLwZrdjDrdzol2JbaaLyt08gKyuFOM7gMKy454JBwMnkA6d9O1SJ4YovFufOlL7Zo0YvHuBCqRjHBCk853DvUmj6RqOn7BceJTcRiR5lTYoypckgkklhhsZ+hqhFqPhSWOy0t4J5VkkAiEkbYJldgeehGVI44AwBxkCSa48N6rIli9pdLIsYs9qu0RETNGPvBhkHchyDnnBwWAIBYex1ue81FbfxXEoGTGvkIxgBfOGGcEAArn/AAOat/pV9f3Vnf2vi6KCdWbysKGSRWU4G3dgnDKc4JHbrUA1vwlatdf6JcqAsto5OfmBUlkGWyOIwMcFcgcc4aNO8H2SJctpdyDNC8KlnZyEVFyCdxCnbg5JHCk54zQBoy6PqE4ZU8UiO4OpfbA6IpIi8vyvKAJ6bu/rx15puq2E1/qcv2TxM9hN50bPG6ZGItrOAr8dNrZHQNzkGs+HT/BsNvcaskVw0Glq0BtzvcxESBy2zlt27acnoMdBTLrXPDdzHMklrPqFzG0STvPhWcSyR2zOQo7hQcBQG28cEGgDdvtP1Oc2EcfiSO3ubSIGb90D5jlSN5XPQgN16YyKimS9uN/l+K4kjLPCPLiUusu/aB1xgFlBBH41kS6p4avvEelafJpsj77MrazpMWEa/KiqApOMiQ/Nn+Ecns3Wl8HR6VdvcaTNPBp9xFJKPmB3tOVGDnLHcWOOhxg4xwAbLWd89yySeKlZPIcxwIqqxG2MFyQckDIPGPvj1Ap97b3GoyJdQeII7GeNEaSGJ1liRtrBvmIBP3xzxxg4BxjBOpeFbXUbma3026bUmit7edZZX3CGeaOP+82T91uB2AyCagi8Q+FB4qTSv7KIjgjEyXYk3IhIiZcgcD/WfezgevzHABuPb6moaePxpb+V5jhQ0KMo/wCea/eySCy55+bPbitbSYL2DUJvtOsx30ThvJiwFaNQx64+8ecE8YxiuZvB4KtdYNpLZzibTBJI7xl9kAYDcxw3P+sx0J/AVe8OX2kXPi3V9OttLltruyEMxlfexcSxhvmOMIRvKhdxzg4GF4AOyrnfGuv3Phvw8b+0jt5JjPFCouGKoN7BckjoBmuirD8WeH/+Em0dNPMkaILmKZ/MTcrKjhipHuBigDldK+JVwNW1TTdZt9PZtP0979rnTLrzo2VcZTkcNz3P4cipE8fa3aWukatq2g20Gj6tNFFE0N2XlgEgyrOCoBBHPB4+vFXf+Fe2kGqaz9haC00jWLL7Nc2cMIXZIAQJI8cDg9MdeapJ8P8AWLm10jSdV1+CfRtJlilhjhtNks3ljCq7biAAOOBz9aAHp8SrRNM8UPeXWm22oaVd3cFpayXAV7gRL8h2k5JY5HH4VUtviZdHxL4a0+5soEtNWsYJ5Zl3ZillDbVHbBZQOfWtOH4e240nxPbXH2Sa61i6u7iG4e3Ba3Eq4UZPPynnjFUZvhnNLaJH/aaJNFpFtYwyrGcxzQyb1kHPTI6fWgC34f8AHs2u/EbVvDqWsa2NnDI8Vx82+RkdI29iNxfkela3inxRJoNzpen2Vh9u1PU5WjtoWl8tPlALMzYOAAR2rM8K+AW8Na3Z6gL1ZhDpJsZQVO6SVpjK0mSehJPFaninwxLrtxpd/Y3/ANh1PTJWkt5mi8xcMMMrLkcHA70ANj1+90PS3u/GLafaM0wigFiZJfMJHCgFdxbg8Adq1tI1nT9dsftmm3Inh3mNjtKlWHVWUgFSPQiud1Dw14h1aCyubvVdOTVdOu/tFpJFaP5RG0qUdS5POeoOR2qTR/DWs6DY3z2up2U1/fXE95ctLaMEaZ1AQJiT5FUgZzuLD0oAtr4inb4jP4a8mP7Oul/bvN537vNCbfTGDVOw8bw3XjXV9CmglihslUpO1vIoztYuXYjaq/L8rHAbsTUmreGNSm8RW/iLSNSt7XU0s/scyz25kimj3BugYFcHmqzeDtRn1u/vLrUrZ7XV9PWz1OBYCpZgjLuibdlfvdDnjPsQATWHjux1jxVZaVpTG4tpreaWS4aF0GUKgbCwAYHJyRnoK62uI0fwhrmnXmmvPq1hNHpVhJZWbLZsrYYIFaQb8NjYOARnnnvXaQiVYIxO6PMFAkeNCis2OSFJJAz2yfqaAPBviP8A8j7qf/bL/wBFJXLV33ifQbrxH8T9TsLOSFJdkb5mJC4ESegPrXP3Xha4h0ebVLe/sL62gcJKbaRiUJ4BIZRxkiuOUXds/QcHiKUaFKDevLH8Vp95g0V1aeANRM0Vq9/pkV/LH5i2Uk5E3TOCNuAfbNZU3h69t9BOrymJYRdG1MRJ8xXAJORjGOPWp5WdEcVRk7Rl/TMmiujs/Beo3v8AY/lzWo/tUSGDc7fLsGTu+Xj2xmrn/Cu9QZI2i1PSpTLK8MarM4LyLnKjKAZ+U0+VkyxuHi7OX9ar9H9x0nwb/wCY1/2w/wDalepV5j8I4JbW51+3nQpLE8KOp6qwMgI/OvTq6aXwI+Mzl3x02vL8kFFFFaHlhRRRQAUUUUAFZmsvqSwqNOs4LnKuWWUj7wXKDBI6t3z1AGMEsunWD4iaAy2tvJrM2nPMkirsyA4+UE5GNpBK4Oe59eACCW88XJDuTTLCSRo3fYJSBG3G1Mk/MfvHPyg8D5etWzL4gF5eKsFqYCjNbFm6N5aYBwckb93bkHqMANlM9naxQW1z4puJftczzxTeYMMsYVZELLxtBOeMe+cNmO5bTIXjij8XG2V1SJUjnUhBEjMxHJC5EZySMcEc5oA1rW98RyX8YuNLt47N5AC3mjzETZnkAkE7uDg/QEHKo1z4mSxmlFjZyXIKCKAPtz85DEtuPG3bjgHqcc7BlMumw6S8sHiKdoGYqbmGVpUhkCvvYncdvytk5OMpk8kmmvZaZNMBJ4tma4ZgWkS8MbFFkAZTtYAAsAvAHpySxIBeiu/GLIRLp+noyrncrFtxw3AXeMHOw4Jwf7w3ZS3Bc+IhqiRTWFqbEzFTMsmHVPLBBxnn59w/LjkkYmraHDcWE9tP4pltluUubYrM2EcshQ/IWAO0ktx7fWrVxplg0rXv/CSSwpM7zRMLn5Uww3bMtgAdDgY55ByQQCnNP8QovDjBbaxn1RrbaPK2psk2n5ssxUkHHGNp56d7NpL40bTrQXNhZLfokKyTuVYn5YzKCFIAywf7vHQAYAYxXWj28NlLKfGN3b+cEtxcNeMQrg7W2hnwGZgOnQg+pqDS73RNYhgudP8AFdwLSKUwAF3iV5EG7BLY3Eb1Po2DnI6AF2+1HxlnzbbSI40jDyBCyMXxBMVRwHJ/1nkfd9+cVZuLzxbFEpj0+xkZhHjGeCSgbcN/GMseCf8Ax0b6FrplrZaets/ieOKe5u5NQluLaUQ71lMjgIpZvlyGI5OQjdeacW01ZltrjxaXW4hjlhH2jbhIwVdlcNkbt/XOfl6nBNAFq5vPGCu0kVhYhFlCJHkuXBZxuLBuFA8vtnqSAMhb5XVxrFzJHZWAgWNzFMwxJI5VMKSDwCVGTj+EDHAJw4bfT4b9EHiu6dIpFkaNZm272E0o3MDjGNzYbjCrnPy1LBY6dow0+GXxNIJFlLjNwd05d5JVByxyCC45zkAUAWvtHi+LzZRZ2c4KR7ICRGd2Rv53HAwT64I4zj5jU7zxZa2RntbS0mmFqm2FYy2bhmIK/fHygbecjHJzxiss20N74g8qHxrO0iTK72y3G0qHLlUABALZXoR0HIIwKutPpWn3VrbTeJZmur2G4t4JXnLA7eWOc7A6kjryegGAMAF60k8TrfQxXUVo9sYv3syDaVbDdBuOedoPGOM9+Mu+uPHohtY7a0sjIn+ulVlw/wAko+6zf3vKOARg9yCQs09vpU0EdhL4oYvFJvnzefPICfKAPzZX5lwCMYYHuc1DpekwaXpV3HJ4tlmW9kd4ZzcdMOWfb8xHUkHbg46nOMAGtFP4hTW2hlggbT3lAWUr8ypsBJ4bB+YFcEA5YHkKc5lzF43RHjgnikbafJkxHjJQZ8wEDo27btHYbsilks7UXE4k8YT8mSMxG6AKOpyMYYEFVKgjvjJ5JzSL2F3d2ltb+OZ5WuUmaMRSB94EIBJZTgBfvduffJIBrxR+KP8AhIbdrj7I+nLI7O6BQ4TbIAoB5wSYjnOfkPY1Fb3XjSaKFrjT7G3L3CrIiMGaOIMuWzvwSwJ4/h2n72RUOqJYz3d3u8WPE5lghWCO7MZilxgL8rfx5ORjuDjgUy7i0NTDqVx4gY3BjtbIXsMnO4OJOSpwN4cZzxtPoaANC6/4SaXUBttbF7NLgERyDO9A2Q27OVYcMODyvTplILvxStvamXTrNZHuFWSJOiReXlmJ34BL5A644HP3qp/2KrXKzQ+K7sFfleQS79qxMC65JIUdM7gT/eLdrNtY2d9AlpZ+IpJG2tI32e6JZlKKmc7i3B5Bz/F64YAFOS88fsLW4TTbBSHfzrXeBlBHx8+88lySAB0ABI6nRu5PE11YvHbQx2d4krssm5GjdMSbFOdx6iMtwOG474sXGg3E1/JOur3ccD4/0ZSdv3gSc5z6jjjpxjIaCz8LSWTQiPWtR8qJ1byzOzBlXbtU7ieOG+u7nIAoApRDxq89wWeGOLa2wOIyS29fu4/h2Zxu5zuz/DU8DeL49NfzltZLx5gg6BY4xFguMYyTIu7BzgPjtVOy8F6lp9lp9jD4iu/s9tbLAxV2QnBUHaMnGVDDkkgkbcAVqXfh28ubyaZNdvoEfzCiRucJuVRjGcEAgnsRngjnIBmtN45k8ZafEbW3j0KNZRdTRGP983lfKdrEso34wB685AybJv8AxkkUA/seydyIvMYTAYyW3nG7qBtOASB2LZ+VkvguWXWJ9T/t2+8+S3MKknOw5Y7hzgY3Y4A6epzVuPwu6u0kmrXskpuUuVkMhDAqpXbwcFfmPy4x0yCckgExm8SR3ca/Z7Ge3LIruuYyo2rvYAsc5YtgdgvVs1W1G98V232n7LptncKpLROGIyuWwCu7JbaF6dz74WtfeDbu9sobceJdSjZHVnk3El9rIy9+MFOo55NWrvwoZ7tbqDVb23mS1NtG4kZiq792ck5Y4JXnOeD1ANADo7nxU6gtZWMeEViCxJcleRw2EIPPVhxgE5yMHXZfiQ+mJ/Y9vaR3bSxO5Jj+VSDvUbiQRnGe47Fs/LuHwvcPb2kba5qAe2RwJEmdTIzKoDuA2GIKk4PHzHj1gPhG9lsri0udfvZUfymjcuwZGWUSM2QwPO1VGCMAEj7xoAWK78Yf2GjCysJdRSZUdZC0aOgGWYcnBz8o7fxcggU1bnxpEiRGys5ylvuafgeZLgYXG8Y5JBPtkDnA0m0S4e3eFtYvTuneUOG2uoYYCgjsCcjt7VW/4RVvMjkOs6kXWNk3faHyc45+9xjavscHOcmgCITeJ7WOOO00bTlUu5dVk2KBgNxg9WJYZ7E9CBuZzt4omjuJfsenx3MJjFtzkyDzcyDcSdqlFUdM9+uAM6PwBPFrmr6iniG8T+0YIYWRAVb93GEyzbssTjORgjJGec1rSeG7h5iya5fxRhYxHHE5URlQFOOcEEDoQQCSaAEvrnxRFp0UlnYWU17I+GRjtWJdnUnf83z88duP9qmpL4ka3uj9ks1ulljhEqoV8xOrSAFjx82ApPGGPzcKUtfCjwW09vLq95LDLA0SpvZRGWUqWHPPUn5s8nOc4w//AIRd/Ju7ZtVu3tLm1e2+zudypvUAsuTnrk4zgZAGADkAzrC78bfZY/7S0mxluYYFbKEZaX7pIO/A43Z4HU+wOl9r8TRWN3nTbea5iMXkbZABNk/PkFhtx25ouPDMkksrW2sX1rGVCxRROdkZBU5Azz0IPs3Y8mrofhO80q8t5ZtcvLiG1iSGKEyvsdRGq7mXdtzkHt6Hrk0AQ3B8bfarVrW10tWd4vtM7LkBNr7lxuBIViCOepPYkVYDeINVtpPPsLFDFfOixXEWVkg2hSeTn+JxuAGQAcYOCWPhGWzgtoV1aZIoIUh8qDfGjhWB3MN5+Y4wSMenTILovClxDKpXX9S8qNgY4zM524LYBJY7hhsYbOcDOcCgByHxRci4ju7bTVgkjKRoYySGMedz/OQRv42DsfvHGTc06XXRcww6hb27QGJme4RtrBsjClcnsSMjIOCfl4BoW3hjUk0m5tZfEN751xGgWRXJNuQxY7GJ3Ec45OfU4wBctPD722pW94+pXU4iVh5crsylmHLDJOO/rjgDAzkA26KpX2q2mmsi3TSqXBYbIXcYHXlQcdR+dTwXcFzBHNG/ySZ27gVPHXg4IPBoAmqK5laG0mlRC7ojMqgEliB0wOTUSalZSXbWqXUTXCtsaMNlgdu7GPpzSRalZzXUtsk2ZoRmRCpBQepyOPb1oAoz3urx6JPdJbRNdqiOkQjc9QN4xnJIO7A47D3qouv6xJNdhPD86pblgokYqZcY5U4I5GcDnJHXnNbEWrafOIzFdxOJCoXa2cls4H1+U/lSPq2nxvIj3kIaMsGG7kbQCfyyKAMDVtd8SWN7cJa6ELq3jmTY6hvniYxg9MncP3pPGAAnByasv4g1aOMFvDlwzBGLeXIWAIj34HygnLDbnA6r3yqy6xPBfWMd1baqYobW4UymAlhIeMRnbyQdy9OeR16HLt57u7e2V/FCrON6tEsO0mQI4YHpnZuBII/hBIHWgC/Y69rE8Yefw7djMjKFjKKwTPysd7KAMcEZLZGQMGpotZ1MS/6Ro7CFnj2vE7EhCmWJDKD8pzxxkehwDXvofLvLSS88Q7UeGOJY9/l+ZKjCQuNpH3lGCvIwcdCQatxbyxafp6P4leKEzxzRTJE26cEt+7LZwwYMgC4z8vU54ANHWtT1myGdN0z7YwljbZgjdEeGwc8MDjr25wcGpLPWb66nAOjTrCSV81ZF6hwhOG2/KPmb1KgEAkkDEj0yax1OMXnipt0bWzfZ2JGQCwwRnnduwTxkgHAxyutzan5ttcWvie2s4rh5JRC0W0ywgLyC2SNq5YkDnI45oA2NO1y6nmtLe/0uezmnDjJVmUMBkAkDAyA568bQMncM7lc1p39oRayq3viJbhTIwS3NusRf5OnTJxjdkH17V0tAHlk+r2OifGLU7vUZ/Jg8hU37Gbkxx44UE1hTeIdOufAKafbvDp19GyefBHAcXoXGGLAcHgHk9QaXxnqLaZ8SNTuFghmJWNdky5HMSfiD7gg1hQ+IniiEZ0+wcCEQjdD0wCNwwfvHOSfWuVys2vU+3w+EU6dOrZt8sOq6Ltbz/wArM7GXWfD154ztfFDaysSJGrPaNbyGQMFxtBAwfrmqUvjWFfCt0tq8S6jc6pJcmCWDzAsbZOfmUrnOB61yqa0yNAwsbPEOPl8v5XxGEywzyeN2fUk96ki1544ok+wWTGNCm4xcsCQfm5weh/BiOmKXOaLL4rlum7WtdrZX02O2tfGely3nhO6vLtEksluBd7IGURlk2rgKuOf9mobLxRo0P9k+ZeY8jVbi4k/dP8sbb9p6c5yOBzXDtqbGFo1toI90YQsgO7IxznPfAz2qf+35vMeQ2loXaVpQxj5XKlcDnoM5HvRzsTy2FtE+vVf3vL+8/wAD0z4cXMV54g8WXVu++Ga6WSNsEZUvKQcHnoa9DrzH4STG5uvEE5REMjwvsQYVcmQ4A7CvTq6Kfwny+bR5cZKPa3/pKCiiirPNCiiigAooooAKx9cvNBtPJ/tua1iMiusXnnG5SAHA9uRn8K2K83+KWn3d5feHprfSrnUYYJJWnihiZwVzH8p2jjIBFNK7E3ZG5Drvga3g8iG+0qOLDrsQgDDkFhj3IH5Cqlxd/Dy5KO91payxIyRSxsFeMNuztI6feb864r+ztN+2kf8ACCa79i8sD/j1fzN2duc9PufNj+/7c1UuNKiudNkjHgrWba9lf/XR2cjLEpk52qSMkIABkjknnoarlRHMz0y31/wTa2otYNR01IAchA4xnBH8ifzqu+o/D2SN45J9IdHyGVsEHLbjx9ea8wsNGnht4Yrzwbq0zLE4eRbWQMzlsj8NvGexbOGwBWlHZIwhe68EatLMsaRP/oMm1lCxjPDD5siTnjqv4HKg5md/c6t4CvZTLdXumTOd3Mj7sbhhsA9Mjr6099b8DukMbajpxjg3eUhkGEyMHb6celeTJoF2NVW6bwvq5gbO+2FjJtQlBgrzlgHLHaccAc8nFux0jyRbG48E6vIyKwkzayMHJcEenRcjt+PWjlQczPUYLzwTqJXT7dtNuTJK0y20aB8vtOWCgdcFunvV+DR/D1raLaQaNDFbKS3lJYkKSQASRtwSQByfQV5n4S0e7j+JGnX0Xh/UNPsgj7/OtnREbyWB5OcAn1PevSrpvEiavdyWsdu9j5ISBHYbvMBBL44zkFhjcMlR93JNJopNse+k6DLFDFJpMbxwKqxK9mxChc4Ayvbc351DFoHh2KYTDSt0oiaEO9s7Hy2yCvI6EE8VZkm19Z1CWtm0X2hVbLkERY+Zge5zjsO45+9TNOm8RPPGNQt7KOM27l2jzkS78KPvHgrgn370h3HRabosMXlRabsjwqhVtXAAUFRjjjAZh+J9ae9lpEksUracC8RUxn7I3y7QQMfL6HH0rHsm8aQWg86OC4lYkHzmTchwnPybQUz5uB97lc96s6zB4rc2v9l3VspMWLglAFD9MqDk/wAZbqf9WB3OSwXLdtpeh2dxNcW+m+XNOytK4tny5VtyknHOG5pp0jQD5GdJQm3kaSEmzbMbN94r8vGeOnoPSoRL4pOoRZtrNbcNOjYfcCvHlMehB+9kDP4ZyIUfxgsf2hobRpTbt/o24BBLiLHOc4BEvGepHOOQWC5eTS9CjSVE0pVSZg8ii0YByDuBI2+pNPg0/RbaGGKDTFjjgZmiVLNgEJOTj5eK1Yy5jUyKFcgbgpyAe+DTqQzG/s3RTOk7advmSV5kke1csrscsQccZpF0zQ0uYLhdMAmgjMUT/ZXyiHqo46HJraooAxRpehiIR/2YCgcSbTaufmGOeRyflH5Usem6JFaLax6bst1cSCNbVwoYAAHGOvA/KtmigDG/szRBHJGum7ElkaSRUtnUOzABi2BzkAA564pbXT9IsZUktLGS3dSDmGCRN2E2ANgfMAvY5HAPUAjYooAr/bIv7s//AH4f/Cj7ZF/dn/78P/hViigCv9si/uz/APfh/wDCj7ZF/dn/AO/D/wCFWKKAK/2yL+7P/wB+H/wo+2Rf3Z/+/D/4VYooAr/bIv7s/wD34f8Awo+2Rf3Z/wDvw/8AhViigCv9si/uz/8Afh/8KPtkX92f/vw/+FWKKAK/2yL+7P8A9+H/AMKPtkX92f8A78P/AIVYooAr/bIv7s//AH4f/Cj7ZF/dn/78P/hViigCv9si/uz/APfh/wDCj7ZF/dn/AO/D/wCFWKKAK/2yL+7P/wB+H/wo+2Rf3Z/+/D/4VYooAr/bIv7s/wD34f8Awo+2Rf3Z/wDvw/8AhViigCv9si/uz/8Afh/8Kcl1G7hQswJ/vQuB+ZFTUUAVrzT7W/TZdReYu0rjcRwcE9D7CmxabaQwNAkbeSwIMbSMy4OcjBOO5q3RQBmR+HtJje5ZbGLF1gTKwyrgIUAKnjG0kYxjmntoemvdC4e1V5ASRvYsMlxJnBOMhgCD1GBjGBWhRQBnLoWmLYGxNoj2pUK0UhLhxknDZJ3ZLNnPXPNMXw9pSWb2iWuy3YkmNJGUDK7cDB4XbhQBwAAAMCtSigCo+mWckUsbwh0mlSWQMxO5k27Sef8AYXjvjnqarQeHdJtrhLiCzEUqZKujsDkjDHrySMZPU4Gc4FalFAHO60uj6be2Nzc6XcTzvcb4pYELES7Qi7jnuDgZ44JOOtY39seGJLWO2l0e/treUNBI8kRiVERYwXlfdwoVYfmJ6YGeCB3dFAHHSXmkpds6+H71TI8fm4AQAb2lVwA+Dl/mOOSW5yQwEVtD4XNxDOdCltL/AM2S32NtE0gGFZ3KufMUEgZJYgkY5Iz21FAHM6df6dfazDLBpOoRyFnAuJMLHu8tM5Xfk/KEAbaR6HGa6aiigDxPx9oWr3njXULi10q+nhfy9skVu7KcRqDggY6iub/4RnX/APoB6l/4CSf4V9IUVi6Kbvc9+jn9SlTjTUFokvuPm/8A4RnX/wDoB6l/4CSf4Uf8Izr/AP0A9S/8BJP8K+kKKXsF3NP9Y6v8iPm//hGdf/6Aepf+Akn+FH/CM6//ANAPUv8AwEk/wr6Qoo9gu4f6x1f5Eeb/AAo0y/07+1/t1jc2vmeTs8+Jk3Y35xkc9R+dekUUVrGPKrHi4vEvE1nWatf/ACsFFFFUcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHz1N8d/FEemNciw0feL97bBhlxtC5B/1nWo/E/x68U6L4guLC2sNHeKNYyDJDKW+aNWPSQdyaKKb2/rsjaokr27mT/w0d4w/6Buh/wDfib/47R/w0d4w/wCgbof/AH4m/wDjtFFIxD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAD/ho7xh/wBA3Q/+/E3/AMdo/wCGjvGH/QN0P/vxN/8AHaKKAE/4aO8Yf9A7Q/8AvxL/APHaKKK55Sdxn//Z)
SRGB Series FULL COLOR
-40˚C
Temp. Range
100˚C
R
GB
Color
Type
ROHM offers high bright RGB LEDs in two package types: a
compact model (SRGB2) and a larger type (SRGB1).
• SRGB1: 7.9×5.0mm t=1.1mm
• The SRGB2 features the same mounting area as the PLCC6
package, but in a lower profile (t=0.6mm).
High
Bright
Proprietary technology is required in order to reduce the profile.
Excellent distance characteristics ensure uniform lighting and
superior color mixture.
In addition the special construction prevents viewing the LED
through the external panel, and color mixture sorting is
performed for optimum color tones.
Short Distance
• Non-uniform lighting
• Transparent LED
Long Distance
• Uniform lighting
Conventional Product
(Forming Frame Structure)
ROHM SRGB2
(Flat Frame Structure)
1.4 to 1.9mm 0.6mm
Reduced
65%
*R/G/B mcd (20mA)
700/1200/400*
7.9×5.0 t=1.1
700/1200/400*
3.5×2.8 t=0.6
High Bright RGB
Compact High Bright RGB
SMLW56RGB
(SRGB1)
SMLV56RGB
(SRGB2)
Thin
Catalog No. 52X6142E 2009.05 ROHM ©
The content specified in this document is correct as of 1st April, 2009.