Wohnbereich Multi Split Inverter KANALEINBAUGERÄT MITTLERE PRESSUNG
AD35S2SM3FA
![Haier Multi Split Inverter KANALEINBAUGERÄT MITTLERE PRESSUNG AD35S2SM3FA - 3,5 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mqGtYFYul2W2HmqlNGCwpaaXa9MRLzHusvHSwnKDk6dCfynLNmiPej2KpJUBBa8e/9Zgf2nkmT+Y66P79Chh2TvELrBxvUhduARUUFjR5frTStc1FQzH20v/SdqI6pP+2RZ3hqhurVVgrQfGliO9UWCsKqzl7TsvLxzoK68yRnL5qx8lTphcr5bXPMJX4O5sBQNjpZ6idso1f4EhOPGNi/b5+xvUw8t27iheXTB8PHSvU7PreRxYo+VasPq6s0dm2g7+69Q8JxQ+8Qmbq9JhiBZwvOtZyDvjZSpPt5OGPx0wPRJcwb10QG48Nbu2LhUwPlEQidVA3BZ8XQUoqPUZ2C0C3MR1ozdHDUfL8uGv1eW40rP96EvTFpZRFVdRHSz9/HIxtrYlFRsfzAeRw/l6lcGcfsKX1xZQ3x79xVbj9tG86EXyhnamqGGRLrOm8DnZe4QzAETft1HcXDM3seuagZinRL7AA5p/06pTeGdSgPB+WRChcCc2B1YX1nxC5i4qSPhjGLj6lsPnEBu6PU5UNlCFsY96bQzMdNmuRpVQzxc1fuVg2tkT+LXbjaYUZQ5tkwBn9PZ+n/sPpQIgIfWiCteh8uPiZTeeuLcfb7h0dGYNtrI5D53bXY/vpIKT4otve8PQrp31wtnZsZHaKnL8ro1dJP/r+uch5Z26pkUVFh6q7ivqHhuL5PzRXV2BFshRVCWDHvg5r5TiyoPG6oa1hCXefsp4Pnm3SaqmsoYlguXM1wR0FHuNry2e3dZW0NHZ8uPV5rH41vRB966rfyCI1+rf3x7xMD4GIF/4e6tqqZSrrYof+8MVq5ahjom/KNDWOmsFL78a8pC+qJ85lYvv8cRndpgma+rnIdevr3/TKNgA4mhDvy/lh8cVcPdAxuJPO80LGaG4Kbv9iKV/8+hD1n0jCmcxP8++QA7HxjJNpWykSqsxywCvaml4fh9MfjZD6LCCuVm2cKb2vm7LHYDMCY36X7jDf9M6HVx7d2Va6qhw4wtgKHlJonQZ6j8wywPkjKyMOHS44rV6Vw0JnrMFVbKIIt7KdsUSyx+33+ynZ4ZHQr5Qr4fXOMdIi1BB8JcaLv+c86IX9M7VvB3GsJZovPTKdetfLThmiTQxMbIhQfq6xY1ba20OKlLwiM4bNlpRueB4ZHyP/rYA9/64ZOmC+ENP3F7pixHY0fWoAhb67Fvpg0XMwpxJytsXhNjA86M/Nrb/97BJ1DvaWwYP0jHd+sOS2jRlo18ZS5mNLFxsvXw1kmeLQGdCOwlJ+WISwmKpiZzFiRygb5/v5IeLnVfA7LyaR2Rx/2CAwOwMQ+YbilTzMMC3NFdcY8D39fDO8egpv7BmNsKw/4mPGE5CQj1Koa4Zm4tbz1jYF1K5hrhNCiw/PF+oI7iG0qzdHBncS8Wp6x8kz8rUmdlavS4laWDE0lLwtRyBTvOugbJRNqKdeWgMm46ACuRihKdWGEGjDZp64u+cpEPyr6+zVS1qiASrklPrilC56/qr0MF+08fRl+2XSmbHOUeDHvkvQCtIy+8NdBGTFCa+3vD/fFmM5B8mscj4/8tEcKj5BHF0kLB/02ruja1Gppvb8WQsZamaAt9ok5YRnLtZHBGG5kul9zE2jBzgWBbdvglzfGI/bdYVgwtQ9+mzoAq98aj+jXe+He0IpFi1waN8VrT4xF3McjsGpaP8x+pD+WvnIFzn4yGM+2NO0xUaXuUKkPSH3vJHj2qtvdvvDXAek5Xp+odWfFGPraRMNM7N4UX9/XU7kCdold2rWfbka+FXKpPP7LXvywLkq5giyy9+VdPZQry6DWdmJdBVP9yBoydFZV6xGIsWvUTw9EIvv7a5H/0/X4/ZG+UiDopyTnkQfTcC/bf05GblTO78L07IxsM1SPijmWWGCTkU1/TO13Sa4X+mcwKR3D72ViMSuMV5IgPjPzFFkDi4gKJv04aMIHfHRMa+VfNcOkHSZj54ThNw7C0qe74LZwVzjrb5vs7NG4ZQvMeKIbrlTa07FJC/z2Qn+81NMLPvqZzezs4FyUid3xpjcsc+OrETWIHapkmrTVUMBMreKPIb/m0r+1v5ywWBuHcDd94+dbzBtLRsAlZPK3u2ScvY6HRkbgHT0rSW1hO6nxqMqSifi4wGx9dTgeE/Ojq5N1dqjWhhuqEyoUWckZeThjhIU2vLEH7hjUQiz62VIoMzV+t+dXYHd0aTpyL1dHfHNfL5w6nymrOleOSGwsxASzbRLW+6A1orLVjlk16fTp7e6E92+uWHiMmTk7hDSSDqHWjiTcaaUkkhbpuYy5NTbcs0uoNwYrhVaMwbzjWSc0cihCTl4JSooLcWT7YUz+bBNu+jUKu7L4Oe3g1DgUD/RyEf/0wpS7uuKaAHtxtwQX42Lx+rdbMPHjbXj475P4+O9jWG3Gca4aFyvmF2Bb1TfsK7fP2KZc1S9qFX/mfq4OwY2wcNpAmUJYB2t7WEtQ6KDFidluuXvTMf3Kdpg+sZ1yVTtosTyTrL5MqDujLDfOafEI9nXDp7d3w3/PDIa3EcfDasSSz8RSGDsft1ScI8+n58lEi28vOIpDelW2HxjeEgFCONAviQJKH4aRRn0yriw9wt1DwvHfs4OxTLzoxKmDSxojawi/t7temLdu3HLTZW2stUZZJKMmzxR5JmQMX9/bU2YgMxaeLTebuki5MgU7OPoF4pFIO/yx/BwS5F/pgOumTMCf/Z2FmirGjr+WY+DhcOx/sS3aOpSg4FwUrn51F5ZYQGi3FIqXhdDUBAVF9xdWKFcVKfn1BuVfDRO72/5S/nUpZz+fgKZiMlcLNB97T/5HHhWZAjNQMlsmk1IRDm1dsbCgKQvkWa+1ocmXk+jAtgHKndIKsaaeZxvir6n9jIoWq0vGvLdehtJbip8f7I3bBzaX/153JAnD3lprUR+YmtDPqJny9dXyXvjji6vNqFkZWloojNQEj1zp/1MT9KP4+t5euGtwC5nKgPU69I83jn84VuZm4fPRT/I4eWg4Zt7TE6cSMzF9zgEZBUJLxDW9gvHuTV1k+Pr4DzagTVMvKUwYRspxbi92zbSIsIgeYRFN1rzi2GVUCCNOWO3b2DBYU2D9nx1vjFSuLIdFLBXGmlGYzpUpmo3hnNKQnOwDzcrYV4LClPP4dJlOUIjf79sUV7dxKv2ji/NxJC4XnbsGoSXFYUkxNq6JRnbXNnh1Ume8MTEC17ZwRUXPC+M5LTpkaj1XUK3MTpWa+usbtVkrjp/LMFlQEGb90wkKJvkx5Wib0oNJe167tiPWvjBUmuF1LwqVr+7qIXdihs6J9ckWk+eEDzdiT3T5M6UZeJCeyDAXte2AOfFb2oSsH+UypH1j3DagVGDYEmqcZ4wd47Si3vP1DrwiBEgLsTH83x3dla9ArkMUFOTge2Pw6W3dZAE2FlqjDxHHba+XVmLezngx9xegULzXr5tiMFGMB6aaX/fSMHl0EtjIVR6rhD66SFYuZZIsHcyJQd+ntUJQ9m3lj8/E77eUta8y+2PSrVIMzjKiwsjB3j7Yq6yIUXUwfWladvmCzFSptcUzpAW+fzYStwZw+izBxZMn8PFeoHOYpyIc7NDnmiFY/VBXvHJlO7x4Yw/MfX0MttzWDMFmHcFwcKlrsVKrqb++UdtzMeecntn/eglRQLjYMcTNGHhc8p2Y6BK+nCiT9rx8bQe5mPURE5ruxRwU9JFgQp8LM6+S9T84mVZ1NMmQOBYoYxloQmsJ4/Rri9oKCTKDrqWTtrG8vD6sgGlrMKpKbcUVTRE61OLMncO/QRf9QbizJ8wAzBLmU0e3klVK/3lygKz2y6zPN/YJRca31yDvp+sQ/dl47Hh9hAxjZV0YcufM7Yh4cok8VqEFhI6tIWIjoEt1z9/NMgKsx9PnlVXyHqufWgM6gR6wQB6cytRaVLAwypF445KjRCqZw6qDJr/ft8RUKE7DFKnmY4+I3t2x9qVeuD3EUfpNZMVFY/JXx7Cv2Bn+7vSlENjZw93FHvlZOYhNLUCBaF07ezFRj+6Fzwe6mvWgduvt1tSA2j6PWmBkhJowp524uL0x/4jYfaThtq+2y6yX1UEz76x7emL/O6Nxz9BwmTmQ0O9mrZjomM9C9/p3F3depYsniyCN6dJETqZ73x6NcV0NiwXmJBn5znr8IyZImoK/14sOISwy98ioVrJSo7GobjxFWdY/ifPQuG4Vn2fbZl4251tBa5WxCbPqAoawV1WBtzIcF3cNaiFzSTg62GONXup1L9fSdqDvUMSTS9Fo8nx5/MWS4gxWWHM4SR5rcOOsK55IwcBrVjUldJ7Wj+rSZfVlPREdbG9aQba+NkJeW2Ph12GNMVVrUcFdibFhgfqigrupDWKy+XF9NBbvSZB+GVd9vAnXfbYZn4gHqs/1vUNqNLsaxgmRY/th7ZQI9PSwg11JMRIOH8aVb+/En8n8zCUoE9TFeVg2ZzWCH1yEsKkL0f3HeCTwa0JYjO3XDEFmWCtSVFYC+UKGuj6PWlDbMZW5/eaVeYfQ9fkVmG1EptC7B5cWi+Lkx4mN4/B6MfYCHvoXw8Qu6RYxcepeV3+yGY0fXCCr2r6z4Ij0fCdM5LP46UEyk2bnEG95Tx9mZbzm080yIRCPAwlrhEwZGYGTH1+Bz+/sjsVPDSoV9UbAGihqCle0tJWCkQdMflSZyjkSbAE1zX2mfJYfH+iNHx6IhJOjHZ78dS8+WFyeebZE2hFKjxYJE57Rn+b3zbHSwuTu4iD9H7i26eBxhgwfFfdZG4V9frSSn4LockWwdIKOuY/1w2NjW8sqwFeLNfHNf48oX7E81minWosKU+on9GhR7uVKk+igdo0xuF2AnHxe/Osgbh/QHB/e0hUvzz2E35hMRHlvZhd7aETFjGY1YueO5gN6Yv4tTREiOgh9KLb/twUD3juM1Tpn3pJ8JGUVKV2lGHHxabggL4pwaP0ZrM7mhR2c/D0QZsaTqq9MkVVBk53GpZjSh+uCuvg8tB5sOXEB3645jdbTluLur3fIEN/KHu06uHFgVdvn/zyIdk//h8nf7pQ5Gghr9+x/dzSOfTAWb0/qhN5i89DMx7XsxbTENBWvnD4YiV9dKc+fdZYRWiXLp+CaUVMfrm07MQ3zBzd3QYBnqWjwNyAe6FvGnAIvXtUenUJso7Q4YcIytWBKO3UN85YLfK8XV+ITHoHoiVidozPXI310WTrplMnjjOs+24LM3ELECVGgi3LjGsecFvwsrJPD9YxiWhftoROovEf/I1ocOzyzDP/uLj02sRbWmGvqVFT4e17qcNky0FPumLa/PkLGBvOsdta9PXGrEBj6YXH0SGZqb2Px6NQez98QgmCaoUqKsGfJZoz97SyiKnxccT86A3IatXdBv3Y+0HUX+0buaKZclIgOkmHGGLFGg9UGtX0etXA5ttPRhAyZ3W/yd7uMKtmsDydaFmSjuGA8va4UOj3bn7uyPbaJsRz/xcSy11EhNujwxjTePHsmjEQa+c46o6PGdKiprWr7WRgiy0gAmrlpwTkYe7FCJl6e6T81e588TugoBAULVhlyeOVR0ie3dq2wA64JLl7DOwRK595TH18hfWViPxuP+4aFy6+bZxkuR1XtZIIQpYjjUcSpj8dhxt09KiSn2qPkqhjfran8vw4m1WKZCpadYOgofSLohNlp+vKyYxc+T4p4+kkwk/BX4r2ZWIvpFRjhqEvJ4OhgJy0hPP6f2KPi77EG1minWosKU7L+6YuEytCr9vEr2lziqKSD51K/TukjI0hqxh59ezbBWD/le4WocAprhVlT++JPvdfng71wTHSA3XSgED/TfmQvfHdFCK7oHo53H2iHwU78+WJEHU/CSVO2UwoFKnNWqk2GxoaM1k7mwQgVFlhq+shC6THPY8zqvMkZEcJaLz1eWCFDm83JkmlsPpy6oLDY+H7zzxP9L7G2sp05qUcEeUqHTC5+V32ySS5SPI7iM2Lpe8Lds7sQDwzJrwznVc6dfSKM809hOfMD747GqueHSCHCZFUrxO9kgifWsSCH3h8j/28uahpTjMIwlsd/3StrdCRn5uFB0V673hxVVtafR/30b7iu0nE8RR/T39OCsfutUVJcjOvaVEZT6RJhXdG1Cfa9M1oKQIr5//adw419Q9GtuU+FkGT2b1o66Kv459R+uMXIaElzsUY71VpUmFKVsCpvcWNh7DtLONdcsMgOgY2codMU9Ivo1CVEVmosf4VgXHMXFMWfwitrM5Ev+p2dqzduu7Uflkzrhac7uAoBU4Ki1AS8vewCzDl5cq1CINUX1qgg2RBQWzvVVzZF9o+xXZrITJjc+epeH93SVR5NMlugIZiYirU5Jny0EY0f+leG0DFjoO513aeb0fyxxejx4kpZYInRAeZS3cakrjGl30zo3gxdwir6nTDpUaByDKRLgEShNerd9fI46mBcedIlOscS7mB9lUXOHFgZ+s9H+5UKkV/2InjqIox9fwNu+mKrFDT/U/JQ7FKcUBm1YE79CTWNKVPmPT5z1uho9eRSGfbJzax+yOcvG8/Ie1f1bKbcKYVWiOjkLBk6+oQQeL893AcrnhuCEx9egesig2UdnwW7zmLra8OlwJgoxoquZg5zU7QWwlIHBR77ACtJ//xQb5m621pYo51qPXuZMsgtcc52k1Bu84Xqr2nipUHDOA1TgGW/bcSdK5JxtlBP0ZaUIPVMDKZ+tB0/SadO01HTBEjU9nnUgtqeS11OyG7id3GhobMlTeBLnxkkM2Fy56t7PTmujZzczn05UZrgmSCpld4kqA99MhbtTZBJe3Qvxu1bqoidmtJX17ad6HhKpz4ec/wsFqvq0PmSMBqBP2cO9wxpIfMkbDqeLFNPswInd9/66GY6Ou2+JBZXiiGW9TYVNY0pcz4LozR6KKkM9P14Zq0+JUNKaVnSt1bcMyRcHuU/+vMe6aM09r31UrTRCXzuY/3xshgzL809KI/7fnqwtyxGxq8zMRxzMe16c6TMR8HIk6fEeJs8LFz+HkauWLMCrjXaqU5FBQutWAJ29NXPD72kLn05RZj92Xx43v6XzKRo+DUXEb8klX57YSbm/LwGLR9dgRGfbsMdM7Zg3KtLEPbidsyINj0JkQ5O2GpCTbsHNaG251JXEzInsBMfXSEXGjpbeogdGKGTGcPkdK9EZdwy+1/vCD/p33Tk/TH4Vvwcs3iaC+P+daZlY+AmgTtBtVDbdmKei87Tl8vwxJpEBSPjRovd66h31pvk2KqDIpDttVXsqMd9sMGotO2MfOBx1SgTfDV0qEn8mdNOr17XQR5z0DKxaE95DQ6KZgqDjiHeMiSbRnPmevno1q7SWsEoRtb2WHbgvBRtjMZiZk6Omd+m9JGOyfQlenR0K3nNUGtm2mTAyDs3dpaRJx/c0hX3DWsJHw9nzFxV+0y01aFKUeHv6SyLrBjDcQvGLjMhD2PsWTzJUuRdTMfqnTH4ZVMclp7KRqZ5BooymJFNTYQree01KsJQPjVRF5+H5+qcwIIVUcCxybL0w99aC9/7/0GLx5eUvYIeXohOzy7DM7/vlzks6JjJGP57h4bLiA/usEwxkTMKbNVzQ2SKYO7QjIXPRZd2XA1Yop1YV8IYK050crY0i5tb1ZdhvHx2t8/cXmWET2UYpfPx0uNleRJMefRqGlPMMmucL14pFMrPX9leOl8yyqnyE6efC8cCq/HufnOUjGrikQiPSyq7QzGqY+Drq6XF7ub+YXIzzLFGh83uYhzwmseB/V5bjajE0rBrfr3lE0vgcc88vPGP9cJJSQsDIcy1pdaigh21p5JprCb2WzCJBxvg6dn7TCqQxTTDHkKZMZSLVg6dmqZFQXemxcxmvGYXNBR7bwp01FETxiQfuxxRWzvpMmNaE4bHZecVyvLH9IFo+/R/mCbG05ojSQYdRbn4cefKHBatpi3F92ujZIw9nQe5wzr31UT8eH+kLLle+QybY4lWiTeu7yg3AnR+G94xUH7tbGqukceUdfNcTEE/RF7N0Ex/9+AW0jmQu2hjGdKuMX4Qbfrzhmh5rV8UqzpYFE1NtXS4G2f0jLHQKZZWdWap5VHFbiF84z+fIP2KdDDq6YNFx9C1uY/8W3lUUVXG13jRxx/8fpfMMMvNMDPX0iG236urpVWQR4q0eFBo8GiKUVQMJNBPiGUtIiMsP6ZqLSqILn1pTViqQiZNsvSg/d/yk9Lz1ljuHtJCJuxhR6GzDAsfUUQ8Pra1nEjZsHSuYUpiTqs39w+t0jmtJihYOtVSlFgaY9vpcoNZ8NREr3Drf551R5PQ+KEFMuyNPhCmwJ31vWIHxygOFj0i9Hy/UyxcC6YNRMqsq3Dm0/Flr+SZV0mrxItXd5Djj3Ay5Zk9MxIau/dWmyimeVo/5LAmKs8lFFN0jGVY54aXhskcH7qcFTpoWqeZnAsPRRuvK6N7plXBEEhTTelMQNiisTuujQzG1YpTorHjRI3zjCmClA6ST/66T9bvoCWcEU18fTe5F7qFlQpJ9tln5uzHCCGyKcz5fKM+HSdF2MNi/biyRzPc1DcU793UGSumD0bs/yZIJ9uT5zJlMrNNrwyX4cE8iloqxB7r63BzzvfjkQufNe9V5btkCdgfDSVbqy2WERVGdjZOQFR0teXhH/cY7Z9BoUDzLHdJDOchLKTCanuMOw7xc5fKkOeb/Vr5Y96OOFkDn/y9PV7mzTCHLqE+ZTH5akETFZdCsygT3qgJ7lBMycliLqYIckPQ8jjojTVSGHyz5nRZVkBaL1jaWffyUxZKTszL95+Tzmk07zJToCmfQZWLlZECkNb3q3sFY4ByXEsxsuXV4dIxllYb+pYwxwetOKx4yTlo2hVtsOnlYXJRZ8QbzecH3x0tE2E18XaVC96vD/UWm6NB8j2ryi2hC2s8rFfCuyqKFcfRWweEyc9MSzTrv9ChtJGRx9xqsygRU4U609y3fHIJwh5bjL6vrpbrBefzymnlmeyKTq/s0zwmmtQnRDq2/vvkAJmH4pkJ7TCwTYCMornmk00yt0vky6tkJkt+Dyu68meZ/JHXzNnE+iA8SmGoMYWFsaHCpmLsCYOp1KmlggVM/t1VuwxhTNO7TExMxvLG9Z1kUq0vV5yS4oEwNJUlhts185K7rguZpZMh44Z/2xQjE5awdDnzous8gE1FjQOL5+ecjDTK6RTaSC6CaqO++g99pFh1kYWRdC/6X1S3Y2Kc/f3f7ULThxfKUt2M86d/hu5FU/GNn2+R4aZj3t8gy6CzNoipmDsWrYmx7URXCNaHoHX078f6ybP4LmLXO13sdpkoqfNzyzFOPBumTf/6vl74T3zfh7d2ldk0aSbv+dJKGVWwQjzrN27oJAvAcbfL8Pi/tsfJ31GVQNP1b2OSQPEM3+nOv+XrXqUcN3//1pMpSDfSF0ONx6y1FaQ6C9E+sSGtDK3c7NMsAuY9+R/0fHEFbvp8q6zWy38z9f0kcf2PWPvoE0NxRwsFBRvbmI7SM1edlqLjLdG29GXhUSPDsemrwarBHIeWxloi3U4oUGOtj9Xi/8C/RuXCZ7IVDixzoahwv2eeNFEZw/oXh8raA/wjaWZ8f9FR3DGohVSHb00qFRyhfh5SKfK8d82RREQEekrz8LsLj+KnByJx56wdpW9mAjSDsSa/2uD5uanmbkvDXReT+NyjTFr1yb1DwvHt5F7KlXp4d8FRPCd2K7Wh8Ofr5SJFgqYsKEszXBmmf57YvRnGd28qyy3rfqYyNN0u2ZeAJaL/sHgSNwl1BX2gmJlTbbB+0WAxv9QE22LOlhi4OztiULsAubBM+WG39FXRh4+eu2paF7jh4ZGx/gRNfxWmg+YGieGGLNgmpkQkzrgSL889aNCxj1k7Z97TE12mL8eBOOP92mi65047ZOoiacKndZgLZ00kic8SYOaxsbWglczr3vlm91lmHeURX5MpC+U44REHE1WxRPp2M0q9s3BZ/k/XS6HJhI8spMm6V8183LDoqYGyjPokISpaNfHEgicHoonoD4zEeX3+YaOPC2uCYeSM+rI0FrPPG6vYqbRrEwXCsDaeVxnL6cQseXbFow9aJvRhLHJ+YYk84+JAZ3pVhguxcXkOSX+LqibimlCb858ONewiGNN9t3hxR1zfqLedrP+5KCaWPD0QB94dg7dv7IwBbQKqFBSEE9yjY1rLXTQLgjG/hSle9ZUxJWJEre1E60k1j6wCDOO8Vswt9GXhRkcnKPjjPLrg/ykQuEix5gOjAriAUITzeIRf52ZqztZYubjMWn0a542Yn/bFlPqy0Y/MWOgTxnHKglgM4+Xcuc8InzhGfahNUBD+DZWTjxkL25clJrj9PvLBGMx7vL9MOT9WPE8eYRnj0M9AAB51UBASChJmU6WYeH3eYQxp31j6zTDDZe+XV8qIyi2vjkBaVoG8prhkWOrsh/tYLFWBtayhFhMVk4w0z3CQvCYeYm2gt7mxYaxTf94jLROvXNtB1itg4hj+LGsRUHkzTpgqlh7Lv24qjRWnGZHlnll/ZLaSJtcU6CXNOGY1MqlviPKv+oGTJ9uCvD2pc60WpdrC3QLPudUIi+1Z86iK57wsXX5F19L6AozkoOf5c38cQPfnV8ijDN0r4okluO+bndLfiJUWCcP0aLaldW+omBBNgeOPZt7Ur6+SosYYeDSpRpjbg3lzjKGr4uSng9YIZiu9+O01yPr+Wllue3Cl2h53DmqOuM8niGd1tYxAYH4D/egaCjOGi5KqMg1vO5kiFyWmne4pRBCtrzXlkWCyJooD5l2Qxa/EOJ1hhKOnWtuJGLtGVYZCjxkw6W9CS8KMlafkmLhS3NPlbiHcvG58eZh0un12Qlt5j3ATfPyjK/Dp7d2kIKHDLUUifVdogWB14du+2ibHFOvAMKJk2FvrhKhMlXV0ePTICsHMyMnkj+wnTEBHKyuL95kzh3L8N7NShI7Fjj+oumgmM7YcMB8+d0bVwRz4fwpVTmev7LwiZOUVSlFAnwpjFLqx8LwssJEL1grVqIPNRKeZr8VuwNQHxEI0HMBqZdQ767DSjLoLluC5ie3krljHvd/sEMKuNGStrrm1f5isJ6NWaO5kWmtzqe74g57pdCRjASvmImCiHqbbrgkKMS6ir4ldk37UwSoxVhmLT2ufobHJRWxExyCZ3pi7Nd1ulqHhEU8uqXaMcffLJF3VWVHqE1pfR7+3XrkyTNEv10vL6LO/75fn5XcIsfDVXT2kvwOPk46ezZDOkfTI5zNksTFakkZ3aSItBIvF94zr1lTWiuCzZrIsHtMy86IufPNN0VdeEn3GELQqUQRyPuO8xsycU3/ac8nxC0UKBcULV7fH36I9p/y4G0feH4tdUak1/o1sntOfjLNKRIEloHMk1yhzq0frHP1Z84ZQAK4TAuK9hUelLx7XNJY/TxdrlL9oR/pUsN1ogaAzOBOYPT62jbRwnE3NkW1NIc8wbULH23+eGCAdm5ltk4KOGzAGGoz7YKO0arwpxPjTQrDoj4XDcRdx4xdbKqR1r4k5YuxbSwBaTFQQJgTRrz9fHYzx3vH6SKn0qmP+jngZulNVfDVDsJKtUBPeXLzdnOSOQpedUI3QCnP1J5uVq7qDcd+cdLz1siiyPHDrp5bWS6nkLa8MR1/FG1+NcOJhzQxzC4zV5FNBr3Jm+zNHoPNt6TP07o1dKsTT0+dp68kLiFPKohMvN0cxATe+ZEywANkTv+7FiRpyJ7A8+FPjy3d+aoNTaPtnluFYNce6bAtaRmkRZTgtHfAYLXDXrO2ykBeh5YLWOwovnt8zmoYZGF/486BcyPjMSyPZOpXNm9vEs6YFloKhKp8KQgvhwXfHyJ3xd2tP4+FRraQ5n5ZaOmFyU9g+2EuIj5byezjvPvjDLvz3zCDpUMpsnox0qA6KRe7E1YwlNzG0NjC1Pf1jKJJ5jH6NmFfp4E//H6bXvvqTTdL6oBOetCa9e1NnTBvXFpuFoGAk417leIpQQC9+aqBoi0b4SoiKx4S4YCXTloEesp1JM9E+gY1chXhzx8hOQTIJHXvD0LfWYtupmv07+PNnPhsvE9hZA4uKCk5Q3HUYOwcyfzqVV00wg9+f22Jlpz51vrRoC8NhxgnFx2Qib/17RKjFY2YrUEvCczOaudQMTd0M6bNUPQZj+fCWLnIwVcYUMWopaAbe8cYIadZVM/QiZ3ibORjrqFkbWNxqqujz1/cOqTFfAuFukbs3Lmb6lsGqoIUj/vOJZWGpauWL5SflUWtVsC2+FYs5w9iZVIoL0UdLjhucs9hiTB3PmhOGplJaVbn40FGTmTa5463OUVMHw5TXvTRUfv/zfx6QRcpGdiwvR0+4c2ahq52nU/HXo/2kZeTWr7ZJP46aYJZUXVIztcJKuSxsZyl4lMH8LOSRH3fjy5WlR0Q6iyytFtxE3TFjO35RjtcJrR60vBtqX4qVueLZ02+DYmTS51suqffCn2fbhPoz8VYBFkwbgCNnM2S0SU2VfF+7tiNeVo6grYFFRQXhOdNCvVzp1cHBM/exfrg2svbn/NzV0XnpO6HmzN3Z1Rb+Pcc+HCvLuKsdmuym/1G76AJTCBMT2nHxbAyVtmfRHYoccwslmYNao3Mqw9wuzAVhDnUhKvShMxrrJbCqo/6ZPYfjDjof7jor/x5TUk2rNTqnMvQ1YcVPnWm8MmwL5vJ46Ifdyh3LYayoIBQjDFHkkTItJbNWnZKbCy5wpQugMx4Z1aqsCucdM7eXlV+vjvbNvHDovTGqF+lk4GursenEBeWq9jAMm5YKBiDoejYriy5/drDcwPFYgoXGTFmXeMw44+6epanwhVhgCOppsWmnPw2TcHHN1NXtOJeWKy35TJXAQmasO1IVPN6K+d94BFnRX8viosKY80V9qLjWvTgUPSwUMxufkiPPdv8QyppmWGP+OPpU0CzJ3Pq1gdnxmMzGFriQkYeQRxfV2bFDTYt4XYocTgJx/5sA1yqSBakJDs8eL6ysYCI1lroWFdZgz1uj5I7MFtDfqVamLkSFpWD6dmZ1/Hz5yUt8Lqriyzu7Y4oQI7YAQ3tv/nKbcqVeOHLp38KoD/rVdHthhRRvh98fKzfRTMgV5O2CJ8a2KTsOY9Kstxcclf82BJM5zn64r3JlHSwuKvh2A19fg80mKEH6ISycNkB6vFsSLpwcFIeEUjxxLkOeG/KPpcJjcit62dIjm+eSN3y+xehCO4Zgm9Lrt38Nzqdq4qnf9uGjpceVK+tB4fiFmHR0CxxT/9JBjRYKnqsTRtwwd0hdWJnev6mLdHayFXi+zVBEU9EXFf1fXS1EhWWqBJsCZxc6HZpTCIte88wyaCvQ6bTzc8sMlqpmWyzdl4BPlp5Q7lgOmsv/tpAvwwPf7cJf22KRaoLVkFZIWinoJ2IL8Di9x4srTHJsrC84eteLdWVAG3943jtfRpgwpJu1RBhSTJillY6XIaIdPlpyDE/N3i/vV4bWD2ZsNeaYsjZYXFQQLuBMXWpKCl7G3vIMj4lF6hKa/5iboraL2ZNXtJHlb20JiqzuQv1W52BmDWglYHZPhrnx99clTLO78eXhZYutrXDLl1vx+xbTfCv0RUV9EnshW9bq0XferAn6anChUlNhKmOgc93DYj6pTF20hTHHH9bAFnwpKrM7KlUW8Kqvo3JToHMu0ygwao/OlbSGV7ZI0Fr1/s1d8MO6KKxX6vFUhqUqWH/H2lhFVBA6+9Bz1RQ45J4QizML6xg6e7ckzE3BFLmf/Ff7nUO7pl7STGsL5vTKbD1xAQNeX220c60lqC9RwXP+vW+NRttKSdBsATo4dnx2mdE1b4haRAVhHL4xZ/M6Zk/pI2td2BqMfuHx76pKIduMjLB2Sxw5e1E669UlzCzJWhe2CLNh0g9P7TC0mAnqWDfnUbGm7nh9hFwfmXGTSdKMgSm5majLWhEf+lhNVPBtmcCD6a5NhcmjeAYfaaVCKvRwZq0CYwrs1AQTj2x6ZZgsumOrUFy9t6juoi/qS1R8fGtXKVptFRYlmvjRJuWqZpguuaqESHUFJxc6Z942Y5vRx4vXRQZLq6UtOP0ZglWUO09fLjNoNmR4hMzkZ2oOn68OHoPQWsHMpWpHF1ZN3wr6u7x0TQcZVcI6OywxUd0iTudO1prpYEL599pgNVFBeMbY5bnlVXpE18SEbk3lw9NlLKst9HamMmVSF0v90TrTlC3D/PM9X1xptFNWbakPUcGzSHq915QXRe3cPWsHftxQP8nC6gKacXnsoZ/7whb5ds1pTBYbl4YKRxEd7C3tB1fXcE3oJea+uqxjYw6M2vjktq5lzrC6miHkivc34L9qimzWtQ+Zw6sC5d8Whwlc6GlvbgGr4+cyZcIPZhKjRzIXIi+38sRJxsBdwx9bYqWpa9pv+yxindBBsxSzEtra+XxlaBKjpYW5A+riGIT+J41EO9KUr3M2siZM/PPfM4NlljtbZ1iHQPy26UytnIrVzC8P9UYvFVa5NJXuLXxkIqKqkvbZOk+MbY37h6s3a7CxMLTS0cHukuMqtUFH5yX7zmHVwURkiLHPNeeU2LQzf9O8HfEGnYMJs3QyMVpdWv2saqnQwdS071sguREfC4ugMHFRu2aNZJEbeh67ONmLr9lJx0PGXEclZeHo2YsyRNRaZ4w0/a1R4r0bCvT6vvmLbWZ56ptCzGfjESIEIhMBsaSzNaEfxaJpA2UimYbCobh0WS3SFkNEq0PtmTNNJS0rX/pX7DidqtxpGDDRGX1e9JNm2TJcAhn18o2SsbKhQDcCrlF1bfWrE1FBLCUs1EBDFBQ66kpY1AUNUVDoaGjCoqEJCh0NTVg0NEGho6EJi/oSFKTOesZ7YtJ4ugFMGsxI11AFBbmhDwtN9anX6qGWoCELCsIquKufHyJ9EGydhiooiI+Hs8ysqNbS7aZAB9qGKCgIjwdm3dsTk4eGK3dsl/oUFKROewfjaG1ZWOinuG3I2LqwaOiCQgeFxZoXbFtY0ImsoQoKHQ1BWFBQ/P5w3wYpKHTohAUrutoqFBRys1GPjs5WddQ0xKjOQcgvKMbG44YTdKiVNk08RWM1fEGhgwsWqxYu3HPWJhLE6PBydZRZGFm973KA1QrHdWuCf3bG21QII+UqC8w1dEGhgzlsbugdgg3HkhFrQhIwNcAy+b81UAtFZSgsJnZvKo8Vd0bZ1pFVtzAfrHxuMAKtWNfDGOrMp6IyTORx77c7TcqyVx9w8ntkdCu8e2NnmVr6coMOr3fN2mFUSd36ZmTHQHw3OfKyEX76MOU5ixb9usn4BFP1BQuP/fhApE2ltLcUhUXFsqLya/MP1VhNsr5h+YTPbu+GOwY1t9mcIbVh3o44WatF7X5LtCg/M6GtrBHCCt71Tb2JCsKqeI/9sgc/bSgvCasmWCr4BzH5MYzvcoYT4YeLj8uwXDXGc7Mi4Ac3d8WDI1pelpOfPrRYPPD9LtVOhI8Kgc68LpejQNeHSYzunLUd+2LSlTvqYnTnIHx3Xy9ZT+JyJkmMo4d+2IW/d8Qrd9RF26Ze+EmsUWpKvlivokLHwt1nZYZLU1IQWxs67LCWh6l5MRoyB2PTZSlkNWWgG9w2QAq/loGeyh0NToRTftwtq/WqhRYBQqDfH4mhl7lA14elAt785zDe/veoaqKtWPyP897kYeGXvUDX5/fNMbJGVEpWvnKnfmFqpMfGtMZbkzqXlUBXC6oQFYQVRV/46yB+3nAGOQXGFyKzNMyB8eYNnTC2axPljoY+TG374ZJjsuxufe6GQ/3c8MyEdpgyMsLms2RaAw7rv7bF4bX5hy2a8M1U6ONCx7fXruuoCfQq2Hk6Bc/OOYDVh+svARNN6NdEBkvH2fBAD+Wuhj4JqTmY/scBzNkSW68WW1YlffvGzhis0mymqhEVOng2/N3aKHy18pRMYlUXMAUq46+njm6FvqLBNGqGaWK5E/58+ck69bcY1r6x9HFhWey6KI5j63B4rzmcJNrpBBbsPltnheNYZI/tdMfA5pqYMJLDcRfxxYqT+HljdJUZEi0NI4fuH94SD4rX5X7UYSyJ6bn4es1pzFx1GvFCaNQFrOJ9c/9QPDKqFbqLja+aUZ2o0MFqf4v3JshFa+XB8xar1aFPMx9XPDgiQg4qpmvVMI8dQlRwMrSWgmeabS5OXKQYlaJhHkxZP0OI9W/WRFnFjEuD0cTuzWQ7jegYqJnPzYS+Zj+uj8aXYkydsFKa794t/WQ7TeoTYvWK0A0V+prN3xmPL8QaVVW58drCY8OHRkbg3iHhNlNmQLWiQp+T5zKx9kiiDPHZcTpFFoExx3M62NdNloCNFAOKRcqGdWis7XYtCM/yVx06L7MH0qS7KzrVrB0Xvc6Zjl3XVlygGOuvYRmYzl6/nfj/pAzTj7Jo4evW3EfmX2C9Do6n5gGa6dxScGPFisq0BO4UbcS577QZ1ltKu/bBjUrbKdwPA9sGyHbTsBxH4i9i/dGk0jEVlYJDcRfNCsVn2QldO/Vp5Ych7Rrb3PGuTYiKytD0Tq9pToh0GkwTyp4TZa64XyjEBh1XmACJ/28V5CkXJi5QTYWo0Kg7isSgOnY2Q06GFITn03PL2imvsFiW5GUb8dVMtA3biQMqItBT85OoQzgFxF7IkZMhJ0VWF2Yb0bcpV7QX8xPQ/MpcC35C3PUUY4njqVOotypC2C4nUjLzy4QgfWWy8wtFWxXLcUXDENuJ48nLzRFdQn2kOO/RwheeNlqe3FZhe7AKM+e+fTFp0vqka6diMd5clXZiezGCg+3E+c/Wq/MSmxQVGhoaGhoaGupD22ZoaGhoaGhoWARNVGhoaGhoaGhYBE1UaGhoaGhoaFgETVRoaGhoaGhoWARNVGhoaGhoaGhYBE1UaGhoaGhoaFgETVRoaGhoaGhoWARNVGhoaGhoaGhYBJsXFXlxZ/D8D3sw7be9eOzHXZi+Lg2liWxLkJaeB13y4eK0NGw7VwgUpWHG8nPl/2+g5O47ho9O6upwlOD8/qN4c3sW6qP+a2HMKXyx/9LfXJSVi6QC5cJsirDkry2Y/Ns+PD17H576dS+eXxyHg1nm5XQr6yc2RfkzeKrsdQA/nK5Uh6U4F/tOZsLUahJVtV/NFGHpomPYZsrjFJ9x8bxdePTPg3j671gcy7BEH1ELlZ6H+FstOS6L0+PwxYY6GOPF+Th/sT5mkuowMAb+iMLOPPPm+crrRa5yv2aKsX/lSeXfpZg9pxj1nHW/79LfewkV3q/EavOcjYuKPPy5MgV9J3XHR7d2w2d3dcM9IUA251IxYP9cfApHlGdYnJmBQymFKC4pRHxqvnimyv8bKMWZ2YjL5cJagtSjx/DKcW/c18sD9VE6qDg3B/GZlRf5EiRuO4ZZZ2tbgEz8fTluuHFSV3xwS1d8eFtXTOtYiFnf78fCNNOFRVk/Ua5tg/Jn8OGtuldn3N2y0vAuycPxuOzS8WEChtvPGEqQkpKDDFN+NDMBK4ua48NJnfDBdSFotMMSfUQt6D0PMcFvWHTIsuOyKA/x6dZf7ClePlydAessSeZiYAzcGI5eDubN85XXC1N6YEalyqXmzinGPmfd76v8eytT8f1KrDbPObwqUP5texQXYueeZDTq1BRtZL0pe/j7ucKjJB87d5zB3AOpSMjNR2y+KzoFOcHFxR1NXHOw+kgBhndwKv1/J2/xPvnYv+M0Zm5Nwol8Z7Rq4gJbr1laEHsOq12DMDDzFKbvcMdzNwQjRG+NyU1Kwpz1MVh8OhdO/l4IcbMTnS4VO9PtkLD/FGaJZ3HG2QtdvMXkt/EUvt+ZgvRGjdCukUPp96WWIGrPKXy7Ixkxjh7o5O8kFWpuUiJ+WRON+QfFs3f2RAc/R5RcSMTa7ACMDLVHcVYaVkYXoVH6efy6/Ty2pxUi9UIRAkM94C3azWA7FGRjw6bT+HGnuF/sho6BziivZFCMA/sS4dm5CVrKmdkO7j4+GN0kBe9sdMD4Du5wqKp9Db2v+COc2E/c7eTXN245je+3ncfW+FyUeHuiuWs+doln5phxHrNWxWKlWPBCQjzhV6+FHis/Ax0lOB+VikSXIuzaEouDDj5o6+eEUB9n2Ff1THMuYummaMzedQFxTh7oINqV7bcm2xv+8eIZbknEMfH9nYJKv5/tOW/1Kfx5JBPZnp5oLfpHOVV/rpgTKUj1dYePLPFSgnOnUpBgn4MV62KxJr4QmZlZSMrIxJp9lfqITZeEUZ5HpwCkrNyPeQHtMG2kX/m4zM/Cui3i2e9NwVl7d7QRz95BacPz9nlYKZ7z+hx3dFaevUS016J1p/Hr3lScLcpHfJY3RrVxEWNRLLIx8fha9NF154rgH+SFxg65Vfddg/2hCNGHz+Dr9fFizObCPbARmham4u9NcVh2SoijrGzkNPJGC46VeqeKvlacXT7PG3wmYjwfSoN9gDs8xZ9RlJyMTekuaC46mpwHuF4czkeEYypmronHpgv2aBniDi/ZZgbez6kEsYeTENYxiN9Qim5Occ2r8PyXHMtAgZ83WnnaI+9CEn5bLebNo5ko8m2EFiVpBp5z8SXtESwmstLfF6j3e41rt1YeDqXzHDGi7805WP55q6P6r6ode1fcONQLi77fgScXROG/2LxSFWbviJYtA8QE6oHI9oEY2MwZJefi8PNhQ5qvAOsW7Mdc+yBMHR+O3tlReGZpatmxiS2TnxCF+75PRuQVIWiu19LZp09g2sostO3bGo/0dMXuBfvwnZhgCpPi8c5PR7DeJwzPTQxGwZo9uH32acSEtsCzY/xxYOFRrBaivzApDi9/fxR7gppj+oQwNDt4EC/v426gEIdiC9B9cHu8PiEU3tsP48uE8m1qcUYSPvz7LAobu8M70A8DmrohvGUghrf1QoB9Ve1QjB2LDmNt03C8cE0EIi8mY2N6zVtfx+BAhKSJAVJs2vsW6vpJbgo+/ukYDgQE4/Fr2uP+iEz8uSULRcVZ+GfhHrx72AU3TOyAB0JT8OaCpHrvLyV5mVi75Qx+2Vj6+i+Ofb0E0TuP4bG/ziCxSWP09svGnxuSkFHVM81Jwps/n0ZSaBieGh+GMDFhLhXiUU7YG45hg3cYnr0yHG2OHsY7x8WOWHz/27/HwaFzazw1xA9pa/fjkyhjdsrFOLQzHvvKhmMJTu0+i52OnujT2hNhTQNkxdMuIZX7iPLtNk0xjq/biQdP+OHJSI/ycZmXgs9mn0J001A8OioYzaKP4qm1F8WIYhsexaMLExHQpx06nzyCt48qzzg7EW/8GoXU8HA8P7E5OuVki/7OLxQg48gRPLvdDqNHt8U9LQvw3e/HsSuvqr5bRX/IvYgD2b64++pOeLaPE+bOO4mTYqMQ2doLoY1ZlTYA7bzUo/IqjIFN53C40pmFwWdS5ISmOXF4Y53YwRekYeayZDj4OpTPA4KCqNP4OMYLd09si+s9E/Ds3HNIq+r9DBzVlb1XpbnjpeHe2PbPEWwQc83785PQdmh7vDzcD0lHk5Fk6DkbaI/jhkwNRrUbytdDI/te2eet4TjS5oepZ8tWmDG1B57p6oroTXtww8+xiC62h5+/OwLcxa6sqRdaeldToS8jHnOzQzC9VyP4ubqga//2GHYhrsYHp3pK8rDqIDDt7gBsWBCnTDYkH/9uzsHEa1og0tcRXgGNMeUaf+xbd15+1SWiBR7t4AZX10a4qYMjHFu1wW3hrnD39MOksCLsvcBFxg5BnVthSls3uLu6Y9S4ZsgSO8pMsbfp2cUf9jFnMUfsdHM9ihBzrvQXF2cl4sXvYtB8Yntc4WsHZ093NPdygq+/J9oEivevph2cHEuQeD4TSYXO6Na/BUYas121s4eTnRBKZr5vyq5oxPTohIfaecLH0R4+vi5yJ0NKHP1w++hAhDrbI7B1KDqLSSHaGnZEE7Czd0JQgAfCG5e+mul2IKK5ug5oj1vaNBI7pdJbxNDffmFXLFL7dsIdEW7wcHXD4BGtMFG0FfFpG44p7UV7u7hhSL9GyBA7nsSdcUjv3Q5XBzvDs5EPbrm6MWK2J5svsJxcEObvDB8PsVNq6oEQMYYr9BHl22yZ4vRErChpgxmtk/H2jpyycZmyKwZnu3fAneLZe7q5Y9CoDugXE40V0nJvj8iBrTDc3wH9+nkj81S29JtI2iWef5+OuD3CFa7i2XXp5IcWnNFFn5+/vQDXiY1Be09HNG4ehhc6ZGOuWIGq6rsGx4KrL8a0BvbtjsE/J4vgW5CN43BGWIALvGUbeSKIRTWzkzFzTrkvw7NLEvih65yKY8AV3hVWtzzDz+RYMZpFdsCk1GN48Jdo2A1ujf6VzNT2YmMxbWQAmro6oVWP9rgm7xzW5FX1ftWLav3n7+ztj5tCC7EtScyHRXk4mZiHAk8f3Dw4CEHOBp6zofYoE+Z6GNtuCsb2vfLPyzWgahqE9gcc0KR5Uzx4U2+85nUW354yfoYvyshFfGwCPpx/GG/Il1B1YoIMKl9fbBM7F1wxKhyREa3wUotEvL5RceAqzsNZuKCFPC5ScPdAoyLKejuEiAGpk2AOzi5o4lVuS3RztkNBUamoaOLnVn4O7OgCL7E7yhJK/3+/HMMOe0/0aOGNUFfxEGX/Ezuh3Wno0tUBG/cbdiSruh3s0W18F9znmoJZf+3Bwz8fxdKU6js1KU5LRaxzIwRlmfO+JTifaofgIMNi1MFP7DDL/3i42Rcjr+aPZF3EotK+dQAGti19ddGdxzi4o1WTysPc0N9ejOR0OwSKyeNS7BEWWN4v7Fwc4VBUhKS0HBzYc1x5ruK1PBOBzV1F7zAO/UdWWFTPqqyOsPdugoeH+SFydHv0OHhYGZcl4lkCjRvrP3sntHArRgIVmr0bWihmGjsXBzgU8idKZHsFGWgvjqWE1HQsWqzr84fxxXkXdG9kV0XfNTwWCs+cwOOLUuEQ5Isewe7gZtlgN3cPEHNvuS/De+OaKl+oY/THQBsfCK1bjpj3DD4TuZFwRHgTB8Sk2KF5o0uXRGcfNzQtu22PAKcSpAlRUfX7VU3F5w94iDk1v8QbT90SDs9Tp/HiT7vx2MIExBsYDsa2h9HtJjG+7xH5eQurn+wufYK2RGEWdp3JFUuWDjs4OtjDnn+V+I9DcUmNk71DgB9a+3ripqs64KVrSl/TxwWjs+H1xAaxQ8tBHTAq5ghmsafau6OfWwaWlpsukBuTiBRfP+XKOPSHTmFiCpI8vOGdloQT3mG4s4OPUMNeaGJfhGz5/O3RZ1Ab3DSkA65MPI4Zsfzdoq3sS1CgWISqbQd7F3Tt1Qqv3todnw0owrzNNcQv5Kbjm3kX0G1oELzMel8hroSqjD5T7qCVEZOOsmAaQfVTh8ow9GEv+duz0DzcEccO6DmGFRejUO9vrogdWrT0RLMmoXheea4vXdMO0yK9xZ6oJuzg41iExNLOwVUQG0/mGBCbFftIg0II7zuvDVLGZQlatHLC8X0ZKHMpzE/Dmkw39NaZZy5pw0v7aFbsRTDgh2MpMsgNrfu1L+vzL01si2tDS9/EYN+9pD9kIO5oJoL6N8ewMC+0aeYKh3yKGfGtDnYoEqKyyq6hRuw9qngm9ig8G4XPk4Ix5w4fLP83BlHV/WEFF7EpxxU9PKp+v5ow9PwdvHxw9aiO+PDObrgtPx6zz5VUes4lVbZHRar+PsPtJsaxyX2vemzbUbOkANtXHsR7e9IRm3QRG3dFY2FJMzzVrxEaiZ2oQ1wMvj6Wjf3iFRSQh72Z/hgdmlfRUbNrU3RxTsTbS87jZEoGNu+Jwb9Jrhgc7la2M7NFdI6aYwNFJ7dzQruWDvh3/ln4d26MyAgX7Fp8FPPOZOLAkTj8Hu2BhyY0QUB6ElZniGekSOmC+PNY5xSIUUGlAyX99HkcbByEfoWJ+GLleRxPy8RB8fM/HnDArVeGIMLLHkc3nsDSpBzsOxCPdUkFcAkMxjCX5FJHzTAnREQ4Y9WCWLi0D0BLp3TMXnMBMTHJOOMfipv9kgy0gwM2LNmHLw5kIjo+Gf/uy0XHAaHoWbYjKMb+zUfw27GL2HLgHJbtS8AC8b3hIzvivjBH2ImduuH2Nfy+3YqS5TOY0NsLSesPY3ZMLk6dSsC/Mdkocg3Ela2Lse5QPvp29oEbf31JIXYeTENYp8ZQHlM9ULVDZPyRRCS3aoJuXOmLc7BWfnZ3bDXwt/dp6Quvo0fx3u6LOHMuGQu2JCK1WWO0y00qc7SV75qdgpXxHhjbPxCeh47iI/E+cQnJWLj5LKK8G6Onr+5BlLfN5v3n8B9fB5Jw3lv0qeAsfLvwHM6kpWP5thTkODuhSdcgdMxLweoELwxv7Sx3PC52en3Exx8ddWdQNknFdrJz8xLj0lGOy8ChrdA55hje3ZGGk7FJ+HtLGlqObIcxPnYV2rAkJxUrY9wxsp0r3ILcy/voyQT8E5+DEufGmNDBF+Gi76/69xhWnM/BsRMJmL0rC0GtXXHsqKG+643D/1XuD2EY5JuJX5efQ1RqGlbsTEJUtj1a9gxCOxc7HNwchU3J6diY7IaBITXLSOtTk6OmL5obeiYtSjB3WRbGXxmGCG9v9EIsXt/ngnF+GaVzYVghtm6MwbbUPBw+noC/tqYidFg78XVHw+/X1geFxyo6ahalKPNqaL4y/pTnL8gQc+o+dztsX3QKK89l4fCxs1iS7o1b+vohyLnicx7dPM9AewTCQ/6+ckdNd4cMI9rNFTlFjnKud/T3ReOomvte2ef1D8KgaiwydiUC5d82S2FWNo4nF8DNzxPheuZ60ZxISc5FgZcHghwLkSEeoleV/b8IF1IK4Ozjqnj2Nnzys3Jwwc4FTd1N+4PzTx7CK+da4/mO+UjkUYovPYV1FCIxUTxzTw8EG+EVnpeZjYQiZ7Qo83sx3A75oo1js+yFOHRFDc7HVWDk+xbp95MSZKRmIdneFcFpJ/D8yRZ4f4SbDZv3ipGZUwJPt9LWquqZFop+ESMmomaNjYyCKshDvHifJj76/cAI8nIRlVYC3wA3+FTzg5f2kQZMYT7OZtghUIwp4/7a0j56wcENLSpE3pSSl5GDVEdXNHGreSwa7A9KG/k1dqvoo1CQj5i0YgQ0tj1fF6Oeif48UCzWkdQcpJQ4IzTAWcx4Fanx/SrMKVVRjLQL2Uh1cEWYj2P5OKr8nKtqj8oY0W5F+aj4mUzue4ZpEKJCo24pFRVt8M5AJ+VOA6Q4E8u2ZyK0vdgx5KVjzqJYuI3vjnts3tlGQ0NDw3pookLDZIoz0rA/pxG68WilwVKM81FnMf9QBlLELrB/zxAMDbwMdsoaGhoatUATFRoaGhoaGhoWoSFvNTU0NDQ0NDTqEE1UaGhoaGhoaFgETVRoaGhoWJni1Bg88s1p6OflY/VXVpZcVpYgQKHI/ArKxekJeO27PWVVXvVzq2ho1AWaqNDQ0NCwKiU4vjUFjs4p+E0vnzurv7Ky5CUJYmtRQfnC3vMoGNhVqfIailbaDK9Rx9h28isNDQ0NtVOYghk7gIfGu+O/9QUY2tlTZh0tupCIs+dLcCHQHrtWRWHe8Ww4BzZCmItSSbmT9yVVfwN9HOFZko2tJ/PR1L80QZhQJ9h+KgcOKefxw5ZEHM4rxIX4DOQ4FCMxx0A14WJDP5+LJj7F2HM6F/Zp5zBzdSzWJjugbagrUo6dwcx18diZ7YKOzVzhIr5/1+kcFCYlYMbaOGxKtkeEUrmz+qq1GpcDmo7V0NDQsCIZB8/iYusQhPkHY0RBPBZmKF9AsRAcqfh2aTraDW6Hp3o7Y+mcQ1iWpXzZQNXf11aIHy5Mx/ydaSjLXl6ciQW7UuES5I9+TdzRpnWgrETZMjvecDVhgz+fgjyliuY7R11x88R2uLboNB6esQ+zkr1x14TW6Bt7FG8fKqJywLy/d+G9aE/cIb7vZt/zeGHuOaSKtzKvaq1GQ0ITFRoaGhrWQuzq/91fjMHt7ZGVa4+hne2xclsW5YTATszA7rhqXAT6+zrCu0kzPNerEEuP6BbiS6v+5iaXKZJLcPFyR5inM3z9vWSV10CnqqoJVw2raN41JhDBzo5o1zcQng7+eGqgL4JcnBHZxwd5Z7Ll98nCaKMC0MzFEWGd2+KqvASszM2zbNVaDZtEExUaGhoaVqIoKRarUkqwbdlRvLPwKD45CVw4fAYHpW6wh52jG0J9yrO0Ons5oDhb8bsourTqr5ywL0nqWoJCgwaBKqoJX5KZqPznK1TRtHdAY2+XsjoVds4OcFCqydp7i89dtnrYo7H4prSc3FpVrdVoGGiiQkNDQ8MqFGPv5ovoeENXvHlDJ+XVFe+1ysLs44ZUQBGOHC9AU2VVL065tOpvDv037ZzhXJCHNEV7FCYkY+sFwzkM9Rd0XTVhX4fqf94oEaD/TUWZ2HrRGV28zK1aq9GQ0ESFhoaGhjXIS8Kfqb6Y1FR/BbZDq34BSN6WAHtne7g5ZeO/ZSfxzSqxw/99P2Z7tcTU5qXTsr1vAMKTTuDVpSfxybwDmBFXgmI3sfg7+uC6oBS8OP8EZi07jOe2FiIi0JAUKMbBrYfw6pKT+GLBfjyyrAS3jvGDs9E/XzWFsbF46e/j+Gr5UUz/6SRKBrRGpKMDbs45jkf+Oo6ZK4/hlV8P4KcYgyYUjQaMlqZbQ0NDo94oQW5mDs5mAj7+7vC7pEZf1VV/s9OzkFDkhOZ+zgarSlZfTbjmn6+Swgt45e9MPHFlIC5cBAIbu1Ws7Gxu1VqNBoFmqdDQ0NCoN+zg6umOlk0MCQriiMBAz0sEBXH39kBEjYLADl6+noioJCiIcT9fNQ5ubogIqiQoiJMLgjVBcdmiWSo0NDQ0GiBWqyZcnIf9sYXo0NzDbEGi0XDRRIWGhoaGhoaGRdCOPzQ0NDQ0NDQsgiYqNDQ0NDQ0NCyCJio0NDQ0NDQ0LADwfxgyM92leRTEAAAAAElFTkSuQmCC)
Highlights
- Niedriger Geräuschpegel
- Kompaktes Design
- “Frischluft“ ermöglicht die Umgebungsluft zu ändern
- Kondensat-Ablaufpumpe
- Einfache Installation
Technische Daten
Innengerät | Modell | AD35S2SM3FA |
Leistungsdaten |
Ausgangsleistung - Kühlen | Nennwert (Min-Max) | kW | 3.5 |
Ausgangsleistung - Heizen | Nennwert (Min-Max) | kW | 4.0 |
Spannungsversorgung | | Ph/V/Hz | 1/220-240/50 |
Behandeltes Luftvolumen | Hi / Mi / Lo | m³/h | 840/720/600/450 |
Statischer Druck | | Pa | 25 (default) /37/50/70/90/100/ 110/120/130/150 |
Innengerät |
Schallleistung - Kühlen | max. | dB | 55 |
Schalldruck - Kühlen | | dB(A) | 35/32/29/26 |
Nettoabmessungen | BxTxH | mm | 700x700x248 |
Nettogewicht | | kg | 26 |
Hydraulikdaten |
Flüssigkeitsleitung | Ø | mm | 6,35 |
Sauggasleitung | Ø | mm | 9,52 |
Wichtiger Hinweis:Bitte beachten Sie, dass sie durch den Kauf bestätigen, dass Sie die "VERORDNUNG (EU) Nr. 517/2014 DES EUROPÄISCHEN PARLAMENTS UND DES RATES vom 16. April 2014 über fluorierte Treibhausgase und zur Aufhebung der Verordnung (EG) Nr. 842/2006" beachten und nur ein entsprechend zertifiziertes Unternehmen die Installation vornehmen darf.