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Qf+8PQBATXIN98y7RfDbXSkJ1TuSxG8qIrdTFJZMNSRWn2+ONPHuo3LiTWkdADIRAhEgExDJKz1jvLhMwMSLV1R3q9t99+79JfX3bJJRfXjWVvx3q9xvlg7P1dya0yZbifJMv/Y7j11Jy5FhkIEfwJGAKDdd/J8EmvjIjM7ABq4N/97vfDnThRRaJDerxsCxUCE1nRFbrQeTWpE51/6eW79x1iZvZu267Pz7ngwuE4DYHoWGqhS6HyJMtTXSS6EqZKVN7uRG++8ZYNCfmTxB1O01+SJoBzy1asbIk00kWiC22qSChZjCpVCFV0VJFos+ilV4GYEZnAO+ca56wjDBKFHqBuHDM768B7RmBCZy14xwiNg68Ojy1ZttRZhx4Q0XoI8ca/L7nVRaLLONVSlxPb0dPPzOk3DTEck8n/wo1zSOSdQ0T0AEi19f2T4ECQrPNAwAy2qWtP11573VAksnK0I02ad1NTpbpKTRlLJfNSm0Lk1aQ4u+2OmQ1y42Da1GkTI5EVXZlXkdRxZoKEDxIH+UgnM61EPPnkkx6RicBZ60/jK34YmuABp95869mdJDJVogtdVFKXkczTvNtOVZzpOfOfc4C9Q4eYgBkGVtxRiBwiICIi9hsLNAi/EiIjMBF4jwCNg7EQt/Qevxfr+buS2yTLY1PFqdammthqz507zzvHdFSr/hF79MToXOOsC9gmP8h8n+CyHq3z/aZm9owevPti36GLL/31xFaku5PTvJsWIx1pZN4NkHJhiiTvpsXocCd5YtbsJ56e1UlEosqjPnCZlSNZ0U11KYuuUHks81aS3jLttj4Qk0fvnHUWTuMrfhiasP2Lb4qiilURmyqSJgSQ4yyPdNkW2Y033NR3gADoHXrbONcAOeQAOaYgUYTonUW2yA4IkOrG9uvGAwTUBHjvARGDbgmm399dXCpRRVp0s7yrTHn2cGvBcy+Ep3GSdQagCABCRA/kLJ8Y9xuw3EgIvmby6KxDXrl2XVGNRHEqdZmosiONMN1gA7ekSnSZSCN1mSjdSWWq8zSksrNcmkqaUugiNVWWd4Uq2u3koosv2bPvkANEsDyo+jitb38YmjB/4aJWJ5K6EroKIaiQao90kaRq1ao1zMyMSNBYB8SAdMyxoaBwAQDAAYTiEuc8DPQqBaljRCJ0HhCRwYN3QXr+ruRW6qIjTaqKNMtbQj74xNM7v/z2q30Hvt178Li8e8/Xe77e/9W+Q1/sPfTlt/s/3/0588kSYuA9EYJ3AbUK3gcY9qtvvRPFQqo8NZXQpTBVlOqsHMnyUaGKROrUFJHUQleJKrK8yvKu0EWSmSQzoWIkzkyUqsmjk9dv3jbeb5zzdW+MmZzz/53HfZr+UjThjt/d146FNpXMSqGLNO/GmUlV3hbZlVde3QAxc+OsQ7L+O2QcegglfggEA8sZCT2CY8KgRhCBCL1tCAeRKhyAFtki8t+Z3OZl1UmzLK8y0x2WOp9y7oUXXXTO+edNvuDC4/L5F1587gUXTrngotHzL5x83vlXXXXl7r0H7cnCQNQ0FhGJyFqHAERgm/5hR889v7DdSdqJzMrJIUQsVK50lWRGdUeiTMtiROWjiSoSZVJTpqYKP2VeBblNsvzdDz440muYiMET83jTBKDGKT+f0/TnoAkXXnZVlGqhC2mqATjOlInKJ8XigYcedsj9Xo8IidlZDyetpzslIqLb7pgxHAsZQBd5KXWR6jLJirbM3nj7DwhwrK7gJHHLANL03jHR7x5+rNWJk6xI8ypVRWKqROXSlK1EPPf8ixgqdZl/GH2bd2VeyaJKVB5JHWd5lKpOLKNUH5fbiYyTLMp0lGRRnI5MnnLgyPifUB+H3jbId9/z27OHWyI8E1PFukhPwFLnwpSdLE9MJVWhVN7qRPc/8fQpP4fT9JekCdW558eDErBBeUBqylTlw0k6//kXa+cRgflYwOnP5s8Q0fQ77hyKU2mq78utyIq2VG+/+154DyCdXHiOWexMdP9jT7Y6iVBFaiqpisRUAcM4nIgFC1+iUOzC/APhLso4M6kpZF5mxUiqS5FXqemmKj8uy7wrdZHkVSxNJNToOecd7tVIpy63hB7w670Hr7/u+uFIRLqIdZGZ6kRym5kiyyuhy7QcjVXRjsTMGXeN2dN+7F8XTUh1IU0RlJ5QeWqqUNPTTuSb77wLRExA6G1A1Pz58nVENH3GzIHc6oHcCl0IVX5fbpGI4KRFfEf/6hv/4BOzWp1YqCLUwQW5TVU5nIgXXvyB5Ta4ANKUqS5k0U10EesyOrHei3QpVBGXo5EpO6kuJ59z4PA4nTp+sAZkZvKwa/fuc88/f0iIRBdZlp9Y3xaJ1KYcjbP87E5yxTXX7j145CS4rtP0g9AEoUxWdqUpY2mCtRxq4jtCvv32u4DEBMzovPcAfwrO/gSEiLfPmDkU7OTvyW2qynaavfXOu8yMCEFuT+Lf4tHy0aZfP/zE08OdWKhC6GNyW0pVDCfi+Rdf4h9YbnMZTpPMDGrrTBnpMjsRm26m8kSXqS5joUYnn9Mfq/mkR9hxaZB4R/TeL125Mq8qoXOhTnhepINKw2I4SkbOOW/9Zzv79Wlc1F8dTTDVaGbKzJSxNKkupalCF4tWJBYseNEho2uYyYMnZjz1fXMiQqDbZ8wcioTU5X/Wt0VHqrfefY+Pyi0jnlxugxXgrXvgsSdbnXiAEwh28qAeKHnhxZcQiH+4uJTQx1RcKbI8TlUnka04HToRd9JWJ/lVJ26l2VCUlKOTv9536E+pc0CyjWXGuqn7zr3/0cdxmnVOom9NKfMqznJTVIuXLHcenLPMp+3kvy6acPGvr4hTJUObqGAk6yI15aQouevu3zpkAuBQv86Mfz4cOQLdMfPuoUikqkh0IUwpTSF0IbKiI/Wbf3iHmcF7pP/Wvx1ErRDg7vse6ERpOsADF6GyX6qiFYsXXnyZ8IeUW6mL0CFE6DKW+vIrr54+/Y47b59x6/Tj89Q7Zt5++4ybp98+fcadN90ydcZd9xzq25PGk49P3jrvvQUPxA559Zp1qcrbmTmR3CaZEXm3o/K87G7ZuhMBmbmG0/r2r4sm3HnP79tRkqoiKNtjcttK9UUXX7r34JEgGMQM3v954/533n3vUPJ9uS2FLhKZt0S26JVXmRkR/9u4VCDvPRPdctsdnTiVpgpykpgyGMytJF30yuvM/APKrcqr1HRjXbSlHo6SWbPnHm48fK9+4L8whppagFBn0FhkQLKnXMcfYC9EaJG37vzinHPPSzIji5ETxqWKbltksTJpXp1//oW7vt7bbyydejzsNP1FacIzCxYNdxKRmVQVoR9NCKJ0VCFk9sG774bcDzF7777fi+j/O82897fDiZC6jHV5TG6FzIciMW/+fCJExKBv/9t4WN2v0eHV193QiYXMu4P8rSmFKjNVtIV85fW3mJnJ/2Dx5CyPszw23SSvzh5uz5kz13rgQYvJ47BFQnCIDm0D3lvkul/Dqd+PQ7RNw0gHDhy57robzx7upKaQ6oR2cpwZU00OQYezO9F1N954cLzHp3FRf2U0Yf2mLUqZKDUir1JTSJ2nKk/NSKqqTpRefeVVB/q+9oDEAJ4IPXgkRAIi+L7bSQyhpZh3DsAjUegvR75Gwhq4aSwDIELYfHXTf3rOnOEokboSushMoU3ZUnk7KyZFYtrUaWONR4KgdJmoblyAajnv3NHmdUDM7JmBiLbv2pMXZaILWYwk0mR5maRK6CrOuyIzq1asYCLr6hPJbaKL0IInzkxelJ9+ugH9CUH/x/AnTBTaDn//X47v3yqj8krqUmbFpKH23LnPNcjfNXn6Iw4ZafKOCRl8UzdwtI7quATeBlBa8IERjppJ5Jqm6QPNvPd3w1ESq4GDnRQjwlSJNKkqBpaOKlJdhQadIq9SUyVSx4m8+657xjz5piZmCwjeM1LjcdyeNp5/MJpQA117zbVRqtpZnugiM4XIcmkGVZetdnzXzLtr4Nr6um4YAb0nxAG+0XvbNM5ZQByY0zQANoKzTJ6ZCFyDPGah8Vj3xp2zjXPee2Z47Y23OomMpZFFN5FKmTIxVVZNacey2x3ZsHmrC4YikbOOB43UAyMDMBICEHlmdsjz589vR0mSmVgaU00RysgsV+XkSJcqL3fu/tw1DZ04nhxnJgsAz8wUI6Mbt2xFYuvBIR+XG0ALFF5boNq6fuNDt/cT4JNNaqqsGElN1YqSefMWWGSmE64/uIrzjQeHGLxTdxI4M0JT1wE3Pj42FuoQQvcJhzzn2TmdSOju5EhqaarvwGS6yHSRKBNLk5pK6krlVZwZYUphqqzoRiKNYzH72TkNADM764Id5DyEljSn6QehCdb7t958O0lVR+ZpMRJnJjVlkplIF5HKZdGNE/n4Y081yNY6DDYzIYAPYKawn2oHiEiIA+kiQm8RnXd1g7z8k/V33DFj2dIlzOxdQ6ERIfgtn+1QRRWbKslyaUppqlgaoQpTjcZRctut0/qerMdQN4OI3vtj0WMiAkRAavq1RV67eVt3dEqSqVQV0lQdkWV5GSq/W0JdfuVVY7VDRBokso4jt6qoTDGSqmJYZLqq1m3aWFsPeEJlG+D+g9eItm7CEXNCuTVlrIo078aqmNSJZj3zbOMxNHY7PgMw+GNrhiueRFSIEADqxjVNHZ6Oaywz9xwsXrw0FTJVeVuEPm+lKipddONUmWo0K7qhE5XMKyG11IVQeZwZocvUVFGqhNQqL1/7w7t1A4xkbdOra2YC7507bT//MDSBGQ+O9S699LI4y0XeFaZMQ+MLXQhdRqropDqK07vuvOuLb/b/p7Kt70V6AQABmLmpm7FePwhzz8Ga1atnzLhTZHpSu/P+hx855wAcM9rGMrPzcNW11w2nKsnyNK8S003VoImZyEwUi0cffeJI7a33zGAHrSEI0Deuqa11gCGus33P15dddfWkKJF5lZlKFV1ZdAPoJ86KSa3OQw890jgYHDfMx5VbHfqeqiJSua7KDZs3Otdw6HR5AmLmACYLxYzHHsvx/VvTTVQhdBWb6uzh9qxn5iAdNWePuzgRwGBZYu73+4AIJ+4jHXLTYbADWMveMhExr1q/pSy7aRaa71UdqUMCWRVdofJIalmMClOpciSWSppSmiIzZaLy0HcyNV3dnTzUScop56xcvZYAmcG6BtETgDutcn8gmuBdY51/5+132lESZUVajsQql6aQyphqNJJ5aEE4cbh1/oUXLXh+4bf79veaJhTdkrPsPQMyIBJa7/oeauCdX+19fuHLv7nuxlTqdkd0MtNOs3ff/xCQmIGOVm+Cw4UvvTKxE0lTRtJEqtCmiqWOpFHV5DjLh9rR3ffcu2HrZz13dJCCc4jgrAOAoHg//vDjK6+4ajgRSV6leTfNcqGKRBeJKjqpNt0pIpFr1qy1QM65owUKx/NvlREqF7qMdaGK4rMdO8A5HszQOT4zE6JHBATPTMxkQ1vD4+pbaQapqbw7sdWeO/85IGYPJ1ycINi6EHDawdX39Ym+yMYO/H9GRNcwkfW479Dhy668ppOkSWZC0UhoOitUHqU6NVUny9upFipPhJamEnlXKKPKkVQXQgXc+EiU5bIYGYrEBRdfuvvLrxHAu9p612/6vjnt4v4wNAGcY+YG+d677pk43E51lahC5WVejojMyLybqDJSRWrKKFXDcTL5vHNvmXbbcy++tHz1J1t379n55Te7v/pq+65d6zeu/3jxx08/Peumm24qRya3k7STmkiXWd5tSxMr8/6HH42N94k8M7rQe4X520NHLvn1ZcPtODWVMJXOq0QXcWZiVYi8K3TRipOy27377ns/ePe9jZu3fP71tzv3fLFtx851n346b86cm6+7TggZCyl0IUw3kiYzpdSlULlQhciricOd226eCsTW+0GJAvNx5TZ0QpP5SEcaXXa3bt+N8N0cnT8mJAIkJD4Wahsb6znvT5i/NaXKR2Jpksy0ouTZuQt6Hk8CowDvmBmJ+7UlZkKyde1OmqdPWfcAACAASURBVAdCon6/z6HIGannafpt04ejJDVVOphg0JVFVxbdODOp7saqiHUeifSBhx65//6HhlqdNO8mmVFlNyRyk0GpVpnm3VSXE9vx9TfevO/wGDM7JCDm0/NEfiCaQMxN0zDDwSNjV1x+ZSvkP1XeEUrm3SyvZF4mKk9NFUkjTLcl1VCSTuwk7TTT1Wh17vndc8/PR6dIk0dCtqK4naSJNIkuY112VCGkSYtRacq3//COtY4ZnGuIkAFD75VXFr0kpI6zQurQNLDQ3VFhBt3VQ0q5FacT251Um9Hzzj/3wovz7miUqlYi2olMdJ4EIL6uUlOleTc4t6nK02IkFnLNqjVESIyIyHhCuY1VnuVdmXdD59GZd9/78COP3ffgw/c//Ohx+YFHH3vg4UcffvzJ+x9+5MHHHn/w0cfv+u3vXnnz3ZPUFahiRKg8eI9XX3fTfQ8+8tBDj5xo/d8/+NCDjz3xwKNP/u7BRx545PGHH338kcce2/nVNyf5LsE7AGDCum4a5Fmz5wx1oii0p1Z5VoyEKnmZV3FmpOnGmenI9Pe//+2Rvv324JErr7x6OErTvEp0kZoyEsqUI+HNoS2WyLuTOvHv7nugtj505LSn+yT/QDShtsDM3tfWu007v7jg4stakUyyIjZVFMIVush0IU2V5d1ElUqVWWBdpipPpAltO9tZEekqMV2hu8JUUpcBpC5VEaU6kXrxkmVhbBQgOusI0CIAOAs0bfrMia1YqiIxRSS1yquAbh8gqHQV60oWI1FWtIWKUpOoIlFlrKtYV1FeCVMKqTNVJFkuTKm7k1NlRGZ+1Y4eePypXu0IPIAlRnAn9G+DXy1VFeuyo/JOKtupnJSkw/HxuZ3IoU7STuTEdqeVpMNxevZwZ+qMe04kt7Euw2Sg1JTClG2h2kIOdZITrT8Ui0mdeFhkw0nWitOhVsfk+brtn5/oiwwRfiZyziPxy4tejkJLx6IrdBFLneoydK4Qqkh02YrTKRdcNGvuM/t7h5htU9cbt+7snnN+S2SJKlJTqrwSmVFFJfMyyUyWV4kuI11M6sTPzn6GAdFD77Tc/kA0oXEeEZmpHj+CxJ/t+vzqa68d6sRC5mHqVKLyWJk0L2VeJTqXQRp1EeDvqSpSlYssj5UJ3fGFKWVeybw7aLGtynaq00x98OFHfeuRkBmttSFjYa3zgHsPjV177XUT21FLGiG1yisVGn+qPMmMUCbLK2lKqYrMFJkpw2sZWqWrPM0HiZZEh8rbUmTFcLsz446ZPRd6bThm7tXWYsgieUYkDxdfeVVLZDKvlC6TU+dYFZHMhaliVUSpHo7FvQ882jjf9GsGcMiPPvH0L4dacZaHTX9KnIbnmZfSVGletqXKjN66excTNb0eMxMzIDkPznti9mGYaG2J3eq1a3V3SksaaUqpqkx3szyXeZmqkczkcaYnxfKym26f/9pVX+5fykRMDRPVfnz16uVZaASXV7HKk8woU0pTpnmVZrkqRtJipCXNUJy+9va7DsMgJMvMTV1zmJmG4Jw/ST+d0/RnoQnOeWZGZ71rALxF3v3tobvvumcoEgF+GALLqSpEZoTKE1MlpgyQ/eRo2DkxA7mSAeOqiliaROUy76Z5tx2nUmYfffwxEB/rABz8N0YMF/1q/5Ebb7q5HYk4M1Gmg2We5mGQZJlkgwsJXSahmCZcV5ciy0WWp7oUpkp0mebdSOW/akV3zZg55tAhD7YRkXfWDYZgAyE2vfriq65ppSpReSJNpotTY1PqopKmTFUuTamLqhPFM2beMxhEBr7v8PGnZk2KRGqqJMtPdX1lqtSUMkTaZC5UUVbdHbt3DwDZiOBDZeV3bnu/PkBUf7n38MUXXd6KRWqKWOVRWSUqEzJL8kpUebuTjXQvuu/hJxa8G2/7ZmGDnhlccwisQyQLtGDhK0OttjBlYqpUl1LnYQqMKkbCc07ybqzyvCzXb9jkAGxjQ6FlmDaEAODdnxcPe5r+mCYcA/oQeu9d09QBh/TmB0suvfyq4XacZCZVRUeoMIItljqRJgmwm+8P+FKlNF1VjITIVujn0E6yVKobb7jptVdeOzTeq49Oo7FNw8wH9u0LKVDnfK9uep6enf2MLLptmbWF6mR5GAkZsAriOwR1QB2XqS6FKlPTFaabZHmqy0iaia325HMvmD3/hcYTEDd17axjAj6WayXy3iJC3W8uvfraWBWp6Yqj1Yv/c5bBBDBVkFtVVK1Ocuc9v7eNDUCR2uMjjz811InTYiQ9aqD+zzkNM0p1JbJS6q5QRVFW23Z8HmaROmfDIEUEGEhx45nqg729V//m+laskkRmeR7llVA6yfLUnNdJ8+FOcvkVt8x79fFX1v37uh03Hmz2AxB4bxvrfY/IMcO4wwcfemRSqy1UkZWjg9atmRG6kLrM8m4iTZpXkZDnnnfets+/5MFwQCaCJiSxjx3Kp+kvRhMI0TU2mMohn0GIvmkOHBwbb/wbr71x9VVXS2WG43RYZMOpSlU5aMigS2lKqQccmypAC1oim9jutBMx5YKLbpx62+KlS8ctOGTrPBEROCb6frYTnUXvm8Y21gPxms3bf3f/A9XIaDsWrUhEqQqnwLELSZVLlUtVhF87umwJNRyn7SQ9Z8o5jz/62M7dexqPIYninB8fP8xMTEdhIcwhi1v3m4suv6qdyDjL4yzvyOKUOFZFS6hOVnSyIlJlS2QT2/Fd9z+KiIzeOWuRH3rokV9OGo5SHUl16uvnbZ23MxNJk5hqSEhdVFv3fO0BwLtBXJyQEYPFxEQHx/v3P/jwfwx3QhVelhcdnRuVR6o4uyMKXT143+w3Prlv3oqfvbkxrX0NxMyOwrhaGmcmJkCifWO9m2+8pZPIRJWJKmVeyYAny6s41boYCSfLUBz/5oabDxw6iHQUigPOOxcaBf5A+/nvhSYws/O+168BCQmd7TMBEzA4JgSEcetXr13/yGOPX33Nb6rRKZFULSGHYzGUiKFEDMViKBaT4mRSlAwnItXmvAsunHHHna+99ub2PV/2IUwzIGa21qJ3TATe1f2612++38WTCIMO8UgN8vbdu194YeEtN9987vkXZCYfjqLhJB1OxHAiwouhWAzHopWkmS7Ou/Di6dPvWLTolV1ffBmQGOQseRdG74W2kvVAJ5B3NlQZ7d9/4Iqrr82U0XmZd0eLU+RydLIuqnxkcjE6pRydYooq0/ndv72PKTSyA4v0+KOPyVQW1Ug1OvlU1zdVV4+M6u5IUVXlyGRdjpx7wQUbtmwl5iAVhMCI1rq6bpx1xO6FhS9N7MhYj6S6K1QeZzqMz53YTi6/8sY3//D6h1uvmb3izNc+/fcjdhwBrB0HP3CVkXCQ2mIAol1f7b34oktbkciK0YDTSItuEqCguoqzPFK5LEcndZL77rm357DvLAJ47wg8eO/+fH3ITtNxaULIQCIxDMbgEg6Gh/jQgxGILaJFdshffvn1B0tXvvHOewteWDT7mTlPPj37qdmzZz0759m581559fX3P/xw87btY7VFYnSOvWckAEdE4J33nnCAlOKj+c+QAg0zrAbbETyCBwALVAN/ceDwqnWfvvP+B8+9sOiZufOfmjX7qVmzZ81+9tl581948ZXX//DOlo2b9h883Le+cQDEDnxj62N13uEqvboXPmBjPQI45xx4Jtq656stOz7fuvPzTTt2bdux/ZT4s53bt2z/bNvOHVu2f7Ztx2ef7dqxYf2new/uD6MYGmuBeO/+g+vWb9qyY/eGbTtOdf3N2z7btH37ji8+3/X57s927Nq0fefqT9YyMxKD94iI4InIWRv8mqVLl0qtO5kepF51LnQ3ahdlNeWZua8v37LgzY35U0vOXPjJ//r80NbwbBAAnGf2SGCd964OcChmtp5WrV5bVqORzBJdiMwkejAFOxZKlZNjXQpTtVMdxclTs54dtwBITd1DgKauT3u3f2maUNfNwGoNqBwPgOgBA4AfEJ13g1I+RHI2/LsHdB4CewjvD2UogMFS8h7BM7imqe1RtEBT1ziovx+0vAHvwgB6CPOOm4bAo3feOe+9B3SAHilEYLwH67wH8AA+1K4yD8pxmInQOt+vg71NtXXOOfwucoNI1DiLDqxzHjwj1sCEBIgOiRn+BCby3/1E19Q9Ggzp8c7ZARaSQj3Aqa2MANZ7QA/ONrUd9JoH7wEAwHvnrENEh2SRN2ze2J1yQUdkUZplRS6MGUpkkuq77/7dxh1bV3424+V1Zz3y8Vnzl//8s2/eAnK9xocvGNExeyJyHgCb0EcKnWWixsE773+QSBVLrYoRERqhqELoIitHI6mFKmRmElW0OvE7733QOGjquun3+c/Yzeg0nYAmMCMjMhI6H0ZIhX2GAP7Y1h9kHXwoxgkFojQo5QvDTnEwMYiZmQGpcdAAWiQAx8xN0xwFABESeW99U4dsAQ4G0tKxQl/8Po5ocH78UZ1qMOZpMFvs2PyEQYvmgGQKhXhIFCbfoUOC8AGRgH3TOADrEByz/29K9v6YmQmx7ttw3RCO8tYRImIYtI3eOkZydR/AnvL6SIDADExgrQszEL2z7mhAPgA/gXj3V1/fcO1Vv4wiZSYrNTLUSdqyuHna799bsnjXgeWvrZ30zOKfP7X053OXn7Vyx8OANQOSa4AQPRA1HCIMUBMTMwCxbSyDR4QDfffo07PbiYxlPkDCqCJMBkvzKs1MnldJMdJJlTH5+nXrmBkJwtCZ/1938d8fTfjv33Ka/prIOe/QMxI5z0iHnLvl9nt/eXarE+vhWBfnnnfXbx9ZuWrjnr0bl2y+8PnlP5697GfPLj9j9uKfrNxxAzMQoEVmcgzI5Mgjs2P0TA0iOQSHDGhtSKHZhpF+e9fMX0WpMoU0RcjMpabMTJmaPM2LzJSJLoYSWU254LPPvyB26DwzhIMmpCoYicmzB6bDzFwDWBzUpVjkelCt4pkaILbIQEBE6MMfLDE6BAp55u83GwJkRGZPYAd2ChIQIFHdBFvdMhLRILRBhEyOEcLnDT3zmAgxDFUiZsdQh0MzPG2EY4ZV0EnYhCbcMBaeFZNn8OHGEJvG26BOGu+QbJj7AkAO2fqBdmkseqgZLLPDUJnp+4weCZpBQR0w9RmDNRmCTQhH9WTg03L7N0fATEw0dnis7w+99NrL51108cWX/fqmGXcuXPTWru3bv9m7ftmWac+v+dnjS3/x2LIzn1p51hNL/mXxtrz2ODA3nHdQOwzW7GDSxNFfkYnQ9xDAIiB5Btx/4Nsrr7m2nah2qtpZ3kpNlGqhTSzzTlIlQupiNFamLbKrr77+QM8ieeeOIPadc0SeaAzBETWEhMSEvcF0Xz8oWgIkgh57ZGyYHTMyeaaGqeYwUhQHMzG8rwEbhz5M8URi68OfQvQTmIKpT0z10ZotYCIGJHbMfNSlCkYlNlB7tBDCcTj4GxMx9h248B+/Y2YPjUdLDpg8hiPG+/ARAGgg7EffHEJ8AdPCSEz90OCB2TMNhuChc8zIDAzI1DAdbhCIkD0yeA5jehg8HB6MATnKp+X2b4waB8yA/hATHdh3cNP6HZs2bNq2+9DuLw9s+2bNuxunzl/+T08t/sUzy38ye/k/PbX8zMeX/uTV9f/2zZFdTGMWw05yQMFhAWaLrgmRDA4JISZoHHno2T4zYOOYaP22nUU5Weo8UXmkyjgrEqUjpSNdpHqklRSR1InRE9vJjJn37hsE5zwTMA7abgABIDm0TKFLmQ8eELENvyK5EGAjZgYMWI4gC86HrJf7bqq3DwPkmI6GYRiQPbBHRAIkIgJyQIMWng49cajZ4sENhf/ljzISejxWLkaDuZPgoQFCIHTQDMTbI4Nl6iNSg4xYE4PDQU04MRPViDUdq2EhYvTke8zfOwjQWyQgYiYH1KCtgZGQB31i2HlqkMebvkOA79T/d3Rabv/GqPZI2Geigz27Zu22LZv3bNj6wcfr7nttTbxg5f/15If/OGvZT55ddcYzK86cteSM+St//Pyqf9k7tiJYpA16F5SeA6aGmB0yELBHhjHGhhhrCw4aCI24EJ0bc9D0gb7Ys2fj+k8+Xb9m85ZNmzd/tnH9tk/XbdywccOq9avXb1z7yZpVW7Zt+nTzxjVr1/b64+yB/SC6FgQAaaA6QoSwBh8GOFoMF/JAzgEBAfNAMpk53EYAhDCN8TFJ8OiQHXhmy9Qw9IPR65BxYJMj4xFGy94zD+q0iRySDRkMonqgCckxeaIayQ9uFRtGYj8WDjIgct/JeX9gLCCBb4hqZg4eB3tAHA9mCzFbZMQx9oi+BiKL5JCJeoyHGdAhc+guRoiDmvDwGJChz+Q5RGjCOI7gHfxnOi23f2vke+D812Ofv7Zm4sJV0fPL/23ush89vuRns1b+/MnFZy1Y/ePnV/1o7vIznl320ycWn/XU0p9s/fYlBqRm3MM4EgOhQ8segm3pbR+JHZJDtggeHaG1CH0gAiQPjXfWNYwekRpEhx4ImHzY7oxkQ5csj662jRvvuzqAwGnQsgc4bEekIGN4VM066DkYJ2qYCBAJEIk9jCP64OQN4qPomZGREJxD7PnmO8+Zav7O6GWL3EDjwSKOHzOPAT1ScEQHoU04+uajDIMRsN+FQ4NF4PhoN4Jj3YeYAcg6f7RZElnCPvs+e2CwSOSQg+Z3iEjAaPFoLSh4F0QagYiQ8RCis8gewrS0hgEBayZy4IgduDEmz2iRqPmj/kSn5fZvjTyM1f69jf/68Ec/eWz5WY9+fMacVWc8s/LMWYt/9OzyM59d+bMnFv/kyWVnzF7684Ur/3HZzhlAYIHYA1mPQeOx63kPBIzA0JADD4cHgSKP1PSYGcn3e+NEnqgh58gBeY/UABIAegeIfQ89C+TQ9uuGiXxjmajpH2FAV4drjgWxRN/nQUm/PxrLwe+MW7BAzFAz9ZiI0DGND8QlqFEiBscemV2wojk4mR6ZvXPjg4wChgwFEJKHugFqoEFyxyR84Lv6Hvved34BEvtwMzX7/vePjKNjwoEZiNEhOURi9nCIw22AxyDZHhAbFwTSI3tEAAtEVFskJmAP7McBySEz7SMHIQLXDysAsh8feLMemagBqsEeC8Uhuv+SJjwtt39jNG7dsm2/fuL9s2av+MkzK86cu+KMuUt++sLKHz26/GdzV/1s3pL/tWDVWU+v/MVjH5+5ZPMURmI4eNjRvrrvYF9jQ3DSB5V1uLen7w/33WFmB03DHgh7h5pDHqztHXTOARJjnxkb9LXbNVbvONLs7Lm9IZY1AGkQuMb27J5x++3BscON+8raL73/vEE7MCmJkKxD++3YzsOOiIHJMvPB+suD9ZdMFMxY9tjU22vX77m9483Wvj80Vn/dt181aAfOsIcjza4jdnzMHnRu/5Hm6yPNt4CHmJqBj0qO/JFx+2XPHvTuMHtkGmfA8fGdiIesR2I4JqVER/p2z7jdM9Z82bd7GMfYI3sIFdoN+PDCwsH9va37ept79tvBEYAeyA6y3wRHbP3t+Bcejrijwx4P1l8d6H/JDEzokJGg8fvHmi9cODW9I2YLhw/0Pmcm9gfZQ99+Peb29f3eujns/YGe/eZA73OgQYjLNwf6fqzn9n+fT8vt3xit2X3X7I9/8vTyM+avPGve0jPmrz7rqRVnPfrRjxes+NH8VT9+asVZT68886klZ727MT/svPPAHg42Y29u+JcPNxdEffZBi7lvxja98en/mbf6n9/a8EsL+xmwBlqx84bnVv/vz/cvZo9I0HjLgF8eXPHqp+25q386b80/LFj14zfW/fOmL+/vuR4BMo2hd+N2/J31k59fc+Yzy/7PgjU/fm7NT+au/tdv9s1zLoxBHrNAn+977f11v1i1awaTA+92HVj++rp/f3vjL78ZWx+UzK7D29/+9OwXVv30+bX/e8Env1i49v9Z+MkZL3/67wCHgg482Ox/f1P84tp/fP6THy1c+/Pn1vzTy2t+tu3bFwECrJoP28Of7rlv3pqfv7bujE1fPGWBEHv7+tvf/fTsP2y5hpGIDhHVFvnr8Z1Ltt/0wuqfP7PyzGdW/ez5NT9d+tnU/f1vAIlpoPaP2MMrP/vNok9+PO+Tf5uz5v9+YdWPlm359aH6m4HTizUz14Crd1z9/rp//GZ8OxKxhwbqtzdGb21o9/0Yh5MCcOMXD73+6b9u+HoRU80eauCPtxZvfzrpQP8rZt7X2/bmhn+eveofFqw56+W1v5i7+qcvrP2nDzf8yqJnag7XX7y9ofP0yjMXrv3n7/Npuf1rJSSmehDApIYJHPodX786f9WPZy0+89kVZ8xZddYzy382d9UZ81acMX/FmfNW/GzeirNmLf/5rOVnvr72nw/01h/VQrR/fOUji3+yeNsF6JEBLQJ72P7Nk08v/vn81T9+evE/7N7/BnsArF/6tLNg5U/BfxHCv4zYc3vnrxmes/KM5duvX7P7zmWfXfLY4n9Y8Mk/OWTGPtP/296VP7dxXOm/aiUMwEOH5St2peIk3k3KZZe3kpST2LG962zFjp34ir3xJoplZ2vtWLIkXgDBQxStO6JOkiAwOEmAN0CA4E0QIDGYq/sd+0MPKHtrnZ/1g7q6CoVBV8+8Lrye7n7f9z0DiS2zOBBv6035xhd/fWvupVuzv4rNv2bYOeVOTCYDJkonvhhtyW8NMVGxcjWc9PdnHtqoTzIqIC1vm0t3F165M/fiucyxzqj/5tzzt+denix9RAyIdSbaqOdDE76B9JEbcy/cnHvt2uy/ReZ/uWeV1F7XAZsBL+eeCkbbT0UDV6e+x4xIvLR94XTkSLr0PhMCSUZiELfnXzgVaR2b/WV6+US29MeepHZ64nDNmnORGWyWaIG8Nfvzs5FDo7NPxxZejy389tLU0S8iLZvVm0QWe6fHkpEGM21DyTYHXQa0ZH3HanTFtJGZh1SYF5BQ4J35F7qjLVvGHBMJBMSdQf3Q0NR3AMlF3mtkIjM/jxbeGE7/U0es9fbsqzdmXpss/1WgYJaGU4rM/WJs8fU7C/8xuvDypaz/9Nihv421PPDb+7SoEw5EQyokAMnVamo4eTAY1UL60b5EW0j39ehaKO7rjbeE463huK871hJMHB2MH1iuJV0EZsGAjLC4OXg6Esiu/LfqRyAwYHLp3XD88Ojim10RLb70NiM1RLU/Fbg2/T3c36dRZW59qEfX0oUPHGSBIMCJF36eyP9BIBmOgk9Y5erd0+OB8fz7DIIluMgV23KBmMhBFsgAzq2Zn/XFjzTc5cWN4cH4wau571bMvASLkUgAoiddxCz/Pv3oxfSTEuoMaHtHPsgsp9eDvTFfZuUzIpuEZJSMkiVa0iBykAhldSh14ObcT4ennhpKttcaOSJnsvw/3VGtsD3sgI0CmaFiFvoT/qvTz4GUTI4jxOzqJ5GFZw3btAHUfnLHiHwZabs19yvTcZHYAYrMvBqOt6/VMyoKbQtCwqqRGUge1POvMUqWFkvc3hvpi/n0xb+QOhInywFrOPPQcLpdWQQkV3bHg7o2kX9XZahlJAuo4sir049czj4iwXTAQgKWQAJsEAKIZJ1ZpMqhnoh2deYn12dffuC392lxkBEbCvHDSLvW7s2Zx09HAj26Fk76wnFfr+7ri/vCCV9Ib+mJa33xlm5dC0a1ha0LoAg+pNjO7vjie93RwGptjImYFQJRXp9++qvs46u7iT699UL2UWZ328h1Rv1j+XcUN0ht8JIrwVPjgTuzPylsX9usXnPcWcMGRoslMnsh08ny8Y7oY2P5D1Z2hpart0pbl+pOEYmJbAEOIjlgX84+fC6tLawHzycfvpR9bNNYZEAmgyUwWkzkgEUCTHctlPBdyD2vArqmJGYXiRn3ooUPOyL+2OJbK7Vba7Xby+sDrtwilkhCrUg3du92RI7Mr5/Ul945E/HPr55i5rtzLw4mtD17lZEYHJZQMdI9UW1o8vBKpau4cXurHmuIbduxWCKjRQJskNnlT05OBPLrZ5lcIMEsTHdjw8g5ok4CgFTFmfW+L8aP3lp4fX7zQnH7enHnup7/fSjmW9zsAzSBGEmsG/O9ui+y+BISobCReHLlzJejgcWNM8ygztsJqbyX64pqd+ZeZgkkXCaJRIg2gU1SIHFs6f3Ocf+NuZ8KlAwPcBf3bUGygBCJwREob87+7GzUH0q2h5Ot4aQvFPP1xdv6E1pI9/XEta64Fkoe6R7XUssnBDRIABMBbKmj1K+m/mUoedgSW0yEJBnJFmuDqZbrs88BOFeyP+jQW3bMXGErfHa8Pbf6hTpfUeu0tT39Uu7pvqivIxbojfq6o4FLue9v1ZNS1G1glJaDfG3mZ38bbRlKtHZF/CdjgcH4gdJWvzKBiUjAdmOuV/cFdW1gzNeV0FZ300w2oFA3cpowciazsH2pa0KbKLyHxCylQHCQbUmMcmT2hS8jgcvx9nAs0BHxD6Yend8ekW6dQTKCBZQpf9ox4a/UostbFz8fbxlb+IWLfDH76OWpJxTAUCA7LrhQuT3/andMC0XbOmP+joj/3OTji9sjROgqRjI0xvJvhGKBnZ2kQLaAmAiwos7GmASiyVIwyXjxo88iLWHd1xMJnIwE+lMHT40Fgvrhmpn1Mn1LZ3Ej3DV+KFf+mBjUxufO4m97476qMeVKEgguEAMubPScigamVz9V6ywpLENKywWW4IAzmv+wY/zo2PxLAiS5VZYPzpPv2yIREEECM6ZLvz07ETgT9w/EDgbjWlDXQvHW/oQWivmCMS2caAsmHj0T9UcWXgO0WbkBK6SB7YiNnkT7yPT3Gb2YBUtcq411xvzx4nssMbb0/qloYKr8ebL4Zkhv39hLK0gTEjNatqAt29lp6OXdZGln5HLuqTOjh8rbF9kLySLg3pXcd69Otuw2btR206XqxPpuhqVAkM0oi7W4GQ7GtEjhj2P5d74Ya88UXzcbFjXpHzYo7WnJ/haiFgAACXhJREFUzInSp72RlsXNflLoCxLMgEgS9s6lW85PPbVau1uojK7UxgqVmwJs9cJ3pTQk3Zz96UDioBSVhrPdldCGp46Wd+O9Sd+duReZmXFXyeoigWFJ011a2blZrEb1pd99MdaSLr1LKCxpAzEIuJT9zuDkMaaGgjoRmYXK3aqZZVQ5dhTsqX575geD8fbCVv9yLb5cvVuo3DifPjwy/YSLQCxM6SJxNP9Gd1QrV0ZVuBuAhidbz0/6GCWiZKoREQlIFT84EwmsV6948CiU6jQeBWRLf+gc808svmZKDzEmwH7gt/dpAWkzuYQ0u9EXjGndCX9Qbx+MHwgmtKCuhZO+3qQvpPv7EkfDcV8o5rs89VxD2Cp8jwpsQ8RIq9W7pyOB5NKb3suWiCVmVv52Ztxf2AozUmH7YndMuzb1o+szP7g42aKgdoyEaG9X4yPTT6SX/8wSWBqMdGvuX8O6b6OeZzJJWjZw1VoJ6tqN2RdVHNJFtoEVah/RUfTDSP6N7glt05iygIZSj3VO+Be2LjBIluhIJDJRgSAJ/z79TG/8yJpRAEV9JA+ju1XP9Om+0cU3iVkIZCRvP6woFkguwuWpxy9mH1dY38u5J7uiWiT/m46oP1M+wQwkEdCqOY2bsz+eWHyFAUmAQLm0+WXXaFt+rYMEEBpEhoRKKO4bzj4jwFII6um1rs4xf6b8qYsswQYkB8hwzaH0w9ezT3joYsBtY6VP99+ZeValKQbpkCuv5J4OJwM1exWRkGDHWgrFfDfm/p2RgKSHYSR5OfvDkO53kZkcAGAClqYNPFH43UDs4Hj+LQYEdEwHiJlRPPDb+7QguUS4Vs/0621ndX93tC0c8/cmff3J1pDeEkr4unQtFD/aF28Jx3yXJo9t7M2qrGKKR8IsEJCJcuVPzk60qYWrRFdBmW7Nv9oz0bpdn3QR6mbpcupYKOYPx9vvzD3PCK4kJgLC1dq1L8cDfalHp1dP5lZOZ0pv90e1O9M/aghTZU4SCEtbQ53j/pGZp9PLH0ULb8WKf5pdO6kCoUKCEjy5Nv3D/sRB6ayxxMLWpc6Yfyij7TY2mSpEBEIymUgIYFyYDAxnAqbYVuEWRzjMgsiZWTvbG/WN5J6dWv44UXwvU3o7vxk0JTle5MapGdPhaNv12eeRiAEzy3/pntC+yhwJ6S3L1etqQBkdS1YHEoHuCW2m/NeF9c+mVz7pSDzSl2pdq+fVkp6IDLdyLn1gKHEgWfrzzMrpdOndgWTrYPLgpjHPROrswAaxups8G/WPzLyAis0KWNwKd0W1qeU/OWADsQCbCf4+/UTnmD9W+E129ct08eO7s0+Gxh6e3+gSyBJsVyAQmu5WOHX42vT3XFQ54m0V9E4W/3w24j+X8Y/mjyfyH04U/hArnshvXqnW7z7w2/u1IG0Z2eGYr1vXOiJtPTEtqGtnI+09E1pnxN8VC5yZ8HdFDwVj2lD82NTGDZYSCEzpAoG3sSQiduOFV3v0YxUjJZAFOAzAZF+Z/uevpg7Zbt2UkpFi8y91JVq6E1qq/LkE25YOEwkgyzZGpn98LnOwO6r1pnzBiUPXZp7ZNmY8OhsgSzNT/jiUOtyXauuLtw2kD/ZGA3cWXmlSFIDIYWlcnnzkQu5ZRgLcZbSiC7/ujB6LFY8zEqPlIis+wI45P5B56PrMq4zEVBdgEpFKZBMtftKlB86lfYPpg+Gkvyfamlp63fF4gmSBWK4M9cb8mfKnQMhkb+ylzmUeHkgcOj91rGYvKZKdenVH8m8OpI/06FpH4lhQ14YnHy7vDDOgJfdYIiE1pJNY+uhcuuVM1B+MayH9sfNTR/ObF5n2yINBm0y0sh3qix+eWjnJZLBEFzlZPB7UW7Z3r7CULIGYJYqptfCl7NHemC+c9PXFA+fSfr34MZGNHngLGa3Nqt6la+nlv6gNMAMyioawb+V+fD6pDWaO9aX8Q5kDA8n2vnFtdvOr+Y2BB357n5Y9QcvV0ezy8XTp/fTyiVTxr6ni8cnyf02W/5QqHU+VPs2UT2RK/5ldPlGs3N399lS0jlt0nXVEV/3FiRDREGLdFWuISptCuu6GbRccZ0XK2te5+8QgYde0i3tGbq8+Z9nLEvaIm2oESIxkuqsNp7TXWKwZ83uNxYazYskdAQ2VP4lZANRdt+I6VQQPbChF3bZLtr0C0m7iHx1iBGm47pYQNUTPHEW+A3RcuWM5yw17sW7N1e35uj0vhVIjQmIgFlIYrrMj3G1SHDrcc0XZtotCbHsPvA8Thr2GU6wZuaoxWWtkvm3catZsrZHdNXMNpyjB8K6S0s0CBNN1d1xnB2RDKfsQWa5Tc+wKgtm80kxBLnfq5nzVyOxZWVuUEO17B/tqkMWu625JsUf7+g0MgIbjbjTsQsOebzhzRmPetAuOuyahRmQ+8Nv7tQAy2ChMBEksmSyPyEZI7DIrEgkwNhhtlt+aGJfIJrJVdu+mWogC3EpvUY3EjEw2sfAAsewJRBIzMSDaEuqAFpL7TUoZKMCwakYsiZvEG9pvpeimDpHjiX55BNQ6k6novl5XRMySyCSyFcH43nUiJAICgaqyQCb6umSkerfbHg7Zs9FFdNRYecRXbzJSyV/pH+cTVr8qdq7Hy2Um3p8f4RtGMTNLIsej4DeHXn0iogBSCm0eUdEDijfbkENkKibD10V+PA02j4xkIwlv/B/w5u/bQuipNDRZ45KYUSApHJPi0O4zRsH69o6o+S8RxK7nKk36uCfM9432DrMkaib4/DonhnnfLYkks2TVYXMuUAlciAjBW6jzPQdWumKE3hSDHhv266RX5n0fU3QiZmZ2mYVC9u8/iQL/37POa4nKJT23/9o7lrzJCJuzjFf/QWK1fdupaZFyeWXa/22K3zCTVft7tASlu9i0gXk/bEtNZvz+XMme8FOz5/1HbY6/suuB396npUk3dx1pO0IISQAEAlAiIgmQjnRt4aXZBCAE+P+rxGYFkHK/IgpEB9FBcEEKkALBRbBRIiqquFTyc1IIEAKEQCFACAlSIACC1wyUJMU3bioRBJFE6b0fFQCLCL1fm9dBoro1SIFeM0AAkAhCpSgFRIGo+le3AyGFkK73DOrmAkEAyHv2eqKgSrIQEKRAJAASAkGqPh0ARwrn28ZNuiaAhWgjOiCFEKhU0O7Zvj+woJQxPTO955fNrxIRCFBIaUlpSemoh1Q/KTOV5pr6qvI8eVahg2ABmAANIaWqAALA/V9wha7KjF9ivgAAAABJRU5ErkJggg==)
Fensterbausatz „Master S" mit Pollenschutzgewebe
Der
stabile Bausatz zur einfachen Selbstmontage kann individuell gekürzt werden und
ist im aufgebauten Zustand bis zu 100 x 120 cm groß.
Durch
die schraublose Befestigung am Fensterrahmen ist der Bausatz auch für
Mietwohnungen optimal geeignet. Durch die schmalen Profile ist ein
Abstand von 11 mm zwischen Fensterrahmen und Rollo ausreichend um
den Rahmen optimal anbringen zu können.
Für
besondere Stabilität und Verwindungssteifheit sorgt die Schraub-/Eckverbindung.
Das hochwertige und langlebige Fiberglasgewebe in anthrazit sorgt für optimale
Durchsicht und zudem garantieren die stabilen Aluminiumprofile eine sehr hohe
Witterungsbeständigkeit.
Bitte
beachten Sie dass der Rahmen eine umlaufende Auflagefläche von ca. 12 mm am
Fensterrahmen benötigt!
Ihre Vorteile im Überblick:
- Pollen-Abwehr
- Luftdurchlässig
- geringe Einbautiefe von ca. 11 mm
- stabile TORX-Schrauben
- bis zu einer Größe von 150 x 160 cm
- Bausatz zur einfachen Selbstmontage
- schraublose Befestigung am Fensterrahmen
- individuell kürzbar
- Schnittkantenüberlappung
- mit bewährter & patentierter Schraub-/Eckverbindung
- umlaufende Bürstendichtung
- sehr hohe Witterungsbeständigkeit
- geprüfte Montageanleitung
- Montagevideo verfügbar
- zuverlässiger Schutz vor Pollen und Insekten
- Befestigung des Gewebes mit Kederleisten, einfaches Eindrücken genügt.
Reduzieren Sie die Belastung in Ihren Wohnräumen!
„Die Versuche in der Pollenkammer ergaben, dass die Anzahl
luftgetragener, allergierelevanter Pollen durch die Benutzung des
Pollenschutzgewebes merklich reduziert wurde und zwar in den
Größenordnungen von im Mittel 88,8 % bei Birkenpollen und bis
zu 97,1 % bei Erlenpollen. Die Werte für die restlichen Pollenarten
lagen dazwischen.“
(Quelle: Stiftung Deutscher Polleninformationsdienst Charité –Universitätsmedizin Berlin)
geeignet bei:
- mindestens 11 mm Abstand von
Fenster zu Verdunklungsrollo
- bündiger Auflagefläche außen
am Fenster (Rahmen muss an allen 4 Fensterseiten mit mindestens 12 mm
aufliegen können)
- Fenster ohne
Wetterschenkel
Profilbreite: ca. 3,5 cm
Bitte beachten Sie, dass sich die Farbe lediglich auf den Rahmen bezieht. Das Gewebe selbst bleibt anthrazit.
Ich biete Versandrabatt an. (Ausgenommen sind Artikel mit Überlänge).