10月の消費は若干の増にとどまり、前月の低下を踏まえれば、停滞という見方になろう。これは、公共事業の剥落をはじめとする建設投資の落ち込みによるもので、緩やかな輸出増では埋め切れなかったためだ。輸出と景気の連関は周知のことだが、建設投資も同様の関係にある。緊縮財政と超低金利が久しく、かつての経験は忘れ去られても、メカニズムは生きている。もっとも、需要が成長を動かしているなんて、認められない不都合な事実ではあろうが。
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10月の家計調査は、項目により区々であるが、消費水準指数(除く住居等)が前月比+0.3という結果であった。また、商業動態の小売業は前月比0であり、CPIの財が前月比-0.1だから、実質ではわずかにプラスということになろう。これらを踏まえれば、10月の消費活動指数や消費総合指数は若干の増になると考えられる。両者はともに、前月が-0.4であったので、物足りない内容だ。7-9月期の前期比が-0.6ないし-0.5と大きく下がったにもかかわらず、このペースでは、10-12月期も、プラスになることさえ微妙なところだ。
消費は所得次第で、所得は追加的需要によるので、日銀の実質輸出を眺めると、10月までの4か月は、均せばほぼ横ばいで、4-6月期までの増加ペースが鈍っている。また、建設投資を全産業指数で見ると、7-9月期が前期比で-2.9も落ちたのに、鉱工業生産の建設財は、10月が+0.4、11,12月の予測は+0.2、+3,0で、2四半期連続の低下は避けがたい情勢にある。これは、4-6月期から7-9月期にかけての、公共の急増と急減、企業設備の急伸と一服、住宅の一進一退によるものだ。
因果関係を推定するには、段差があった場合の変化が参考になる。建設投資が増加した時に消費が増え、減る時も同傾向となれば、因果を予想すべきだろう。理屈としても、建設投資は所得を増やし、所得は消費に結びつくわけだから、ごく自然なものである。これを敷衍するなら、公共事業に限らず、財政支出の増減によって、ある程度、消費を調節できると考えてもおかしくあるまい。財政支出が他の需要をクラウディングアウトする状況にはないから、なおさらだ。
停滞状況は、好調とされる雇用にも見られる。労働力調査における男性の雇用者数は、6,7月に急増したまでは良かったが、その後は一進一退である。着実な増加を続けて来た女性も9,10月には陰りが見られる。男性の非労働力人口は低下傾向にあって、25~34歳、35~44歳の層でも就業率は着実に上がって来てはいるものの、男性の完全失業率は2.9%から下がらなくなっている。10月の新規求人倍率こそ、2.36倍となって最高を更新したが、これは5月以来のことである。
(図)
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qBFFtYem+uv5snX6zVXp+R6B+zj4Yv/AAn4A1iVNPm0rSdR1O41HQPDsqCE6XYsFENuE4EQO1pPL4Efm7cDbgbVG4Uknutxw1rSl0PNf2cfCsXwe17wZpnjD4V+FvDHjvxNZXJHiXSZYbrU7m5Ci4u47x1t02ck4KTTK2wAkHaDtyrlfJsObtJcx9I6p4mm0qG7nm0PUGtbZWkedGt9pRQSWAMobGBnGAfbtWJZL/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAH9u3v8A0Lmp/wDfy1/+PUAH9u3v/Quan/38tf8A49QAf27e/wDQuan/AN/LX/49QAf27e/9C5qf/fy1/wDj1AB/bt7/ANC5qf8A38tf/j1AB/bt7/0Lmp/9/LX/AOPUAJ/bt9n/AJF3U/8Av5a//HqWisJ7HC+Ov2g9F+HesWmma1pGrwXdzGJY0RIH+UsVBJEpA5Br0cPgamJTlDodFOg6kbo7sa7ekZ/4RzU/+/lr/wDHq88wD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gA/t29/wChc1P/AL+Wv/x6gA/t29/6FzU/+/lr/wDHqAD+3b3/AKFzU/8Av5a//HqAD+3b3/oXNT/7+Wv/AMeoAP7dvf8AoXNT/wC/lr/8eoAP7dvf+hc1P/v5a/8Ax6gCKXxNNbGE3Oh6hbRSTRwea725VS7qi52yk4yw6A0Ab9ABQAUAFABQAUAFAGJpnhDSdH8Qa1rdnamHVNZMP26fzHbzvKTZH8pJVcKSPlAz3yaSVlYm3vXOK8Vfs4+APGumHT9U0m8+zHWm8RZsdXvbOQagRjzxJDMjAjqADtB5ABqIxUVH+7sU3dyX81r/ACNrw38JdB8KpGlrc+Ib2NGmby9Y8S6lqSv5iqjBxc3EgdcKMK2QpLFQCzE6StKNmtCYLlfMiv4H+CfhD4d6gLzQrC8ikjiMFtHeard3kNlESCYrWKeV0tkO1RshVFwqjGFAFc7ceW4Nc0ry3Ok8a/8AIm67/wBeE/8A6LapKNqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBMZqdGI+JP2wdQMvxbt1RsG006FBg5wd7vkjsfmH5V+g5FG2FnI93CL92fa8LrLCjqQysoII6EV8C1ZtHiPclpCCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAxfFn/ILh/6/wCy/wDSqKgDaoAKACgAoAKACgAoATNIQd6S2AOKe7DYKNEw3Mbxr/yJ2u/9eFx/6LamM2qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAG4pbaiPg39qGf7b8avEIySLaK3Qeg/dRkj83P41+j5JpgU+9z38MrUUfcHhi4+1+G9KnPBktInwPdAa/PqqtVl6s8Oe7NSsSApjCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDF8Wf8guH/r/sv/SqKgDaoAKACgAoAKACgAoA53Q/Hnh/xLr+vaJpeqQX+qaDJFFqdvASfsskib0RzjG4qM4ByMjOMipb9xT6E3XNynPz/HjwLD4b1DXo9cF/pljqTaPLJptrPeSPeqdrQRRRIzzOCcYjVuQR2OFfRSW0titeZwe63N7wX4+0P4g6D/bGhXb3NkJHgfz7eW2mhlQ4eOWGVVkjdTwVdQR3FU1y+93EvefJ1Oe8DfHrwT8R9e/sfQdTuZ75oHuYPtWl3dpFeQo4R5bWWaJEuY1YqC8LOvzKc4YE0oNrn7BL3XyHV+Nf+RO13/rwuP8A0W1IZtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANHQ0utgR8CfF8nUfiL8SLvP+pnWHIPHEsa49c/J/P2r9Ey9+zw9GHdM92lK0Io+1vhlN9o+HXheXJIfS7VgT7wqa+ExGlaXqzxqvxM6euZmYUwCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDF8Wf8guH/AK/7L/0qioA2qACgAoAKACgAoAQ8jFJgeEfC3wppFt8XfjRoEGnW8OjeTpFt9hjQLF5bWjhlwOxyc+uTnrUSXNSsTB8tRyPHpHtfCcljr93cW+j+FfDvxgvZ9SuZNsdvZ27Wc0EbueAiLJLECTwoIJwBmnQdqVH0f6jfxV/Pl/Q9H+Duu2XiHT/ipLputWTReMdf1C58MFblD/aEMdlbRST2yk/vIxKjnemVIIbODkxWUvqlOMfiW/3sikv9qnJ7afkcV+z74s0jxfqv7PWh6FqEGoax4Q8LXVv4ktbVw0ulSC2t4DBdAcxO0yHCOAW8piAQua9GtJTlOcXpoZwg6doy31Ppnxpb6z/wjWut9vsfsv2Sc+V9iffs2Nxu87GccZ24zzjtXIdBqfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAIbXxDgn+1NM/wDBbJ/8kUeQktbnwjrssmq3HxOvX/ePJfBtwBA/4+iTjk4AA6ZPGOa/TMJC1Ki+1z0K1RU8TQh3ufX3whXXLr4W+FZIdR0+OL+zYERXsHZgFjCgEiYAnj0H0FfBY2PLiZrzOasrVGdgLXxDn/kKaZ/4LZP/AI/XnoxF+yeIf+gppn/gtk/+SKYB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQAfZPEP/AEFNM/8ABbJ/8kUAH2TxD/0FNM/8Fsn/AMkUAH2TxD/0FNM/8Fsn/wAkUAH2TxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAB9k8Q/wDQU0z/AMFsn/yRQBleIYNZSztTdX9jNB9vs9yQ2Txsf9JjxhjMwHOD0PAI4zkAHX0AFABQAUAFABSAKYDTU20DzD9Ka7iDHPWjdAtAxQBj+Nf+RO13/rwuP/RbUxm1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBFNIIoZHPRVJP5VO7RUVqkfn74egOp+CPGV4PuNI8jMAcYBBH0yT3/pX6xpRpxiZ4tt5lQXa59gfs7z/afgx4Xb0t2Tn/AGXZf6V+d5lpip/10OrEfxGejd68xnMhaYwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAxfFn/ILh/6/7L/0qioA2qACgAoAKACgAoAKAG0eQuguMmgOglAB1o8gMfxr/wAidrv/AF4XH/otqBm1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBi+Mbv7D4T1q4zt8mymkBzjkIx69quMeacV5mlP4kz4v+HhS0+CfitHhLy3wlMTngKsceW57nhcD3PPHP3+Y1XGpTSPVpZf8AWMRPEfy2PpP9l6bzvgf4dy25l+0KfbFxJgflivks2VsXL5fkcOKVqrPVT3ryjjQ6gYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAYviz/kFw/wDX/Zf+lUVAG1QAUAFABQAUAFACE4FJgeWJ+0Z4Nls/Hd7Bc3VzYeD44ZL68ihzFP5iF0Fs2f32cBcj5SxABJBxN/3amJP32ilp37QV3qsmpWNr8L/Gb+JNO+zyXXh15NKju4redZDFcb3vxA0ZMTqQspcMMFBya0krK4lf/I6D4NfF22+M/hi61200DWPD9rBfT6eI9YNqWmaFykjxtbzzIyBwyhg3JU4yMEqWkUwWsmkVvhl8Y5vijKtxZeBvEml+H5Vla18QajJp4tLoJIUBRIruScBsEqWiUEDJxkZF8LYP47HYeNf+RO13/rwn/wDRbUFG1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxPxovjp3wo8VzKcN/Z8yAj1ZSo/nXThlerFHRh1zVUfKPguAn4VeUeUnt7tgF68l0I/8dFfV5g+bERXax+gYKjy0Kk/5j339ku4ab4NWCHGIrm4QY9N5b+ZNePnKtin6I+Fxn8Vns9eEcAUxhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBi+LP+QXD/wBf9l/6VRUAbVABQAUAFABQAUAIaTA+Vvip8N9f1+H4/wBvpejX/wDpUWh3Gmx28JjF99lRZHhhJAVifL2EA9WAOM1CfKovsRy3uVPFWs+KfE938YviB4K8O+I7aW48HWOg6MupaJdWV5NfCW7Z2S2mjWUrF9piJbZtJDYJCk1tKClTcb/F+hu611TVvhvf5nvnhvQ9L+G3g7w74H021vlht9NNnZiytJHRVhjAO6baY42OQV81l3HOM4OJr/vL9jnoLks2eJ/Abw4fDPinwbpPgeH4g2Gg6bp81p4ltvHa36ouyJVtlhE4+ymXzAxZrH90QGJJBQ1qpKSZUtWk9z3fxp4etf8AhGtdufNvvM+yTybf7Qn2Z2Mfub9uM/w4xjjGOKyKNT/hE7H/AJ76n/4Nbr/45QAf8InY/wDPfU//AAa3X/xygA/4ROx/576n/wCDW6/+OUAH/CJ2P/PfU/8Awa3X/wAcoAP+ETsf+e+p/wDg1uv/AI5QAf8ACJ2P/PfU/wDwa3X/AMcoAP8AhE7H/nvqf/g1uv8A45QAf8InY/8APfU//Brdf/HKAD/hE7H/AJ76n/4Nbr/45QAf8InY/wDPfU//AAa3X/xygA/4ROx/576n/wCDW6/+OUAH/CJ2P/PfU/8Awa3X/wAcoAP+ETsf+e+p/wDg1uv/AI5QAf8ACJ2P/PfU/wDwa3X/AMcoAP8AhE7H/nvqf/g1uv8A45QAf8InY/8APfU//Brdf/HKAD/hE7H/AJ76n/4Nbr/45QAf8InY/wDPfU//AAa3X/xygA/4ROx/576n/wCDW6/+OUAH/CJ2P/PfU/8Awa3X/wAcoAP+ETsf+e+p/wDg1uv/AI5QAf8ACJ2P/PfU/wDwa3X/AMcoAP8AhE7H/nvqf/g1uv8A45QAf8InY/8APfU//Brdf/HKAD/hE7H/AJ76n/4Nbr/45QAf8InY/wDPfU//AAa3X/xygA/4ROx/576n/wCDW6/+OUAH/CJ2P/PfU/8Awa3X/wAcoAP+ETsf+e+p/wDg1uv/AI5QAf8ACJ2P/PfU/wDwa3X/AMcoAP8AhE7H/nvqf/g1uv8A45QAf8InY/8APfU//Brdf/HKAD/hE7H/AJ76n/4Nbr/45QAf8InY/wDPfU//AAa3X/xygA/4ROx/576n/wCDW6/+OUAH/CJ2P/PfU/8Awa3X/wAcoAP+ETsf+e+p/wDg1uv/AI5QAf8ACJ2P/PfU/wDwa3X/AMco3FsJ/wAInZZ4m1P/AMGt1/8AHKV76DSsL/widj/z31P/AMGt1/8AHKYB/wAInY/899T/APBrdf8AxygA/wCETsf+e+p/+DW6/wDjlAB/widj/wA99T/8Gt1/8coA80/aK0u00P4Q6/PHNel2RIgJ9QnlQ7nUcqzkHrxkdcV35brjIQOzCR5qh5L8PdC+1fDFrjkfZ7aIAk8AyMeff/69etmE+TE/NH6Cqyo4elR/mv8Agdp+yJpVtq/wyu2llvFaLU5YyIL2aFf9XG33UcA/e64/lWOdf7x8kfBY7+Iz3A+E7LH+v1P/AMGt1/8AHK8A88X/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygDK8QeHrWxs7WeOW+aRL+zwJr+eVT/pMQ5VnIPXuD2PUUAdfQAUAFABQAUAFABQA3HNJ6oFoB6/WnrsSrXuL1FK1ihAM0IRj+Nf+RO13/rwuP8A0W1MZtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeU+PvjdD4K+JvhjwmbJZxqpTz7hpCDCJHMceBjn5gSeen1r1cPgZVsPOuuh1QouUeY9UBryjkersOoGFABQAUAeIfteXfkfCKWLPzTXkK4HoDk/yFevlEE8bCXa56GB/ioqfDHQfK+B0xdR+8jhPTGRGEP8AMNWWYzc8RfzPosTV/wBspU+kV+ZS/YukK+AdctmIDxaqzFO4zFGMn67a9LPY2qwl3R89jv4h9C9q+a6nnDqYBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACZoAWgAoAKACgAoAKACgAoAKAMXxZ/wAguH/r/sv/AEqioA2qACgAoAKACgApAFMBv4UxLQM5qelgWruFG4wB9qL3dhdLsx/Gv/Ina7/14XH/AKLamM2qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoATrzS6WAO9LZAIDk07K10LUO/tQ9hjqYBQAUAFABQAlK4Hwl8fNWv8AWPjB4i1yy+e30G4trcP2jZcAZ9vMD+nWv0jLYqGDhTf2kz3aK5aaj3PuLS76PU9NtbyE5huIklQ/7LAEfzr88qQ5JuPY8Sas2W++ay1I0A9qNQ0G9MmnfoF9NDmtH8f6brWv3WkRCSO8tywcS7QCVOCBhiSe/ToK76uBq0qSrNaM4KeMhOfs9jxf9tS9EfhDRLYEbnvMsD6bTj9RXoZNCTr866XPpMvaUm+p6n4c0UWXwjhsQp3HT2OOpyylvx615dd89Zyfc1rVXLGc67nlX7HLiMeN7UZIiv4yGPfPmD/2Wvbzl80KT8n+hz41axZ9Ijqa+Y6HnC0wCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGHge1G4WctDj9E+JNjq/iO60raYCrlYJXIAlI4P05zj1x+Fauk4x5u572IyitQw0cQ1fv5HY/jWNzwHYOlUGrDNIPIMflQHQdQMKACgAoAxfFn/ILh/6/7L/0qioA2qACgAoAKACgAoAQ8D/Ck3YD551j9pHXtF034tX2oeHbbS/+EWTTxpVlczZmmkukHl/aSpKqTIyDYhOBn5iTgLWcY23ZHMlJ82yOc8c/tD+Ovhdd6x4W8R6z4Lh8SRvo0tr4ifTZ7XS4ba8nmjnee3kvC2YVtZmz9oUMME7cGnG0pxpL5ms4eype2ezPbfAvi6a6+HJ8Q6p4q8P+MoPLkul1jwvam2sZYQMjYDc3GSMHLCUg+gqasvZQuRTTqSseb/CP40eOPEOtfD2fxQNAk0Px/o8+raXDpVnPBcaayJFMkE0jzSLOWilJLqkQDRkbTuGOqVNU3KD3VjOM1VXNHY9r8a/8idrv/Xhcf+i2rA1NqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAE7c0twMjxV4ksvB/h2/1nUJPLtLOJpZDnk46KPUk4AHckVrRoyr1FBdS4R5nY+U/h/wDGrxXofjmy8UeKZLhPCfieeWKMSyEw24VgoaME/KEJAJwMqGPJGa+0xOX0KlB0KHxw3PTnRi4cq3R9grhgCDwR2r4fbc8hrUfQMKACgAoAKTAr3t1HY2c9xK22KGNpHb0UAkn9KuEeZpLqNbnx34M8P/8ACW/Ar4peILoeXfandG7GWGSIGE5x9S7gn619xVqOjjKNJbJfmj1pT5asY9j6H/Z/1v8At74O+GLjPzR2otTzk5iYxf8AslfL5lS9nipxOCuuWpY7XWdYtdB0+S9vHKW8ZAZgpYjJAHAGepFcVGjOtP2dPc8+vWhQg51NhdH1e213T4ryzZnt5M7WZSpODjoQD2orUZ0Z+zqbjoVoVoKdPYy/HviqDwT4R1TWZyALWBnVT/E3RR+eK6MHh3iq8aa6lyajot2fEfwmvb2/+JNnJf3Ulm3iF5PKvHJwZ9x2HPu42jByNwPOMH9HxVSlRoNJX5d15G+Py2FfDWp6Sidx+0HLrOo33hrRdXKy34vRbjaQ28fLtJA6kiQehwRkZNeDgfq851KlDZE5HGvCMlX3Pr1bONbAWoXEYj8vHtjFfGc15XLcm587PnD9k2fyPGvxJs2I3fao3Cj/AGZJgSPzH6V7+Y+9haE/U78dtE+mK+dPLFoGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAmaAOW+IfiL/AIRzw3cSo225m/cw467j1P4DJ/CtaUHJ2ietlmGWKrxUvhWrPCv7JurS1s72ZGt7W5YrDc88Mpxk45Az+OASM4xX1cMLTrUvZR+OO5jiOKKmGzLlmr0JaHrvgb4g/af+JXrbrbalFhQ8hAEw7c9M8jp16ivmatJxbR6ePy5P/acJrB/gd/uUjORj1rls1ofONPY888YfEl4bltN8Pxm9vxnfIib1THXAH3iK3jA+owOUKcfbYp8sfM3/AAT4xt/FunbxiK8j4mgB5U+v0NRONtjzMxwM8FUtvF7M6aszyhaACgAoAxfFn/ILh/6/7L/0qioA2qACgAoAKACgAoAKGB4T47+AWp+Mx8X4ze2MCeLYdObS3cM/kT2kYKtMu0Db5ioflJJAPQ1lrCKtuhRS53zbMyk+FPxG1Pxrf/ETV9D8BXPivytPtLPQri7uLuziitjcsZo71rZHgnZ7psOLeQKqlfmLFhu3GNmt2VKbqQVKWyOs8AfDTX9ETxKus2+muvjK/udS1iC11KSWPTWe2hgWG2DW6+ereUSzsIjlidpzgZ1IqVGNJ/Z/Eim37V1PQ5f4Q/Bfxx4e1j4eQ+Kn0CLRPh/pE+laXNpF3PPPqZdI4VnmSSGNbcrFFyivKC0hO4BRnolU9o5TkrNkKmqdorY9Z8aeGNH/AOEb127/ALJsftf2SeX7R9mTfv2Md27Gc55z61iamp/whfh7/oA6Z/4Bx/4UAH/CF+Hv+gDpn/gHH/hQAf8ACF+Hv+gDpn/gHH/hQAf8IX4e/wCgDpn/AIBx/wCFAB/whfh7/oA6Z/4Bx/4UAIfBfh7/AKAOmf8AgHH/AIVKbeqFotxP+EL8P/8AQB0zH/XnH/hS5l9rQbF/4Qzw8f8AmA6Z/wCAcf8AhT0buhPsH/CF+Hv+gDpn/gHH/hVDF/4Qvw9/0AdM/wDAOP8AwoAP+EL8Pf8AQB0z/wAA4/8ACgA/4Qvw9/0AdM/8A4/8KAD/AIQvw9/0AdM/8A4/8KAD/hC/D3/QB0z/AMA4/wDCgA/4Qvw9/wBAHTP/AADj/wAKAD/hC/D3/QB0z/wDj/woAP8AhC/D3/QB0z/wDj/woAT/AIQvw9/0AdM/8A4/8KWiDcP+EL8P/wDQB0z/AMA4/wDCgNAPgvw//wBAHTP/AADj/wAKLAtQ/wCEL8P/APQB0z/wDj/wo6C0E/4Qvw9/0AtM/wDAOP8AwoXmNti/8IX4fP8AzAdM/wDAOP8Awo0Fr1F/4Qvw9/0AdM/8A4/8KYw/4Qvw9/0AdM/8A4/8KAD/AIQvw9/0AdM/8A4/8KAD/hC/D3/QB0z/AMA4/wDCgBP+EL8Pf9ALTP8AwDj/AMKNgvZnzx8bbCz8f/EnRPhr4bsLSz2yLc6pd2tuqGNcZ2kgfwoS2DwWZB1FfUZdBYShLGT+R6VKPsoe1Z3Xj3wH4E8Q+Drrwraw2OmXkEQS1u0twpilThcuBkjjDEnkE85ry8Ljp0cT7Zu99zlp13GpdnLfs8+K/D+o+G7zQPE2mabHruhOYZHmt42eeIEgHOMsykFTjP8ACckk1HEMqOA/26XwP5nVPDSrTXsup1mteItDjuALDw3pKwDq9zZJlueoAxgfWvxetxJmeOqNZXhm4LdvQ61gaNDTE1LM1dL1zwfcxj7X4esLV8dVs43U/QgZrswPGtBydHMIunNdNWRVyyfxUZcyM/XNa0GQNFpPhvT8jJ857GMnA6lVCnP+eK8/FcU47M5ujklJyt12/M2jgKWFSljJ2XYzLXV0srKaRvCOmapDAC8twLSNfLXH8WE4AwTnHQH0r7ngmvVzahKhmMuWtB6/M+ezuU8JUTw8eaLMrwn8UNF8TS3aWXhDSNYNuQJFsrQAoexPyNkHsRxweTX6jXySFKzdS3qfOTxmMw1pVKW5z/xV8dxQeD9dii8L6RprPC1v/wAegE0W8hMg4GGG7OcAjGccV14TKKMakZOfN1Ly7Ma+KxsaMoWRR+HPhUxfDS3haIOlxB5kz7QQPNyVBBHPBA59K8vH4u+NTX2T6SqpOs2iX9mXxH4a0/wvqmk+ItOtXvLO8dkmmtVlypUfJnBOdysf889ua4CtiZxrUtUzLMsbSw0l7R2uei6T4WHxI1c3kWnW+iaHESqi2gVHl9eQBk8cnkDoMnNc/tKWUwtHWoz49Qq5vNuekESaFpWn+DvFkmia7ptneWl0261vbm3RzzwASR0PTHY+xzWeKjHMKH1mn8S3R0YRVMvrfV56xex5r+1LqumtdaX4U8PWNlBdXMoWc2sKoWOQAhKgHGce3UHkcb5NCNCFTEVHZJH3dLL21CvPTsYnxN+HdxbfDWx1DTbZmXw+yAzqOdp2hiR/vbWPGBg5r4vh/iSvmeb16Dhei9Ez1lCnTjG8rSe6K+t6xa+PfG3wnKWVnFFcXETTwwQrHHITNH5mVAxn5Sp9cdhwPpsvhXwv1xThypWsY1KdOnGUoM+uf+EK8P7f+QFpmf8Arzj/AMK+f0bbPn76nzl8BdFspfjl8QdOvrG3uYlaSRUuYlcBhN1AII53Hp2r6TF3eX0WvM78ZqoH0f8A8IV4e/6AOmf+Acf+FfNHnh/whfh7/oA6Z/4Bx/4UwD/hC/D3/QB0z/wDj/woAP8AhC/D3/QB0z/wDj/woAP+EL8Pf9AHTP8AwDj/AMKAD/hC/D3/AEAdM/8AAOP/AAoAP+EL8Pf9AHTP/AOP/CgA/wCEL8Pf9AHTP/AOP/CgA/4Qvw9/0AdM/wDAOP8AwoAP+EL8Pf8AQB0z/wAA4/8ACgA/4Qvw9/0AdM/8A4/8KAD/AIQvw9/0AdM/8A4/8KAD/hC/D3/QB0z/AMA4/wDCgA/4Qvw9/wBAHTP/AADj/wAKAD/hC/D3/QB0z/wDj/woAP8AhC/D3/QB0z/wDj/woAP+EL8Pf9AHTP8AwDj/AMKAE/4Qvw+P+YDpn/gHH/hQLoJ/whfh4/8AMC0z/wAA4/8AClcYv/CF+H/+gDpn/gHH/hTF6B/whXh7/oA6Z/4Bx/4Uw1D/AIQvw/8A9AHTP/AOP/CkPQP+EL8PH/mA6Z/4Bx/4UC2F/wCEL8Pf9AHTP/AOP/CgYf8ACF+Hv+gDpn/gHH/hQAf8IX4e/wCgDpn/AIBx/wCFAB/whfh7/oA6Z/4Bx/4UAH/CF+Hv+gDpn/gHH/hQAf8ACF+Hv+gDpn/gHH/hQAf8IX4e/wCgDpn/AIBx/wCFAB/whfh7/oA6Z/4Bx/4UAH/CF+Hv+gDpn/gHH/hQAf8ACF+Hv+gDpn/gHH/hQAn/AAhfh/Gf7B0z/wAA4/8AClewtxP+EL8P/wDQB0z/AMA4/wDCmrg7bC/8IX4f/wCgDpn/AIBx/wCFK2tx9LIT/hC/D3/QB0zH/XnH/hRd3Fa0bAPBfh8/8wHTP/AOP/Cq2C9tEB8GeHlHOhaYPrZx/wCFJahZvWxzmvXXgbQEcTabpMlwM/uIrSNnJ9DgcfjWig29T1sNlmJxPwQ07j/D8ngjxIi/ZtM0oTkZa3ks4w49sY5x6jihwaZOKy/FYV+/HTucX4j0mz8S+PIdG0eytrKCI7JZLWBU56uxIAzgDAz3yO9d1Beyg5yR68ObL8vdRfFPY9Hv/h3oN5pclomm2tszJsW4igUSKex3YyTnB9+9Y0cXUpVfaxep8PiMLTr03Bo8t0rTNKtb+Tw54itDbXiSFIL+AiPAOTliSAR0IJBPOOMCvoMVh3iaf1qg7rqjnyjP8TlVT6nN6eZoX/wd1G3mEeny2l3azsN0ssSiSMc85IJ7DkHuOMV89zQtaSP0mnnGCrfvqsLSR2lp4O8LeE9KjXUorKbLYa4v0RtzYPA3DjgHAHpUxU6ztBHzOPzaVaXPVlZdDj/HPh7SdPeDXdFbT5oAQZLFgjxuPVU5BGPQcdeOa6IUajdpRZ7GW5nQx0PqmJlfszpfC1z4M8UQxhNI0qC9IG62ktYwwPfGVG4e4rlnTnHWxwYvLq2Eemse6Om/4Q3w8BzoWl/+Acf+FYNNnlWK8XhrwtPcy28WkaS80QBeNbWMlQc4yMex/Km4yWrRcqM4pTktCx/whfh7/oA6Z/4Bx/4UtjL1MzxB4X0fTrO1uLTSbG1nS/s9ssNsiMM3MQOCBkcEigZ19ABQAUAFABQAUAFADc4otfUPMM880ra3EAHNPpqHkgGOMVL11D1Mfxr/AMidrv8A14XH/otqoZtUAFABQAUAFAFe7u4bG3eaeRY4kGWdjgCuLFYulg6bq1nZI0hTdSXLFann2q6/qni0XEWkrJBYQgs03KtJjPGeo+nX1xX4rmedZpxA5RyxONKO772PpqGGoYNKVfWT6HTeBdTbU/Dtu7vvljzG5Jycg8Z/DFfoPCOPlj8rh7X41dP7zx8xoqliGlsdD3r7Xbc8zcdTGFABQAUAFABQAUAFACA1N0tAPJ/ix+0Nofwr1ix0ya3fUr2Zla4igkANtESPmbjliOQvGcZJAwT7OEyyrjIuUdjqpYd1Fc9SW5jaBZt6+UV3h88Y65zXh1qkKCbqyskc6i2+VK7OT1f4gIJvsmjwnULo8BlGUB/r/L3r8zzLjKm5vDZXH2k/wPbo5ZJLnxD5UVV8Y61ohH9taWxhP/LaHt9eSM/iK82HE2b5Y1/aeHfK+v8Awxu8Bhq/+61Nex0+ieI7LXome0l3Fcb0YYZfqK/QcpzzB5xF+weq6HjYjC1cK7VDWr6I5AoAKACgDzf40/F6y+E/hwznbc6xcgpZWZPLt/ebHIRc8nvwOpr08BgZYqp/d6nTRpe1d+x5x8LvCeo+ANEvtb1nMnjjxM5kYEfvLeJjuOR2ZmOSBjkAdVNdWY4hV2qNH4IjxNVJWWyOg0jxNotsk+m3Wjfb3Rm3XiSg7iDgYIwQvHYn15zXzuf18Pw/gfrVapq9lbU8bLsTPH13Qpx0XU8r8XfDeXxP4ziu/Dt22ja3cEKAHKxtxxlsg5wAD1yABgk1vwhmOLzHLpYnNIWp/ZT1PXx2Y08JiYYOkubuyW8n8f8AwsLf8Jh4dfWtIT72q6a/KD+8SARgc/eVfqMg19MsHl+K/wB1ai+1jq9nTrq8Xqdx4V8W6f49tE/sm8i1jBDPZygR3sQAxgqTuIGeqll9818nmnD1GpL/AGqkmu5h/tGFfuOxR8Y/EXRPA8H2TWb8vdJjboulgPNnt5hztQ8/xEtjoK9DLciUYqNGCjBf18xxo1cQ+ebucD/wjXi74i3kMniJbzwv4SuXEi2MeRLKgbjggbiOxYAdCFwa9N4vLcnrOnRt7Vne7U6emtjodY0u1/Zt+JGg+JdCMkngnWIhaXa7y+w45JJyc8CQA85DqMCvSp1Xm9CVOo/fjqv6/AwjFYuPK1qZ/wC0L401nxbpOlWYfydN1a9AtoQBhwnAPfODIuSOOmOlTlVJUpTnLeJ7lXCYTCUlGGs1uz1PTdE8S6bo0en2Okxy6Zcxp8x27mUAbedw24xkcdT+FfNzlzScpb3OGjDBVKTlUlaZ4f4QsWsPin4s0b7JPcPM63ISEYZfmBx908ETEDpzgnOMV9rLFzhgoVInHUyrDZsoe3nZRPoq2n8e3NglvaWEGm26RhEJChsAYHfGf+Agewr4qo4SbnN6nrUsPlGFspy5vRFfVPh14g1ixNzrGsiV4I2kSJIzJyByBjHJwBwM+ma2o4lJ8sOpjVzDAUfep0LtHz78PdLm+IHxcur1UMkOnEQQA8jecqCfb77E9uK34oxH9nZcsLRd6lTb9S54t4uKqzXKu3Y+wG8KWU3hSfQZk8y0uLd7eYd3Dghj+OTXyuUYWGWUoQp7rX9TwKlZ1KrqM+Lvg7ot9pX7QOgeHb8ln0m9uYwAMD5EdsjPYlcj2P0r9Yxs6UsBOtD7SR6lZxdC8T7tPevziyWp4O258v8Awqk+xftXeM7YnLSrPg47bkb/AA/Kvqqi5sohLs/1O6u+aMGfUOea+VRwdRaYwoAKACgAoAKACgAoAaGB7igdh1AgoAQkDqaBNpbhQMWgAoAKAG5wPQimTq9TzjxX8TZ7bVP7P0OD7dLEd07KpcYB5UY/U9unXp0wpXR9VhMpi6XtsU+VPY2/CnxC03xOqxbvsl6OttKec99p/iH+SBWc6TR5+LyyrhFeOse6OjutRtrFN9xcRQp6yOFH61ios8yFKdTSKbG6dqVtq1stxaTJPE2QHQ5BqrWJrUZUnaSsy5/FUmfQWgYUAFABQAUAFABQAmR6igV0GRQPcWgDL8Qa1F4f0m4vpsFYVLBSwXceygnuelbUKDxFVRicuJxEcNSc5HH6f8atGuYybqKe0fOAu3eCPXIr2auS1ov3Xc8elnNOavZk9j8ZPD90XEzXNljGDNDnd9Nhb9cVhPKcTHSNn8zsWYQiuepFr5MvaN8S9H13V10+zMzSNkrI6bUYAZ7nP6VnXy3EUKfPUVgo5jRq1PZo63pXmHqdbo8f+I3iG68UayuhaOJJ1hJ80QniRxzg/wC7jv3+gr0MPTjvJ2PrcLFZXhXjasbyeyKPhG88L6NL9l1/SpbTUF+9LeKZFJ/3cDb7cfjXp1cuqSXtMM1JHx9Xi+vVm6dZumiPxbN4e1u9jtvDWmzT6ixBEtoDHGMf7OOcdzxjrmnSy+cF7TFSUUXR4wq0pqlSXtEdl8LfCN34fW+udTtXhvpWCqzur5TrwVJ5J659BXkYmVP4acro9PG5lPMpLmhyqOx6Bn8K4L6XZ5q7HMa78O9D8Q3M1zd20hupFA85JmBHGBgZwPyr0qGYYjDrlhLTseXiMtw2Jl7SUdThtT8F+K/C8ot/D99dXdi4J2hwvl89ME4/EAV71HGYLErnxUEpfmeDWweNwsuXDSvFmi/wivdWAl1nX57mXrtUEqv03f4CuVZtTo3VGmkjplk9SvZ1aly8vwV0MWnlF7gzYx5wfBz64xiuaWcVua+ljpjk1KCum7+py3iX4P32mIbjSpTfxLyY3wsq47g9G/T2zW1PFYfE+7UXK+59Fhs1x+Wq1/aQ7HK2d54g8Q4trebUb9VwDGkjlVB6ZOSAOO9dTwFGl71Sdkdb4soL/dcNeXc7r4Y+D9W0LxEbjUdOlhQxMElEiFVP+0Acnjpj8R6efjPq3s/3Ers4qmb47MGoV4csT1kH/wCvXhdNQ0MjxZ/yC4P+v+y/9KoqYzaoAKACgAoAKACgAoAbjmlfQOlgxSV7aiDOO9O93YGuwUbahuc/8QLyOw8CeI7iXIji064diBk4ETE1dOHtZqMS4xcnY8k1L9svwXaMy2tjq18R0dIURD+LOD+le/SySvUdm0jsjhJy6nrHgDxvYfETwpZa9p6yR21yGHlzAB0ZWKspwSOCD09q8fE4eWFqOlLoctSDpyszozxXLvYy6jqYwoA4Pxux1nxBpWiqflLeZKPb/wDUG/Svx7iqbzTM6GVQfqfR5elRw9TEy36EXizUGhWLw5oke2XbmUQ8bVAzt/Eck/zya/UcHgqGFw6w9ONlY8GdWdSXO9WyD4U6gBJeWbH7wEqj36N/Na+Uyqk8vzKvQekZW5f1PRxT9rRhPqtz0fGa+6PJK95ewaday3N3PHbW8Sl5JZWCqgHUkngCqjBzdlqOMW3Zbnk2i/tN+FvEPxEh8L2RkkhnYww6m2Fhll7IvfBPAJxk9OCCfWqZZiKdJ1pLRHW8NKNPnluewdsV47OE4b4qfFvRvhLpNteaos1xJcy+XDa2wUyPjlmAJHABGT6ketehhMFVxkmodDpp0XVJ3+KWjXGl2t5psh1IXUSyxLECMhuQG44POCOoPUV+d59xNQySrLDcrlVXTU9DD5ZVr6y92Pcv+HvGtprbmCVTZ3oJBglPJ+hxz/OsMm4swuaSVGqvZ1OzJxWAqYfWL5o9zo81930vE8oQ8DPQUOVldiSvueT/ABp+PGnfDfSnt7ErqHiC4BS1tk5VG6bnPoCeg5JGOOSO3KqMcxqScZe7HdndSw0m7y0Pn1/g9rGr+Ddd1zWILq/8SXsbXhlaNmMW07yOBjcQCD2HAGMHOb4wUc1p5dgqd6eqb2PajCEVzOVvLueufAm4uPij4C077bq0mNPRbOS2U/NhAFUknqSoByRnnn3+G4o4TxWZZlKdeu1R0tGxEsXSwmlOHvdz1yf+yfAultIsSp2VRzJK3pk/5FenluS4PKoKnh4WPFr4mtiZc05HN6p4u12TSZtRkitdG0qOMyPd3RGFT1JbqD7LznjORXvLDRxElDlvcypxlJ2T1PNPhl8X7LW/El7NYmQpbSASlkCCaNiRuUDkDIyAQD0yBk18VxDksOFa1PM6MbRfxL12PehCpXh9Xqu8nsfR0E6XMKSxMHjYBlYdwa+soV4Ymmpwd0z56UHCTUtz5m/aF+J3ivSfinpWleFLqdX0u0+23FtE3yTHJZlkXI3AIi4HX5zjnFfb5ZgsNUw0p1+ux6FClGUby2PZ/hR8UtN+KvheLU7MiK7jAS8sywLQSeh9VOMg9x75A8HG4Kpg6nJPboclaj7KVuhX+L3xZ0z4V+Hzc3MyvqE4K2lopBeQ9zjso9Tx0HesKGCrY18tLTzLoUXUleS0R4L8NtO17x342Pj3xLaDUb8L5mn2E+QkSqMq6pkcAZKjuSWwSQT14nOsLhZvKMPP9518zvxUJ0KHNTVonX6xr1z4m1KSQTYeX/WyqCAidNqjr04x37nkmoxWKw/D2Flj8dK1tkfGSVXNqiw+FWnVmjpui30EEF3Z6I19aRtyuMeZjOScctz6A+nQYr8TwlDF8aY7+0sz0op+7E/ScBg8DlVB4aNS03uzrI/jAtlMkWp6Jc2PHPqMYxwwX3+nvmv2KOHjTglDRIzlkKqr2lGopG0nxU8M3MJ8y8ZARgpJA/8AhikoST0OJ5LjYS0j+KPCPib4F8F+Kb43vha1vNF1lTvFzp6bIW55Yx5BzjPK7evOa9/C5jUw6tWfMj2MNlNaGuIkkjT+HPwM1Dw68dzYaXHb333hqepANMueu1SDs6nooODgk1GLzKpX0btHsXUrZdQVpS535HZav4X8UWFgralcR39nbqSHVsvHnrnIBP5noDxzX4/xrSqxoRzDDv3qf6lUcRl2Kk6cI8rkcl4i8E33xC8JajZLbT/Y4nLxsGyqS44YDqT0zgZwSM819rw5nEalCnj27J/8MeRiKH9nVPZ05X5jxrwfrWo+K/HHg3Q9eRmt/DIeIqMF9qMzYPIHGEUeyg5NfZ55mWHynK62ZU9VK2w40Pa3V9ZH18PiSiKHXSroWwAy+MAen+c1/Pr46l8Swz5e+pn/AGTf3edXPC9U16y8OftQaJrsZeLTdUhZJgyncGKupBGefm2HjPb0r9byviDC5nkdSvFtcm+hM8FVhD2S3PbJdZ1jxlK0Wlq1hpwPz3LcE+vP9B+dfilfMs44lqOhgV7Ol/N3N40MPgVfEe9LseWfF/4m6p4B0ptI0jW5NS1LUM20HlruZSeCynk5GQAQepGM4NfonCXDea4bEueLxHPSjurbkuphsT7yp8rO0/Z8+Ecvw58Oq2oRhNTm+eUZB2sQM8gkcAAfgT3r38dUnmGOdaqvdh8P6nm4muprljsevj8600PNPOv+FL6YPjAnj5LiRLsQsj2oQbGk2eWJAe3yZBHckHIwQfTePn9W+qvY6Pavk5T0XPtXly0RzJ3Plfw032D9snV8/Iswfgn726Jf65P4V9VSfPkkV2/zPXqRX1bn7H1QOvSvl9jyN9RQKQB3pJjFqgCgDjfHvjw+C1s9lvHdPOWyjSFSAMcjAPrj8q9bAYB45y1skePjsf8AU2uWN7nTafex6jZw3MTK8cqh1ZDlTn0NebUg6U3Fno0a0a8FJbMy/F3iq38KaVJdTYeU/LDDnBdu30HrRTpuUj18Dgp4yryx0XVnkMvxI1vVAyz60mnx5+ZIYTvI68YB6dPvD+te7Ty2c7e7odmKzTIsum6ajzzXqVPDHjq+8OarJcCaXUIJDmZJXOX7BsknB6DP4HtVYrLpUElJ6G+EzHBZ/SdOnDkmtjpI/jPqb6qJW05BpueYkBaQKByQ3AJzz0H9a6Y5TQlQ5o1NT84xGJxuGxzoTpvQ27r42aaiQm3srmZm5dX2oUHPvz2/P14rwJYRxnZu5+g4LKK2Ipe0qNQXmcL408W6n4xRZJLVrfTYm3IojJAPTJcjnr2x24r2MFVoYPdXkcWK4Vq4upyrEWR6N8LfF8Wt6VHp0u2K8tECbFGA6DgEDtjgH3+uK8zG0lzurT2Z5n1TEYCX1fELVde51ur63ZaFZvc3s6QRL3Y8n2A7158YSm7HZQw9TETUKauzhIvjRbzvIsWkXcuGIXYQSRngn0J9K6HQcD6D+wna0qqQifFq8mmlSPw5dSMFBCKSWH1+XikqMejLnklKMbyrr+vmc94n+K+qapbtYwWTaS7fJKd5aT02j5QVP4Z5Fd1LAyumhQoZfl8XXrVVO2yKuhfCfV9btVkudmlxYJRZUzI3uQMEfifwr11jsLgVywXM+p+eZpWzHPajnKXJBbIqeNPCut6JGLjU1guotwQXsZAY5BwG6EnjOSCeOuBV0lgsdpT92R04PPMxya0a3vwIvD7+E7gB9Zm1EXJGXJwYye2CPm6Y61zVsrrxl+7sz01xy2/g5fkbel6g/gyR9X0KWXUvDkkvlzJIhVkYAeoHPIww4PQ84NeVVw86b5KmjPp8JjsNxJS5bpTWzPTrXxpo1zp0d7/aEEcLf89JApB9CD0PtXB7OVzxKmX4inUdPkd0Zx+KPhtbpoDfds+YI2KZ9M4odNo63k2N5ebk/I0rfxtoVyVWPVbVmbgAyAH8vwodORySy7FQ+KDOK+JvjplezsdEviLktvkmglARRggKW6ZPXqOg9a9zLcNTac6690+czHDZg5Rp4aDuylYfGmS10kQ3FgZr+NQgcS5STHG4nk578ZrDEYOmqn7p3Pp8uyfF+wU8f7hu+Gvi7puphIdSH9nXJAyzcxMfZu3rz+ZrgqYeUN0d2Iyeoo8+HfPHyOvm8RaXbQiaTULZIz0dpVAPOPWudRb2PHjha83bld/Q5zVfivoVhDOYZmvZ48BIogfnOM8N0x6muqlhJVZJPRBi8HicJR9tKFzhL+z8R61M3iO9u49BtSVKF5GUhccFUGST9cZPQYr6VV8HhoewS5z4yjlmZZliFKCaZT0218XeLUaWzur25ggJ2SyTeVk+g5Azj3OO55ryqlbDyei5Ufp+HweGyalyYp+0qdi1J8SPFnh6Y2t+FMyjpdQ4bHbBGAfr3prAOrHmpao54YvJMRPklenLtqJqCeKviWIbsWIlsImxHGrBIiQeTywLemfqB3qqdX+z24r4jKWByTFxUqlS69Gaem/DHXtVt0jvrm30u3yG8qCJd2ehztAyeBzk1yTxk5a3O1Vcoy9pYSjzWNRvgfYmP5NRuVk/vEKR+WB/OsPrU1qmDztT92VJNHNa38INX0kedYzJqCphhszHKD6gZI44PX8K76eZTSs9TKosrzNclanyPuRr8S9fh0qXR5lY3rERLcOCsyA8EEY5bkAHj8TzWNSOHm+eKt5HTgch9jUVSpU5qZ6T8P8AwXH4U0wGQB9RnAM0vXHfYPYfqefTHBUqcz5UeXmWMeLq3XwrZGj4o8J2PiuxNvdKEYH5Z0Vd6c5OCQcZ6VrhcXUws+aB81i8HTxUOWQvhjwtZ+FdPW1tV3nJLTMqh35JGSAM4zilisXUxVTnmGFwdPDQ5Yo265DvFoAKACgAoAKAEIyOaFoJq5BBZwWxJhhjiz12IFz9cCrlNvdkKnFbIsVBoFAGL4s/5BcP/X/Zf+lUVAG1QAUAFABQAUAFACHpx196TA+R/Gvjvxt4N0z4+vd+JLu/1OyGiwWT2aeXDppulWNzbR5JQL5hbcxZiRkkgABJqUYxfUzTam2tkb2l+CBbfFvxb8O5PG3jO08H2ejaZ4gcy+JbmS63PJeRTRm+ldrmOJhDG5EcsZBTghSwOjbcW+xtKmqUITW8r/gdv+zpf6vJ4C1m+ury/wBX8OtqdzJ4ZuNQlluLybSwFELPJITJLuYSFHclmjaMkknJmTlGlFzXvdTGF3Vly/D0/U8//Zn1Q6fe+Gm8aaV8Q9C8ceI7Ga5ik8Wa/cz2N7IcTTRQ2TXsi27RKQAskELBVO0EBqtQjFNRHNq6PdvGOs2t34d1vT/IvGlktZ4PmsJ/KJKMvLlNu3nrnGOc4qE3GSaLVzmNR8QQ3Oi3tpofhxYrKWF4XlS2+VVZSDlUGBgepxxz0rphVlzpyl1NYyd9zhv2SPFcdj4C1LSbtLpprLUXwtvZzTbVZVOCUUgHcH64+leznkP3sai6o6cX8SZ7p/wllif+WGp/+Cq6/wDjdfOPRHAH/CW2P/PHU/8AwVXX/wAbpjEPi2xAJ8nU/wDwVXX/AMbrOpLkg5dhrVnn8fimKLXNU1j53mZTHZgo2w9BknHGAAcZB5PuR+Q8Np5rnOIzCeyen5H0eO/2bCU6PV7nlvxn8VXuj6Db+HdJF8/izxBN+/CQSxzLAG4VSQCxd+pXIIDA+/8AQ2T4aE5urW0jE8vDQT96WxY/Z08bNPp9nJeSSPPZyNa3GVZ3K4+U4GWJ5UcAklTxXxfF2EWDzShjYaU1f8TtcLRqU++x9Cz+M9NtoXmlj1GOJFLO76ZchVAGSSTHjHFehT/eW5ep4dtbHyhq+t67+0RrF9cXmqSWHhG1uiltYQKV8wDkE8YLAYJLZwWwAATX1WJxGGyDDc80nO2p6qiqNox3ZueOfg3pw+HNrLoFjc2Wt2EpuIZY7WVA6nHBmKhSTgEHdnJAGK+YybiCtXqLE4h/u59OxsqqU/Zs9O+Evx90zxT4B+3axLNBqWlxbdTZLWV0TaDiUlVIUMATzjGGHavWxuAlTrpU9Yy2PPqUWpadTxRRN+0L8QdQ1/VI510CLNnYWyqWYLyMhVBJIBLHGTuIAyBitsyx6yOhHDUdasj0qUPZRuum5pfBTxFqXw28aaj4NuoGuJ4Hd7Pz7dkaWLljtDAMoK/OOP72elY5pleExihmUaac3uzLETqVaV47HuGsaz4a8RwCeZ5tO1DgBkgZ2z24QHcM/j9K/MM74Ww2Z/voe5UWzRlhMwq4VWl8PZkFv4p8S6dGsUdtdagg4V3024yR25KLXyMI8U5bTVOK9ol6I9GSy2u735WUfGXxA1S10mWTUYpNHs0jaSRmjdC4HUAke44HP54rpwy4h4grxwlWHsodXuCp4TD+9B8z6HlPwK0628U+Mb74h+J4Lj7DbMU0xPscs0SkZG/cqlRsHHX7xJ4IFfv1TDwy3C08vwm/U83GYqFOLi3qey+KfjHbW8kKaKsV8jA+a08TqB6Yzg+uePSng8lc1z1vdfTa58Lis79lNex95Lc8N+C2sN4G+I3ifSLBjLaQzG4tk2MA8GQOcjjKtH17gYz1rrzig5UadSSt3PsZVYYqjCvDVHs114h0+0efxD4ymuLe0gXdFE9lMYcdR8wUqQcgAZJJ6+/y9KjOtPlgrszhRlVlaJ4h4q8UeJv2i9Redba603wRYvuWCJC27HVpCBgtjPPRRkDJyT9hSpUctilvUZ79Ghh8JD2uKlZIwtAig8E/Fy0hgQRafqFuIQo4AOMADPcsg5PPzZrDiHLnmmUzoV9XYwhmVDG1PbYTZH0z4R8fRaRpL210JJREf3O0ZJH905PY/wA8dq/mXIc+lkk5ZVjk7xdlo9bs9HGZa8RL2tPZ7ng/gjUJPHfxT8X+LJsRRyTC3ikGWUL0UAj0WNMnGcE4Hav2viPiGjw/g8PTqp2n17GMcH7SHJF7EOveHvEvw+8Tv4i8DvIv2vK3FtGp2tyTuCNjcpIzgjIPsSB72U51gs4wsfayTXRnDFxpPkrrU0PDHwt1PX72XxR4wvZtR1diGBlt5biKE9QD5aMOMjAwFGeAeMY1c7jWqvBYCPux3N4YmjhJc9Ve6dtBfajq2omJZJdXdIwpmtoHZguMfMNobvg5H44r844t4VxDhHNsI+WtH8TSlnuVYpvC01ozZ8MeGYobwG/tr6OzU7j5VlNLvOcbcopxj3wf6fA4ehm3F+KjVzZtUqfTudFWrhcro+zwaV2epxeJtPgjVI7bUlRQAFGlXOB/5Dr9lpUYUKapwVkj5OU5T1EfxHpkv37TUG4x82k3P4/8s63vK17jVScNUzGu7LwpfSrJLot0XDbspo9yuT74j5+hrRVGdsMwxUFaE2atnrekafEIrWxvoIx0SPR7lR/6KqXJ9TkqVp1HebbZY/4Suy/54an/AOCq6/8AjdT0MrkN34i0+9tpYJbbUikilCP7KuuQRj/nnXDjMNHF0JUJ7NGlObg1NdDz6wt9TkiGm3J1K10tWLbk024YuM9MBCeeuGxjPQ9K/D8Bw3ndWTy+rNwoRf3n1dfHYOFq8I3mb2gaB4P8Oa3LrNlo1/Hq00IglvDpd2XdQQeQY8AnA5AzwOwr9zwdBYXBQwV7wj31Pm6+JqV53kzqP+EpsMf8e+pf+Cq6/wDjdW6FJ3fKvuOXmZ8+ftVR2ptvDPiPTrK7il02+zNI+nzQjDbWUlnRRw0YA56tX0GSYXDRhVw7ikp9D1MLWnezZo6T8V/Amr2YN745lgQLzaPazJtwOgyCv4AGsf7ErYb3KdPTysc1SjVc9dbnNfBmwtvH3xNvvHGo2l7/AGNpr+VpMIspZwWGcMSiEZUHcR/ecEcCvZx8o4DCxwsHq9zaq3Sh7M+mf+EssR/yw1P/AMFV1/8AG6+TPMD/AISyy/546n/4Krr/AON0tL6DD/hLbL/nhqf/AIKrr/43VaJi62D/AISyyx/qNT/8FV1/8bpPsPqfMmqajFZ/taQ3iJP5cqxsVaB1kA2AHEZUNkgdMZOeM5FfU4Vf8JLj6ns8vPhnHufTQ8W2XH7jU/8AwVXX/wAbr5ZrU8Zq2hXv/HOl6dbvNcC+t4xxvm064Rc9uSgHX3rejRlVnyQRhXqRpw5pHLeCfis2r3NxDqqhJeDbx2dpLIzjksSF3HjA7evWvWx2AjhoKdN3XU8rB4ypVm41o27HZ/8ACWWP/PHU/wDwVXX/AMbrwz3Bj+MLCJSzRakqqCSTpd0AMf8AbOmtRpOWiPGfEdxc+P8AxTdXFok0trH+7idLeSQIgzjIRWYbsE8jv7V7ccT9WpKEN+p9HhsrwmDpvE49Xk9kanhDxteeAUfTtVsroWjEvErxsjpyc7VcA7SQT+fvWFe2K/ePcuGT4Osv9gmkuzMTUNQv/iF4i811m8rIGIIXm+zx567UBJPvjknsMY7aFKOFh7ee3RdzizTHf2fT/szAu838Uj03RdO8LaFCqwaTfSSYG6abSbp3JA65MfHTtgZ7V5lbH16zvKR8nSwFGGrjdvdl2Kbw3DHOkWjXMSzrsk2aJcLvU9QcRciueVarJ+9K524eMcJO9LRnAS+FJE1KaytLvVrfw/M3mOg026JH+zt8vntyfQZzitFWXzPt1m9D2Sq1KadVHR2/hXwhBHCP7O1Z5IsfvG0+8BYjnJxGAauGMqwvZnymOxFXHu9R/JaEXxU+NmlfDjw7Hevpl5fSTzLAltNay2wbIJY75EA4APrzjtkjTA4SePk1F2SKoU5Td77HOa5HpsdpZeKfCrXtmsipOFNjMkW1wCGVymwAggEZ2nPHvVNTc/YzPepZpS5fZZirx79TJ8jW/HN4lzem7eA5AuVs5ZY1AOCFEann245HJrsUaOFlzVNfI4sVnMYQdDKo2T+0bkPg+40RTPpGtarHc8EqdHu41fHY4Q5HsQa1/tTD1HyVaWnqfB1cFjFJ1oVm5DftnjPW5Wsr+4v7SyPD3Eemy5YegCRhufQ4966pzy6hH2lKN32uebD+08RP2M5tR7nS6D4a8LaE1vOLPV572Fg63D6feA7voEAx7EH3zXi18yr1U43tF9D3aGW0qFpO7l6nX/8ACWWOMeRqY/7hV1/8bryrXPWS+4D4ssT/AMsNTP8A3Crr/wCN0bKwmZ2r32h67bPBeaffzIwK7m0i5yue4Pl8H3relXqUGnF2OethaVVNVInnpl/4V/rEklrBe3nhu7AW4gvLOWPb1GMyKoJ549RkHsa+kjUhmtLllpUWx85++yauqlH4H+BZTSfAVpuvbie+aznYmFXtrhYxgcqH2jdyD36cV5EaFeU/Yxj7yPv6nFVSFBT50vO2pjDxPpiaozp4ct5dCDbd32f97twcfMWIBzz7ivceVxVH3pWmfJPi3Guu5XbiXNcvPAkulPcWFtN/aBB2WuZFGSMDcc4wOuFIJxjua46WWYn2qVRe73PVlxlWjSfJO8u1iXw34I0qTSVk1iLVkvnYMUh064KooP3ciMgk9yPw6ZPBjK0FUcaXwns4HPcfKmp1mrvyR102k+FJdKfT10q/ihbaS6aTc+ZkEEHcY89v1NclLEVKE1Viefja1XMFy1pM4fxF4DtbdGm0Z9SkUcm2u9LuR7nDeWP1x9a9yjmNPFPkxEfmeNReNyl+0wdR27bnP6T4Wv8AU5yj21xbRDBaQ2c0mM+gRCc/XH1rqr/VMIub4j1I8T5tjXy0o8i76HY6Z8P9GtnkN9careoybQqaLdRlWyMMCFOcc8HI5rw62Mi/4cOX5noYbNcyhLmq1eZdrIWLwHpK6lBvudZm02MljbvpVyGzkcZEeOe+PQY65HJ7VWulqe9/b83ScYQSn3PRbXxFpllbpBBaahFCgwqLpN0AAOmB5dc7k5O7PlqlSc5c03dsz9en0LxLapBqFlqcsSv5gA0y7Ug89xHnvW9DEVcM+aD1OKthadfSRc03XNL0qwhtLe31RYIlCIG0y6JAHQZMdZVJyrSc3ua06SpLkjsWf+Etsf8Anhqf/gquv/jdZ6yXY0vG4f8ACV2Q/wCWGp/+Cq6/+N09Q63AeK7H/nhqeP8AsFXX/wAbouGrZQnv9Cur2G7m0y8luoTlJX0e5LLjpz5f5fmKtTbVjoVapyOnfRmh/wAJZZf88NT/APBVdf8AxuoZgtVcX/hLLH/nhqf/AIKrr/43RrshebAeLLH/AJ4an/4Krr/43Rrsw80H/CWWP/PHU/8AwVXX/wAboGH/AAltj/zx1P8A8FV1/wDG6AD/AISyx/54an/4Krr/AON0AH/CWWP/ADw1P/wVXX/xugA/4Syx/wCeOp/+Cq6/+N0AH/CWWP8Azx1P/wAFV1/8boAP+Essf+eGp/8Agquv/jdAB/wllj/zw1P/AMFV1/8AG6VrgH/CWWP/ADw1P/wVXX/xumAf8JZY/wDPDU//AAVXX/xugDK8QeIbW+s7WCOK+WR7+zwZrCeJR/pMR5ZkAHTuR2HU0AdfQAUAFABQAUAFABQB53rvwQ8PeJG8ei/e9lj8ZwQW+oRiUIIhDGY42hIUMjDIbJJwwBGMVLV42FH3ZNnA+JP2P9N8Xabex6t8Q/Gt5ql9NaNfau8mnefeQWwk8i0mi+x/Z3gDSu5QxfOxy5bpVt+9Fis1GzPS/DHw/wBW0GKGG/8AiB4k8RwxmXemoQ6dD5iuiqqE2tpCVCFSylCrZc7iwCgKTT06jiuUzPCPwUt/DfiGw1fUfFXiLxhPpUUsOkp4glt5f7NSQBX2SRwpLKxVVUyTvK+AfmyzEidt9wkuY7DxeGfwprCIcM9nKgI7EoQD+tcONxKwdGVdq9jalD2klC5yV1quu+KLaU2Nv/Z+mKpO48F1x0HHf0H0zX5P/aueZzV58ND2dJP7z6CNDCYRWqPmkeVfsw3I0j4pePtDJ/1xS7jTPACyN0H0mUZ9hX9EY2XtsDQq9bWPNxS/dxPpuvm0rI8wTtT6ti1tcxvF2pHS9Au5lO2QrsQ/7TcD+ea8DPKtSngZxpfFLRHZhYxlVXPsefeC9JicS6vqLiHS9PVpd0nCllGSx9gBkn2A7Vnw7k8crw0aCV5y/U1xeI+tVr22PNPhjq0XjHx/4h+K2uK4sLeQ2Oj27jnO0jgdiE69t0jHqK/T8Yvq1CGEhv1O6nhqlZxoUdWc3DNB4O+OWoRWLGPSPEKfbrQsNu1yWJ4xxtcSqAPbBrzc6wsszya6fvQNpU6lCVqq95Hrf7SPxE/sX4Rpb2rEah4gC2kSLy3lsMykDvx8v1cVxcNR+uKNZ7R3PNp0bVnpsYPwr8CHTLDRtEZcP5YluMds/Mxz75wPYj1r8x4ozaefZzHKaL92/vfI9WnBUqc8VP5HvupabFfaVPZYCo8ZQAD7vHBx7cV9fWwy+qeyp6W/Q+ehOSqc7PjLxz8LNXbxNdf2JIbSw1QiPUolkCqhDhiWXI3DcoOBk5z0Br6/Is/o18AqmJ+KN/8AI9aVSNC1Nq7/AMz0Cw0UabY6doOlRkfdjRAcFsnqT6knJPrk18Lg6ss8zeeLm/cp7P8AM9yhOGXYWWKqr3nsjivjN4K1vw+bXX2tLi11GwYZnLblePORgjIOCTkZ6E5HFfsWA+rVKbpxnzXPl6PEU62IUK1HkNHRPjhoU2jLZ3BhN220xy3SurQ5ABXcMAgdsnA57dPOlkrdZyl8J6edU4Yih7fBaz7HX+FfiLod3eSWl14vtdF2IGSVbsNEx6kZDgA85HJ7964sZlEqMVOkua58bhJYudSUa9OzOU+JNxL8VPGmjeCfD2ujXY7kiW91KJvMjijBJILZIIUAsRnBJUA5OK1wGHjgKM8TWWvQ+hpRVCLqy0O7sfDGlaxrK2liYdO8N6RClsJWk2F4143BjnLEknOORjJ5rteIng8PzT1nL8P+AfAfVq+d46Uqabijqbrxb4R0GzfS9K00aik48uby1Pzg9cueWPpXzkq+Iqz9pOWqP0HCcKp0XTqJRT77ngXiO8vvhj8VNB8VWlnPZ2twXth9qQhSCCp3HA3YVwfqua+rhVWZ4aVGS1Vjtw2U0MBH2HtOZfkWr8az+0N8SLfw7HeyS6VasJtQu0+5Eo6he2c/KABy2ScgZrnjCOVYf2lRe90O7FYrDUKXJh1ZHuHieCCEaZ4A8MwJaWyBVmEf3UQcgE9Sf4mJ5PHJJNefhIuMZY+u9eh+WZpi6uNrrDQe+5w/7U3gaHQfBnhvXdMh2z6HcrEZAOSjHIZj3+dR/wB9n1rXLMVPE1alKb+P9D6rLaMcPD2MSPW/Emkaf8MtQ12FWOoyWuYCWPlgOvyPjpuywX8ARzXzlLKqNTHrngnK/Y9OGOrSSw6ehjfArwx4pi+H9u+lWMhsrqVrmVJGUJOcgAkMRkbUUce/cmvrc4o5Xi4vD4uz0+4+OzLEZksY/qu0TqL+5lsJmjv9Pm0zJyI3VipPfaSM4/E9OtfhWN4IzHLazq8OVrwlvHt957dDiKlVj7PMYWkup0Wm6L4l8Y6QlhDEmkaGSCzSrhpzkHcRjJ5wRjAxgZOK/UcpwuEyCjFSfPV6vzPl8XUxWbzfKuWmz0PwX4Ri8I6T9lDJLOzFpJ0TaX54zyeg4rPHYt42pzPY9LAYNYKly9Tox+VedyqPwo9JO61HVQwoAKACgAoAKACgAoAKAIpoY54mjljWRGGCjjII+hpptaoL2PPfEn7P3gHxRlrnw5bW0pyfNsc25z3J8sgE/UGvRpZni6K5Yy0OiOImjsPDHhrTPCGiWuk6RarZ2Fsu2OJSTjnJySSSSSSSTkkmuGrVnWk51XdmU5SnqzXrMgKACgAoA+SvitN/Zn7VekT7sL5MMmOccK/B/Efyr6nL9cDUj2PosJHnpK/mfT2v67b+G9Jkv7kM0cePlTG5iSAAMketfMwhztxPIw+Gli6qpw3PLJl1/wCLtyrrGthpcJwNzZQNjk9Pmbn0AxxnnJ9GM3hFfqz6Grhcty93qv2k10H6z8KdS8OiLUNGumvJoMSFQu2QEc5UZwfp+HOcUqeKd3F7MUsZgszXJiocttmja0741WB09TfWs63igB0iUFXPOSCTwOM47dBmsHh25XiZTyOpzfu5pxfW5znjD4m3niW3/s6ytZLOGYhWy2ZJQTgKBxgZyMd+nrnso4KV+aWxoqeDyhOvXqKTWy8z1DwZ4ci8MaFb2oUeeRvncfxOevPoOg9gK82rPnm7bHgYnFVMbP2k+pT+IXhNvFmirFAifbo3DQySMVCgn5gSAeCO3rj0rrwWIWHq3lsePio1nH9y7SGeEtDtfAPheSW+aG1eNWnvLkvlcLk5LEDACjp2569S8VXljK1obdELBUJQh7+s3ucpaftRfDi7m2f280ByQDNZzKD15zswBx3x1HetpZPi1ry/ij2Pq1S2x3nhnxtoPjSGWXRNVtdTSLAk+zyBihOcbh1GcHr6V51bDVsP7tVWMJU3H4jcP0rAz30YZ5pNaB5nyh+1ZLd+OPiBpnhbT8v/AGXplzqMoGSN2xnwQO+2JQD6yY7mvtslawtCVef2ml+h6+FtCDk+p67+zjrK+JvgxoPnBZGto2s5EIyB5bFVBB/2Qp/GvCzWHscXP7zhxUPeaPToYI7ZNsaLGo/hRcCvJlJy1ZyQSiuVE1SWJgUCshM96XUD5j/az+Keq+HNb0DRdB1G4sLmEHULlrZypbnEanHBA2uSpyCMEjFfXZNgo14znUWnQ9PCUU4ts+hfCXiGHxZ4Y0vWbcYhvraOdVznbuUEqfcE4/CvmK9N0qjpvc4Zw5ZWZo3N1HZQPNM4jiQZZj2FedicTSwlJ1qztFEwhKpLkhuzPiudO8WaTIFxc2kwaN1YEfXI7f8A6jWWV5th8fBYnCTugxWDcb0ay1OA8M/B0W2qSzauIZ7ZeYYopWIzngNlRkYx37c5zX22JzlygvZaPqz5HDZOlN+0d10PT4LWG3gWKKJI4lGFRVAAHsK+ac5zfM2fTxpU4R5EjltQ+GmkX+sW+oqr2k0LK/l2yoqMwOcsCpznivRhmNaMHTvdeZ5s8spOfOjsAMACvNPWSshaBhQAgGKBWSFoGFADeMUmJagOlDdhgKN3dC2Vg6H2o0+Y7WQZ54pa2dhKwE0+g/MdTAKACgAoAqahfRadZyXMzbI41LE152PxtLL8PKvVdkjWlSlWqKnDdnD+G/HF3d675d+PLtLsn7OCuAuDwAe+cYJ9cdK/I8i4uxeIzFwxqtTqfD8j6PGZdCnRvSd5R3PQsg1+2LVXPlutgHNF7j2KGr6zaaJbefdyCJMgDgkk+w715GY5phMrpqtip8qOijRnXlywRZt7iO6hSWJg8TgMrDoQelehh69PE01Vpu6ZjKDg2pbk9dBIUAFABQBi+LP+QXD/ANf9l/6VRUAbVABQAUAFABQAUAFADcUC8hfWiwCUhhQIxvGg/wCKP17j/lwn/wDRbUvda5WPbVbmpJCrROmMArjFYzpw9m4xVilJ3uz5W8Cznw5+1JaIw2DVrJ4m544Qn+cIH417uWTeJyFSe6f6nrYhfu2fV/c15PmeOJR0shNu582/Gf4j+KfEXxMi8C+DYILqW0iE1wJAPnlK7iCxIACqy9xyxB6CvoMPl+EWHWJxnXY9ShSVOm51OpzHjvxD8XG8EyeFNX8MWGk2t4oiFxayqHZFILjImYHPQnvkjHNerhaGXQn9YpTvbobUKdOrWShq2a3hrw9eXWladoWj2slxBYxbERBhSxyXkYk4BZiT144AOBXPL2Vao8RXlaLPQzPMlk0PYYNXrS3fY4v4uWV1YaXZXuxodR0O7DqHGCqMRlT3OHVCB0+Zj3rowcYylKje8ZHoTl/aGGji7Wb3NDwjBdfH74qacElI0LQLVZkMikhWY7sY4+YuehPIj9sV42Ky+plOUTwtCdpz69jx5Tjh1zzV2z6PaHTfhpY3F/dXDXV1KAq7vvORzhR/j6V+bZFw1Tyqc685c9Se7BOtms404K0UcBF4o8Q6hr/9oQ3JXUDzFpmx/ni27uBjaRjnk5PbnFfojwc/Yczj7vc75YnKKM/7MqS97v5le/1ePWr2a8EJtmdsyRE8K+Pm578+uO9fgWf5ji8ix08Lho3jVsl5dzv/ALJpxUW3e3XujpfhHoX9oapda5MuY4SYbfcOrEfMfwBH4k+lfr2WYD+yMrp4b7ctX89T43Mcd9exHJTfuQ28z03U9LtdaspbO8iE9tKAHjbgEZz/AErupVZ0pKcdGjzalOFRcjRw+t/AXwRq2ky2kfh7T7WY5KXMUAEit2y3Uj8fyrvjmeLU+aU9z0MJXeElGyuux4Xrfwm0bw9N9hvdChjuoXLpJucrMhOPXBHGQeO4POAPosDmk5twqy0ex62c4apisOsXlcrNbo9DNt4R8G+EBfeFdIt9L1PV4jbyvEWZ41GPMGWJIGeB0zkHsK40qsqzWJleENf8j5D22JzWMcNS+KX6bk3w9+HZ8Swi61AyR6ap/dRqcea3AJz2HAGR6YzxXmYzFyq1XLofcKdPIcOsJhrOfVnrmleGNL0VAtlYxQ9twXLHHqTya8rnb6ngVsZiK7vVk2cT8ePhhN8U/AjaZZNFFqVvcJc2zTEqpYAqVYgE8qzduuK9PLcYsFWU3qiaFXkqXb0OT8H/ALP178OfDEbaTq0g1wx+ZdiE4SaTH3VPHyjoNw9zjNezLOKeJqNV4Xj08jwc0o1sTJzpTtbZHcfDDwrd6Sl9qGqwyLqtxIVZ5mDEp1yCCepJ/IccZPm5lioVWqdH4EceV4SpRvUr/EzS+KfhYeM/h5r+jhPMkubR/JB/56qN0f8A48q15+Drexrxqo+mpScZ86PjK41Vtb+DXh/S7acS6pdamdN+zEYLBNrLg59ZIRnHXPpX2saHs8ZOs9kk/vPXUGqrqLY+6PD2jReHtC07TIBiCzt47dB7IoUfyr4KtN1Krn3ueLKXO7sfqWjWOsIqXtrFdIhyqyoGwfxqqdadLWnKxyVKFOp8auWYII7WCOGFBHFGoRFUcKBwABWUpczvI3hGMEorYmxzUdNBiGmnZag9dB1MYUAFABQAUAFABQAUAFABQA3t6UrXAM/Sj5Csx1MYUAFABQB8kftCxG2/aA0GcJgyWqLuPQ43D9Mn8xX0mWSvh669D6vKEp8qfmenarf3XxU8TQadZlo9LtxuZj0HZnPvzgfXtk15sYqinNm0oxyfDOT/AIstj1fRdDs/D9kLWxiMMOd23cW59ckn0rhqVJVXdnxm2r3ZocE1lqimcFqHwi07VNYuL6e5nCzOXaGIKgBPuB+J9fxr2KeZSow5IR1OKrRrVlyOq+XsLYfCHStL1S2vre4ula3dZBG5VlJB75Xv+nbFVUzWtVpunJLU4IZZGM1PmbO8HTFeK/I9taaCU7dwWmjPmT9of4gXPjnxJF8N/D8+IFcPq91HyBtIPl/8B4J9W2jIwQfqcBh44ai8ZV+R6dGEacPaz36HUaP4Y8CadpFjp+p+CLQQxwqkd5LbK8sox95mKhiTySRnknivInj6zm587OZ4ipLWLOE8UW9p8CfiDp/jbwku/wAI3hW01OwhJ/ck+zcjONyk8blIyAQD7dCr/aeHeHq/GtmdMZKtG0tz6k0vU7bWtOtr+ymW4tLmNZYpUOVdWGQR9Qa+VqQlSk4yWqPOnBxdmWzgDPpUIXkfNfwRktfGnxR+Ifji+kj+wvJ/Z1tLIwCujHHUnr5ccf8A30cV9Tj3LC4ejQjvuejWfs4Rii9+yTcHRx428JuxdtJ1MkMepzujP6w5/Gs86hzxp119pfkTitVGR9DZ45r5nZHAOpgFADScc0IVrs+N7G7j+J3xL+IGuSxJc2U8EulWjtyqoV2CRP8Aa2qCOoBcnmvs61V4LD0aMXZ9T1ZTdBRSPT/2RPE7X3gO+8P3J23mh3bxmM9Vjclhn/gYkH4V5eeU4wqLEdJL8jHFRvJS7nc65fT+NtYGkWLEWELbriYdDj/6/GPXnoK/nPOMXX4rxjyzBO1KPxPuezhqcctpfWKq997Il8Ck6Nrmq6LI2AreZHn06Z/EFf1rfg9f2RmFfK6r2tYjMn9ZpU8Uuu53fWv2a7tofNJWYvelqLQCKY15i0DCgAoAKACgAoAztQ1mz0x4FupxEZm2oDnk15ONzPCZfKMMRPl5tjanQnXXNBbF8HI616id1zLUwemgpFNaaILXM/W9Xi0XTpruU5CDgep7AfWvFzfMqWV4SeJn0OjD0JV5qCOL8JeLb8assGqs3l3oEkLNwFJ6Aex/p71+VcOcTY/677HMdI1PhufQ47A0XR58PvHc9DPP0r9vWiPlnsOpjCgAoAQnFS2krsDgPEt3J4t16LRLViLWFt1zIvt1H4fzPtX41nmJqcRZhHKcM7U4v3mfTYOMcDQeJn8T2NTxf4YS70FFtE2T2Q3QhODgdVH1x+YFe5xFw9Gpl0XhVadP4f1OPAY108Q3U1Uty54Q10a9pEcrYE6fJKP9of48Gva4ZzZZrgouT/eR0fyOXHYb2FWy26G1LKsEbSOwVFGST0A719TXrRw8JVJvRHBGLnLlR5jqd0vi+9uLy5uPsej2uY4nYdXI4wMZJPUjHTH1r8Kr4evxni51U7UYXt5/0z6yE4ZVSUWrzludD8NtWN1pcllI2ZbRsDnOVPI5/MfhX1/BONm8NLL62k6b/M83Naa51XhtI7Ov048QTIHepcordgAIPQ5oUoy+F3AWqAxfFn/ILh/6/wCy/wDSqKgDaoAKACgAoAKACgAoAb0xzS3TE9w6mi+gdw7+9ALUKPMDG8af8ibrv/XhP/6Lai6T5rDXmZXxE8Xp4X0aQRTGPUZhi3CAEgjqxBBGBXoYXCuu5Sa91J3PPxFZqSpU/jeyPmfxnqEml/Ez4f8AiFiFzfIk74wNpdCenTIZ/YVrwy1Vy2tQW+v5n1MoVIuUKu9kfYw6V5R4ztuZniXXbfwvoGoavdnFtZQPPJjqQq5wPfit6NN1qiprdl0487UT5+/ZR0O517U/EPjnUhvu9RncI5HTcxLEH0ySMdgBXp5xVXtYYWG0N/mejiZ8tNQO7+Isj+LPGem+HrdiEi5lYdi3LZHQ4Uce5xXJT/dxv3PZypLCYWpipfI9L0jSbbRrCK1tYliiQAfIuMnAGT6n1NckpOTufK1Z+2m5vqeb/HfwJD4h8PzXix4cRmK4ZRyUPRvcqcfhn0Fd+CxDoVE76H0uSYpJyws9pbHmnwSvovhB4d1S2+zi+1O9lEn2gHamFGFUjGcD5j7liOOp9jM5xxtSLpvYby3EVasnifcprZnU6nPcx3K6xrrR3+p3Cg2GnIwdecbXIBOEHZerHr3NcmEwbxE30it2eXm+f4TL8P8AVcvd2+pvWXwkvtTsG1HUNRlg12VvNUjBCHqAxHOfcYA4wOK7JZtClL2VON4L8T88jldWsvbzl+8epy3iWLV47yLTdRsVXV5pFjW9jbaLhc4G7jDHJHzcHHBB7YSyfK8dNY5pNQ1t2O+Gf5nhKX1Ke70TPcPDmjReHtFtbCHBWFAC395upP4kk14Ver7ao5Hq4el7KCSNSsDqCgDD8T+FrLxVp7W90nzgExzD70Z9Qfw6VpCbhK53YPGTwsueD0e6PKPD/wALdQn8Sta6jA8dhbsWeYYCyjnAU5745xzjrg16VTFc0bH0k8ZgsNB4jCRtUme229ulrDHFEgjjRQqqowABwBXlN3PkJzcm2yY9KRmLQMKACgBCMg0AfG3hf4XS2v7VkumNA39nWF5Jqy5U7VjI8yIjsQHKLn1U9xX3NbGxllm/vPQ9iVe9Cx9kYr4VvWx43QdTGFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAfKf7TdqzfGbwT5StLLcbIljUcljKFAH1JFfS5LZwr320Pfy+u6Eefoj6C+H3hmPw54ehHlMl3OokuC4w27H3T9On6968TEVOedlsjycTiZYuo68t2dQfpXLscq1MzR/Eel+IftX9m6hb35tZTBP9nlD+XIOqtg8GtZ0p0rc6sW4uO/U1OgrDd3JE/Cnpe4HP8AiXxfbeHHhjaNrieTJ8tDyF9TXx+dcR0conGmo885dEelhMDLFJyvZI8t+Lf7RFn4f0P+zPD6y3Hiq+Xy4YAmTb7hgSHqCeflHOTgkY6/b5DbMqSxdePJDd3Ljg5KV5/CjifhB4CuPDsBlltzqOv3jedOXO/kkkBiTyASSSTgkkkkAA/FcXcYVquJ/s/Jo80ttNkejHDqS56ztA9mk1bXtATbrVmmp2LAbmVQQo9Dxjj3H418LHOM/wAkkp5lT54vr2+4HhsFi1ahLlkcz4u0nR9d0+7a2i83R72PyL6zA2mPJGCB2OQCp6BlFfp+RcR4bMJqrh5e8uh5NTD1cLLmqHGfAf4if8Kx167+Hfie9SO0STzdJ1CX5Y3RzkLk8ANnIyeG3KTnAr9Fx+G+uQWLoL1Q6sPbQ9pDc9l+MvikeD/hh4h1RX2TLatFAw7SSfIhH/AmB/CvDwFF1sTCD7/kctCm51OU8c+Angq9vfhxaxRjyoiJL1uDiWVwNn1OxUHsPrz15rWVXFO3Q0xMrztIpfCTUW8P/tK6lZyHbHrVgSqdNzqqvn3/ANXJ+ZrvxC9tlkJveJtJc9BPsfS2vaxa+HtGvdUvX8u0s4Xnkb/ZUEn8eK+apU5VZqEd2efBc75e55H8Afj/AC/Fm/1XTtTtbex1CD9/bR25OJICcEHJOWUlQTxncOBzXtZlln1JRmndfkdlfDqklJHthrwL9jh8zgvjh4wXwR8Mdd1BZRHdNAbe3OQG82T5FI9cbt30Fd+X0418TGlJnVh6ftJ6Hlf7PNtpXgnwDFcX8RuL+/VpTbqmfkfGCScDJUKPYA+tfJcVca4HA4yWHheUo9Ev1PXlgK2Id1ojj9PnvPh78c7u2h8zSdM8UQkr5wIA3MTy2OSGVhwM/PXp16mL4r4YVSh+6qdt9LnRy0qOs/e5T6Z0JtF8K6esB1G1Mv3pX81dzn6Zz7CvGyLJKeS4dU1rJ7vueLjMVLFz55fIxfEN7BbeJtJ1y0mWW2lbyZXRvl44OffDHg/3RXwXEcf7KzrDZktpXT/I9bA/7RhKlDqtUegg5APWv16E1OKkfN2sLk1V7gL3zRo0AtUAUAN60rpbi9AoVmPY4vwx8XfDHjDxVqXh7TNQE+o2IJddpCSAHDeW3RtpIB/TI5rurYKtQpKrOOjNZ0pw95naMcA1wOSjG7MrXPKvETN4t1y+2zKkNopihDMB5j5+6M9S2G6egr+eM4pV+J8fWqUH7lHY+ywso4ClBTWs9/I7TwTrf9t6HGzndcRfu5M9yO/49a/UuE81eZYCLn8cdGvTQ+fzHD/V6zS2ex0Jr7a9tzzF3PP9WdvGniiPTYyf7Os23TMOhb6/p+dfi2YVKnEucLA0daNN+8z6ejH+zsN7d/FLY2PGPh5dV0jNqALq0+aLy+CMdV9v8cV9PxNkP1vBxnh1adLY8/AYz2dblk9Jblnwdr/9v6SruR9pj+SVffsfx6138L5ys1wiVR+/HRozzDDfVqrUV7r2N89a+ztfU80U0rgVb3UbbToGluZkhjHUucVwYzMMNgaftK80kawozrS5YK5xd54o1LxPcNaaDE0cIOHu3GMD29P1PsK/K8Xn2Pz6q8Lk8GodZHvwwdLCLnxT+R0HhfwzH4dtnG8zXEp3SSkck/4da+24fyClk9K7fNUe7PLxmLeKldbIT/hNNH/tCSza7CSISjM4ITI4I3dPx6e9fWSSnFxseemc/c6JrGha1cXehRR3FrdDcUZhtU9ehI7k9+5r8bxWT51k2OqYjJ480J7rQ+khiMPiaKhiZWaIr+Dxbrlv9jureK1tpGHmSqw4Xqc4Yk/SuXEYfirNYLC4qHLB7u6LpVMvw0vaU3zNGDqV5pUikXd/FpXhnTB5Zu5nCq8jHAJJ4JY9B6A9K/XcnymOCw8cLho7f0zw6tSWLquUt2R+EdT/ALE8RwEyLLBJiIyRsGR0blWBHBH3SD3B4r4rM8I8mzmGPStCfx/oejTn9Ywzw7+KOx6Z4k8Rw+HtPM7/ADTNxFF/eNe7nme0sow/tL3lL4UcWEwksVU5VstzmbTQfEWv2y3N1q8lkJfmESAggdsgEevT86+CwuT59nNNV8RiXBPpY9ericFhpckKd7dTpvDugPoUMiPeS3ryHcWk7cYr9EyTKJZVTlGdXnbPGxWKVdq0bGxj8a+k3szhtbqZHiz/AJBcH/X/AGX/AKVRUxm1QAUAFABQAUAFACHp6e9JgfGHxCi1Pwfpn7SEcOq6hqt9IugwXF9c3G2Ty5lWOYoBhY1CO5CoFA5IGSSY0ajTfwmak4zlOO5z/j/wXoHhH9p3Q/hZoXhvTLD4a69Nos+r+HrW2RNPkk8rVyA8AGwiQ2sBYEfOYlznnPTBc8lfZJ2OurTjSwinHdv9T2v4JO/hLw18Y9G0K0jtNK8OeIby30Wyt12xW8f2K3n8qMfdVFllkAVcBRwBxXJWbWEpzXxdfvZx0v8Aepxe2n5Hnn7P/hfRvCOrfs9a5omnWthrXjDwtdT+I7u2jCS6rJ9lt7gz3JGDLIJmOHfJHmsARur0a0VCU6a20IhN1LSlufRvxE1rVdM8N6oJdNtXsp0e2E0d6S6hwVDFDGB3HAY/XGTV4PDxxNVQvYwxmIeGp86Vzydk1Xx5rk8rfvbplMjE5CRIMkAdcAccdefUmvaxdWnQh9Wp6Lr5n03D2Www0f7Ux3xy+Fdjz74zWxufAdpdoSHtLiNgy9QCCvB7ckflXzPClXkzHEYXoe/mdo4i8up9T+Hdf13XdB07UodN014ry2juEY6jIMh1DDpB7+taV4KFRxXRnxk0lJo8d/ap8Y6wvh3TfCRtbSC61ydRi1u2mYojLwQY1xlymDznaRXt5RSiufEy2gjtwsdefseg+DLG/wDht8PbaGGwsXs7S3EjSyXrpI/y918kjceBjd1r5ujOWNquvLeT/IyxD56lkZvwztdWv9R1DxBHa213JO7JuubhocEkM2MRtkcgdsYI57d9d20R7+ayWHoU8JHpqz0UXXiHp/Zemf8Agyk/+MVxnylrIr3v9t31pLbT6TpkkMqlHU6lIMqeCM+RTWhcJyhPmhujmrL4dtaadLaNoGl3HmZ3TS6lIZOuRg+R8v4Y966KeIlSkpRZ15lja2Zx5Kr937ih4T+GmqeGtWe+e002/Zc+Sst26mLnrnyjk44zgfhXsY3NXiKKpw07+Z8Zgsr9hVdSevY7z7V4hB/5Bemf+DKT/wCMV89rY+lXYz7/AEzUNUnWa78O6JdSoNqvNeMzADoATb/U/jWka06atF2MZ0IVZJzRofavEOP+QXpn/gyk/wDjFZbq6NttBftfiH/oF6Z/4MpP/kemMPtfiH/oF6Z/4MpP/kegBPtXiH/oF6Z/4MpP/jFJ6iemwgu/EAb/AJBemf8Agyk/+MU3sDew77Z4h/6Bemf+DKT/AOR6AD7X4h/6Bemf+DKT/wCR6Bh9r8Q/9AvTP/BlJ/8AI9AB9r8Q/wDQL0z/AMGUn/yPQAfa/EP/AEC9M/8ABlJ/8j0AH2vxD/0C9M/8GUn/AMj0AR+drwkL/wBlaXvIALf2jJz7f8e/+c0ry26Du7WJPtXiH/oF6Z/4MpP/AJHp+ZKD7X4h/wCgXpn/AIMpP/kegYfa/EP/AEC9M/8ABlJ/8j0AH2vxD/0C9M/8GUn/AMj0AH2vxD/0C9M/8GUn/wAj0AH2vxD/ANAvTP8AwZSf/I9AB9r8Q/8AQL0z/wAGUn/yPQAfa/EP/QL0z/wZSf8AyPQAfa/EP/QL0z/wZSf/ACPQAfa/EP8A0C9M/wDBlJ/8j0AH2vxD/wBAvTP/AAZSf/I9AB9r8Q/9AvTP/BlJ/wDI9AB9r8Q/9AvTP/BlJ/8AI9AB9r8Q/wDQL0z/AMGUn/yPQAfa/EP/AEC9M/8ABlJ/8j0AH2vxD/0C9M/8GUn/AMj0AH2vxD/0C9M/8GUn/wAj0AH2vxD/ANAvTP8AwZSf/I9AB9r8Q/8AQL0z/wAGUn/yPQAfa/EP/QL0z/wZSf8AyPQAfa/EP/QL0z/wZSf/ACPQB86/tFSahF8Uvhte3Fra21xHeptEVwXQ4mjK7nMakc5z8pwB36V7uSSXs8TTfVI9XD2dJpn0QLzxDgf8SvTOR/0EpP8A4xXhtHk7SsZXirxLrnhzwzquqS6dpqRWVrLcMRqEhOFUtwPI56dM81vQgqlWMH1ZrCPNNI+VP2YfFureEfHMNi8KSW/ieAtCbucxpJIjuFfeFY53LKuMckj8ftc5w8K1Hnp/Y3PVxNNOnddD7CN34h/6Bemf+DKT/wCR6+BfkeKeU/En9pH/AIVp4hj0W60FNQvjEJpFsb4v5YOcA7ogckDOPQj1r2MNlksTT572R20sO6iueQ678cdV8TyzNp3hzUZNUuzthJiLKCeBgAEnHGB3xWGD4QwWHxEsXiJqUnuz0He3Je0Ueg/Cf9nzUvDyTaz4isrTVPEF4N5km1GRGtQRkrhYmBc9Cckdhxkl51Uo4+i8JSVqflpc5p4pwdqb0PY9K07VdFg8u00XS417t/aUhLH3Jgya+XwGVYXL42oR/U46tepWd5svG58QMuDpemEe+oyf/I9enOnCqrSVzBNr1OL17RNR0i4l1X+z7WG1cbJ7a2uGlVlPBzmNcdumecHtX47n2W1uH8Ws3y9e79pH02ErwxlP6tX36M4TxZ4EtfGHhlrfUdM+0wbTJaahC+Xs2PUB8AEZxlWABIyBnBr9Wyjimj9UWNjUtF7nnKlWoVvYJankOu6N8S9R0vTPA1x9s1jQ3vEFpeRxM6gDgKzjoqhgcMflxwcCvs8Lm+XYyjPMMFrJJneqcKMrz0Z9R+BtbnttPg0XTNLsYBZxiMR3F68btgYJwIm7jpnj0HFflGT8U0s3qSpVfdqpvRnBjMHKj+8WqZ4r8Xre98B/GvwX4ja3t7dprnayxzkxKpfBBcoCAQ7/AMPA7Hv+u5c1iMJUoMzoPmg4G9+1D431iXSNM8FRW9rDf65KhdbW7aVvKDAAMDGuAz4554RhXNlcVS58XLaA8LS97mfQ4Dxj4Y1H4Haz4X8WaZavD9gWOG5Rvl89MYJbrjcCynPIJXgHFcWTZ3LOqlXBY2PLL7J3yhTqQdnc+movHV5N4ctNcjs9Nk0+6hSaF01GQs4YZAAMA59jjGDnGDXz2Z4n+zYy5l72yR41OjOpU5EfOHxe1m5+K/j7w/4UtpVmmubsNPGj4WFR2JAJGFLk8HscV6fDGXV8LTr5lj/iktF2PZcoUoXpdD6W0vRL3Ro0Wz8PaNAEUKuL+TIA6cm3rxI5XgqdWVZQXM929TyKmJq1NGzxv9qzQ9Xk0HRfFT2Npby6JdDMlvdtKdrlcZBjXjeqDOeNx4r7jJZxvKhsmjTDSk24dzv/AAjpVt4p0Cx1fT9H027s7uISI51eU49QQIcZBGCOxBHavDr0ZUakoT3OWrDkm1Iz/EeiX/h6N4p4Yo7K6k3okUrSpEwzgbiqnOCR05B7kZHxPFGU/wBrZfKnD4lqvkd+X1/YVlJ7HbeHNa1rUdIt5YLGwmRV2F5b50YleDlRCwHTPU118P4iVbL4Or8S0fy0McXBQqtI1DeeIB10zTP/AAZSf/I9fQOpGPxOxxJNlZtb1dJ1gNnpAmbpGdUfcfoPIrjePwqqex51f1NfZSavYtfa/EP/AEC9M/8ABlJ/8j16JkH2vxD/ANAvTP8AwZSf/I9ADWu/EAGTpmmf+DKT/wCMVm2o3nLoFr7Hhvx3+NWr2qL4M0JLT+3dSXY9xp1607W8Z6jJjXaxGec5VcnjII+iyrD0px+t1XaCO+hRa96Z5jrfgO8+FWleHfE+gQzQ6xpR866nkZit0CcsQMAbBkqQOqnk5BJ9ehmdPMZzw9RpxexvGtzt05o+i9I+K9x4r8B22v2drZQ214pjGy9Z5YZehUqYgMqQc88gZGQRn8w4ndbL6MqFJXqS0RnQoL21p7IxdD8J6lr9o01qI1hjfAaaQpk8ZK4U5PAHYdOeK8/IckpZbgvZ296XxeYYzFPESvHYseGNavdC1yWLykM07eVJFcSGNd+cZJCsQck9j17Dp8qsJLh3NvbU/wCBV38rHa5rGYS0vjibut+OtSaWbToYLOC4xhriC6MqoO+S0agEevPWpzziKtiaqy3KlepLd9h4TAxjH2+I2Mfw3c6pJbTaXo0KLM7kz38bkgr2IJUbe/GCc9K+m4byNZJh+V6zlrJ9zhx2Llip3ey2LWn/ANreANVWK4S3nF8AObhhEWzjJfYSCM5Pyn73XvX18kpLlaPOut76l9/C3iOz1S5v7D7HY+adxghuWk3HqfvRqOT/ADNfk2O4bzDCYmeMyipy832T36ONo1IKlildLqTHxxrem4hvtDaWbpujYgH6YDZ/OuenxVm2Xr2WMwrlLvcp5dhq2tKroSHxX4h1BCtnobQk8BpSf6hauXEefY33cNhOW/W4o4LCUv4lW/oZ8ngvXb+7F1qYtb9QM7JL14dvqOImx+BFPDcI4nM6ixOc1XJ/y7BPMadCLhhVbzOos11ixt0ittH0qKID5VTUZMf+k9fqGEwdDBU1RoRskeDUqTrS5pO7KXiLxHrOiaY8s9jYQ7/3aNFfPIwY9CFMKg469R0rtTT8jNWiYuk+Dbx9IVZ9Jsblpj5vnTXzxSqCOBgQtjHpk96FaOiY/Mdp/hLxRozSNZXdtbRdVg+0tLn65jUZ98ChpvQPMfqd54tvLRtNm08I02ENxCONvfJBIAPfpxkY5promDWt4ngup6fqPx58bReENKESeG/DzGS+uILk+XcTElS4kMZ5OCq5UgAMRkV9hQf9lYf28l78tkepFRw9Pml8TM2wl1j4L+J4/CHiog6dIM6fqCkmPaT03ED5ckg5AKn2INebnWW0OIcG50vi6rzRtCUW1Vhuj3HTrufVb+HU76fTrjyhtSC8vDDjGMHAR/fr9elfgeX8OY3F494jNXeMPhR1V8bRo0fZYZWb3Z0138QprFcmHSpTjhYdRlfP5W+P1r9cUeVKMdj5vVFnw/4v1XxLFK9rpVkoiYK4lv3HXOMYhOelPrZBtuaxuvEPfS9M/wDBlJ/8j0bPQWjMvxDPrL2dqLqwsYYDf2e6SG9eRh/pMeMKYVB5x3HUnnGCxnX0AFABQAUAFABQAUAclqPwv8L6q3ik3ukR3Q8UQx2+sJNI7JdxpGY1UqThQEJHygZzk5PNS0muV7Dj7r5kczB+zT8PrfQb7Sf7L1G4jvZoLia/utcv59QDwf6hkvXnNwnl5OwLIAu5sAZObu3JPqiFonHodD4W+FXhzwVbWFvo1vfWkVm88gVtUupftEk2DLJc75D9pkJAO+bewOSCCTSl7y5Rx9185meBPgL4H+G2uHVtA0q4t7wQyW0H2nUrq7is4XcO8VrFNK6WyMwBKQqinaoIwow02lysJe8+c1fidZy3fhK7aGCCbyVMrGcZ8tQCWZeD8wGcH645rahUcHc7sFHDSrJ4lXiibwT4Pi8K6KYW2veTDM8o7n0B9BROo5yOrHY54usnHSK2PnXx9ppuPh9rdqeTBG7nIxyjbv8A2WvFyGp7HiCu31t+R9Hm/wAVKa6nrfwR8ZWVt8BND1jUrlLW0sLRoppZDgIsTtGOnqFGAOTkDGeK+szChOWNlTgtWfIVoSdZxR4/4Wubn48/G4eKJbV4NEtMW1kkvJKrnn64Z2OOhIGTjNPN6kcBglgI/HM9CPLh4s9h+LviUuI/D1qh3sUeQqQQQfupgEnrg4IHbrmubCUVSp8/fYyyamsVjOd/DDc7/wAKaKNA0CysRjdGg3kd2PJP5k1xTldnLjcR9ZxEqhr+lZnEOoGFACZ57UtELUM0tUAhI9QKdr7oltLqGcnj86NdkP3dxB9c0rO1mVdFTVdUs9D0y61HULiOzsLSJ557mdgqRRqCWZiegABJPtSk+VXCMebRENz4h0yz0CTW576CHSI7Y3j3ryARLCF3GQseAoXnPpVyfLuKK9pblOKX9or4ZPbSXA8d6EYY5I4Wf7cnDyK7IvXqyxSEeoRvQ03FpJy67Fbx5l0Op0Xxz4e8SaJbaxpet2F9pVyzrDeQ3CmOQoxVwGzyQwII9QamS1sSnzEfhz4geHPF1s0+j61ZX8S3EtoTDMD++jkMciAdyHVlPuKvl1uEnyOxvuwjBLEBQMknjFTsgV3I567+I3heyjsXk1/TyL5oBa+VcLJ5/nSCOIrtJyrOQoboT3qY6y9mtyZyUI88tjN8RfGr4f8AhHw7aa/rfjjw7pGh3jvFbaje6pBFBcOudyRuzYdhtbKrk8HjiiSt7sty4e97yMfwV+0z8JfiPrsGi+GPiP4Y1zWJ1V4dPs9Uhe4mBQvhI925iFBLAAlcHcBWji7WI5reh2J8baAt3qdu2tWUcumTQ296sk6qLeWUKYkck4DNvTA6ncvqKSV0mi3poaOl6rZazZreafdwX1o5ZVnt5BIjFWKthgSDhgQfQgipei1EnfqZ+heNdA8TatrOl6TrFnqOoaNMtvqNtbzB5LSRlDBZADlSVIODQrygpdGNtc3L1Idd+IHh3wvPdwarqkNlNaWi306SZzHA0nlhzgHgvx65oi1K/kTL3Yq+zLc3izQ7eHUpZNYsEi01PMvna6QC1XBO6XJ+QYBOWxwD6UXsrspLmdo7mbYfFHwlqUoitvEWnTzfafsnlJcLv80yyRBduc8yQyqDjBMbAZwabVmk92JtpNvodSMEetJ32YJp6oqDU7M6m+nC7gN+sQna1Eg80RklQ5TOdpIIBxjII7U0+wbWucl4g+N3gHwrrd1o+r+LtI07VbTb59nPdKssW5Qy7lzkZUgjPY1MXzv3S3FpK/U1dH+IPhnxB4Z/4SLTddsb7QsyL/aEE6tDlGZXG4cZUqwI65BFVNODtIlLdFOf4teCrLw3beILvxZo1lolzCs8V/eX0cETxsAVOXIxkMOD6ir5GtOpCkpLTYd45+LPgr4ZWdld+L/FuieF7S8YpbT6vfxWqTkDJCF2AYgYPGayUlflZaTlrHYd4M+Kvg34jaNd6t4W8WaL4j0uzcpc32l38VxDCwXcQ7oxCkKQeT0INVJOKUnsxRabaRsXviTStMhsZrvU7S2iv5o7e0klnVVuJH5REJOGZsHAHJ7Ule/I9xXVuZmX43+J3g74Z2ttc+L/ABZonhS3uXMdvNrepQ2aTMBkqhkZQxA5IGaTaTsUlzaor+B/i/4E+JstzF4P8aeHfFctoqtcJoeqwXphDZwXETNtBwcE9cVbjK1+grq9iKb40fD638QadoUvjrw3HrmpYNjpj6vbi5ussUHlRb9z5ZWX5QeVI6g1G/ux3CfuK8tjePivRksdUvDqtmtnpbSJf3DXCiO0ZFDOJGzhNqkE7iMDk1T0XM+oRkpz5I7mokiyqGU7lPIIOc0NWEnfQeDRuPYWgYUAfNH7Wn+ieIPA99jd5V4ML64YN1/AV7uQ/HXXex6mF+Fn0qvKj6V4TPLe55P+1Brv9ifBvWlVts160Vonvucbh/3yGr2Mohz4qN+lzrw0b1LvY+fPGHh7UdA+GXg3V4A8V3o3l3cEhBO3cwZyPYSAHHbk8ZJPvYbEQqYupRm9JHXTm6lSUejPqmP4maWfhevjaVgun/YRdlAwzux/qwf72/5frXzDwk1iXh1vf+vwOB0n7TkR4T+z54Pv/iF4k1Xxzrg8yS/mYgnONmfur7cBR6KvuKjP6s5yhl+HdoR+L9D1as1QppI+p1RVAAAAHtXErpWueI22PpiCgBKAIpY1niZHUMjDBBHUVjXowrU5U6mzKi3GV09UcDJ8OZzqbQR3JTR3cSmPcd30A/TPp61+My4IrSxrp06jWHbvY+lWapU+Zr94up3dpZw2NskEEYjiQYVQOBX7BhMJSwdFUKKskfOVKkqknUm7tnP+I/Bqatcpe2cpsr9D/rVHDY6Z+n/1q+LzvhdY+osXhJezqrqj0sJj/Yr2dRc0X0PEf2m/Buu3Pw5bUr66iu4tLuI5VdRh1DEIf4emWB6noDX03BNHN8LjXRx1bnhLTbyOxV8LN2pRszJ/Z1027+K3xM1Lx7rKtNHpyJBa+byPOK4yO3yrk47GQEdK/RMwjTy/CrC03fmu2cmJl7NciPo/xl4SsPG/hy90bUY99tcxlCw+8h7MvoQcEV8tRapVY1kveR5tOo4SufHOh2HxIju5/hlplvIZ7G5kX7Y+5Y7eFjncGxhUblgeSd2ACcV9bXwmW4ipHMsRq1sj2HVg48yPpL4QfAfR/hZB9rJ/tPxBKp8/UZRyM9VjB+6Pfqe5xgDxcbmMsTotI9jy6td1NEeoV5Ryoo6xpFnr2mXOn6hbx3dncIY5YZRlXU+o/r2rSnUlTmpQdmik+V3R81THWf2UvFoaIXGq/DrU5clT8zWrnqAezgDjON4GOoyPql7PN6dtqq/E9L3cTGz3Ow+I/wC0n4Pj01dN0lJfFmo3iL5NtYghVZsFctg4bkfKASDwQK4aGT1237b3V5mUcLOL97RHn3hD4x+LfCmvL4d8TWY8Pvfhbi03w7SN3AB3Z64wOhBBBGenz+e8PV6mEdbJa3LJb2V7nowjQWs1c9x03RNR8UwCaTxH5sX8SQZ/Ij5cH6ivyRcL5xjX/tuLfpYp47C0daVLUm1H4aw22ntJYTSm+jO9GdvvEduB/niubHcEqhhnVwk37WOt7sulm05y5aiXKzZ8G+Jv7ctTDP8AJfwfLKh4J7ZA/n/+qvqOF8+eZ0nQr6VYaNHn4/CPDyvH4Wbd9qFvp0DS3EyQxr1LmvqsZmGGwFN1q80kjgp0Z1XyU1qeGfGn42f2HoM7WpMYkzFAh4eZvU+ijqR3HB6gV5GSxxXFdf2kVy4Zdf5j2o4aOGsm7y/IqfBL4Bvb6H/wkniGadfEup/vjuAzBG2CAQRkMeCfTgcYOfreJKU8xorAYSp7OEdNOpg8Z7KVmro9D1T4favd2L2jalHf2rZBiulJBB4I53Y4JFfk9DI89yysp4XFcyXSx0fXcJVV50rPyPAJvhV8Svhz4gvdH8MaY2paPfuJoHL7oYWOMkksArADGW6gKecYr93oVMFmdGnWzJctWBlKtQlo9jrbT9nHx34ktEuvEfjyWyv4VzaW1huMUDdjwUAPrtGc85OOd/7TwmHbhQpXT3OZYiFP3YrQ5jxRrHxE+F9wh8Z6cNc05cRjWbTksOg3sAMnsN4VjjqcCubFZTl2eUHSWjfQ0p8l+ak7Mg0v4vy6kQ+n+Cta1pM5WOAFA3oSVRz+AH4iuDA8IYHK4v2clHz3LqqpW0nM7rQ/2p9N8MmLTvEngzVPCrHooQsPdiHCN+hNelLJnNfuKikc0sLZe67npNh4q8OfGfw1dN4f1CO+ltiGxtZHifBIDKwBAYAjPQ89cV4+IwtXCy5KiscdSk6bszb8Ca8dW0v7POSLy0PlyBupA4BPvxg+4rkatojPyOmwD2FZOEOqQXZzvifxdD4eCQxx/ar6TASBevsT1/LvVKCjqkP1MSPw7rnixhJrNybG0zkW0XUj6dvqcn2qmujF7v2SPTb+78A6gthqJabSZGPk3A6J7+w55HbqM96ewD7118ZeM4LaNhLptiN7leVc8E+xycD6A4pPTRjXmN+Lfxj0b4TaP594ftWpTA/ZdPjbDyn1PXao7k/hk8V6WCwNTFzstEt2bUaLm7vY8b0v4X/FT4jRSeNb3xNL4d1uTEmn6dl0RYuoVgD8gPHBDE87hk17k8Vg8Mvq0Ycy6s7fa0qfuJFTxR8YPirpeh3Hg7WPDkq+Ir4C2tdVs1I8wHhioUFWbHRlI25yQCKulg8C5fWKc/dXQcaVP40z3P4M/DG2+Fngy301QsmoS4mvZx/y0lI5x/sr0HsM9Sa+fx2Lli6nN0Wxw1qntJFn4qfDLTvin4Xm0q/URzrl7W7C5aCTHDD1HYjPI98ERgsXPCVOdbdUFGp7OVzxP4Mapb6D4lm+HXjyzEetW7bLC8aZwtwvVUyGGSRgqcDI4OCAD6+YYWFaCxeH26nRWgpL2kD6GtPB2jWJzFp8RbrmTMn5bia+au3ucHkjXRERQqgKB0AGBRr1DUeeKm99wMbxZ/yC4P8Ar/sv/SqKqA2qACgAoAKACgAoAKAE9qCeonU80iheKLWdxboOKVru4bIxPGn/ACJ2u/8AXhP/AOi2qvIN1obJ5Bzx609gjfc+eNcsBJf6/Ytwr3Eyf8Bbgfoa+XdSWEzqE4/bf5H2uN9/A06j6JHjPws8N+JPifYR+DZp3sfCOj3L3uoyxjkf7GeQW+VtvYEsSDgV+04yvQwi+srWbWh49acY2qdT2/QNRTwbD9n0axC3EqfZ7K3jXIjyeTjqSOg9SSTnv+fYWSzbMZzrPSlv8z5rM8TKhSThrKexb8F+GZ9R8d7LyUzyWT+fcyBt2ZQc7SeckMcH12nFe5jcRTqWVLRLY+owVF5ZlNqn8Soe6Y6dq8Kx8/ewvQUALQMKAGtnGQMmkrXJbaV0ch/wk3iv/oT/APypRf4V6ioYRq7rf+Ss8mWJxadlR09Tzr4o6heXc9tLf6OdIvdpVWW+STenPBVR2JPP1HPb6XKKdOLahU5l2tb8z5nN6tV2c4cr9ToPAGratYeHoxpXhr7dCzFnuDqUYLvwCSCPl7cemPrXm5hSozrv2la3/brPSy+tWhQThSv53Ov0rWtfvL+KK98N/wBn2zZ33H25JNmAcfKBk5OB+NeRWo4eEbwq8z7WaPZo18TUmlVpcq73Pkr9pXSf+E6+NHxA8HpZaxrWt6t4T0rTtBtLW4u0s7S4uJdRWa5n8pxGkaIgdjJ94RhQCSAeD2fOrJW8z3ZT9nCnU6anLXOlX/gzV/F/hO70HVPDNxZfDHxBBextqdxeadqTx/ZBFd2xldvlKOwIKhkJZTnAJ2g1WoVm+ltPkzmowcMTRj0dzw/UdM0TRfiXdeHJJvEsnhZdU0yK51hNMt5NQtZ0juY0VbVNMCTCVb0bFjgmOWUtKpwtOleq4RenYJvkp8q111PS/iZpdn4c/Z68L2tr4VtfiB/Y6+NZrS08Q2VqfKEV26i8mhkREDRA7iqIpBIUKM4E4mLnWaWlvwOjD00q7ps6D4V/B9bP9prwLb6V4Z+G+lQ6Jbakj48ANZXjLbyaeRMZhclZZykyGO5UBVLSZQliF3pRThUq9rHJKOjp9j7I8OzeP7vW/HcXioaNpHhxZVXw3f6UWN2IDGfMkuRIWTerYK4XbjqDXnzXNSTvZji2qlktD4C+Nmor4v8AGfgaXw7NqUmm2fh1L61vfD+lTWAup21GZpLsR22j6kQk0lvHMoby1bIYbtxAqm7Vql1bY1xFOPsYKTve52HxIn8V3H7Afw61DTZ5rO205Vtri5trz7NMhe4NjCv2UWirOFWYsUb7Pho1JXJwLxMfaYjlYsv96DXXU5b9mTw3c69+0L4f0zTNR1fSWs7ZNZjn1a1hmIhs/Jt3gQFAQ0sVw6eYCCikgBicjqpK8J1pfZ6dzm9nyx5O5h2upvdeMvG7TazoOhOL+81DTTdavqE8gZYo51Nu72e+domlmmKnkSLAwLRxRgc2GdqHNbVHVXp3ftG/dZ9N+Hb7WPDHwG+JWrweIJfBet2ry67rOl2Fm11c6XC0RnkEENyVCXMq5y5aSIyqzgZZgCulKMVHb8ycMva1Xdas8f8ACvg74meE9a8ET6jB4l8B2ou49Ng8Tab4e0uO5uZLuX5ft7nWro3KPNJvfdAzbmJUxkk1VNxVVw7rb0OetNRg6kuhp/tKeDje/FH4q3134U1uSzsvAk1xf6ne+J5YYr3asmJLWzBuISjMqoY5YlVTvcIxwW56OkKvTY6Zx550Yyd9zJ+E+ieJLLwt8UPDc8TXos/CsctrpGiiLSbJoriZ1kZkjsNGJdFgY7jLjazgMCzA61Gvq8vkKCcK0HHrc8H8B6Cmm+AtQ8ZWt74vTwro+r/aNZe88Rn7ZJdTLOunwQyWl8TG6NdRySo6LKjMwZ2BYCmmnBP4nsKTV532P1l+Fnhq48H/AA38N6Pd3t3qV7Z2EMVxd31291NNKFBd2ldmZstk5JPoOAKeIfNOTRy4ZckUpbnF/A+8k1zx18X9Vun8y+j8SLpSbsZitoLO3MUY7hd00smD3lY96zi74eElu73+9ltv6xKD2VrH5+ftGeB/FnjL9obxvLdeGPCvivVI7p4pLhPCMs7SRW+nxTDyzPe7S4jIBjVgSVLBcnAyoR5aKro6alTmqKivkdxY6HqJ/YK8RWmqadoN14N0nWDNYQ6Zo1o0cirK80k0ZuNSeGRDO4RQhB+V0VHDADXGSs6VSW/UnD+9KojkPgnea3pOkeF/EXg6HwvoN19jmuJ7XUPDFrPFE99qlhEWWK1vB5WGlYR+YVfZAE2KMMO2lFNyhc4ebnq031dz6t/aqj8Qt4v+Eum6VPr2o+JUt9Sln/4Q20003cirFAskqw6gzQpEWZQQWLDcoBPJPmyvOo3FaLc9CmlGDU3qef8Ah+bXtH/Z2/aol1dfEFvq8dvOWHiaKwhvgDo8OC62H7gDBGNvOMZ5zXZJRqUacfU1wr5a+q/qxf8A2jfEXhPRLvw9ZXPj3xnp/wDZ+uaJ9rhtLeVdG0ZCYeDdpbeXFJ5RMgWSUt84OMFRWcUni4v1PPrczwk2uv8Ame1/EP4ZeIvib8O9P0jwd450R/C9xpxifUNYsrrVLy5ycrNFeQX1uynGORkn1xxWFdcsnOR0UZtQSieMfsT+F/ibosujXks2h6poOtad/auv+JrrQJrfUrmaVSYIEu2unFyY8gEmIIiqFGWJA6pSSThPpsKrT5Zpw3PGviRcx3XxFtLHSLttTbWBYfZ5NL0K5sotXki1O/EkwjgheAsdpYu0se/llUghRxyTlWXJ0KxHu0rzPrv9j7SCvwy8QabqNq0bDUzb3FrcIVZT9ktlZGUgEHqCD06V11mqlKF+36s8zCKVOtNs6r9lbVLrUvgfoaXUklwdPnvtKhnlYs0sFreTW8LEnqTHEhzznrk0qiOyO565islobPUWmAUAfNP7aqFPDvh6dTtZb0jcDg52MRg/ga97Iv8AeZR7o9TCbM+kYJBLDG6nKsoIPtivDkrNpnmSWp85ftfX39qP4M8Lo2576+M7qOqgYjU49/MfB9jXuZbVjhKVbFT2ij08BTbvc6rxK41zwZ/Y2p6O0GntB5UE6KflBG3njuPf0IBwK/D8PxrjsPi1WxOHag3o/meh/Z1OWtKp7y6HzXoVx4o8U2un/CKEkQJqskkjgnhByc/7CkSSe5YV/SHtsO6P9pw3klYzlCNJe0e59x+FvDdn4S0Oz0uxjEdvbRiNQOpwMZPvX59rKTlLdniVKjm7s2asyCkAUwCgBvek9EKy3DpR00DUOlGt9A0QYJoVkD8jG8XeGLXxn4b1HRL5nFrfQtC7Rkblz0YZBGQcEZHUV0UK0qFRVFujSE+XVGd8N/h9p/wx8J22h6czzJGWkkuJQA80jHJY4AHoAOwAHOK0xWJliqjqzHOpKo+ZnU1x3uroyt94EDOcUXfQeov40aAHbrS3AKq2gtjP1zRLHxJpVzpup2yXljcIUlgkGQw/oR1BHIIBFXSqTpSU4OzRcW4ao5zwR8IvCfw7d5ND0eK2uWJzcyEyy4PYOxJAxxgccc8114jHV8Sv3srlzrTqbvQyvjf8I7b4reFjAoWHWbTMtjcn+F8coT/dbAB9CAe2K2wGMeEnr8L3NaNXkdnseY/A/WovFv2nw7rN5PofjLS2MUkbkf6QFJBYDIO4YwwB9CODgdeZ4JU2q1HWEupdejFPmpao9fHh3xVYcWuuJOg6faMk/qG/nXz/AEaRxLRWPC/GfjrxbcfEhfDngmWG+8TJuN3d2yoY4yAQyksAgI/iJGAcDlsit8DwpllGt/a+Ijyyf9bHuUqsnQ5Kr90yX+L2taXri6d8RNOn0rUOR9qkjYxH3CjPy+6ZBPYVjmHA2WZpP6xF8/lc1p1qsIWoMv8AwZ8GT/Gjx/J4w1aFh4b0mTZY28n3ZpAcjI6EDhm9SVHIBA+nqQo5JhFgsKrN726HJWqunFxe73PrLGMY4FfL3bZ5OrCiyuJt9ApbbBsHT6Uw3EPI6UK70Y79xdoHajW97he5WvdOtdSt2gureK5gb70c0YZT9QauM5QleL1GpSWzPmvxZZL+zr8adO8RafAtp4O10C2vIIV2x27cbsKBgAcSD/gYGK+qpSeZ4R05v347HpR/2mHL1R7XrXhS4e9Os6FdeVdSDe0YI2y5GeD054ODwTzkV8rbkfK0eY/it2KbfEe4trOW2udPkTWVIRUC/KxPQkdR9BnPGDzxNktRS0MPXvEWlfCLR/8AhJ/FcktzqNy+yG3jUPIXIJwASBnAOSSABwPfswuFnjJcsTanRdQ88ute+Lfx0gmfQ7U+DPDZQtHNI5jmuOMgB8Bjn1UKvJBJxz9DGlgcvly1XzSO6MaVF2Z2X7Onis/Ej4Zy6TrjyXOpaXK1pcm4YmYjrG5zyDglcnnKGvNzbDxpV+aCspHPiYKPvI9I03StP8BaLf3Usx8iJWuJ7iTAwignt2ABP5140KbnJRW7OWKc5cqPCv2fvCMfxS8U638SvEULXcjXxXTIrgkrDtycgdCFBVV9CpPJAI+ozHEPC0o4SlppqejWqeygqa3PpjAAx2r5O7ueY9dwwM5xn3qr6D26gf5UtRbIBS1Dc8w+N/wdg+KehiW1ZbPxHY5ksbwEqSevluRztJ5yOVPI7g+vl+OlhJ2nrF7o6aFV0373wnmOjeP/AI4eJNOg0Gx8N/2bf2y+TdazqMOzcQcbxvwnTGdofJ5AAOK9edDLYP20pXT6HZKND4j1v4ReCvFHhCwv28VeJG8QXt7Ks23DFbc4wyozHlTxgBVAx05rw8bXoVZL2EOVHFUlF7Hoee9ecc5jeLP+QXD/ANf9l/6VRUxm1QAUAFABQAUAFABQBleIvEOm+FNEvdY1e8h07S7KFp7i6uG2pEg5JJ/znpSew0r6I4lf2gvB8ujtqUcfiWcJKsUljB4S1aS/h3BijyWa2pnjjYI+2RowjEEBieKbvGKb6kq7bRsfDT4r+G/i5pF7qXhm4vp7SzvJLCc6hpV3p7pPHgSJ5dzFG5Kk4JAwCCM5BAck4x5u4rpTcCl4H+Nnhf4jatLY6CNcuvL83F9P4c1G2sZPLfY/l3ctusEnzAgbHOcEjIBNTH3og21JxZ03jX/kTdd/68J//RbUyjZNAHhnjCI2/jbWUxhWZHH4oCf1r43OLU81wU+nvXPt3+8ydf11Oy1TUYbH4b2xhRY5LtEhJQAbjjDE46khSCfevr6lS0HKT2R8XG8pWOa8JCPTBqmuzZxp0G2IcbXd8jGSCQeF5BH3vwr57hyq8VCriltUf5HbPCfWMZSoJfD+p1Hwi0h7bQ5tSnybjUJDIzEclQTjP1OT+NfV1nqkepndZSrKjHaCO/rA+bCgAoAKAG5xTElrcDQL5GdqHh/TNVmE13p9rdSgbfMmhV2x6ZI6c/rWsas6fwtmFShCr8SJrDS7PSomisrWG1jY7ikEYQE9M4H4VE5zqayZpCnCmuWKLY45rPc08jDtPB2j2Xi7UfE8Nns1zULS3sbm68xz5kMLStEu0naNrTSnIAJ3ck4GL5ug5u6S7GP4h+D/AIS8Uaxq+r6jpKzapq2kyaFdXYlkDtZSY3xLhsLnAJKgHgc8Coj7nNbqUptOL/l2GXfwX8GX2sPqtxoUUuoSXFvdNO0smWmgCCGQjdjcgijwcdVB61SfJZ9hGTD+zp4Eh8Oy6M+lT3VvLpt9pMlxd3889w9veSmW6Bmdy5aRzuL53ZA5wBT52nKS67lKo1U9ot0dInw50JPHNn4u+zztrlppraTbyvdytFFbM6u4WEv5YZiiZcLuIRQSQAKIzklLpfciSul5G3rOj2XiLSL3S9Rto73T72F7e4tphlJY2BVlI9CCR+NZuKerGm4u6Mix+Hfh/TNTlvrOwFldSaXDo263leMJaRFzHGgBATaZHwVweRzwMN+9e/UV3ypdEclr37NngXxL4E0TwXfWepy+FdKJKaUms3aRXQJ3EXREoa5Bb5iJSwJJJzTes1UluKn7icYk8v7OvgH/AITDSvFNloj6Hr2mxx28V5ol7PYGWFGysM6wuqzx5/hlDDk+tOM3Fyt13FJcyUXsWZf2f/h7Pb6lbv4UsPs+osXmhVCqoTbfZiYwCPKzD8n7vbwSepzRf3OXoaOba5Szb/BbwZZ+Cdb8KQ6KqaJrcM0Gox+fK010soYSb5ixkJO9uS2Rngik9kgg/ZT547mLZfsx/C7T73Tby28HWNvd6bcxXlrPEzq8UsbBkbIbnBA4OQe+RTWk+dbmM4qUHGWzNnxF8GPCviu/8T3er2l1fP4k0tdG1COS+n8s2g3fu41DgRZLsSUCknBJyBUK0U333NU9n1RX0/4D+CtJOsGx067sptXsk0+7uINVu0maBGZkVZBLujILudyFW561V+aNmK9mvLYz7D9mL4X6d4jj1uPwbpz30dr9kQTq0sKqTIWfymJTzW86UNKQXYOQWIJou7XFvozu/C3hfTPBPh6x0PRbUWWlWKeVbWwdmEaDOFBYk4GeBngcDgCiUnN6ihBR0RkaB4Bj8N+PPE3iGyuhHb+IFt5bvT/KGPtUSeV54fP8UQiQqR/yyUgjJBIu0OV7LYblfY43U/2SfhNqWrnVh4Ns9P1eSR5J9R0t5LO6ud/30lmiZXkRhwUZipHBGKmMVFWjsVzPn53ubujfAD4f+HIL220zwvZ2VhdtHI2nxbvskMiBwssMBPlwyfvGy8aqxJBJJApz/eRSlrYlJRu1uyLTf2ffAmlaPdaba6MUhuf7PE0j3MrystkYzapvZiwRDEpCAhSSxIJdidvaOUlLsRCPsYpI6q28E6NbeMrzxXHZD+37u0jsJLx3ZmECMzLGoJIQFmJO0DcQCc4GMI218y2nJq/QytL+EPhHSbPxZax6QLi28VXEl1rUN7PLdJePIgjcMJWYKhQBdi4UAYAFU3ywUOi2KUrT51uPufhH4OvPFUHiSbw9ZSa3AUMd2U5DIpRGIzgsqkqGIJA4BApbO63IaumuhtzeGtPfw9NokNv9g06WF7fytPc2pjRgQfLaMq0Z5JDKQQeQQaiUfaR5ZlQfJsVfC/gfRvBvg3T/AArpVq0Gh2FqtjBbSTPKRCF2hS7ks3Hckk+taVP3mktQi+XU5/TfgR4A0m38m28K6eiYswu9DIYhabfsqoWJKLGVBULgAlj1ZiaU23zdRaPRmjp3w+s/CvhvXdO8LyNpN5qk1zem+unlvGW7myTMwkk3MAcYQMAAoUbQBjGSvBQuONvaOTW5oeBPB1h8PfB2j+GtLDCx0y2S2iLnLMFGCzHuzHJJ7kk1tJ87uzOKUVZM3s5rO+vKXbTUCKd7AHX60LuwPnr9s+DzfAmkSY3CK8Jz6ErjP6kfjXrZVJxx0Irrf8j1ME7uR7I2smw8EQaj8pk+yRuB2LFRj8MkV8lxDjnluGq4hdH+bMcPQdeuqR846Iknj79qHSheN9qj0m0M8wfpkKzLx2w0sfHTjFetw5Trx4e+s4p3nV3+89bGNUYuNHY+rNgYYZQRjGMVnOjTkrSij51Sdr31MPTvAugaT4iudds9KtrfVrmMRS3UaYZl449B0GcDnAznFbqbhSVC/uot1ZSVmb9SZjqYBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeTfFn9n/AEr4jXP9sWM76H4nj2mPUbckbyv3d4BGSMABgQwwOSABXs4LMqmFXs3rHsdVLEOmuV7HlWq/ET4xeGdPl8EX2jy32uXWILLXLYE5QnaW3AbScEYY7SucsK9enhcBWf1hSslujqjCj8Z7H8E/g/afCrw9tcrda7dgPfXvUs3XYpPO0EnHcnJPXA8PH42WLqWWkVscdarz6I7PxF4W0nxdp7WOsafb6hatz5c6BgD6g9j7jmuClXnRleDszKE3En0XRLHw5pkGn6baRWVlCCI4IECooJycAdySSfUkms6tSVSV3uKUnLc0KkhC0xhQAUAFABQAlAHIfFLwDb/EnwRqOhz7VllTfbzMP9VMvKN64zwcdQSO9duDxMsLWVRG1Gp7OafQ8+/Zj8fXOq6Bd+ENa3Ra/wCHXNu0ch+Z4Qdo+pUgqccYCnJzXp5thfZyWJhrGZviqdvfjse0SWkEsyTPBG8yfdkZAWX6HtXzu+xxb6nzcAfj9+0ITkT+EfCTdOqTTZ/Xc6+4Kxe9fWu2XYG+05npN+wpebPpjAAxXyd3c82583aZ/wAWi/aiurI/udF8XRCSMdFEzEkfj5gcAekor6qX+3Zdzfah/X5Hov8Ae0/Q6P8Aau8XTaR4Bt9Asdz6nr9wtqkUZ+cxggvgd8komP8Abrlyajz1nWltEzw0byc+x6V8OfCMXgTwRpGhRBf9DgCyMo4eQ/M7fixY/jXlYqt9YrSqdznqz55OR01cpkFABQAUAJQAYoAWgAoAxfFn/ILh/wCv+y/9KoqANqgAoAKACgAoAKACgDz348eH9I8U/CHxPp+vXt1pelm286W+srZrmW3MTLIsixKrM+1kUlQDkAis5vlXN2GtH3PmWL4geI9LufjH8WtP8YaL4/tbbwXZabpus+HbP7PplxqAmuykcQ8+YkoZot5MrYaQj5cbRvKPutfzbA5rnhHor3PpPwD4f0T4P/D7w14Gh1S3ttRTT5BAkzhrq+kRd9xOsYO+Zi7l3KgnL5PWpxElO99EZ4dcust2eM/s5eIV8Pax4G8G+D/iafinosemyw67bvbWludBeKNTG7QxxrcW7yyllaG6eR87sbdjA66Si5WsOo3zq59A+NLfWf8AhGtdb7fY/Zfsk58r7E+/Zsbjd52M44ztxnnHasSjU+yeIf8AoKaZ/wCC2T/5IoA8q8c293beMnF3NDPNLbK5eCExL94gcFmOeDzn8K+J4nXJ7Cv/ACs+4y9+0y6VPsVrnU57vTbOzZw0FqrsoCEEFmJOTkg84wQBjOOetdfEGN+p5VKst7L8T5fB0vaYlRGXcd3LpWmaNDNHjVbnzmjER3pghAS27BX5SQNo6da7OFMO6GUUk99X97PpsCowr1cbLZL9D1iw0nXNPsobaHUtMSGJBGq/2dJwB/23r6CUubVnxtWo6tWU31LP2XxD/wBBTTP/AAWyf/JFIzD7J4h/6Cmmf+C2T/5IoAPsniH/AKCmmf8Agtk/+SKAD7J4h/6Cmmf+C2T/AOSKAENr4hUZ/tPTDj/qGyf/AB+hagl0OPPjvxCM/wDEvu//AARSf/JNbKFz1FgYvXnX3/8AAMzxB8QPEUemSEW09suQDNJpTwbecDDGZgPy70407dT08vy6lUrWqTXpcvxePfEZjBfT7lWx0XRJGGfr9opypeZxVMBBStGovv8A+AX9I8VeIdW1GK18l7TzM/vrnRZEjXAJ5P2jjOMfU1nKPKctXCxpw5+ZO3meNfHzxJ43s/jR4H8OWviTXrbTb7RtUvZ4PB2lh53lils1RnWSRjtAmcZBGCwznIxnRXOqr/lscT92MdDK+GHj/wAdaT4n+L1tL4h1i9tfD2hWGpWkHjTSH85JJFvC5EduS5Q+SnCq7HBAGeDpUtCgpdTKC568Ydz5u8NfEPxhrOk2kOqfETxKtsusXrX9lHp2vWLrN5kqGcSxz2s3lyOCRbhikJ4IBBAiUeTlFN2rygj6u+H3xe1vwJ8FfhlLqMupeLbnWtRTQGuNP02XU5raYyyJ5t3K93uEaFCHdmZgeuTk1c05V407WuTG/snNdC5+0hr3jTwZo/iXXE1cWljp/hTUbi2bT7g24u7lYyxiMJkZ1dVCyJNEGIw4YAAB+WcW1PpsddOK5428zwD9n/4kfE4fEk2PjC8uvs76JrOqgwaX4ghE0pa3LsYJrK1aaQAgJ5JkKZbagLAnoUH9VqJdLHNGMqleMl1PnK68QeLJLnV9Y1PxrqNiNP1KKG687xb4gjmUWocTS+XLceeoWQuqqw8wbSVA3HLpxvOEvvNalOSc4dT7zsdJ+MTfCP4aw3Et5aazZeZDdzrrSi5cJG8cD3UsjlZxOArMQpdGdSASDhYrl9vpsZU05U5W+R438G/ilrfiD9oK6tIPHOieKNStmt49O0+T4lvcwsXjk88x2sUqx3TKoJKlDs2jp1Dhazila4TvHVnlnw7+LHj20/awutItPHFlq96up3Gn29lrXi7UbwRyLPdxuxsGlKLkRAtGCRGjIVJyRWFF80LM6MVCKSZ6wvxs8bz/ALEnit/EHjTw/wCGrqw8O2q2+qXMM88+ofarAzLCJHuEIuW3BVcbueQp6V14mHs5qBrhlzyu9jkvFnxc+Kvg3xnrGsWPiTU9d0WWwsNUu2tdF1fSbO2xbqge6jXTbqWBT5JbabpFZSWKjcTURV5+zfQ44yToq3mJ8e/jl4/0j9oQafB8V/Cum/YQj3+mrMYJo5Y0tXlgtYm1EF/N+VQrtbs4MgVWbcTnSWvMtUNv3NT3L9kz4ofFDxFYa+PEOq6XcaXpOnnU7q0i0K6n1K3vp7q7aWyYi7bzGhEJUIiAnzEAAwN21VKEG0ZwfM0vvPRf+Gn4/wDoC+Of/DVa9/8AEVitTV6CfHvxB4muvCXgixtNZn0u28W6/p+mTz2Nlc6fe28EoaRwWE4lgYiPYcbXUsQCp5ER93ExhLVNP8ERJ/uJTjurfmP+BM3iXStb+J3hWXxL9v0zwxrkcFnc60Li9nSCWxt7goZpbgyMqtK+DI7Ng4JwABu3FUIVJbu/4MrktJ8vU8h8SfG74i6b428aeOodahbwxb/D/U9Y0DRfscghmW2nQJeOnnHLzEkqTnbFt4BZgOenFunVvumhytPE0aS2d9T0D4BXOr2HitdOvtc8WWOvalo4v/sfi9mvLbU1VkEt7bJ9tlNthpVUwjyAA4/cjAI6WkuZR6dOxzcz5ot9b/M7P4Z614p8aeP/AIiX0mtWq2Wj6jH4ftLT7LKYcRQRzSzeX5wAdnuChJz8sS4xkis429jGp/MbOfNUdJ9P1Pg79rn4p+M/+F76+W17x74Rt7Qw6a1rp8um2tp5iQtN5o829kADxEOGJU4ADANwOelFyXN0Z2zj+7XKdr8PvjF43s/2Q/GMdl4x1XStY0fUQD4o8QX2khked96QtObuZFGCikNEpxIuwE9OmvG0adzkormnJnFfDT45+MbjwT4etl8UeLvGXg4WWozSW+ja1p66hb20b2SW8c08Fxburos43jeJd0x+8oyOtU3Z1JdOpbtFyfQ+i/2wPEXifRfBvwpbUNbtPCkV7qLpd2mreJ7nw4qEWMrCK51C2uJNzKwHCsyswHzEHNcNTl9omtTOGkWmU/2S/GOvvonxcu7TxXpWsWWlRW88H2LxPeeK7aNvs8rMI7ueVWViVG5MYBA9aWKlKNKMjOhrWcWX/FniH4zD9mvwjqlv4g8PSW82naHeyarc3F3DqlzM0tu8gYRkKVZm2thuVZgQM4roqtQxHNFaIeGrOpTU2jpf2g9G+LOv+D7DTP7L17U/ECxSzx6n8O719MtIJCcKkwfV7SWUbQDjkAkkYPFck273R1Qd9O55X+xP4+8ajxRaWWvR+OJdW8XWR1KGPWtU/trSdMskJ8uRPM1KW4h8zIBaRQWY4AwvHY0nTcdnHc5qi9nNFD40al8S9L+ISMfEHia0+z3Ml2bWz1O8e1tAb6FQf9DnCGFlOQl2DtDsoAGK4qErKTktUXi9HFRe57D+yd4q8bfFXw74xvNc8TLdXN0bDdI9vIpi8zTbd2MIjmQRZLk/IB8xLDBNdNWF6at1OmcVBpnovwA8U+LPGvw5ifUtWsJdU0q+vdDu55bB2aeSzuZLYzEiYAl/KDnAGCxHanJKya6nPJclSVLsQftA+ENT8VeDRZXl/aPIX3QGC1aEBxyNxMj5BxjjGM9+lPCYn6rjKVR7andhp8l2cB4B+KmqaroZ8FeINlpq+jlYDbtCVkljQYBLbyCRwCAoyNpBOTjzOMsgrZn7KOG/hTd2elQaot4j7h/7Num3/iD4h+OfEVpPbwbHFnHLc27TBlLkkDDrjAjQnk9RX2GNpLB4LD4aKskjhxMmoI+jPsniH/oKaZ/4LZP/AI/Xzd2zzdBfsniH/oKaZ/4LZP8A4/TsmrMLoPsviH/oKaZ/4LZP/kihaAH2TxD/ANBTTP8AwWyf/JFMA+yeIf8AoKaZ/wCC2T/5IoAPsniH/oKaZ/4LZP8A5IoAPsniH/oKaZ/4LZP/AJIoAPsniH/oKaZ/4LZP/kigA+yeIf8AoKaZ/wCC2T/5IoAPsniH/oKaZ/4LZP8A5IoAPsniH/oKaZ/4LZP/AJIoAPsniH/oKaZ/4LZP/kigA+yeIf8AoKaZ/wCC2T/5IoAPsniH/oKaZ/4LZP8A5IoAPsniH/oKaZ/4LZP/AJIoAPsniH/oKaZ/4LZP/kigA+yeIf8AoKaZ/wCC2T/5IoAPsniH/oKaZ/4LZP8A5IoAPsniH/oKaZ/4LZP/AJIoAPsniH/oKaZ/4LZP/kigA+yeIf8AoKaZ/wCC2T/5IoAT7J4h/wCgnpn/AILZP/kilYNBDaeIf+gppn/gtk/+P0a3uFx32XxCP+Yppn/gtk/+SKTTYALTxD/0FNM/8Fsn/wAkUwD7J4h/6Cmmf+C2T/5Ip3QrB9k8Q/8AQU0z/wAFsn/yRS3GH2TxD/0FNM/8Fsn/AMkUwD7J4h/6Cmmf+C2T/wCSKAD7J4h/6Cmmf+C2T/5IoAPsniH/AKCmmf8Agtk/+SKAD7J4h/6Cmmf+C2T/AOSKAD7J4h/6Cmmf+C2T/wCSKAE+y+If+gppn/gtk/8Aj9LW4t0eMfFb4IeI5Nebx14U1OCHxVAA7QWluYRc4GCfmkYbioAIOFYDmvosDj4KP1XE6wf4HfQrJR5J7HHa1+1JqWofDnUoJJYNO8VljYNp6WMiyIWyGkVzIcEAHgrkNgYwc1308nUcQprWmtbmiw6U+boer/BH4Xav8N/A1raR3ljb3l3i6u1nsXkdZGUfJuEyg7RgcADgnvXhZjivrVVtbLRHNXq88j0H7J4hI/5Cmmf+C2T/AOP15l1scvW54x+0/wCDNavfBtr4kW9tZb7w/OtzG1pZtHIqsyhiCZGHBCN0/hr6DJqyhWdKW0jtwsve5H1OK8Carqn7QXxqsNbd7eOy8PWUUy77ZzCsxAO0p5gO4SMxB3YIiB46V6WLprLcG6S3n/X5HVUXsKenU+nPsviEf8xTTP8AwWyf/H6+N6nk+Qv2XxD/ANBTTP8AwWyf/JFAB9k8Q/8AQU0z/wAFsn/yRQAfZPEP/QU0z/wWyf8AyRQAfZPEP/QU0z/wWyf/ACRQAfZPEP8A0FNM/wDBbJ/8kUAH2TxD/wBBTTP/AAWyf/JFAB9k8Q/9BTTP/BbJ/wDJFAB9k8Q/9BTTP/BbJ/8AJFAGV4hg1lLO1N1f2M0H2+z3JDZPGx/0mPGGMzAc4PQ8AjjOQAdfQAUAFABQAUAFABQAUAJQAtACUAY3jX/kTtd/68Lj/wBFtQBtUAeT/FyHyfEGlT/89YXTP+6Qf618Vxgn/ZM5r7LX5n2+QvmoVYnPmxltNKM8iMn2hwkRIxvQAliPUZ28/WvkuK8asTl+HpUft2/Cx5uW0VCvOT6G34F057/4gXUjusiaXEIFwvAIBTjnrw2T3JzgZr9hw8PY4eEfJfkd2NmqGXRgvtu563jNG6Pi+w6mMKACgAoAbSvZgJgeg/Knsgv5lbUdOttTtHt7mJZYHxuRhwcHNUmaU6sqL509SyFUHpSuzO7egYoFe+qPNPH/AMErbx/8QNA8VnxFrWhXekafd6ei6NOIGlW4eB2LPgnANuvA6556CppyVNTUftFybcUuxmab+zzbaLP4+uovEerave+LdKh0qWXXnF4IViWdU4G0sp+0NlSR04Iyaqp+9p+z6E05ctWMrbHlunfsE22mQS2MXju9m0nUlvU1e2u9JtZHnjuAVMULBQI0Akl/1glbLAhhjmZt1I2l0BLkqurHdn0L8MPCF74B8DaV4dv9Ui1l9NjNtDdxWa2u6BSREGRSV3hAoYqFDEEhVzgaVJe0fP1M1FRdlscX8Xf2d7P4t3HiW6vdZnW51Lw3ceHbCKeFZbfTRPu8+dEBUu7jygctwseARuNRFpXvszfmacZLpcyPDv7KPhj4c/E6y8X+AdH8NeEDaaJd6cLTT9EETXNxM0ZWWaRJF3Rr5QxGFByzHeM4p87jGcV9qxmlHmi30PMrz/gnrbeJvCXi2HxB4wjfxR4ivp9Qe/0zR0itLVppC8saQyPJIyMWbJMwYbjtZMDBF+zcX2/E1lVlUqupLqe4S/CHVfFS+BZvGGv21/P4akmupLXSrFrWyvLooY7eYxvLI48pWYhS7AuQ3G0YVVKpJzW/TyMafuxcHqmcZ4C/Za1nwjafDezvPHUOpWHgyaKaK3j0CGBrgpbSwAGQOXHEpOSW6c5zkaTqXnzM1nLmjKC2Zzvib9hgeIPEkniSH4k67pGu3EkSXM2nWlrDC0Cys7qqbCyuwkkUOXIG7O0kDGNOKpSXVBWm5RSOmH7Muqx/Cf4h+EofEOkx3nisLaQTx6O62unWS2sdmkaQm4LNIsEZ+cyAbznaBlTu6jklzboMPL6vK8djP+LP7HMHxT1rxRfSa/Y2v9taZbaajXOiJdTWvlRum9JDKpBO/OABgjqamMuSXPuzKKUFZrQ0Pif+y/qnxC8dt4wt/G76LrNiLRdHW3s5Gt4hDIsgN3C05S6w3msgCxhS4JDMoaoi7S5luNrngqb2Op+EXwGPwe8RazqFj4ov9Wt9dJvdYg1GCEvd6kdoa8V0VfL3IApiUbPlUgKQ27Tn/d8i2W3kS1efMnq9/M9a+tY7KzKRyfxK+HVh8TvDg0m8vL3S5YbmG9tNS010S5s7iJw8csZdWXcCOjKykEgggkUra863RVk04vYxvBvwYtPBsN0qeINY1ebUr6XUNcn1NLSRtakeBYQLgLbqqoqJGFWFYh+7AOQWB0l71OMHsjJO0nJbnPWv7IHwh03xifEWneAfD+kzNpVxpD2em6Ta21u0U2BI5EcYYSFN0e4MPkdhjmhaKUejLd+aMl0Oi8D/AAXs/BviJdbufEGteKNRt7NtN0+bW5IGNhZsysYIzDDGWBMceXlMkh2DLnnK5moyT3luR7NNxa6Efw+8Faj4J+I3j9xCZPD3iC7h1u2uPMX91ctCkFxCVzuA/cRyA4wTIw4I5cdKSp9hyglU9ouu55b4r/Y81DWvilceP7Hx6x1y6vZZ5bbV9CtLm0WF7OS0EYCLHKdsTqAGlKEqSyknImPu0nROmdVuPItjofBv7Ls3hTwPrfgiXx1rGp+F9T8t5JJY0j1SR+FmWS7TBeJ0VIwoVXRBtEmMYdR+1SjLZGCvGXNHRs5Twf8AsRW/hTwO+hjxNJczxaJDotgWhkNvZAm3e6kWN5WOZpLZGIUqqgABclmbolXtJ8uzFXSqNcuiPaNb+Fw8T/FDR/FOr34vdN0Wzki07RWtx5cdzLlZbl2JO9vLARRgBQ0h5LDHNHTm8/wCUeblt038zP8AD3wdk0vWfiLeX2rQ3dt4s8qGK2s7AWosrdImjCEh2EjfOxL4XsNvHMVIc1JU+oQVqjmedeM/2HfCHjh/Dseq3sl7Z6RpenaSBdWNvNciKzfcjW9wU32rSdJDEQWAGNpGa35r1faE06ajTVPsezaB4Ll8HeBn0HRdWvJ5oYpUsb3XppNQeEnJjEjM6vKiEgAF9xVQC2eaxq+/oawSjJsofB34YW/wo8A6LoIe1vdSs7GC0u9VgtBbteNGu0MwyxwBwAWbA4zWtVuqJy11PIdY/Ya8M+KdRj1LX9Wk1XV7SSW90/UZrCBpoL6W7FzJcsWDbzlIo1ThVjQrg7siaVqS0HUXOl+J6j8PfhifhZN42vbIW13Hq92l3Z6VplmlnHbRRWsUEVugLlSxEX3squW6KBScn7NJbobleeuxP8DvAV18O/h1ZadqRVtZup7nVNTZG3L9rup3uJlU91V5GUH0UVcraRWyM23KftHuy38VBnRLY46XAH5q1ebXnGNaCkdEU3GSPBfiR4G1nxdqZ8WeH0KeItLjWfy4I/mmjTAUAYO5gOgIO4AjngV6uUcTYepjpZV8UVu+x61Gm6dO9bZ7Ho/7KXhO68L/AAyMl/bTWt3f3cly0dwhRwvyovBAIB2EjP8Aez0Nexm9aNfEe69EefipqT0Paa8DrY4haoYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBweufBnwr4g8aWXim707/AIm1qyyB0bakrL91nUfeIOMHrwM5AAr0KePxFOk6CejNo1WlY7occV5720OfdikZqXqUUtY0q313SrzTrtPNtbuF4JUP8SsCpH5E1rCTpyUl0KTs7nFfB/4P2Hwg0m9s7S6kv5rycyy3MqBWKgYRMDsozz3JJ4BAHdjMbLGtOXQ0rV3UaPQe9ebayMR1MAoAKACgAoAKACgAoAxfFn/ILh/6/wCy/wDSqKgDaoAKACgAoAKACgAoAKACgAoAKAMXxr/yJ2u/9eFx/wCi2oA2qAPNfjJEAmj3GPuTPH/30v8A9jXzPEtP2mUVo+h9fw9L3qke6Rhx3i6gfD1u5DRWyNJIPQBySD/wFK/F8txCzLEZdh1rZyudUqDpOu1pdqxv/BuBn03UdQkGJLu5JLY6gc5/Nmr+lKjtaJ5+fTtUhRW0V+Z6LnOMVhsz5VO46mMKACgAoAYeBk9KTaScn0Ek72Od/wCFg6D/AM/x/wC/L/4V8VLjDJ4txdR6f3X/AJHpLLcTbmUfxQf8LB0HH/H6f+/L/wCFL/XPJ/8An4//AAF/5A8txKWsfxQD4g6COt8f+/L/AOFH+ueT/wDPx/8AgL/yLeWYn+X8V/mWLDxlpOqXkdpa3RknkztXy2GcDJ5Ix0BrswfE2WY+ssPQm3J/3WjCrgq9KLnNaLzR8jftc/tB/E3wH8RpfCHgzUZGgvorGIrY+G7e5urMXZlhRoZZNUgaabzIXYKIQqjlnABJ+lgp39k+pjJKnBTaKP7Gn7WPjX43+Krrw9qWu6bqE9tpFxeWsA0e3i85UaJImuJ4dTuXilPmoZIWhBBLAMSOetwvSlLsccv3dWNNvRni3jf9tnx9pXxK1Sxf4m+H7G4t7vyYbdpYFhtkU3SSiZfMALxNcQnawBk+yoMH94RFD3oqK18zsr2jBqK1Paf2rPjf8VfB/gX4e6l4c17UNMv9Y0+a5nh8PW+nSCdQ9viSRr2MhcLMgAiPLOTgqARnNShXlHojGilPDuXVGt8K/wBp/wAZS+J/BsWtaLqNzoN9ZQ2E095e2pn+1S6kbRZ5VjGNyujoQh2ngjg1rCKnVnRfr+Bx1qjpUadXpfXzPP8AW/2nfiW3jbx7of8Awmmm2JsJtTDRJpUirF9meKJPLlM58sZQnoQ3nOW24G3Ki08O5vdHbWSp4hQWzR9KeAvj3F4a+EHiXxv8SdUmsNE0a9KyancWblzCwiAbyoYRlfMkKqYxJlcEuTnFvSEJdzOCdSbhE7v4g/Fm08FeHPD2qWlo+tPr+p2Om6dbRP5TTG5kUbxkHASMvKRjO1D0pJfvlTlpe/4Bzfu3Pt/med/C74+3xvLKw8V+ZcRa14s17QrHV1REigktruZbW1dVUY3QxOFc5JaPBJLA1aXu+ZtioqlWklpFW/E+d/id+1B8RLvxNa/8Ix4nubnRdP1drlru10Dy4rq0j8yMjPm5kUMyAhgoJXJIIAPPRvOzfTcVflVPlWjex7l4M+OPiPxJ8AvGXiJNdtW8RaK8q3hvdOFm2loIg+XQs6swQiUFjtwQCMDnTE2jTjKP3hh17SfLI+XPhR+2r478UfEvR9JHj/w9qF3fXpgntRdRPHMxuB5MUCCRuJVYZKBiiqV4Y5GuGp3bic+IbhF2Z94/E7xZrGjXngXR9NuVtNT1rWI47qSGNZNlrDE9xc4Dg/KyxeVngjzQRggVjJ8tRP7PX9C96dk/e6HA+Br34ofFnwBpnxL0PximmXWqL9t0zwjc2tv/AGRJaFz5aXM3kPdCVosEyRyBVYj92wBDauHs5WlqVy3nfZHkj/H/AFYaH441K3+OXnfEfS9f1Wz0n4aAaPKLzyLySO2tPs62ovWDoqjeJQwB3k4BpU/eipbm2IilXlTjolY+hPg54817xX48+L+n6vdeba6DrtvZ6fb+VGv2aJtOtZmTcoBf95K5yxJ5wDgABVfdwlOpHd3/ADMIv964PZHzR+zr+0t8SdQl1vUNR1P/AIT+2t9Bi1W7tdQ1Wws4tP8A3sokkDx2cZQBUUeW5kI67uDnK7jCTfSx04qmqdaMYdT6P/ZJ+IfiH4qfAvw54l8R2Rtri/h86C4a6WdruFjuWU7VXYecbTk/LnvXTUh7NpdTihPnTR7LWXXU06XFzih7B0DNKwbCU90G+ou2pWmiHfTUXvinZi20DGaQCU/Qb3uFO99Bdbh260n5D3FPFAhMc9KPMPIBR5jucb8UY9+gRNnGydW/Qj+tfmPHtSrQy/29KVmj28ojGddKWxD8MrRmtLzUJR89zLjPqB6e2Sfyrz/D7D1JUamPqu7qfodGdTSnGjDaJ3GAB6V+vNNnzl7i4o8gFpgFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJ24pa2FsJ39qSSQxTT2ACM0PUQYpbbDFp7C3CmMKACgAoAKACgAoAKAMXxZ/yC4f+v8Asv8A0qioA2qACgAoAKACgAoAKAOR+KPxBtPhZ4D1fxRe2015DYRqVtoCA80jOqRoCTgbndRk8DOTwKiTeyKir6HmPiD9o3xB4Va48P6l4Q0v/hYgm0xLbRrXX5JLCeO+uXgjkN2bRXXYYpWceQcBRjdnIu6dSNNbv8LEyTp0/aT0XQ9W8Oazry+G5r7xfpml6Jfw73kt9I1KXUIFjUZDebJbwMSRnI8vj1NKbVNcxML1JWPNvhb+0FrHjjW/CkOs+ELbQdH8YaZLq3h6+t9XN3LNDGI32XMRgjEMrRSo4VHlGA4LArzs6bjdT0aE5p2dPVdz1Xxr/wAibrv/AF4T/wDotqyLNqgDg/jBbeZ4bglH/LC6jc/qP615+YUlXwdWn3R9HkT/ANq5e6Z51DILfTtTnOfktjGuPVyEx+TE1/Pfh5h51s1nVf8Ay7b/ABPr68HOpCHd6/LU9a+HNh/Z3g3TIyMF4/NP/Aju/rX9L1Nz4LNKvtcXN/1odNioZ5ACgoWgAoAKAEoATYv90flWHsKP8i+5Duw2L/dH5UfV6P8AIvuQXYbF/uj8qPq9H+RfcguxAoByAB+FVGjTi7xik/QV3fU+evij+zRf/En4r6p4oi1Gy0ZmtdKhtNQEUj3KiBr03EWY5InRHFxCflkGShyOBm7XkpL5mlR81NRKfgH9m/xH4G8cmX7bpmqaFDoOqWcV1LcXKTy3N5NA/ltGS7JDGtuAGE7Md5wFwCdIS5KE6XV2MJJurCa2W5xGpfsJ69r3xE0TxVeeO5bG8tdPu4nj0p7iOyt5mlhaGNLeSV3liKrKJS0ysxEZUIQNpSl7OMm92bSkpR5Vsbfxe/Y91b40fD3w74Y1iTwlbTaaLhzftp9zepDK7qd8MM0xYBlQZBl4yQCRg1Ek5TcmxQaprlXUy/hn+yd488Fah4dt9Qu/DN/ptjqcJ86x8y0FjptndS3FrDDbCNlkkleYtIS6BNqACQqWOsZJ1PavSVmn59DnrQ56bpdOhb8a/s6fEibxZHqWn2XhfxNYStdyS2N1qs2lRRG4vZppkwLS4MokieJGclHVoyUK5xXPG8XL+VnTXfPyyXxI9e+CPwfvfh/4f1mz8RyaTq02r3Md5MlrauVRvKQNEXlZmlRHDCMsAwTaDkgk9E2rRUehivi5lo2dhr/w90fX/EPh3Xbm3Mmo+HfPfS1aRhBDJLH5ZkMYIVmCEqD1UO2CMmsm2ruO5otlDocN8MfgWNN+Hr6H46h03W72XxHdeJdtl5ggguXvXu4jGWw2Y2YcnrjnOTmk+SzjuhVn7Wc59JW/A5TxL+z34n8aaB4uN1H4Z8P39zoN1oGg6PowkFlaxyzCZpJpPLUlnZIyQkQCYbG8kmppNwUn1ZjUpKs483Q3F+HnxB8U+EfFMWu6V4E0HX9VvYJoRpUl5dQYSNUM1zMq2ss8gCgKvygKqqWI6KUVKy6G1NunseV6L+wxrnhbxZ4k8Q6f45mv76+lgkjt9bluJbG6URqJFeGKSN4CrAiNkkYqp+YSGrhLlB2knzbs+joPh0z+OfD3iS5vFxo2jTaZBp0aMY1kmaEySh2Yk/LAqgEZwWyTnFF/jX8xmk1GNtLHAj9njxJp+gXPgrRviCdI+HFxLKx0+DSyNWtoZJGd7a3v1nVY4ssVXMDOqnAfIBDg0vi1NHJ83NHQ7v4R/DNfhX4e1HSV1A6kl3rF/qokaIoUFzcyTiM5Zi23zNu4nLYzgZwE5XSj2Kqy5qsqvcr+DPhjN4D8R/EbXLa/TUrjxXqUepx2ssRhS2ZLOG3EZcFtwPkhiwUY3YwcczNt0Y0l0Jik5870Z4H4M/YbuPD5srnU9dm1O3/stBfeGm1S8fT7i6imeaC2DTPIy2StIAY1C7vKQlSCymotQ5ktdrCrN4lxb07n0H8EPBup+APhP4a8P6x9k/tSxtQlyLB2eBZCxYhGZVJUZwCVHToKc5e93JprlR3Y4OKjcrZDqYwoAKACgAoAKACgAoAKACgAoAKAOc8c6XPq2gSQ20fmzBlZVyBnB7Z9s18TxZl1bMsvlQoRvJ2PTy6vHD11Nl7w3pv9k6Ja2pADonzY/vHk/qTXqZDlzyvL6eGtZowxdb29eVTuatfRHGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGL4s/wCQXD/1/wBl/wClUVAG1QAUAFABQAUAFABQBzHxI0YeIfAeu6cdAtfFH2m0eP8Asa9uPs8V4SP9WZNrbM9mwcHB46iJp2siouzsfLtp+zhFdeIdR8bap8IdY16ykisLOPwj4k8UJf6mywG6Mk8kk13NBc5NwqLBNcBNikkqQErW/LJNbv8AAlv2kFGSso/ieqfCjwBq3h/w34i0C58N3eh+HvEt3dTado8RtFg8NWhtoo1tnSKYqC7iVwtv5iKXIJUYJyrRVWhGEt1u++pMPdquRy/wY8AeOIdW+EuneIfCVx4csfh1odxps2pXF9azR6pcNDFbxtbLDK7iPZG7kzLGwLKAp5x1TqKrKVTa4o01RjyQ1Pb/ABp4etf+Ea12582+8z7JPJt/tCfZnYxxs37cZ/hxjHGMcVgWan/CJ2P/AD31P/wa3X/xygDmviF4XtoPCGoSxS3rSRqrgTX88q8MCcqzkdPUUnHnjKC6pnt5NPkxtN+v5HnOo6bI2jadtYhtTnUQgOcFRxyM4PzMvXOMcdTX5/wbw5VyOriKtb7b0PtlWTrzb/5drX5nssHg+whhjQS6iqhQAF1O5A4HQAScV+hS1Z+Y1ZOpUcmTDwnZY/1+p/8Ag1uv/jlJmfUP+ETsf+e+p/8Ag1uv/jlAw/4ROx/576n/AODW6/8AjlAB/wAInY/899T/APBrdf8AxygA/wCETsf+e+p/+DW6/wDjlAB/widj/wA99T/8Gt1/8coAzvsvhv8A6Dc3/g9n/wDjtAB9l8N/9Bub/wAHs/8A8doAPsvhv/oNzf8Ag9n/APjtAD4NN0G6lWGDVbqaVvupHrdwzHjPAEuegNHQW7OV068XWvizq/hqya9/svRNOhm1C4fUrsu91cMTDHGwmwAscbs4KknzYsEYOVH4XL7gk7NI8F+O/wAc/Gfwy1y60o6QdDhudUisdGvru61e9e/DOoUKkAZSznegUMSOGIxgGKLU2lLd9CppxTfTuXtL+NPjDxD4T+IlzFoMlpe+HLWNVmttSv5XtrptxdZ7WeWBzsTy5NoKlg+AcirqJxpqUtLigkppLXuYmjftMJpPw38PXPizXzYeJbrXrO1maWa6tFnsJLoRyypb/apWj2rvGWcklSQMECtuXmrwh3T/AC0OetJ06Updtjo/iT8UvE2m/FPQbfwk99qHg2909bsOq3U4uwyyHzFu/tqCFRgZVomJ2HB+YY45uSnKMuh26ThGaPPP2ef2gfHfj34k/wBkeI9ZsJ9NjR1cJK9mN/2D7UrmWPVbllRW+U7oh8uCSrBo176kPZUnPc4FPnqQS2dypqn7VfxOl8b6dHoPhDRPEnhiKG7N9rGg+MNWu9OZojEHKzfZBJJ5W/5hbxygliM5RgOen76cnsds0rtLc+rfhV4h0jx78PtN8Q3Wt6bO85eOWXw74qur6xWRWI2JM5jYsABuDIpU5BHGTrJcrsjCEnK6I/hR4q0j4kaJe3j3FxaTwaxqOmR28Wu3LmRba7lgVx+8BywiDYHTOBkVDjZKSN6sfZ1ZUu1j5N+L/wC2T4r8HeMbvw/p+k6ci6fez7r+PVPE1xHdi2nVJLNSumlfOfcF3ozxoTgvkjOFOaqLn/piqw5H7NaNnrXwy+O2tfEX4R+LfFQ0NLbVdGZLc6bBres77SYxB2F0l3BasNm9MiLeGBOG4ravF0oRn3IoLmm4yPJfh/8AtYeO/EPjay0250OSQXFw8d1ZjVrsfY1WfaFD7lJaRCnlFiAV3OQQADWHh7RvrYmr7u+hpftHftO+MfhB8Zl8NwzCw8PARTTMNM1jUbq3iNs0rlp4bsQklkcY2ZVRuIIBJijadRre3Q0l70Fy7np3gz9oWLxDq/xA0mbQ9eg1fSjdXekWd/fXdpHPbW1tZvMkkwkkAkWS6zwvKshAPJqqkWsKsRHVLcml+9rOm9keT+EP2qfGniGw02V00lViuLZL26g12/nZllsrmUlocpgLJDkBHJCjDEcsbqw5Umt2Qqid4rdH0pqvi57T4AwfEe3jvLjyNPh1e8txqdy4ltVw9wYfLuGAYxB2T5mGdoOeaiovZTSeyHBOtFcu5Xn1XxJ408U+JtK8B3FgbLTYNORNT1fUtQkWOadZJpW8uKYebthNqyxboiTKSZFGMy4NPmfUvmTgpR1NL4MarqHjGTxjpPiIyyap4Z1f+yZNU0u+vYLS/wD3EU3mRxPcSNGR52xlMj4ZD8x6C7c1GFTvfT0IWs5Q7Hpg8J2PXz9T/wDBrdf/ABys0ytxf+ETsf8Anvqf/g1uv/jlMYf8InY/899T/wDBrdf/ABygA/4ROx/576n/AODW6/8AjlAB/wAInY/899T/APBrdf8AxygA/wCETsf+e+p/+DW6/wDjlAB/widj/wA99T/8Gt1/8coAP+ETsf8Anvqf/g1uv/jlAB/widj/AM99T/8ABrdf/HKAD/hE7H/nvqf/AINbr/45QAf8InY/899T/wDBrdf/ABygA/4ROx/576n/AODW6/8AjlAB/wAInY/899T/APBrdf8AxygBP+ETsT/y31P/AMGt1/8AHKNgW4f8IlY/899T/wDBrdf/AByi9hWF/wCETsf+e+p/+DW6/wDjlAw/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAH/CJ2P8Az31P/wAGt1/8coAP+ETsf+e+p/8Ag1uv/jlAB/widj/z31P/AMGt1/8AHKAD/hE7H/nvqf8A4Nbr/wCOUAH/AAidj/z31P8A8Gt1/wDHKAD/AIROx/576n/4Nbr/AOOUAH/CJ2P/AD31P/wa3X/xygA/4ROx/wCe+p/+DW6/+OUAZXiDw9a2Nnazxy3zSJf2eBNfzyqf9JiHKs5B69wex6igDr6ACgAoAKACgAoAKACgAoAKACgDF8a/8idrv/Xhcf8AotqANqgDE8ZQG58K6rGBkm2kwPfacVpT0Z24GXJiYS80ePeC5W13X/DNkcsliHkYnnB3M4/kn+RXVKyR99mUPq9CvUf27fkke9joK4T80FoAKACgAoAKACgDN/4RvSf+gXZf+A6f4UAH/CN6T/0C7L/wHT/CgA/4RvSf+gXZf+A6f4UAOt9F0+0mWWCxtoZF6SRwqrDjHBAz0JpMEeX+C7Z/Cv7RXxDsrpdqeJrSx1qwlJ/1vkxfZbiMD1Tbbsf+u4pwVqbj/L+oSfw+Z4R+0v8AsueI/Hnizxl4j0zw2bq2vo4IEh0W4sxqV8wjKhwZUhSNUchi00s5G0mKONgr1hCN1Y1ctdTsLb4J/EHwr+zZr3w5itNI1+B9NtIbLy0hS6uHd1F7DcrJGYJDjeRMQS4b5lLAs3Vipe1S5Tmw0fZtSl13F8DfBHxV4a+EmmeF49Ah0yHTPHNnqdnp8Mlmiw6cl1FK7/uEijJ4kYgIGJ7E4pQfv0pS3Sd/nexzYiEpRqro7W/Axf2jvg1468VfHSDxp4Y8Krrk+laXb2unTS/2XHHucXYnDyzRG5GN8JHlSKAC3DEkVzqF6rvsz0uZeyiupT+GP7MXi74YfE2zOrrP420GaO8kkjM5ls4IVguYooGW5mwHlW4iUpFEsQER3E9T3VKntKbXVficPseWtCS2R4z8YP2MfiN8RvGPjzXbH4aeH7P+27nztPW/sbKe7tkFvFGqi5W/URYMZI2xPtzn5s4GOFn9XhGL1epvJc8m+jPu1Ph94c+J/hC2s/HHw30p4UuDc/2Nr9nZ36JNgr5wA8xNxBPzZ3YJBon71mTSXIuU474HfsqeCPhZHLfzeA/B0XiWHWdRvrHVdP0e3FxbW811K9uiS+UroUhdEwpwoG0EgChy05ToqtTquS20PHdT/ZG8V+JdY8SXsFnYWkGtXeuRahFql6pNzBPfiW32q9tcqImRQxRRHk7SwJHGNKPJRlAWIl7TEqa2S/Q3fhr8B/EfhD4W/EPwvbeCIbFb+9tLW306C7tNPtNTRLGC3uJz5aTKkEsiSsUaLeVPKAnFdGIftoQX4E0f3S80eV+Df2APE/w/+IOseKbbS/DGqPb3VvcWOnWthZ6Z5eEVi9ldi3keOSJgwy6KJCA2YzzSpTdJkTSqRuzo/wBqD9krx18YvG3/AAkejaTk2lokc8V74puLb+0VWzdNixwAKXLSFCzmMMNwLBTWMX7OTkt2axleMU1sdZ4D+EvxDi8UavqmveERHqU3h/WJLl11CAWdxf332IRWtu4dpNsUVmsbySRoCw3KGB43lL/ZZ0O+xnTVqqqLRPf9Di4PgB4u0PxreafH8Lrx4ftVubHVNHl0230y3eK3WGG4Be487aqzXhkVrdncsu0rgURn7SEebRoxcORycVc988U2mt+B/wBlXUdG1SNLvxXcabLpMMP22S5W7vrlmhhAkcBtrySKduPkUkDhc1liV9Yk6cepvhn7G0p7IxtH+D/xU+HHwNudB8E3/h0eO9S1PzbzU7+6ljhjtAFhQxOLeT9+LeGBFLRFFYEkMAA11J3cIfZRlQgoOU316Hp3wU8N6z4P8Hpour+G9G8OLaufIj0jXJ9VNxuJaSaaaa1t2MrOWZiQxYkktk4ok00kVFybbZ6D1NZrsy/MDmnewvMBStYNxTT21GIOTT21DbQU8/WpTASq6C6h0qW7rQNhcU9kHUWmMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMXxZ/yC4f8Ar/sv/SqKgDaoAKACgAoAKACgAoAKACgAoAKAMXxr/wAidrv/AF4XH/otqANqgCC8iFxazRnoyFf0pxfvGlKXJOMux498E9N363f3TAg28QjwR0LH/wCxrqqu0Ufe8R1v3NOHc9orkPz4KACgAoAKACgAoAbvX1H507MdmG9f7w/OizCzDev94fnRZhZhuB6EGp1uKzsfP/xx/arT4O61q2lP4aMj2tos8Gp6lqdvY2UsjISF3yMCQuBuIBxuHeslP3mjRQvZlX4fftex+OZprdPCV2Xg0ubUJbvTbuK/gVown7s+SWYF9xK5GSEbHIIreovZwlPsY0v3k+UxfB37ZNxrXwl8aeKNW0vRrHVNDiaa2tLLUJ5ba6AUHb5s1vCfMBJyqq2AVOecDSMLxUu5nOdnJdjq/jj+0rN8L9Z8JW2jWGma5aaxIRPcz3dwuFDqpFv5NvKssnJyjMnVOfmyMaa9pVdPsbXXsuc8+8K/tpeLPEHxatvC03gfT7TSJb6KA34uNR81YZLuW2jbLWC25fdHkqJ8ckKzMjqrpJ1Jcj8/wM68vZUVW7k/xi/bo1H4TeM9N8O3Hwn8R3F5LfGOdIL7TblzbbJWEoSG7Zot3l7lM4jBVZD1Uipi1KXKzdxapubPf/hP8Q5/ih4Si16XQLnw9BO/+jxXN/Z3nnxYBEqSWk00ZU5IHzZ+U5AGCdZx9mrHPCfO7oveLfFsnhzUNCs7e0i1G61O78g2322KCdYgCZJo0kI80R5UsqncFJIBICnLm1szW3uto+cvAH7f3h74hfE218HWEWjG/u9Sg02O3/tuEup3XYnkBGfNAFvEUVVBbz1Dbc5GkVzNfMio/ZqXdW/E4z4uf8FDfEXgLxt4k0LS/CvhC/j0iPUAZ5vEl1vZ7eVY1Lp9hUKxJfMYZgxVgJRty0Yf97FvsbVl7JqLPf8A4TftJaX45+Gl34s8Qx6f4eayvWsru203UW1RIjkeW29Ykcb1KsA0akA81pNcqT7mEW25Poilo37W/gbVtd16FdWt7jTbU6emmtZJLNdahJcmVdsduF3sVeFxhVJAVicAE0lHXl6gpXvLoVPjN+1I/wAJdZv7AeHJdU2XWn2Nqy/aIjJNO2ZN7SQrCsax4KyCVgznYQpBrNNOaj3NZe7Dn6E3wj/ahX4k+Atf8T3PhbUrCDSw8og08DUppozK6xhIYN0jPtQFgFxknBIGadRunDmJh78+WLPMNH/4KFWTR+Fn1jw/DpI1zw7b6sj61qdroUSTu8iyKG1CaFpIhsXa8KS7t2eBgnRxXPKK2VjWrFU4Rad2zoPjV+3n4b+E2i+EtXi0u71jRvEMCTW+p2lrcy2sj+bsMEcqw+W7sBIVIc5Cg7drKTjdxrOm+n4kpN0fanT/AAn/AGwfDvxK8ayeFrjTdW0nWJrhbeyibR78xSOtpDPcK8z26JG0TSshVyrfKpKqWArrdJKClEwU04+9ueqweOkvviTd+ErO1E/9n6cl/qN4ZSv2dpXK28QXad5cRzMTuG0IuQd4xypaSk+m3mau7S8z5/8AEn7b03hX4seIPB954Y08wWv2m302aHWWa7u7qMxLHHJAYFSJJGkc+YZSqrDIzEAcuhbE0nUWj7EzlGnVVJ9T1H4S/tA6P47s9UsNZubDSfFegQebrdpb3PnWcKAZ8+G4+7JARyGyGAOHVSCKuXLFcyegJ2lyjB8forX4ZeMfiLqmlHR/BekwyXOl313KVl1OBEz53lFQY1kfiMElnBBwMgHOSkoKUV73Y0pR9rPlicPF+2hY6d410LQda8J+JbcX2lyT3L2PhnWLl4LyIoJY4wLIC4hG8ATRkjIBIAZSdeTmlKL6WsY3fKmt+pY+O37T+u/DHxtpOg6B4atdWjvNKGqPPfw6uWQGQoEMdjp126njJMgTngZIOOeMuapKD+ybS+CM11IvgN+1XrfxXbxDc3/hWL+ydN0ldUtb7QINVlW9yzgxRre2Fq0jkKCPLDg7gMg1rNclOVTsQ/4kafc83uv+CkthpkMFtfaR4dg1q1ml/tW0HjLTMRxxxeYywkzgNKWeOMKxGWWUY+XBqK5oqfcpxs3HsfTN98VZbP4QP4+/scTWsVoNSe1t71J91mCGeWOSIMsh8nMiqPvEBcjOQTSpS5WRSXtnod1YX1vqdlBeWsqz21xGssUqHKupGQR7EGpcXF6iUlNaFqgsKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMXxZ/wAguH/r/sv/AEqioA2qACgAoAKACgAoAKAOF+NXxDl+FPwv1/xVBZpfz6dCrRwSOUj3M6oGkYA4RSwZjjhQTUO+yGvQ88sfiT8Rr7xpq/w3tdV8GX/jLTrOy1W41wWNzDZw2lw064FiLiR5JVaFflNzGrLKGyu3a1u0tV03E/cSb+1sdj8GPiLq/jTRvEcfiGG0TUfD2r3GkT6hp8bRWl8YlRjNCjO7IvzlSpdirIw3HGalyTpKttfp87ERd6sqXb9Tjf2bvjPq/wAZyuqXPjzwJqkEtsbp/Cug2LrqmnRyPm3NxKb6TBMeCQYEyW4xjnXlcY6octJWPUPGnifR/wDhG9dtP7Wsftf2SeL7P9pTfv2MNu3Oc54x61BRqf8ACa+Hv+g9pn/gZH/jQA1vGXh5lIOvaZgjB/0yP/Gmn1GrxMXw5N4P8L/ajY63p6/aH3tuvozgDOFHzdBmnKVzsxONq4vl9r0Nz/hNfD3/AEHtM/8AAyP/ABqTiD/hNfD3/Qe0z/wMj/xoAP8AhNfD3/Qe0z/wMj/xoAP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgBp8Z+Hjwdd0w/9vkf+NC3uJXR5X/wpL4Jf88NN/8AB3L/APHq9SOaYtLlUtPRf5HUsRVjsH/Ckfgl/wA8dN/8Hcv/AMeqv7Uxf8/4L/IPrFTuH/Ckfgl/zx03/wAHcv8A8eo/tTF/z/gv8g+sVO5p+Fvh18JfBmu2usaQ2m2mpWu7yp/7Xd9u5SrfK0pByrEcjvWFbMMTXjyTldPyRMq853TPBf2xNFf4heInFrf3F54Yh0jdqG27kuLEHzedtrFcM08u0HCRWvmHAxPESDXlQjFVJObsmS20lyjf2fL/AF/wN8MdZv8AxBDB4j8R6v4eubuHxVfXRTU38reLewuraSUzRnaVZFiIHLBlVwWffFP91KPb8TDDr31J/wDDHD+DvAely/AD4paLqWhJqN6thBdaO2twSz3jTzQDzkgNzc3L4VkQYjYc9VzW7doxicd23K53f7U4s9M8Q/D238FRx22jaKlxqb2Phu3uzHNILi1/cstldQIu5WlbMiSg7T8pBauWlJqrOb6fidcr+wVJdTzHwZ4I1rQviv4a8Va1HYWmn63qtpJb2yR28t1Bumhum85ooTJCIgbtWaeYKW2hVBwW1w69lVfPu0xYqKlhFCO6/wAzmvjH4TjT4r6xN8NtA1zTvDAtbaSE22uaxo3magvnrNORbwSmaUqyAyyEMRgAkZxhzNu5s9Y+Z9JfBn4e/C3x/wDs1N4L8R6YNDudZ0+xTxXHcbtPnv72OOMyStISpkYunzSKTuOSSSa7MVabutuhzYaTgnfc9L8fa7FBqHw88PeGX0aayt71ZbrWr6e3nXTLWCPBCB2LedKD5SsBwGkJIIAPG3z1LvbqbwjyUmj5E+G3wt8QeE4/gvq2o+LY7q2l1qzmfQUm1p5LFFDOxuFl1CS0gCAck20YzgLtJFbQ9yqovaz/ACFjl7WnJx8jP8c+Dp/Gvxi+JFx4Em1e+8PpapHJc64ZHN7JEGEttHLqLq0wLlyoUmLB4YA4rnpt0+aX2XsaztPkpvdbnvXwE8cSWH7Nmn6b4WtoLT4iTutjrN54ghbTTb3bJ817OZ1RroIgQZiLhiFQMACy9VeKlKKXw9zGjdJuW/Y5Xwl8PtN8JfEzXfFfgCW1uPEPgu0sNEs319vsia/AsL/bIVmkAG5nKSLOgKh8gkqzCo5nG84/CxRi3enN6ozf2pfBvjPx34V8e6ulp4Q1SO+S2urJL3xUby9tIYCkq20entp0tscyKS67m3nq5AXERilJNblSmnG0kXvgN8FdU+AHhbxrbXfijQPC+i32lM73/hPUrG/1KOWNtwZIY9EtzK20yqNxlIyAqZOQ60r0+XzCiv3qZ57D4ENn4J+FWlNd+IJYYfBQuLuKTU9XcwX7GLMbC1vIDEwUECJiVUAgIOTWtWzr1JLpa36jlJtw7O9yz8W/DXifX/B3wj1Dw3rGpv42tPCFmuq286WoWFoosgyz3NlMS4lLNJbtLuk8tFEYJ3q69liJT2Xcmmv3MYy87eZ2n7Mulad4D+LGla3a6Pqek+AdQspodKGpfZYbmDUJo4DeXd3bxsPs8cwtY9gCqA5kBVA6A6p8sJU9l0M0rpSW/U94+H/ivR9G+P8A8Vra71mxA1WPS9Uspmuk2PCIDbuinPVZISSO3mqe/PIlem0uhvJ8tubS5896z4S8Ra78WfFer2dxY6T4am1u9tbq+s9Si+03dsxtpWlmgkhYPHGsMyxCLzGeSYAhVDEzhv3eGUX1uZ1FzVm1q0lY2/2ffhZbah8Hb/wZ4l1i40/w3rmm219Z3Ul9awS2dwspfZLatGrCQMsbESBkZTsdQQQdZarTddQUm2nbRnW/FTVLn4mfs1/E7wl4+0vSdV8QaPplz/Z91p80ctprMqwO1tcW8IcusoYDMRB2uBtLDaaae1TqduGap1eXocj4l16y1f4ueFNfjuPiTBp1lYX8N2bW4jQW8kn2by0gUtkI3lPkf7K1UN5vuc0fgaLHx6vE8YeOz4pi0xDYJZaRo9tJco1zcYnmklunFvDMjHykMSkswAYt2GTywhy12v5v0FUlfDRfWJX/AGffBOheGteuPCK300GkQ+GpIbfxDPb3Wj3UUzP5e1ZVu2BbYxbKFGBGQR23u61Oce1jOTftac11vc8X+Jf7OHjTwvcX2ozfFGK7uori0sNF1TSL3Xry6uRcyp56kDV5GtlXywXLgoQqneGxtmnL3lBdTWb3kj7RtrzRPgz+zjqem6v4wt/FFzpulXTT3L6hLcSXTlXISMXFxPLySFVDI2OAOOKjFfvlaO+gUI2mdT8Er/TfBnwd8EaDqmv6a2paZollZXJN5GSZY4EV+d3qDXVXkpVG1scmGjaFjtv+E18Pf9B7TP8AwMj/AMawOoP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgA/wCE18Pf9B7TP/AyP/GgA/4TXw9/0HtM/wDAyP8AxoAP+E18Pf8AQe0z/wADI/8AGgA/4TXw9/0HtM/8DI/8aAD/AITXw9/0HtM/8DI/8aAD/hNfD3/Qe0z/AMDI/wDGgA/4TXw9/wBB7TP/AAMj/wAaAD/hNfD3/Qe0z/wMj/xoAP8AhNfD3/Qe0z/wMj/xoAP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgA/wCE18Pf9B7TP/AyP/GgA/4TXw9/0HtM/wDAyP8AxoAP+E18Pf8AQe0z/wADI/8AGgA/4TXw9/0HtM/8DI/8aAD/AITXw9/0HtM/8DI/8aAD/hNfD3/Qe0z/AMDI/wDGgA/4TXw9/wBB7TP/AAMj/wAaAD/hNfD3/Qe0z/wMj/xoAP8AhNfD3/Qe0z/wMj/xoAP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgA/wCE18Pf9B7TP/AyP/GgA/4TXw9/0HtM/wDAyP8AxoAP+E18Pf8AQe0z/wADI/8AGgA/4TXw9/0HtM/8DI/8aAD/AITXw9/0HtM/8DI/8aAD/hNfD3/Qe0z/AMDI/wDGgA/4TXw9/wBB7TP/AAMj/wAaAD/hNfD3/Qe0z/wMj/xoAP8AhNfD3/Qe0z/wMj/xoAP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgA/wCE18Pf9B7TP/AyP/GgA/4TXw9/0HtM/wDAyP8AxoAP+E18Pf8AQe0z/wADI/8AGgA/4TXw9/0HtM/8DI/8aAD/AITXw9/0HtM/8DI/8aAD/hNfD3/Qe0z/AMDI/wDGgA/4TXw9/wBB7TP/AAMj/wAaAD/hNfD3/Qe0z/wMj/xoAP8AhNfD3/Qe0z/wMj/xoAP+E18Pf9B7TP8AwMj/AMaAD/hNfD3/AEHtM/8AAyP/ABoAP+E18Pf9B7TP/AyP/GgA/wCE18Pf9B7TP/AyP/GgA/4TXw9/0HtM/wDAyP8AxoAP+E18Pf8AQe0z/wADI/8AGgA/4TXw9/0HtM/8DI/8aAMrxB4o0fUbO1t7TVrG6ne/s9sUNyjscXMROADk8AmgDr6ACgAoAKACgAoAKAMPxfY6hqfhfVLTSl059Rnt3jgTV4GntGYggLMispZD0IB6Hv0rOS5l5jW97nzSP2e/iP4UttT1n4eaB8PvAPiLV4bTSbjStFvJbeysNOheeSV7aZbDH2mV5/vNbbUABw5GTtzWa7dSZe/ZPeOx7F8NdB8VeG/Cun+HLrwf4X8PaZBHNAU0/X7nUwi7QUdhJZQGZnkaQybmU/xbnLkKqt6sb31FDSbOf8FfC7xY/i3wZfeIdL8K+GdO8G21zbafB4QuJfJvRNGsWDbvBGLWJQu4QrJMMlfm+QFmpJpvqKStK+5614os5tR8NaraWyeZPPaSxRpkDLMhAGTgDkjk1JZrUAZHhe0m07w1pVrcJ5c8FpFFImQcMqAEZGQeR2oB3Dw9ZzWNhNFOhR2u7qUDIOVed3U8eqsD/OgLt7i21nMniW+u2QiCS0t4kfI5ZXnLDGc8B1/PjoaAC4s5n8S2N2qEwR2lxE75HDM8BUY68hG7dueooAPENnNfWEUUCl3F3aykZAwqTo7Hn0VScflzQAeKLObUfDWrWlsnmTz2ksUaZAyzIQBk4A5PU0Aa1AGT4etJrCwlinUo5u7qUDIOVed3U8eqsDj8+aADSbOa21DWpJU2pc3ayxHIO5RBEhPH+0jDB9PTFFgsgubOZ/EtjdKmYI7S4id8jhmeAqMdeQjflz1FK77C1DVrKa61DRZIl3Jb3bSynIG1TBMgPPX5nUYHr6A09AE8Q2ct9YRRQJvcXdrKRkDCpOjsefRVJx+XNLQDV6mn0DVGV4Ys5tO8NaVa3C+XcQWkUUiZBwyoARkZB5HalpK8Ru/2RPD1nNY2MsU67JGu7qUDIPyvO7qePVWB/nTethJWVxbazmTxJfXbIfs8tpbxI+RyyvOWGOvAdfz46Gi+lxtpoLmymfxJY3Spm3jtLiJnyOGZ4Cox15CN+XPUUrsNkHiKzlvrCKKBd7rd2spGQPlSdHY8+iqTilonzSDcPFFnNqPhvVbW2TzJ57SWKNMgZZkIAycAckdapWBGrj0pXuLQyvC9nNp3hrSrW4Xy7iC0iikTIOGVACMjIPI7U0FnawaVZzW1/rckq7UuLtZYjkfMoghQnjp8yMMH09MVPxLQe2+wW1nMniW+umQiCS0t4kfI5ZXmLDGc8B1/PjoapWsJvSwatZz3N/oska7ktrtpZTkfKpgmQHnr8zqMD19M0h27B4hs5r+xhigTe4u7WUjIHypOjsefRVJ/+vRaysS07mqOOtGyG9WZXhezm07w3pVrcp5c8FpFFImQdrKgBGRkHkdqGPbUPDtpNY2EsU6lHa7upQMg/K87up49VYHH50MA0qzmtr/W5JF2pcXayxHIO5RBCmeOnzIwwfT0p25t9gWm4XFlM3iWxuwn7iO0uInfI4ZnhKjHXkI35e4pa2sJKzdirrXh6C/8ReH9VFjBLe2E0q/bGjXzYYXhcMqsfmCs4iyB12qSOMgTtdRGtdy14ns5tR8NataW6eZcT2ksUaZAyzIQBknA5Pc0Psw9DVxzT8haJGV4Xs5tO8NaVa3KeXPBaRRSJkHDKgBGRkHkHpSQ9Q0qzmttQ1qSVdqXF2ssRyPmUQQoTx0+ZGGD6emKWqQ7hb2cy+JL67ZP3ElpbxK+RyyvOWGOvAdfz46GqSsLf0DVrOa6v9EkiXclvdtLKcgbVMEyZ5/2nUYHr6Uut0Gi0DxFZy39jFHAhd1u7WUjIGFSdHY8+iqT/KmtGG17lbxx4eg8U+E9V02exg1HzoGMVvcRq6mZfmjYBuAyuFYE4wQCCCM0LSSY07ao3ql7kpWMvw9ZzWNhLFOpRzd3UoGQcq87up49VYHH581Qw0mzmttQ1uSVdqXF2ssRyDuUQQoTx0+ZGGD6emKAC4s5n8S2N0qEwR2lxE75HDM8BUY68hG7dueooANWs5rm/wBFkiXcltdtLKcgbVMEyA89fmdRgevpmgA8UWk2o+GtWtbZPMnntJYo0yBlmQgDJwByepoA1qAMnwvZzad4a0q0uU8ueC0iikTIOGVACMjIPI6igA8PWk1hYSxTqUc3d1KBkHKvO7qePVWBx+fNABb2cyeJb66ZCIJLS3iR8jllecsMdeA69u/HQ0AFxZzP4lsbtUzBHaXETvkcMzwFRjryEb8ueooAPENpNfWEUUCl3F3aykZAwqTo7Hn0VScflzQAeKLObUfDWrWlsnmTz2ksUaZAyzIQBk4A5PU0Aa1AGT4es5rGwlinUo5u7qUDIOVed3U8eqsDj8+aADSbOa21DW5JV2pcXayxHIO5RBChPHT5kYYPp6YoALizmfxLY3aoTBHaXETvkcMzwFRjryEbt256igA1azmudQ0SSJdyW920spyBtUwTIDz1+Z1GB6+maADxDZzX1hFFApd1u7WUjIGFSdHY8+iqTj8uaANagDJ8L2c2neGtKtLlPLngtIopEyDhlQAjIyDyOooAPD1nNY2EsU6lHN3dSgZByrzu6nj1VgcfnzQAW9nMniW+u2QiCS0t4kfI5ZXnLDHXgOv58dDQAXNnM/iWxuwn7iO0uInfI4ZngKjHXkI3btz1FAB4hs5r6wiigUu4u7WUjIGFSdHY8+iqTj8uaADxRaTaj4a1W0t18yee0lijTIG5mQgDJwByepoA1qAMnwvZzad4a0q0uU8ueC0iikTIOGVACMjIPI6igA0mzmttQ1uSVdqXF2ssRyDuUQQoTx0+ZGGD6emKAC3s5k8S312yEQSWlvEj5HLK85YY68B17d+OhoANWs5rnUNFkiXcltdtLKcgbVMEyA8/7TqMD19M0AHiGzmvrCKKBS7i7tZSMgYVJ0djz6KpOPy5oA1qAMnwvZzad4a0q0uU8ueC0iikTIOGVACMjIPI6igA8PWc1jYSxTqUc3d1KBkHKvO7qePVWBx+fNABb2cyeJb66ZCIJLS3iR8jllecsMdeA69u/HQ0AFxZzP4lsbpUJgjtLiJ3yOGZ4Cox15CN27c9RQAatZzXOoaJJEu5Le7aWU5A2qYJkB56/M6jA9fTNAB4os5tR8NataWyeZPPaSxRpkDLMhAGTgDk9TQBrUAZPhezm07w1pNrcJ5c8FpFFImQcMqAEZGQeR1FABpNnNbahrckq7UuLtZYjkHcoghQnjp8yMMH09MUAFvZzJ4lvrtkIgktLeJHyOWV5ywx14Dr+fHQ0AGrWc1zqGiSRLuS3u2llOQNqmCZAeevzOowPX0zQAeIbOa+sIooFLuLu1lIyBhUnR2PPoqk4/LmgDWoAyfC9nNp3hrSrS5Ty54LSKKRMg4ZUAIyMg8jqKADw9ZzWFhLFOpRzd3UoGQcq87up49VYHH580AGk2c1tqGtSSrtS5u1liOQdyiCFCeP9pGGD6emKAC4s5n8S2N0qEwR2lxE75HDM8BUY68hG7dueooANWs5rnUNFkiXcltdtLKcgbVMEyA8/wC06jA9fTNAB4otJtR8Nata2y+ZPPaSxRpkDLMhAGTgDk9TQBrUAZPhezm07w1pVpcp5c8FpFFImQcMqAEZGQeR1FAB4es5rGwlinUo5u7qUDIOVed3U8eqsDj8+aAC3s5k8S312yEQSWlvEj5HLK85YY68B1/PjoaAC4s5n8S2N2qEwR2lxE75HDM8BUY68hG/LnqKADxDZzX1hFFApdxd2spGQMKk6Ox59FUnH5c0Aa1ABQAUAFABQAUAFABQAUAFABQB4v8AFa8+N1v8Q9CtPAMvhCLwnqEEkdzea3pF3eT2dyoLAv5V3EPKcAgELlWAByGBEx3d36FPbQ6z4a2nxKtWv/8AhYOr+FdUVgn2P/hGtLubLZ97f5nnXE27Py4xtxg5zkY06eZk2tLMyv2htb8WaH8P1m8JNfW9zJfW0N9faVYLfXllZNIBNPBbsrCR1U5AKvgZO1sYOCUnVjFu0XuW3aDlHVnl11pvxW8EeLvCDX/jPXPFniDU9f8Asv8AZ1npyDRzoqMFknuisIEE4iIkLb13SnYileBvBpzStprf9DOrf2TcN1sfUGOPes5arQteZ8e2njX4k+J/EWneG/Gtz4/8F6fpWn6xqGo6zomiri9kiuc2qJPHDKjKLYkiNQHdlAIJ4Lg7qc+1rCatKMV1ufQPwE1fxPrvwn0G+8XxXMWuyJJva8txb3EsQlcQSzRAARyPEI3ZABtZiMDGBrWSUrIzpNta6nHfEG4+IV58fNKsPCOurptjD4cuL1rPULQzaddzi6hUJMVw6NsZ9rIwIPJVwCpxoPWrzK9rWKrO0qaWl73Oy+H/AI28Y65qs+l+K/h9c+F5oIBL/advqdvfadcPkApE4KzZ5z+8hTgH8dLXTG3Zrl1QfHfWfE3h74Va5qHhKGefWoFjKm0gE88cJlQTywxEESSpEZHVCDuZQMHODhJ2er0N6UU5K58l+G/in4h1Lx3qWofDn4g/EDxfp8V3pdtYad4g05VjvriWSQXsMsMlrFLFBHCiv9oHlqrsVy/C1104rmSezMartG/VfgfemfesHroh+Z4Ffz/tGXfxG8R6Xpl98P8ATvDUHl3Gk3+oeH76driFywMcjJfIBLHtAbCgMGVhjJAmm3y67lTtdcp614Dg8WW3h6JPGd7o2oa9vYyT6FZy2tsVz8oEcssrAgdSXOT0ArRpW0M1e+uxxXxx1D4t6ZceG3+GQ8NSWc94LXVhrmm3F5LAjkBJ4xFcRZVW4cHJAbcD8pBiCtPlezNHb2bl1Rf+Hlh8XLbW5X8d654L1PSDCRHD4d0W7s7gS5GCXmu5VK43cbQckHIwQbVrO5nrobnxX1HxJpHwz8UX3g+yTUPFVvp08umWsgBEtwEJjXBIByccEjPTIrKeitc3hZysz5v8VWnxY0b4dXPi1fiL4v1u6FpbSeE9NttAigvb2+mG4w6narbALGHCpkiMRoWLMGAauiNlUUGjKN781TRH1rYtO9lA1yipclF8xUOVDY5wfTOaiaXM+UmDcl7x8tfELxn8Uj8TLnwbNF4t0nw7rHi+2htvEmhaQk62ukGwQsqzrHIISbxSGeVcqrsQwwCHTUakIpvVXv59jebjThKVtdLHp37OWseJNS0vxTBrF1rWq6LY6zJa6Dq3iK0+y315aLHHuaRPLjJVZjMiyFFLqin5s7jclH2cWvi6mNn7SXYi+OM/jKbx38NNN8Ia9P4fa8vb43c4tBdWziOzd41uEOCYy4UHayN6MDXPG92/wBysrI2fB/jf4gSeJLbQvFvw+NmrrIT4j0TU4bnTDtBK7kkMdxGWwPl8twCcbyBmtYq8XfQmXMmmtTufEU9/beH9Sm0qCO51RLaRrWGU4SSUKSik9gWwCa5qzlGGm5tCzaufEFt4v8c+Iruy1LS/Gnxdi1XT9FubzxLay+GvLt7LUV8sw28EElmFnDSGSPy4jJlAG8wEbm3kkk5U1daGUbu0amj1PtPwJe6zqfgnQbzxFZpp+vz2MEuoWkbblguCimRAe4DEj8K0qpKbUdjOg5OF5bnmfxMvfjnF8TdO0/wRN4Mt/B97aSMb/WtGu7ua1uU2ny5DFdxDa4LFWC8FSp5IJxhzNyTfobycdLHafDe0+Ilrb3w8f6r4Z1Ocsn2RvDWmXFmqLg7/ADBNcTFjnGCCO+Qap8tk7EJS1sU/jlf/ABE0nwBd3/wyg0a88S2rCYWWtWss8dzEAd6RiOaIiQ8FctgkYOM5Ea8ybdkbRSs7mH4Ms/jmdc0248TeIfAFzoLENdW2meHr+1vChXgI8l7IqNkjO5D0Ix3rVJdTFv3fM9bk3LGxQbmxwD69qxnfl90tdEfJ2g2fxa8T+F38SeMvH3ibw3otvBe3Ot6TpGixxalY3sTBY7ey227tcWpUuwbEjSMsZDFWZRd06be76Fy+NxR778FdT8S6z8KfDF94xt3tvEs9kj3scsQik384LoOEcrtLKOFYkdq1q2VRxRzw+HU8i/aT+IvxM8A6xrzeG9K8Q32h3eg20Vjd6Fo66ibK+N2wuJTGoaQsLcqVyrJuUZHXPNC7nKM3p0Oma0hy+dzovg7P4k0r4p+KPDv9teKPFHhGxsbaT+0/FVoIpIr98l4YJRDF5yGMozYDBGO0MMlV2jdxlJ7dDmqNpwjH5mx+01qPiWw+G9sPCuo32katca7pFp9t06JZZoYZb+COZgrKykCNnzuBGMk0UbSxEIy2dzZ6QbQWHjD4oeFtXs9K8QeCIvFtjNcJAviTwvewwhI2IBmubS5dGjC5yRFJNkAkAfdoVpNp6Ii2l9z1ojj0qNVsUj4R8a/E7xHqnjiLQtW8e+PPCXjtvE8tvNomm2SWulW+jCV1S4iuZLVopD5ASUFpHZpSU2gEKCj7zV36/oXW91ScV2t+p9Sfs9eIPE3ij4V6ZqHiuO6/tGSW4WGe/tBaXN1arM62080AA8qSSERuybVwWPyr0HRVSUrI546t63Rm/Gq/+MOna54ZX4bnwu2j3k5tdUk1zS7m8lsyQxjmUQ3MOY8gKwwSu4NyAccsVL2jTZrJpU7o2fhvYfFa11S5bx9rXg7U9OMWLePw3pF3ZzLJkcu011KCuM8AA5xzWulnfchp3XK9DqPGS+IH8LamPCs2nQeIvJY2L6tC8tr5vYSrG6MVPThgRnPOMHCpdx901ja+ux4t4Jk/aX8QaHpWpavqvw30SedFa70ubw1qHnQMDh4w41AqcEEBgCCMEDBrpslLyMpPTzPoMdDxWT02Gnfc+bbrTvi/49+Ivimyj8X6n4Q0az1eK1ksYtKhSNtHaIutzZXbRMXumkUowLEIpYbAwViU3+7Up6vqipO0320t+p2/7Nms+Itb8G6rJrk+r32nxatPDomo+ILQ2uoXlgNuySeIpGQd5lVSUUsioxGSSdfsRclr1MVdVZW+HoZ37Q/jjx74A1DRtT8J6Nquu6Uum6oLy10qwW8b7X5UZsmeMfvSocSZEeSc8g8VxNuPNFddjupRjK7kcp8GNT8Y23j7wdatr/jTxLY6v4dOqeI18VaWLaHTp3CGHymEEXlys/mq1uC21VBIUgFvRaUXKNtrWPPvKXJLZ6nsfxo1DVNJ+EPja90WSaLV7bRbyaze2GZVmWFzGVGDlgwGOOuK4K14QbhuehQSlVUZbHnnh3xP8XfAvhbSpr3w7/wtXT5LKCX7Vp9zBYayjMillmhmMcEpGSd6SRk4x5eeT2Ss5W2Rw01PlvJnuFnO1zaQzPDJbNIiuYZcb0JGSpwSMjocEj61DXVGkXfWx8kftHeNPGkXinxlo8Wr+PdC1RIIP+EJsfCGkvNaarKYwX+0XK28ixsZi0bCSSNUQBhySayp+97t/eXQ6JJKMZdD179nvUPF7DxbpfiK71fV9M0rUVtdL1fX7Rbe8uR5amdTsjjWWNJdypMEAcf3sbj0Ss4ppWZyptTaZs/HjUfiXpHgr7f8L4dEvNbt50e4s9bsprkTW2cSeSsU0R81QdwBbDbSvBIIws1NXehsuXldtyh4K0/43ReIrKXxX4i8A3ugfMbm30fQL61u2BU7dkkt7Iq4baTlDkAjg8jVW6oyd7Kx6lOshhfyWVZdpCM6lgG7EgEZGe2R9azltdGidmkfPHhiX9qDWhqaajqfwz0aazvpbaMSeGtRkS5iGDHNGw1EZVlIyCMqwZTnGS4PmipPcUtG0tj3vQE1SPQ7BNamtLnVxCgvJbCJord5cDeY0ZmZVJzgFmIHUnrVS5U3YmOq11PCviQPi74n+LGtaL4W8R3XhKwttOtJtLLaRFPYXyPJsvXkuWjcpcRKQYowVBIBYOpbbnSfNJ82xcnZxsjd+At34ji8UePdGu9T8Q6/4U0q6gt9L1fxPbeTdy3AVxdxo3lx+dCrCPbJtIJdwGYKMbtqVOMkY2kqri2dH8cta8WeHfDWlaj4Ssr7UZ7fWbJ9QtNNhjmnlsfNH2hVRyASUz0Ib05rn1VaP8ut/wBC5puEuXfoeDeDPGHxF1W88I+JG1HxyfEuu+KLm2vPCeqaGbXS7TSo7gq7MGtw0Gy3MciSNLukc4G8EgdEFadl8Ouv5GVW8oSlHdWPr7tWUnZGq1SaPmz4SeIPjNYeBrfXnt4fiFaXV7f+dpGoyrp2qWipdzogglKiKZNixhVl8sgHPmsCAGtkvxDTV3PevCOuXniTw7Zajf6HfeG72dSZdL1J4mntyGIwxid0OcZBViMEd+A5pXsnoKL0btqeCftI+Mta0bxmmm6lrXjXwt4Qm0cvp+peBtHkv7i41MuwMUxjt52jCoIygIVWLvljtAHNGTvKCeuljptblnHVa3/Qsfsu6j8SYNUm0jxjP4g1G1TQrC8vJ/EVtGkljqcq7prSGdI0E8YQqxOHKNlS5JIHfNJNpfLzONtLlcet7ntHxEHiv/hC9VbwQ+lp4qWItYDW4ZJbRpAQdsixujYYAjIYYJBwcYPHNyVnE6aajf3jynwP/wANGa5p2ianrWsfDzTIrhYpr3S38NX8d1CDgyRbjqDKHHIDYZc4PI69DUVOyd0YXlKOuh75ms+5Z8++f+0lqHjjxPp1tqHw70zRLSdX0q9vPD1/N9rtnBIDMl+oEqEFWG0A/Kw4bAUPgV9yp2UtNj2LwRD4mg8OWsfi+70m+14bvtFxolrLbWrfMduyOSSRhhcA5c5IJGM4FyaT90zV7+R5j8cLv4jXHjzwhonhHVbzw3pN9bXsj6vaaXHfIb+MRtbW90WR/Jt3XztzgKSVVQ6kjOdNNuXM/Q3aXs3b/hjI+FiePvDfxlt9A1XxDr3iyzk0A3viS51OzVNPstSZ4zDHYSiJAVYNcZjBfascZJVid3RFRcZ36Wsc7bSj3PS/jbc+KbP4U+JZ/BKSy+Ko7Utp8dukbyNICOFEnyk4zweK55Scdehdrqx83a18QPiJ4iTxj4ssbj4haF4gs9et9M8L+EJdAMVjdxmKNwLhWgYsjsJxJceaFQKNrKcbuigly02+t7mU3L3o9Fsz7HjJ8sFhhiOQOaxl1aLhflVz548J6t8Xf+Em+IOq6TPa+JtMtPEs1nD4b11jZFbZYYCGtLpUbHLSZSRWVjgB48HKpO2Hi3q2K9684vZWPZPAPinVfFmivd6z4V1LwdfRzNC2n6nPbzOQMfvFaCSRChzwcg8HIFaNbNBFvmcWtjzz9pLxXrXhe08MtFea/pHhK5vZI9e1jwvpzX2oWsQiYw7Y0ildUaQAM6xsVGANudw57/vEpbG1vdbieZfs+6x8R7Txr4eSfVvG3iLw7rNxqbzL4v09YVt9NjZ/sV1v8iN4p5G2IYHJLKS+xMGuynG9N8+5zVZWqrk2f4n1bfrcvZ3As3iivDG3kSToXjV8HaWUEEjOMgEEjuK5pbOx0R394+fPCU37UGvWF0+p6n8M9Cu7e7mtjbzeGtRkWREYhJY3GoDcjrtYcAjJBGQauNnFNbil8bSPoDShfJplmupSQS6iIkFzJaoyRNLgbiisSQuc4BJIHUmnLXYmEZW948c8e3fx5/4WqNN8IXHgq18GXVkZ7fUNX0S8u5oJ0KB4ZjFeRj5txZGCgYUqcEAtFN35lL5FzcUo2+Z33w3tfH1rp90PH2p+HNTvjKDbyeHNPns4ljx0dZp5SWz3BAx271btZLqZq/M9dDnP2hdV8X6Z4Z0dPCdxqGnLeatBa6rqukWC315p9m4bdNDCyOrEP5SklGCqzNg7azV/axXQ2VvZy0u+h5zY2XxU8F/ELwTHq3i7WfFev6vqtzHqVha6eo0ODR4wyrMzrCBBPgQPgyZaSSRVUoBt2i48zstP6sYzdo769D6Q1EzjT7n7OP8ASfLby+n3scdeOtYVObl900pu794+M9C8c/E3xdCLXx3qPxI8Bz+G/Btrd3U+i+H1Lajq5dkuWDLbyxz4PklIYsA+Y5K4Ax01OT3pUdtP+CVpeEe97n1T8J9R8R6t8M/C974ws1sPFM+mwSanbKoXyrgxgyDAyB82eAeOnaisoxk1T2MINyVmeX69efE66/aF8VQ+FdVhXStM8PaZcW+i61ARpt7PLNeCYCdFLxSBYoRuXeAD80bZBGS2ct/I6KiXLT+d2ejfD3xp4m8TXGo2viXwHf8Ag64sxHtnlvra8tLwtnPkPE5chcDPmRxn5hgdcU0uVO5jqn3Mv9obXPE/hz4X39/4UjvTfpcWyXE2mWoury2s2nRbme3hIYSSpCZGVNrZIHyt904txVRc/wAJrDZ6anzj4V8T+PE8ZvrfgzxL8SfFHhyfXdNsNPtvFOjmK3vYpCTqHmLLaRSwRwxoXSclAXYph8AHppJ80VU+F31/Iwnqm09UfbPb1rF+Ra6Hz1YTftL6p4m8SWR1H4caTp9jdhdOuLrw5qEwvbZlDK4Zb8AMDlGXAwVyOGFKC9xc245fE7HtnhCHX4fDljH4outOvNeVSLqfSLeS3tnbJwY45HkZRjHBY855q5ExNukMKBhQAUAFABQAUAFABQAUAFAHzL8dvCetXfxV/tfXvBnjD4keBv7Mhg0/SfCOsLa/YrwPKZ5Li3a6thNvVoQrln27GGFzk5wfvPQuXwrlfqbX7NnhbxDoniTxXfDw94j8F+BLuG1Gl+HPFWrDULuK5Uy/aJlAnnEETKYQIxKRlGO1c89L+Fa6mDauuVevmdZ+0Z4d8T+Jfh0bTwuuoXMgvbeXUNP0i/Fhe31krgz28FxuTy3ZeAd6ZwRuXORyu/tYt6x6o1+w1F2Z4h4a8F6leeNvC0/gH4WfEP4aXVlqUMuqat4n16NrGaxDAzwvAuoXHnvIoKqTHlWIbcMHPRD403trp+RjVu6TS36H2D2rOWqsXHufFreBL6wudUtvHvwh+J3j/wAVT3lw58SaD4ljWymjaRjCbfOpQG1VUKDYI1KlScsfmMwVo8qNJay5j6S+BGi+KPD3wr0Kw8ZXEtx4ghSTzTPcfaZY4zK5hjkm/wCWkiRGNGfncyk5Oc10VGm7o5qatujzn9onwrrmqeNdB1K78L+KPHfgS3s5o59A8J6stlOt6XUpPMjXFuJ49gZQpkIUnJQ5BHNT0lLn67G803yuL23K/wCz94T1zTPiPqOq6X4T8VfD7wDLpvkyaH4t1dbyW4vvMUrPBEt1cCBVjDq2HXeWU7flJO8X7sr+Vv1Mal+aPJ8z0/46/D+++KXwt1rw1p15FZ3V6Iiv2gsIZwkqO0EpX5hHKqGNsc7XPB6Hmkuaaur2/E6qUuVngV98BPFnjJNH0hPgt8M/hgun3ttcQ+KdB1bz7yxWKRWJtI47CAhmVCmGkUYc5DDKnrpytNTvsc9TWPKup9eAcVi79y9NjwO/+FPxl1X4j+I5U+NetaN4Sn8u40mKx0fR5GtyxbzLd/NtGZguEKuWJIYg8jLKnfl95jna65Ues+BPD2s+GPD0Vhrvii88Y36OzNqt/a29vK4JyFKW8ccYA6AhQfXJq3a2iIV7vsfPP7aPi3TfAWseC9a8a3N9efDrbdW13oOl+IotIubm9YxGCUmS4txcRoizAx+bgF1Yq2MjKm0ptPVvbyOhpuDaZX+A0n2f44acfD+geJfh74U1LQLq5fQ/FOuJetqkiy24jubWBLq5WJY1dgzhk3ecnytjI7KUX7Kpza2tbyOWWvI0tz6E+LGl+I9Z+Gfiiw8IXy6b4oudOni028c7RDcFCEbJBxzjnBx1xxXFPbY6Kdua8j491PwydQ8HXUXhH4UfEzw142giYW/jLU/GkLWVndL1uLi5GpyGaJW+ZkMTBgCNnQDqjZ1E76Ee9f8Aean3Np4mWwg8+RZpxGu+RBhWbHJHsazna75TOm24+8fE/wAVvGPhrQ/2j9f8N/ELR/EPxD1jV5IZfDOleHPFNvb/AGW0MCAwmxe/tiJTIkz+ZtYsrDDYBAzornp2W66m1SKVpN6HtH7Jx1K30rxtYXn9pWFjZa6YtP8AD+uap/aWo6NAbWB/IuJ/MkyWZ2lVPNk2rKo3dh0yVqUJS3fXuY6+0aSJ/wBqTR9Z1DSvDd3FZaxrfhOyvXk17Q9A1hdLvL2MxlYdszTQhlWQgtH5qbuOuNp5Gv3ibRsvhavqcJ8KfD97D8X/AAzf+FfA/jH4X+H/AC7ldYt/F+uxzRaqpibyo7e0W9uP3qyFXMoCEKpBLAgDrjpBpnNNylJWPprxLFfT+HdUi0u5js9Se1lW2uZRlIpSpCMR3AOCfpXDX5nT00Oqnurn59eDfFng/wAceFNY03SfBPj7xV8Q9Ft2XVfFOkeP7eeKC8UHddG4XVAyRF1ZgPJA2gqI8ArXVNqKTg7IxjFttT1Z93fCq7vr/wCGXhS51PU4Na1GbSrWS51K1H7q7kMSl5U4HyscsOBwRwK0rJKo0tjDDtumpS3PD/jnr+u6X8dvDOiwftBQfDrS9ctHiTw/5Okm6FyCoikiF1A7yJId6EZyGC7cgkDmo3bkm79jrqW5VoepfCqw1Lw/qviDQ9b+JmofELV7UW8sseo2FlayWCSB9oAtYYgQ+0nLAn5eMc1tK3KnYy+1oZX7Svh7xL4j8FWEOgRanf2UOoxT6zpWiakNOvtQsArh4YbjzI/LYsY2P7xNyqy7hmud3502rxOiP8OS+10Z4z4F0d7z4t+F4/Afw/8AGvw0udPuvtGvP4n8RQyQXFgY2DRGzW/uDI7MYyshjXbgnePunopre707dznn/DffofX8gZ42Cna+OCfWsKl+X3TSNtGz85r74k+APBum6nY/Ebw74w8YeO7S8kstU8SaJ47tvIe8wzDyiNUie0AVSwj8pDGFOQcEmlbljKK5TWorSbPt/wCA8WuQ/BzwgPEepx61rR0+Nri/huBcrPkZU+aABIdpUFwMMQT3rorJc7scdJ+6jy39oDwvrV/8SNP1TVvCfiv4g+A004QQ6H4S1dbOSC+8xy808LXVuJ1aMoFyzBCrHbkgjkppqU+f5HZN2UeTTv8AoJ+zFpuoSeMfEmraLouveEvh9JaxW8OheI9dj1Kf7ert5ksapc3At02FFKeYMsM7BjLdKvyPnd+3kcs1zTVvmdz+1Cusj4Ma1No+pnShbSW9xfSx6kumySWKTI11FHdMyrA7wh1WQsoBYfMv3hzOXJUi5K8TqppS0Tt5nydoHxF8E+I/H/gnRfhhoPinwN4uudQsrhNW1rxjbzWVxZFw8yMialc/azLCkoRShJJDBlwWrsopKp73w9Tlqv8AdNn6E1zv0NEfB2vPonwj1vxzYan4T+DfxIuZNWmudR1rxF4ljh1ZRdSu8MF5btZXD5RWEaKrEFEGFXkCYPmioJWNanxOdz6W/Za8Mp4W+CehW9vq+maxZ3D3F9bPokzS2FvDNO8sdvbO3JhiVxGpIHCD5V+6Oqt8XKzmXvSckrX6GB+0jceJrDxJ4HOifGWD4aWV/emwu9PnXSxJfBlJD25vIXLSI2zMan5lJwAwGeKDftGr6fkbyt7N2WpP+z9rsfiDWtZe2+PFx8WY7WNY5LCWy02AWrFjtlBtbeNmB2sASSpwcZIrpVuXYwl8S1O5+ONnr9/8JfFFv4X1FdJ16SyYWt21wLfY3GcSkERsRkByPlJB7Vy1fg1Omn8Wp8bavqegzTaVoHgrwJ478C/Ee7kH9m+INc8awSWsUseGkkncapMbmMKSWQxtvzjAJBHXS+LTY5am2urP0AQMEG7BbHJrN36Fx2sz5H8feFb3TPiB4t1Hx/8ADbx98SLW5uzNpOp+G9fjisLOxEa7YTbvf2/kurByz7DuzneRwMoNKCi9+ppNc021t/Vz1z9mXQvEmh+Arxddj1C0sLnUZbnRNN1fUxqV7Y6eyp5cU1yJJPMbcJGH7x8KyruOK6Z+9FJ79Tmg/fk18PQ5z9qezv5rzwld3Npq2v8Agy2e5Or+HdA1tNLvbyQhPIcO1xAJY4yJN0XmjO9SQwGK5k1Geur6eR2pWg7HBfs8arYeIvjcX8B6F4i8D+HdLtJ7bxDpPiTxFFefa7hkje3ENql5c+WyAlmkBTKuAQ2Rt6oawlUfXY5ZK04pH058RbfVrrwD4jg0G/h0vW5NOuFsb64x5dvOY2Ecjeytgn2FclVPlbidVKykubU+Fdd1Pw7p2gWuiQfD/wCIWl/Eq+zZ2Hia68e25hbUijMJjc/2oxeMFGcqYSCq48vGFrpV20o6GXK1eVbVI++vDUd7F4e0xNSuYrzUVtohc3MIwksu0bnUehOSPrSnu+Uxpc3KuY+avi34S1MfFfX9V8W/D/xv8TfDlwkA0OPwnrSQW+nRrEomjltWvbYGRpAz+bh/lYKCuCDjT91Xtr3OyTvGKWx2/wCy1o2t6dpHiO8uLHVtE8JaheRz+HdF17WF1S8tIPKUSFplmmAR5NzLGJX2jPIyFHVP4Um9TkSvNs3v2ibHxje+BFbwN46XwJrsFykqTSRWbpeoD89uTdRyKjFclWA4YDOVyK5n8au9DdW5XY5f4a2mqR/ERLO5/aIv/GtxYxrNdeG7jT9HjEqSrII8vb2yScFGb5G6pzwcHdehi72Vj3LUI55bG4S2kWK4MbCORhkK2OCR6ZxXNU5uS0dzWFk05HwunhxfDvh2z0vxx8LPiZrHxDuUEUviq28aQw219e4GZrec6pGYoy3zLGsS7VIHl9Qd3ZySh7o2nzOUndH2L8KdN8R6N8NPC9j4vvU1LxTbabBFqd2jblluRGBI2cDOWzzgZ64FXX5HNuGxjDzVj5s/aH1jTfDnxP8AE2u+PdF8Q+OPBem6fZmG28OeJIbOLRGfeHN3bPeW2WlYKUkJfIUqApB3c0ZatLqbSSfK0zqP2Mddj8VReMtX8PvqNh4EluYItL0DWtbXVL7T51VvtO9hPOYFfdEVhMh27SQFDAV1SVoR5nqcq1qux2/7UMWr3Hw3t7fSbueFp9UtIrmxsdUXTLzU7dpAJLS2uGdNk0g4XDqTyAyk5HFb9/CNrrXQ6JNKnJp2fc+aPB3jrwlr3xp8MeGfhx4e8VfDzxdY6uiao/iLxVBJbTW0Z3Xdo1uuoXH2mZkBAGzch+csoBz2Ufed/s63Xcwr+7BxW+h97Dp68Vg1zGy2R8QatoKeFjqQ+Jvwx+InjHxJdX04HirSvFkMNhcBpGMIty2pwG1CoUUII1KlSfmPzFU9kloypqzve59P/AXR/E+g/CnQbHxjdPd67Gkhkaa5FzKkZldoY5JhxK6RGNGk53MpOTnNb1NzCmuq2PF/2mbuLT/iWdS8UadrfjHwPpehC7m0Hw34gi0+XT5PNk33t3C93bCaFlARWZmVGjf5cnI5KclGc212O2V3GnGHW9/Mh/Y68V6d448Y+LNV8FR6toXgCO1t4f8AhHdf16PUrqO+LOxnSJbi4NtE0ZQBd4DkZCjBJ61FqDbe+3kcU7c0eX5nvvxcN6fh7rC6b4wTwDqUiJHaeIJY4JEtZmdVjys6sjBmKpgjJ34GDgjlqc+iidNPl57PU+fPCesa9YeKNC8OeLf2oru38b77dL/wx/Z+hshuSAxthItmpy4ztAKuVIIANdSUOe8NUYz5oQuz62rIpHxL4h0QeGtW8TTfE74b+P8Ax3q02qXLQ+JNF8Uww6cts8rNaxxI+o2/2QpE0aECNSWUtubIYqF+RdzSpbm8j6M/Z00fxPoXwo0u08WTXEuo+bcSQR3l8L24t7Npna2hmuAT50iQmNWfc2SD8zfePRVd5aGEZXdkrI81/avumsvGfgRtag1bxF4PnS9hl8K+H9dj0y+vbwLHJHLte4t/tMUcaT7oxJgbgxVgOOSElefNv08jp5W4e67fqcZ+yd450D4g/GK8vPhvBrHhrwbbaRINV0TXvEUWoPd3DyR/Zri3t0u7kRIqpOGkDKrlwMMQSOyMeWnKUtb7eRzTavGK36n0p8aNK8Sa58LPE1h4PvGsPEk9myWU6TeSyvwSFkIPlsVBAfHykg9q46i097Y2g7s+StR0JL0WGi+B/hh8RfA3xEmMcmneINd8YQvbxsCC00xGpzNdxYzlPKcODjA4I6qTSqJvY56qkoep90oCEG4gsByawlu7GsbpWZ8L/Fjxp4V8F/Erx/cfFDQfE/jwW+owLZ3Xh/xVBFa6bbzRj7NaNaNf25hmJWQ/cZpMghiMAZ09KUV9p3+ZUk1Nu+h7r+x7f3er/Cy41L7dPdaBe6lPLoVreauNUurCxG1Vt57kSSb5FdZSQZHKhgpYlTXZUvyRU/i6nLFfvZW+HoU/2t57i0svBMlydQ1Dw3Jq/wBl1Lw9outppV/qzyRlbeKGRpofMxJhmhEqlwO4BU8js6kUzrtanJ9jyT9nrx74X8c/HrSoPhjp2veDLHT4bo+IdP1/xLDdx6hEFaNFgtI725BeOYqWmULtAKknIA7Kafs5cxy1bKUe59p38EtzZXEMNy9nPJGyJcxKpaJiMBgGBUkHkAgjjkHpXLP4XY6Y76nzX4d+HfxbtrEp4t/aR1PTb6S/ntrNrbSdBEV5GJCI2QNZ7g+3AZckhg2MjFWtlpqS92o7H0jpVtcWWmWdvdXkmoXMMSpLeSoqNOwABcqgCgsckhQAM8ACiW+hEE+XVnyN8SL+y1f9oPxppviLwx4q+Kq2cVo1hpHhDX44f7HhaBSyz2TXtuS7vucTYcFWCgrgg50XdO61OmbSjGx61+zP4a8R+HrHxQ+paVrfhvw1d3yS6D4f8SaqNRv7GERKJQ8olm2q0mWWPzX2jPIyFHRPWKV9Tnjbmdiz+05pOva14M0i20Y393anVYjqmkaRqg02/wBVtNkm62t7gyR7XLbGIEiFlRlDDNcz/ixVtDZfw5W36HlPgfwdqdz8SPCl74G+GPj/AOGdvZ3vma3feKNdjeyurLy2DQfZlvrnzZGYoVfYpXbneB8p6Y6PV6f1Yxn70Xpr0PqzVWkXS7sxTLbyiFykzjKocHDEdwOtclZvldmaU1Zq58G/Dq1sPG/w7sbl/hl8SviF4ruoMS+N/D/jOJrK8uwMNPDcDU4zAm4EiPyk2D5TH1B6pxcbez90TalJuTufaXwp03xHo3w08L2Hi+9TUvFVvpsEWp3cbblluRGBIwOBnLZ5wM9cDNXW5JTbjsZU78t2jw345aBqN98YpbzW/Cfiv4k+D49Jt0stD8Ia3Havp9zvl86W5tmu7bzvMUxBHJcL5bABScnCOjfc6ZP3Y2Og/Zs8LeIdE8SeKr7/AIR/xF4L8CXcNqNL8OeKtWGoXcVypl+0TKBPOIImVoQIxKRlGIVc87N+4l1OZpcysrd/M2P2t9Zu9C+CWpXdrrX9hRreWS3UyaiNPlnt2uo1mt4rolRBJKhaNZCygFh8y/eHKkp14Rlqn07nTF2TdzxbSPB19q+t+GZfhz8KviL8PtXt9StJ7jxD4g8Rxvp7WQlVrhJUXUbg3XmRB1UGMnc4bcvJrsptqquf4eqOaWiatqz7PPQ1zvyNT5d8A+G/iV8TNW8V3ul/tIahc+HrfU3g02bRtJ0Sby1HElvMr2ZZZYpA6nP3l2nqTRD+GubcU/jZ9E+D9I1LQfDtlYavrtz4m1GBSs2rXcEMEtwdxILJCiRggED5VA4qpCibdIYUDCgAoAKACgAoAKACgAoAKAPmD9onwD+zf4i+LGg638VNc8C6f4m0+0aGXT/E1/aRPeWbhtgeOZ1bCuCyOOmHHIY1nBxTdtypN8qidv8As+aL8CNKk1s/BaTwU7OIv7T/AOEQvLefAG/yvN8lmx1fGevzY710Ny5fIysuZSZpftK+Fvhx40+EmraL8UtS0jRvC15ti/tDWbuK2jt5znynSSUhRIDyvrgjBBIrlkouS7m9NtdNDyX4YeEf2QtM8TeHf+EWvvhPe+M4JYhYz6PqFj9rluR0aKOOQtuJ5AXPXiutSk37qOVxtC83c+rv4fwrB9TVdD4qj074L2vi/wAVPr37U959muL4y2VjH8Xbi1ksARiW3ZBdgbVcMV4BAbafuglU/hS3fcqfxM+qvhaugr4C0j/hGPEUvizQvLb7LrM2rNqjXS7jljdM7GXByM7j0x2rWevxGUbWtE8d/ag8CfATxf4n8IXvxa13wdo2raXI09pF4mvbWE3lqQyyQlJnUvGScgj7rKCO4OEf4nMvuN5XcOX8TY+AWh/s7aV4h1CT4NyeAX1trYLeDwje2s83kbgR5ghckLuxyeM4roTfK7bHO+VNLqd58atJ8Da/8Mdd074kT6Xa+C7qERX8+sXCW9ugLAIxkcgIwfaVOQQ2Mc4rmqqLdpHVS5oS9zc+b/hz4A/Yy8PJ4csrPWvhJrXiOzMEVtqEWpacLu5uFIEcgVJOZSwB+UcseAOldib5vdVjlekfePsnOKw3NbHxx4n+G/7HyfFrxbrnirXvhdLrOoygajpOtapYCS2vUZhLJh5AyO2QHQjG5c4BLZmnyqHu7F1XJtX3Pov4L2Pw607wJbw/CxtBfweJZDAfDU8Utn5m4+ZtaMlc7s5weua2lzP4jBcrk7bnDfGm88I+Dvi54H8YeIPiH4R8Hz29ne6bNp3iy6hhF/ZTNC0pgMkqbZFaKMbsMpViCOQRjSfs5Th3NZpygmuhxHwZ8P8AgW7/AGibbVvh98W/Cfijwzp2i6hFZeD9J1K3u7jS/tM9s8piMUjEW26EYQqAhkIB2lVXqov2VGpG1+a2voTUfO4taWPbfj1pY1z4LeN7A+Ibfwn9p0i5h/tu8uPIhst0bDzJJMjYozy2RgZNcVR2jr1NqUnGSaPjD4h3PwwHwS1Sz+F3j34PeBPEmvaLNpOu+ELHxdYrpV6JIzGJEdSoFxGSGWUoC4JR+oZe6LSny7xIotQ96e6ufoDo8Zh0mzjOCVhRSVOR0HQjrWNTWTtsYUtInzTr9x8IPDHj34o6F42+KXgGLSfFFzDf3eh6tq1taarp18sEUQYSNMCqhIopI/lV0YkhiCMZQd6Sprp19TdtxkpW3Om/ZK0O2sNO8dana/EzRPirHq+vC4/tzRZ4pcCOztoEjuDE7J5wSFSxBAYtuCqDgdcpXoU6bXw3M20qja6lb9rSy8LPdfD298a6h4MbwzaarIbzQfHGqQ2Vlfo8Rj8xRMCkssG7zFRgQcnBU4NcEda6TLd1BtHnfgN/DN1+0F8P9I+HnxL8E+LfAmkz6hfWei2PiO3utS0oyWkkbW8MauxktgWDKM5iGVA2BdvdB88G5br8TmqRs049T6w8YWFlqnhLWrPUbr7Dp9xZzRXN0ZBH5MbIQ77jwuAScnpjNcNaPNGz2Oqk9Uj5D1LWfhPqfwk0LR0/aC+F+lePfD2nyaVpniXTdWsoontCnl+RPAbg743QLvQMAHAZNpUY2rc9Rpx67omjFUouD1R9T/CTR08O/CvwhpMV/baollpFpbLfWb74LgJCi+ZGw6q2Mg9wRW1aXNUbelzkwsFTpqN7nj/ju++F/hD4yeMf+E4+I3gGy0rxTpFta6x4Y8T31tDebogyxMpkmXETI7ZVkPzAMpGTXNCz5oM7ZJ80ZrQk/ZY0XR7XxV491XQfipofxS0q5TT7K0n0y+iu7myggWYRxXUkbsHcCTAkOCwXJGck7tt01zLU5uVe1bRs/ta6XoepeBtCPiXxD4Z0bQYNbt5r2w8YaitjpurxBXDWskjcE8+YqkEFoVBGMkc65faQ5jr5rU5RW76nj/hLQPg6nxJ+HelfDHx78Pb67ttautWu9Xi8SWt1r90rK+zT4Vjy8sOxwmGbCR26AKSAR0Rbbv0XTuc9WypuK6/gfZ0yqYnDnauDls4wKxmk1qaR8j4/8D6z8Dfhn4dgXS/jT8LpvGejafe6Pomu3+rWYMFrNIrhLmJbkee6si7nyhbB+7ubNXbg4x62uXUb9onPZdD6H+BfhzSPCfwh8K6ToOuweJ9ItrJRBrNpIjw3gJLGWMxkptLEkBSQBgAnFaVWm3dGENFoeG/tLeF/h1rXxctz8SPiD4U8Pafc+HntbSHV/EEWm6po05kcrf2AkIG58mNn4I8pQCQWFYU+WMpX17HRN3UNNr3Nn9nW08D3fxf8X6l8PNc8A/8ACMwaXZadBo/gfVoLt5whZvtl3HCAsT8mJQNxKqSWPAG0b8jk+v4HPNWlG3Q9B/aW0LQdf+Fd1H4j8W6Z4Js7a9s76HWdaaIWUNxDcRywiZZXRXRpEVShZSwOAQcGsoyjGcZPobxTs1a55Fqt/wDBHxg+jeGPCPxc+HOmW2p+KbbxBq1hpur2k93ql6ksUkSWwFx+6Z5YowcKxIyqgE5ropt05xcdo309TBu0ZN7vqfWQArFvdFrRaHyX4YvvgV8NNZ1I3vxd+HE/iTSNa1a/0WfUtWs4brS5rwubiG5xcAzFZXkGSFYKFU8ruJF3guV6lz/iubWjPYv2btB0jQfhVZDRfFmm+N4L28vNQn1zRnjNlc3M9zJLP5Ijd1VFkd1C7mI24JJya1qSs0rWMruc3Ub1OL+PukfC5PiPpuo/EPx54U8P2l/oV5ol9oPie8t4Df2UxBLW7ySo8Tq6jLruBHGAQpHPTUVz/wB634GkuZKM10uWPhTd+BfGvxpuvEHhb4meEvFcWk6CmjaXoPhi9gnlsrMvG0j3DRzOZCZI0CnaiqMjksTWsXK02+tvwMKkYXp20tf8T1z4gnwwvgvWB41k0yLwo9s0epNrTxpZ+S3DCVpCFCnOOTjmsaiTVpHTC97x3PhPwv8ACL9mzwx8aPC95o/j/wCCOr+ArI3Ui6PqNxpcuqJcSqqxRrOCTcxqw3L52ZEJ4dsgDootxjZ/Ec9ZXaa0R+hvGOPwrO6vZmisfBH7X3hT4bXviTxTrOk/Fnw8fFkltLaaj4F134jy6TC0xj2h4wl0ggmHykxyo0TjghCS1cyg1H3NjoTs1zH0x+ynpvhDR/gtoVr4N1q112yiijW8ubLXm1iJLsRIJUE5mlAwQPkVtq9gAa9GrLmlpt0PNw8eVPm+LqZ/7U/hn4LeNvCthonxi1nw1ocMsrT6Vd67fW1rLFMmMvAZztbGV3KQysCAykHFcLV5e7uj0Iyai21oeV/sZeCvhb4P8deMZNJ8V/CLxZ4r1C787S5/Ai2MV3Fp6W8MTBoISTDudC7iImMs27C7to7lJeyjFdNznavO7PrHxDPpVroGoza7LaQ6MlvI19JqDKtusAU+YZC/yhNucluMZzXHO0oas1jzL4T8+dT+Dn7MemfE3wrf+GviD8Dn8DQavJqWr6HrN3pc1yAYJkEUFxuLSQmSVGME25VKKUZQoU70Zcj97XsFS84OOzZ+iGn/AGX7BbfYfK+xeUvkfZ8eX5eBt24424xjHGMYqXdXuZxsl7p8dfta+HfhnqXjmbWpPi1oei+NLCAR3vgzW/iBNotrfoUBQMsNzG9vLtwVk2spBG5GyCOZbvlVzobbik9j0H9g7Q/CXh74A6DZeHNasNY1WK1t111NN8SjW4ra9EQ3Rh1mljjA/uRlV7gc16eJlzTTj8K2OWLvJvqdp+0lonwl8UfD5tG+MV/4e03w5ezBLefxBfQ2arcBSVaGSRgBIBuIwc4zkEEivOmlJrv0OiEnFNLY+e/2Ufh98HvBvxt1u707xv8AB3xhqlxb2lr4XPhldNh1eMRJcGd3hg+UTMkgDyQhQ6x5KqBg96nzU1GKsc1RWldbH2fq8aS6VeJJKsEbQurSvjagIOWPsOpriqJctmbwdndan54+E/8AhA9BhntPFPxA+AfxIstK8F23hjQE1LxZboqyQu2WeORZRCJVdTI8bMSYUAA6jqnL2zk7Wbt+A5S5eRLpe59x/BDSjoXwf8F6f/wkEPiv7LpFrENctpRLFfBYlAlRwTuVuoOTkEHNOvLmq3Ssjng/dseBftB6D4Ht/itNqF98ePCfgLV5bvR9SvvD3iSazYS/YZTLAwV5opE3bmGckcggcCuah7lX2m9v1Lq0+elydz034FT+HPFPjf4g+M9G+Inhvx5davPbQOnhe4ilt7C2hEgt0k2SybpiHctISu7AAUBRW0nekk1bzJsnUvf5Gp+0Zpfh3UfAtnP4j8cWXw8t9P1S01C113UJreKGK5ik3xK3nkIwJGNpIJHSufarGa3VzSUPaQlCS0Z4R8Po/Amo6X4C8CRftB/DrxKNP8Ty660Gj3FrHqGpXBujc28MKrdvsPmO4cgMzrhRtySeiLftFPqr/iYVIKVOUHs7H2X0rJ6bGquj8/NMm8D+GPGltB4p+IvwP8c+HfD9hrVvp+l6v4nt4ZkvLm6M6+ZDKJI0YHdC0g+YKxwp5BVL4Jztdu1gnTfPFydkr3PrH9mTSI9D+B/he0t9d0vxFbrFK8V7od0LmwVGmkZYLeUffiiBESng4jGQOg6Kr5m2jGirLbc8l/au8K+DdT8U3Mup/HDwx8MNe1LSbazl03xJJZvFc28N21xFJ5Us0UmPMDAlW2kAgg4Nc1G0Jylvc7JPmjG62ud18I9U8LfED4xeJ/GWjfE7wp44uv7MttMg03wtcwy/YrVWZy9wY5pC7tKz7SQqqowASWJ1inGD03OafvSjd7HW/tAaJ4f8Q/CjWLLxP4ot/Bej77aaTXbuaGGK0eO4jkjZmmwmC6IMNwc46msJtq1nY6qT5Zc1rnzZok3gTU/C174Jn/aU+GuuL4g8Wrrd3NZzWcd7OjSJKLeELeMBM00aYkCnCnCoCAR1UkockEvhv8zmq+/zzva9vkfbOOKxbSuWtj85Nb1vwd4D+J8Nrq2o/Cnx7p2n+INav70an43023luZrtvkku7e5JIubYL9nHLDy842kBaqm04I0qO9STtvY+vP2U9Js9I+CukxafrWi61YTXN5c27eHL5bzTbOOS5kdbS3mXh44QwiBAAGzACgADaq3fUwTUpOSOE/a30Xwy2p6bqWofEjwh4G1q50XUtC+x+Mb6O2gv7G6EYn8pjIjxyK0ceJF3gAkFTkEccbLnhH7Vr/I6oS5bTfQq/s86jpfjr4g+H9Tvvij8OfFniHw14cl0m00nwFfpPmF3g864l/es23MMIVQoVSzckkY7nPljPlXxWOOOyj1PW/wBozRrbxD8EPGOm3mv2Hhe1ubBkk1XVJxBaQjIyJpCRtjb7jHIOGOOa8+sny3OqCvI+HLbxB4M8X33izSp5/g/o2qa7eaf/AGT4lh8d6ZcyaBHDDDEsdkFAlxE0TPCqrGN0pBA5J9GlJe50lG5y1E7Pqj9KUGI1Gd3GM+tcsviuzSG2h8SfExvD3gf4tyXeifGn4T6fPYeKH8SS6L4v1eK3vLO8ktWtp43Ky5ZSj5UMisjY+YjC0UW1BQ3iiqkV7z6yt+B9A/s22Wjv4X17W9K8YaD42n1/Wp9T1DUfDM6S6fHcssaGKLbJJjaiR5yxJYljjdgW/gjBbIxS/eSm3qzI/adh0KyXwl4h1Hx94X8B6xpN1cDT5PF9zHFY3qzQmKeE7pI2DbGyro25SBkEEg80o80lF6nStItnl37Of9h65rXwy0G7+LXwx8SXHgWznh0fSfBOqR3N5d5tzB5kp8zJVYSxZVjwzYckYArvlPmcpWOSULWj0PqvxlbJd+Etat31L+x0ls5kbUd4T7KCjfvdxIA2/eySMYrz6vvQaWh103ad0fnBpOveBdNubnR9UX4I+IrJPC8PhywvJ/HummxtJo5Jme7jRwZY/PMqySBVLh4x8zZDDqbdZtv3W7fgY29lGMU72v8Aifoj8MtPOkfDjwvYnWh4j+zaZbQ/2wHDi+2xKPPDAkNvxuyCc56mqrNSk20Y4ePLBK54L41s/gppXxO8fn4ifEjwfpGs6le2d7ZwzeI4tM1bSGSyjh3JIJUliZgoYFSAVYA5B554WVNKG6O17WaPUfgNqWgajo2qv4c+LLfFjT1ugBdvqNlfGw+UHyfNtUXPGCPM3Nz1Nbu/Kk9zBJczaOZ/ay0jw1quk+ApfGOraBo/hqx8UW93ezeIdSisYWRbe4ACPIygyBmVlCkMNpIIK1zPSvCV+5vq6M4rd/5mD8O/iHoEfjrRtF8IftJ+EfGOjTzFB4a1S/s9U1R02kiO2uorhJGIwTmVJmIBy3Ga6o3a95XZzNcmzsj6H1iJZtIvEeRIUaFwZZDhUGDyT2A61yVUmtdDohK0k0fHvgxf2fvC/wAPvC2nW3x/8K+F/F+k6PbaXc+IvCnjGytGvGiiVA0sLu8M33ePOjcqOARXbWqKtU546bGa25ZH1p4JnhuPB+iy2+v/APCVW72cTR64Hif7epUYn3RARnf97KALzwAKia96y0JhqrXufNvxSsPh7pH7SHiXXfGvxM0H4eanP4c0y20e/wD+ElttP1W2eOa8aVhHKwDRMJYvldXjcqcqSoxEXo7PU3q+8oaaK56b8BPHJ8X3OuQQ/GDwh8WLOzEPkyeHo4Bd2u7fk3TQXEkbFtvylY4h8rcHtbs4Jpa9zB6ta6lr9pXSNH1f4cQf2/4m0fwnpFnrWlahPqWu3CQWoW3vYZzGzuQoL+XsGT1YfSs6clSrwqy1tc1+KLitzzXQ9Y+B0Pi/TB8Pfj9pPhiS5v4m/wCEY8P+LdPubG/cuB5CWcplEfmE4ItxGSTkcnNawb5tdTKbveTPqE8VlLYpa6Hxz4dj+AHhvw7bWOofG7wl4f8AG2nXF4r6/wCHfF9rp94BJdTSiKUGQrMqeaR5cyOoYEhRRHVcy6hZxVpan018Lrq0vPAekTWPjE+P7R42MXiMy28v20b2+bfbqsTY+7lFA+X1zWk3rtYiHqdaKz6li0xhQAUAFABQAUAFABQAUAFAHz98V9V0jWPjPpVlpPw3vfHnjTw7Y/ap7m3mtLW3tLW53okU8lw48wSNCzBFViDEGJXjKjZNpfMclFJc3U6n4SfEGx1zxJr3hq58EXHgDxTpkMF1dadOLZxPbStIsU0c1uzK6FopBg4YFTlRkZ1cfdTTInzKSvs9ix+0Rq3hqz+GV7p3ijQLnxVZa3LHpEGh2KIZ72eY7Y44y7KqNnnezKF2lsjFc0mnUjFbmifLFzlscRovxAHgW/8ADFr4t+D934Vsb26t9MtfELXGn3vl3TkRwifyX8xWdsDeqsu4jJAINdMffna+pzN8lJylsfQueKya3ubJ7Hy94X161v8AU/FPinwL8C9R8SaHq9880moTXmm26ahPFmGSe2gmlDAOY8ZcxhyobHJYzTfuJbIqXxu57l8KvGujfEHwJpuuaDZyafp03mRiymhWKS2ljkaOWJ0UlQyyI6nBIyDgkc1vOPLK17mUXd6I86+Ouo6LqnjzwjokPgK+8eeMtP361ZpZS21ullAP3LtNNO6rsk3lDGAxbrgbQw5qbvUco9N/mazaUeST+LY1vhn8Q7S78d3PhTVfh7P8PvFBsWv4I3NpNFe2quqO8c1u7fdd0DK4UgsCAQc1ukpQcoPbcwk1CUYyW+x0/wAZvEvh7wp8NtavfFOnPrGiSIlnNpkUKzPetM6wxwKrEAs7yKoyQMtyQOa55pzSilqzrp3vozxzRfFq/CPwzoK+JfgjqWgeFrQ21j/bVzeabqE9irMscT3IjkLnDFAXTzCOpJALV2X556vU5ZLljpqfTWeK53ojSx8zw63Y618SPGXiHwT8G73xaDcf2VqerS3lha2t5dWrPG5ijmfezoSY2kKoG2gZYKCFSl+7T6MupG0+VvVHr3wf8daR4+8JyXmk6LP4ce0u5rG+0e6hjjms7qJtssbCMshIOCGVirAggkGtHrFSi7p7Gd/3jhLdHE/tA6noWpeJvBvhx/BF9468YLM+t6Xa2ElvAbSOBkSWaSad1RYz5yxsvzFw5AU4yMoLmquUV8O79S5K8HBvcu/Dz4i2x+ISeE9b+G03w+8R3djLe2Mha0ngvoImjWbZNbsSGQyxZSRVzuBGQCRvH3oycXtuZvomd98RfFOjeB/Aev694iG7QtOspbm+TyvN3QqpLLs/iJGRjvnFYTStZm1PWXLE+etF8TQfBz4dx3t9+z/quk+BdMje5luri70u7u9Os9zOWeFZSxSNT9xWdlUAAEjA3TcmlLQi3O7U9WfUdncxXdpDPCwaGVA6MOhUjIP5VMla9zOLurM+eNe1jTtc+NfiLUfCfwmvfG2taPCmi6zq7XNlaWbybY50hInffLJGsoIYKAolK7jnAikkoOXRmtR8zUX0PSPgx8QNM8bafrVta+GLjwbq+jX32HVtDuo4FktpzGki/NAzRyK0ckbBlYgg4OCCBrKPuRnfRkaptMwf2kr3QLzSfD/hrUvCWoeNNa1a/WXR9M0xoYp0nt8TG4E0zqkSxhQSSTkHbtbdg4puNSM0rtF6KLi9mVvCXxFi0z4gaL4f8S/CyXwDqesCZdJ1FZLK5t7mSONnkhDwOXjfy1ZsMoUgHDEjFbqMpQbMpNRkrHr2uarZ6Jot/qOoOI7G0t3nuHYZCxqpZifwBrlqyUIO5tBXasfMfgrxBD4W8GT65oX7PWry+C7qWbWImmutLN0sExMrPFbNNuVDuMgiLBgGICg4Ubt+zio1Haxkm5yc6etz6S8H+INL8V+FNH1rRXEmj6hZxXdm6psDQugZCF7fKRxVVE4StImnKNSPMjxb4jalpesfG6NdC+GN7478XeHLDy7+/juLS1tIILkBkt5WncGVj5YkUKp2YBLDcQcaenM0tzeW0U2dn8H/AB/YeJdT8Q6E/g6fwJ4l0cwNqGkXC25LRyhzDMkkDskiNskAOQwKkFQa3cbQTvoYKV200Vv2ktT8Nr8PhofiLw7e+Lj4iuk0vT9E03y1ubm6ZWdPLkkdEiZBE8nmMyhdmc5wDztvmSjudKVoSl0W5zuhfEMeFPE3hrTvFnwjuPBy6rcrYWGuiawvI/tRVikcpgbfGzhWwwUqTwSCQDurOVr+8znkrQ53stz3eSUJGzMcKAST7VhPSOhpHWVkfLfgjxDa3VprXirwN8BdT13wvrt22qRXct5psJvSVVWntreWUMiybdwDlCxJbaCxzov3VOMJdP1HJWqOT1Z7/wDDXxdo/jzwJoviDw/C1to9/AJbeCSERNEMkFGQfdZWBBHYg1VRNO27M4a62PLvjPqejat8VPDek2Pw+vvHnjbRLc6srWs9tbQ2NpL5kOJ5Z3AZJWRwI1ViTHu+XaDWVNycpabfqbTTjBa77HQfCz4g2eqeMNV8L6h4Cn+H/im2tI742sv2WSO7tWcoJY5rd2DAOCCrbWBwcYINap8ytF7bmE9Gufrsavx51/w1oPww1VfFmjS+JNJ1AxaX/YtvCsst/LcSLDFAoYqoZndQCzKF6kjGRhKLnJQitWbwk6a5rnmej+OB8MbTwzD4s+DN/wCG9DM9ppcXiCa706/e2mkdIoDc+U+8FpGRS6BwGOSQOa6o3qVFCPxMwa5I3jqj6QrGWidy1rqfMOi6/Zax4v8AGPifwL8Er7xTp99fPbXuqTXenWsF/dWrPBLJBFNIH3bkMZdggcxqeQN1KKtBdC5r3nG+qPafhF450f4heCLfVdE02bRLdZ57SfTLmFIZbO5hlaKeF1QldyyI4JUlTjIJBBrWas97mXwtxtqjgfjrqOiap498I6JD4CvvHnjPTt+tWaWUttbpZQD9y7TTTuq7JN5QxgMW64G0MOeHvVHy/Z3NJycYcr6mr8M/iHaXXjy58Kar8PZvh94pNi2oQRubSaK+tVdUd45rd2+67oGVwpBYEAg5roXvQbj03MJNQnFS67HZfFPxRoXg34e69rHiW2a90K2tm+1WiQ+c1wrYURCM/eLFgoB4JPOBXNU2ta9zphe972PB9G8VQ/BfwLp0uufAjU9C8E6VGqS6ndXmmX1xpttnCvOiSlyqAgHYZGAAODgmuqN51NXZnO2lTulc+oVZXUMDwRkH2rN2V7lR960kfON7q1hrXxd8Wa14P+EF74xvbTZousavJdWNpZ3E8PzhFSZ98kkYkKmTao+YrubaMZ0v4fOtmXOXNLlfT9T1H4N+PNK8d6BqB0/w/ceFL3TL99P1PRLqKFJbO7VUZlYws0b5V42DKxBDA59Nmk4xmndPYxi0pyhbVHK/tF6hoF9ceFPDV14Ov/G/ie7vDqWj6fpskEMkBtWRpLhpp3VI413orDJLCQqFbJFZxb9rGcV8J08rdNqT0ZJ4F+IUNv8AEOw8M6/8MZvh/reo2002m3YazuLe8WIKZo1lgYsrqGUlXVcjJBODjZJNPlfqYPRq56Z4x8Q6Z4S8Ja1retsI9H06zlu7xmTeBCiFnJXv8oPFc1RqMdUb0ozlJWPm7wz4hh+GvgJ9Th/Z71i18DwedqW+e60ue8tbV2aVmFv5xYIoJYRBiyrhQuQFGraVufQjWrJyWtz6c0PU7PWtGsL7T3WSxuoEnt2QYBjZQykD6EU5pxbbM6clKF0eD+M9W0zW/jhqE/hn4W3vjjxN4fsxpuramLmztLJBMsc0dvIZ3DSyKpVwVQhBIRuG8g503K0mtEzaotI36HffBzx7p3i3+39NTwnceCNf0W5jg1TRrqODdGzxh45Fkgdo5EZTkMGzwQQCCK1drKz3MurMj9pfUPDknhHTfDmueGb7xjfeIL9bXSdH0wxJcPdRq04lSWZ1ji8tYmfezDG3ABJwc7NyWhr8NOUuhl+HfiMnh/xx4e0XxT8J5vA9zrUz2ulawkljdQSXCxPIYWaB98blI5CCV2naRuyQK1VpXV9SJKy5unU9svLmGytJbi4YJBCjO7HoFA5/QVhUairsqK15Yny34B8R21r4bvfE3g79n7VdT8HazcPrVtLLdaXHNPHKAzTW9tJKGRH5kEbMrEsx2gkCtGnTioS0sJpSk5rVn0V8P/Fej+OfA+heIfD/APyA9Ts4ruzHleViJ1BUFMfKQDgjtitKsHCVp7mcJXjex4/8R9T0vWPjbGuhfDG98d+LvDlh5V/fx3Fpa2kEFzhkt5WncGVj5YkUKp2YBLDcQcKfuqTj1NZapNvY7P4P+P8AT/Eup+IdCfwbceBPE2jmBtQ0i5W3YtHKHMMySQOySI2yQA5DAqQVBrZr3U2Y35ZWQv7RGq+GrL4ZXuneKNAuvFdlrcsekQaHZIhnvZ5jtjjjLsqo2ed7MoXaWyMVzOznGMd2bqXInJuyOI0b4gDwLf8Ahi18W/B+78K2F7dW+mW3iBrjTr3y7pyI4RP5L+YrO2BvVWXcRkgEGuqPvz5erOaS5Ycz2PoU8jpWTdtGbJ9WfLvhfXrXUNU8U+KfAvwL1HxJomsXzzSahNeabbpfzxZhkntoJpQw3mPGX8sOVDY5LEg3GnGC2RUmue61Pc/hV410b4g+BNN1zQbR9P06bzIxYywrFJbSxyNHLE6KSoZZEdTgkZBwSOa0mlF2MabbPNfjPqejav8AFTw3pFj8Pb7x5420SA6qrWs9tbRWVrL5kOJ5Z3AZJWRwI1ViTHu+XaDWENZNxXqb1FaK5nvsdB8K/iDZ6n4w1Xwvf+Ap/AHim1tI71rWX7LLHd2rOyCWOa3dgwDggq21gccYINbKzTcXsZT92Sut9jovjP4k8PeFPhtrV74p059Y0WREs5dMjhWZ71pnWGOBUYgFneRVGSBluSBzXNNKdoPc6Kd3JNM8c0Xxavwj8M6CniX4I6loHha0NtYnWrm803UJ7FWZY4nuRHIXOGKAunmEdTkAtXZdyqb2Zy2UYNbn00axd2aI+YdF16y1jxd4x8T+BPglf+KdPvr57a91Sa7061g1C6tWeCWSCKaQPu3IYy7BA5jU8gbqIO0Eippqdme0fCPxzo/xC8D2+q6Jpk2i26zz2k+l3MKQy2dzDK0U8LqhK7lkRwSpKnGQSDmtZrXe5FvecZbnC/tA6loOo+JvBvhx/BF9468YLM+t6Xa2ElvAbSOBkSWaSad1RYz5yxsvzFw5AU4yOenrUcoLbcuX8Jxb0Zc+HfxFtz8Qk8J638Npvh94ku7GW9sZC1pPBfQRNGswSa3YkMhliykiqTuBGQCRslzwk103IlpZncfFTxPofgz4e69q/iW2a90O2tm+1WiwCdrhWwvlCM/eLFgoB4JIyQKwqWlpJGkNDwfRvFUPwY8CafLrnwI1PQvBWlRqkup3V5pl9cabbZwrzokpcqgIB2GRgBnBwTXUvfnbqc8m0ny7H1ErBkDKcqRkGsX7m5otVofOF7q9hrXxd8Wa14O+EF74xvrTZousavJdWNpZ3E8PzhFSd98kkYkKmTao+YrubaMRSf7vnXwsqUk5cjeqPUfg3490rx3oOoHT/D9x4UvdMv30/U9EuooUls7tVRmVjCzRvlXjYMrEEMDmttHCM1s9jGL96UWtUc3+0le6BeaT4f8ADWpeEr/xprWrX6y6PpmmNDFOk9viYziaZ1SJYwoJJJznbtbdg43tOLS1R0LWLvsVvCfxFi0zx/ovh/xL8LJfAWp6wJl0rUVksrm3uZI42kkhDwOXjfy1ZsMoUgHDEjFdEYp81nsYSfdaHr2uapZ6Ho19qOoOI7G0gkuJ3YZCxqpZiR9Aa56sko3ZtBNuyPmPwV4gh8LeDLjXNB/Z61eXwXdSzaxE011pZulgmJlaSK2abcqHcZBEWDAMQFBwotvkio1NLE3VVuUdT6S8H+INM8V+FNH1rRXEmj6jaRXdm6psDQugZCF7DaRx2q6kXBtS3M6c/aR5oniHjLVdM1v436hP4Z+Ft7448S+H7Mabq2pi5s7SzQTLHPHbyGdw0siqVcFUIQSEbhvIOdJuMZu2kvxN6keZRbO++DnjzTvFv9v6anhO48Ea/o1zHDqei3UcG6NnjDxyLJAzRyIynIYNngggEEVt8UVJPQxjdSk2Uf2ktT8Nr8PBoXiLw7e+Lj4iuk0vT9E03y1ubm6ZWkTy5JHRImQRvJ5jMoXZnOcA8t25xSWp0xVk5vZHO6H8Qh4U8TeG9O8WfCO48HLqtythYa6JrC8j+1FWKRymB98bOFbDBSpPBIJAroUm5W69DllHlg5dFue5Xl3DZWc1xOwWCJGeRj0CgZJ/IVjNxinzG0feeh8t+AfEdta+G73xP4O/Z+1XU/B2s3D61byy3WlxzTxygM01vbSShkSTmQRsysSzHaCQK2a9nFU5aWF/Eqc0d2fRXw/8VaP468EaF4h8P/8AIE1Oziu7IeV5WInUFQUx8pAOCOxFOpBwlaW5nB8yZ5F8V9V0fV/jPpVlpPw3vfHnjXw7Y/a57m3mtLW3tLW58xEinkuHHmCRoWYIqsQYgxK8Zzjpe2xvL3VFSe+x1Pwk+IVhrniPXvDVz4HuPAPirTIYLq606cWzrPbytIsU8ctuzK6FopRgkMCpyoyM6pe4mnoYyTi05Lc0vjzr/hrQPhhqq+LNGl8SaTqJi0r+xbeJZJdQluJFhigQMVUMzuoBZlC9SQBmuaUfaTUIq7NoOzc9rHmej+OB8MbPw1D4s+DN/wCG9EM9ppcXiCa706/e2mkdIoDciJ94LOyKXQOAxySBzXXF+0qKCfvPoYcvLFtdD6QJrB9jRdz5e8L69a6hqninxT4F+Beo+JND1i+eaTUJ7zTbdNQnizDJPbQTShgGMeMv5YcqGxyWKjrFRlpYH1kj3L4VeNdG+IHgPTdc0GzfT9Om8yMWU0KxSW0scjRyxOikqGWRHU4JGQcEjmtZqz7mcNeljsBWfUsWmMKACgAoAKACgAoAKACgAoA+T/j7o1349+NF3pvhTwreXevaBo1reavqmleMr3w5qFzaTSzCK2t/sw23DAxTECZlRSwAYFmIiCs3PoaTa5Yp+Zsfswa74LuPiL4s0zwdBe3qHRtN1C91vXdTur/VpJnmvImtLl7h3dDC1uw8vICs78DOT2SjancxnHkcG92dr+1HdWA+G0GmXWgReIrvWNUtNM061nv5NPjjvJJAIZjdRAyQbGG4PGC+QAoyRXA7yqwity+dRhKUtkeBaNaaR8OvFfhqy8Y6dr9z8Q7bX9Ot4NL8R+NtS1zTTDPL5Qv7D7Q4WQoSR88QeNsZADKzdMJJ1lCO9nf7jlxHNCi6ktuh9unlR9Kzlszoj0Z8Lafo+lapdTeN9S0XxJ4L+EusapcQi68LfEPVLZbOT7Q8TT3unxNHFbxSSKxYwu2wuC4ALMtU4pRS6iqSd2z6Y/Zp1XTtZ+DWhTaRpNroemxy3drBZWbs8apFdSxBtzZZi2zeWJJJYkk5q61+fUyoNNOx5z+0tpF146+JPh/w14Z8Nm/8YW2lz6qdWi8V3nhyeKz81I3ghuLVWeRncqdjgRjaCSCRXNSf7ybWytc3m4qMb7vYo/s7at4Pg+La6doNnrVxrdzoE8urXfi3WrrU9Y06eC5ijaxdp5ZNigybsIQrYVgWBBrem+ZVHH4U18zmrvkq0oVFq7nrH7SGs6XoXwb1+bWdDTxJZz+RZrpksxgSaWaeOKHfKATEokdGMg5QKWHIFc8o3lyrdndS3Pl7VdE074VW6xfEfS9dufFtnd2F1pGj6r4/1bW9A1FWvYYjJCtw6h5IPNVjFLGSCFYbhkjqp2lNRjuYWvLlfwn3f0BNYy1Vhq58R+INNttf8YeLvGyeH/EXh34cWmtXNhrN/wCEfHep6fe+fDJ5dxfTabAUh8rcCWZH80oN5U5xUUvdppvbU1qJ+19mviVj3n9l3UdDuvAOq2vhvTrex0bTte1Gxt5ILp7o3YjuGH2mSaRmaR5Pvs7MSSetbtudOMjCWmIlA5H9qDT5fGnjjwh4T0Dw4uoeNHsr3U7XVj4nvPDz2lrE0CTRx3VojSs0jSxfuyNmF3N90VlTi5Sk47Lc2cuVJPqc98BtV8I6d8bdH0nTLDXLjxXc6Jqa6xP4w1+71XVdHltp7MG0BnlkCxyfaFkDJhXCxsCQRjrpRUqdSUHorfMwqJqcL7nvPxw8Q6R4V+D3jPWPEGlf27ollpNxNeaYVBF1EIzujOeMMMjJ4Gc9q45K6Oml/Etex8beLvDth8K/A2t3HxP0bWozHpFxqmhaK3xI1fVvDeqGGIy/YZFmaMBwqk+UyMjqGKlgGA6qe/mjKEfaTutEz730uUT6bayhFjDxKwRei5A4FZVOqZlT1Vz4/wDiVpb+MPiv4517Q/CuvWuheHbyGw8Tah4S8bahpGrXsotopTMljbYiuBHFLEMs6ysEIUHaoOcLxpKpL4WdDs3yx1kep/sqax4Tv7Xx5Y+DII5ND0/XI0i1j7fNfz6sZbG1uPtM9xK7PI/74JlmOFRRxjA65Rl9Xpyk976djKzjUkhn7VFqPEi+C/ClhoEOr+K9Xv5n0i8n1250Qae0MDPLKt3aq0ysY8oEQHduOflBrh1cl5GidoNnnPwmn8NeGfi/4M0y60/X5viFJc3um6la+MPFN7rVxo4W0eYS2jTyMhimCYEyqpZSVO1lZR3pPkfK9GccpWmuZH1T4t1K00bwtq9/f25u7G2tJZriBU3mWNUJZdp65AIweua82s+WD5ldHdTV5JxPh7SfCuk6R4Ys9U8b6L4g8L+CNf083fh+z0j4k6vdaJ80Xmw2F3AXjWAuuAqpuhbBQEHaG6arUUovWRlTfP78dEfZXwi1iLxD8K/B+pwWMGlQXukWlwljajEVurwowjQf3VBwPYVrWVqjizkws1OnzpWPnn446HeeO/jJrh8LeE9TuL3w3p9m2vahoHjS98P6pfQyiR4oreK3xHclFVyDO6DLFVYcmuWCtNp7M7ZO6UVudd+y7rPg668S+NLDwVHPe6elvpt9Nrup6jc32pXskyTAx3Mlw7SBojEU8skbSWGAc12TXuqLOSLftGjd/aoltbnwboWhNoEOv6xrusw6fpCz6nNpiWt2UkkWc3cAMsBVY5MNGCxJCj7xrhcW6kVHfud6fLSnN7I8V8KQaH4D+IXguw8Sabr918SI9ehsW07xR4x1DXLW1hmt7hhf6f577ZFPltGHMauhLqQpIz1KSc1GPnc55xaw8qj20sfaE0gjiZiMgDJHXisZtJal01c+FPCugaRq9rp3i7XdH8SeB/hN4nnJ05/DXxF1WK1s/NciMX1kjRx2qytgHyWZEZgrbc5qknT92XxFVdJNr5n1J+zbrdl4i+BXgvUdO0i10Cwn09DBptlnybdASoVSeSMDqeT1rat8bTMo2tpseT/tE6PeePfi5aaD4W8MzXnifSdGXUr3VrPxfe+HLtrKSZ0W2gltVJmYtHI22UiNTt5BfI5Yazk1olub1ElCDe7vYl/Zs1fwaPihq2m+GLXVLq8n0G3vNS1TxPq11qOsQzrczwtYztcSSNGImRjsUhcsSMggnohLmUktkY1lyezVRau56J+0/qel6d8I76DVNAj8TDUb2y020sJrp7RDdz3McVu7XCAvAEldH8xAWXblRnFc69+pGEd2bxfL7z6HzfPYaV8LdQ0e28e6Zrt347tdb0n+z9H1zx3qmt6NdRTX8Fv9ssxcOokeAyglJIg0bBDjBVj3YeLqYiMYO2932Oeov3bk9j7pHI/CuWVtmUu58NS6dp2sa1r3jufQ/EXhH4VS63e2d9feFPH+qWMsE0Vy8M97d6dCUhjhaVHLNE5YBt7ryxDpRXLZ9djWprN230Poj9lvVdI1X4UKug6TbaPpFlq+qafbw2s7TrKsF9PF57SOSzvIUMjMxJLOSSetbVU3uYW5Ksoo4X9pbSbnx18SfD/hrwz4bN94wtdLn1Q6tF4rvPDs8Vn5qI0ENxaqzyM7lTscCMbQSQSK5KV3KfL0tfzNJy5YRvu9ij+ztq3hCD4trpug2es3Gt3OgTy6vd+LtautT1jTp4LmKNrF2nlk2IDJuwhCthWBYEGt6bUoTcfhTRyVm41KcXu7/I9k/aA13SPDnwZ8W6hr2ir4i0mKxZZ9Kdwi3IYhQjMeFBZhlv4Rz2rCd5LQ7YOzufJPiXw/Y/CfQNSHxM0jXH1m1tv7R0TR7z4h6vrPhzVhG6kwhZ2TMseQxhkjIIAZSwDbeuk7+8t0ctXay2PvZCCi8Y46VhJdTWO2h8W+O9MXxJ8RfG3izT/DPiHSvBmkaq2n+Ir/AMH+ONR0zUp5o44zLdnTrfbFIiq65IcTMqZCt8oM0nakpPSLLbUqnso/Ej2n9l3U/Dl34b8U2fhO0hj0PTtfmtoL+O9kvZNSBhhl+1SzyMzyu/mDLFiSFHPYbb04SfX/ADORSbr1IpbWMX9qWyfxZrngrwjo/h6PU/GN/wDbL3TtSk8Q3egmxigWPzyl3ao0wd/NjAjAKsAS3CVzqMnJyXQ9FL929dDjfgtdeFtD+M/hjTItP1+fxxPaanaauvjHxJd6xf6M0It38uBp5GURTCRWEkYAdVXPIKjphLmhJwehyXX290fR/wAUNc0zwz8OPFGr6zYNqmj2OmXNzeWKxhzcQpEzPHtPB3KCMHrmuWt8DTVzqoRcppR0PinUfCuneCPBN7e/EbRNc0zRr3R59R0DSrP4k6vqPh67Mdu0y6dPHI8YRmVSBHtaJ1DBScBTrJqCs9yKSc5+78PU+5PBd6up+EdFu0t47RJ7KGVYIRhIwyA7VHoM4FaVdJOLOWg04abHy18XtGufG/xh8X33hvwprJt/DItbfxHf+GfGl/oerX5aBZk8m2twIrny43UAyurMcqp+Xnnpe6uZ/CzqqK8Vbc9C/ZZ1bwhdXnjux8FRm60e2vLKYa5c6hcX97qjzWcUpkuJp3aQsu7ywrH5QmMDGK6GvdjcyS69Sx+1asGraP4Q8NQ+Hotc8R69rH2bRZbjWLjSEsLhLeaZp/tlsDNERFHIoEYJYttPBNY8rclY2UrU5X+48l8Ay+HvBfxX8BaZrGm6/dfEltZl0y7svFvi2+1v+y42sLqZbywM7lWjlEDIJQithpFIUgrXZCKs2jGUWqcpPZWsfYmqXMVnpt1cToZIYomd0C7iygEkY78dq4artHUuCvLQ+E/CHhvRZtA0bxH4o0bxD4K+GPiqBJtDi0H4kas2m2wmXdDa3tqrxx23mAhQIi0QY+XlSVzvO8HyPfSxV/ay5o7dT60/Z71+28U/AvwBrFnpVtoNpfaHZ3EWl2X+otFaFSIk/wBlQcD2FdOKi6dVqTu/+Ac1P3Yanhvxx0O88dfGTXP+EW8J6ncXvhvT7Nte1DQPGl74f1S+hlEjxRW8VviO5KKrkGd0GWKqw5NefSaTcpqyOmb9xRW5137LmseDrrxJ40sPBUc97YJb6bfS67qmo3N9qV7JMswMdzJcO0gaLyinlkjaSwwDmuufwJdEcNOalJprU6f9qK7sP+FbQ6Zd6BF4ivNY1Sz0zTrWe/k0+OO8kkAhmN1EDJBsYbg8YL5ACjJFce9SEFu7nXKSpwcpbHgOj2mkfDrxX4asfGWm6/c/EO21/T7eDS/EfjbUtc00w3EoiF/YfaHCyFCSPniDxtjIAZWbpg+asox3s7+Whz4h8mHlKautD7dGAB6VlK19TaOysfC2n6PpeqXU3jfUtF8SeC/hLrGqXEIuvC3xD1S2Wzk+0PE097p8TRxW8UkisWMLtsLguACzK6S2i9+g6snq4n0z+zTq2naz8GdCm0jSbXQ9Mjlu7WCys3aSNViupYg25ssxbZvLEkksSSc1rVu27mNJ6e7seXftE6Pd+Pfi3Z6D4W8My3nifSdGXU73VrPxfe+HLtrKSZ0W2gktVJmYtHI22UhFO3kF8jlppqUn9/mdk7RjHm67Ev7Nmr+Dh8UNW07wva6pdXk2g295qeqeJ9WutR1iGdbmeFrGdriR2jETIx2KQuWJGQQT0xlzKSWyOerFxcFLfU9P/aQ1nStD+DevzazoaeJLObyLNdLlmMCTSzTxxQ75QCYlEjoxkHKBSw5ArlnFzagjohufL2q6Hp3wqt1i+I2l67c+LbO7sLrSNH1Xx/q2t6BqKtewxGSFbh1DyQearGKWMkEKw3DJHZSalLTf8jnkteVbM+7z0rF66F+h8My6fp2s65r3jqfQ/EfhD4VS63e2d9feE/H+qWUsE0Vy8M97d6dCUhjhaVHLNE5YBt7ryxFU46Jd9jWp703BatH0R+y3q2kar8J1XQdJttH0iy1fVNPt4bWdp1lWC+ni89pHJaR5CnmMzEks5JJ61tVurNnO48tRwXQ4z9qDTpfGfjjwf4T8P+HF1Hxo9le6na6sfE954ee0tYmgSaOO6tEaVmkaWL92Rswu5vuiuWnFvmkum5u2lGz6nPfAbVfCOnfG3R9J0yw1y58V3OiakusT+MNfu9V1XR5baezBtAZ5ZAscn2hZAyYVwsbAkEY66S56VSUHorfMwqR5XBT3PcP2gNd0jw38GfF2oa9oy+ItJjsWWfSpGCLchiFCMx4UFmGW/hGT2rhqK65VuzaHxas+SfEnh+x+E/h/Ux8TNI1x9Ztbb+0dE0e8+Ier6z4c1YRupMIWdkzLHkMYZIyCAGUsA23tpp35lujlqP3b9D72Q5jHGOOgrnnszSGyZ8W+OtMTxJ8RPG3izT/DPiHS/Bmj6odP8RX/AIP8cajpmpTzRxxmW7OnW+2KRFV1yQ4mZUyFb5QYotKjGb2dypPmq+zj8Sse0/suap4cu/Dnimz8J2kMeh6dr81tBfxXsl7JqQMMMv2qWeRmeV38wZYschRz2G//AC6hLv8A5nNGTdece1jP/aptR4kHgzwpYaBDq/ivV7+ZtIvJ9dudEGntDA0ksq3lqrTKxjygRAd245+UGud6yTXQ7OblXqec/Cafw14Z+L3gzTLnT/EE3xCkub3TdStfGHim91q40cLaPMJbRp5GQxTBMCZVUspKnayso7F8Da2ZyTdpqL3PqrxbqNpo3hbV7+/tzd2NraSzXECpvMkaoSy7TwcgEYPXNcFd8sHpdHbTTckkfDuk+FdJ0jwxZ6p430XxB4X8Ea/p5u/D9npHxJ1e60T5ovNhsLuAvGsBdcBVTdCxBQEHaG6Kv7tct7vSxlTamuaO3U+yvhHrEXiD4V+D9TgsYNLgvdHtLhLG1GIrdXhRhGg7KucD2ArWsmqrUtzlw01OmmlY+b/i9o9z43+MHi6+8N+FNZ+z+GRa2/iS/wDDPjW/0PVr8vAsyeTa24EVz5cbqAZXVmOVU/LzyU3GEXOeiZ6FRScVGLu+x6F+yzq3hC6vPHdj4KjN1o9teWUw1y51C4v73U3ms4pTJcTTu0hZd3lhWPyhMYGMV1Ozpxa2MIrVye7NL9qea1uvBuh6E2gRa/rGu6zDp+kLcanNpiWt3skkWc3cAMsBVY5MNGCxJCj71crjzVIpbm0X+6nN7I8W8JwaH4C+Ifguw8S6br918SI9fhsW07xR4y1DXLW1hmt7hhf6f577ZFPlNGHMauhLqQpIz0xl76hHzMZq1KVSW2nzPsnU7mGz026uJ0MkEUTO6Ku4soBJAHfjtXPV21Lhq9D4T8IeG9Em0DRvEfijRvEPgn4Y+KoUm0OLQfiRqzabbCZd0Nre2qvHHbeYCFAiLRBj5eVJXO01yNU3uXrOXNDbqfWn7Pev23ir4F+ANYs9KttBtL7Q7O4i0uy/1ForQqREn+yoOB7CurFU3Tqyg3c5aNuS0TxT4/aNd+PfjRd6b4U8K3l3r2gaNa3mr6ppXjK98Oahc2k0switrf7MNtwwMUxAmZUUsAGBZiOKCs3PodU37sUzY/Zg13wXcfEXxZpng6C9vUOjabqF7rmu6ndX+rSTPNeRNa3L3Du6GBrdh5eQFZ345yeqUbU/IxmnBwb3Z3n7T+p6Xp3wjvYNU0CPxMNRvbLTbSwmu3tEN1PcxxW7tcIC8ASR0fzEBZduVGQK4uVzqwhDdm0ZKF5vY+b5rDSvhbqGj23j3TNeu/Hdrrek/wBn6PrnjrVNb0a6imv4Lf7ZZi4dRI8BlBKyRBo2CHGCrHuwyVTEKnB69X2MKibi+x91N0rklsWj4V0/R9K1S6m8b6loviTwX8JdY1S4hF14W+IeqWy2cn2h4mnvdPiaOK3ikkVixhdthcFwAWZbpxXKl1JqSd20fTP7NGq6drPwZ0OfSNJtdD02OS7tYLKzdpI1SK6liDbmyzFtm8sSSSxJJzV1E76mNJo9S6CstDd36C0xhQAUAFABQAUAFABQAUAFAGDdeCtBvfFdj4mn0i0k8Q2UElrb6o0Q+0RwuRvjD9dpIBxnGeaS0i13E1e1+hW0T4deGfDfirXPEul6HZafr2uCIalfW0QSS88vcIzJj7xAYjJ5wevAq+Z8qh0CT57X3Rc8WeEdF8d6DdaH4h0q11nSLoBZrO9iEkb4IIJB7ggEHqCARWdrNWHexR8SfDbwv4vuNCn1rQrLULjQbpLzS55ogZLOZcbXibqvQAgHBHByKraftFuTOKnH2fQ6fGeKN0FrM5zSfh74Z0ODW4LDQdPtLfW53udThjt1Ed5K6hXeRcYYsBg5HPOc5NRa0Uo7FN3k2ybwZ4K0P4eeG7Lw/wCG9Mg0bRbIMLaxtQVjiDOXIUdhuYnHQZ44rRy5ndkxio7C6v4L0LX9c0jWdR0i0vNW0d3k0++liBmtS67X2P1G4cEdDgZ6Cpg1HWPUcknGzK9t8PPDVn45uvGUGi2cHim6tBYT6rHEFnmgDBgjkfeAIGCckYwOKFeF0uopRU2pPdGnr/h/TfFWjXmj6xYW+qaVexNBc2V3EJIpo2GCrqQQQR2NJq++pcJcuqMLX/hP4P8AFHhrSdA1bw7YahpGkyQS6fazxBhaPDjymiPVGXAAIIOMjoTVptTU+pNrrlOuAqLbjMHS/A2gaFrWtarp2j2dlqWtsjalcwwhWvGRSqtJj7xCnGTzjjsKH8Cp9AcryT6kfgjwB4c+G2kSaV4X0a00LTHnkuvsdlH5cQkkbc5Cjhckk4GB6Cq2Sh0FJXm5vcm13wVoPifUdH1DVtJtNQv9HuPtWn3U8QaW0lIKl426qSCQcdR1pRThJtdRv3lboV/+FdeGf+E8HjUaJZr4r+xnTzrCRBbhrcsGMTMPvLlQQDnGOMZNVF+zUlHruJ++1fobd9Y2+qWc9pdwR3VrPG0UsEyhkkRhgqwPBBGQQeOaiS5o2GnbRHJ6r8GfA2t/DuPwJfeFtMuvB0UaxR6LJADbxqpyoVf4dp5BGCO2K053zX6hB+zTsdjBAkEKRRrtRAFUDsB0pN3dyYrkVkY1r4K0Ky8V33ia30i0t9fvrdLW61KKILNPEhJRXYcsFycZ6dqlfBy9GU9Wn1RB4P8Ah34Z+Hp1f/hGdEs9EXVr1tRvksohGs9ywCvKVHG4hRkgDJGTyTVc7UFGT0QnrJy6ljxP4L0LxpDYxa9pNpqy2N3HfWouog5t7iM5SVCfusD0I55I6E1K5o1FOPQb1i4lfUvh74a1jxlpPiy80Wzn8S6THJDY6q0YFxBHIpV0DjkqQTwcjvjNEXyt+YpK6R0LosilWUMpGCpHBFJruNaPQ5KP4R+C4/A114KXwxpa+EroSCbRfsq/ZXDsWceXjABYk8Dg9MYFOX7y1+gK8XdHQ6Ho1l4c0ax0rTbdbXT7GBLa2gQnEcaKFVRk5wAAOT2qpNylzMiMVGNoopv4K0J/F0fihtItD4jjtDYrqgiAuPs5YMYi/UruGQD0OcdTmYqzdupTd7Nlfw58PPDXhPXtd1rRdEtNL1TXZEm1S4tYwhu5EBCu4HBYBjz1OeSaal7vL0QOK5ubqT+LvBeheP8ARJNH8RaTaa1pcjpI1rexCRN6sGRgD0ZWAII5BHBpfBP2i3GndO5X8Q/Drw14r1rQtX1fRLO+1bQpjcaZeyxDzrRyCpMb9QCDgjoeMg4FCtF863FvB03sdJih6hqcxpnw08KaTous6PZeHdNttI1mea41CwjtlEF1JKAJWePG0l8fNxyck9TQ1zRS6Irm9673L3hLwnpHgXw5YaBoNhFpmjWEQhtbODISFB0VQTwOelXJ8zuyUuSOgzUPBehat4m0rxFeaRZ3Ou6UssdjqMkQM9ukgxIqv1CsMZHTgdwKiPup8vUGr/EV9P8Ah54b0jxlqfiyy0WztPEeqQR299qUMeyW6jTJQSEfeK5wCeQOM4ojdJ26hL3mnLoXvE3hjSfGeg3uia9ptrq+kXsZiubG9iEkUq+jKRg84P1APajbVj1WxleJPhb4S8X2Wh2us+H7HUoNDuYbzS1uItxs5oiPKeJuqlcDoeRwciqjLln7RfES9YuPQ6roaT1H2TMHSvAXh3QrrXbnT9EsrObXZfP1QwwKovJNu3dIAMMSvBJGT3zS15FF9BrSTl1G+B/APh34aeHYdB8L6Pa6FosEkkkVhZJsijZ3LvtXoAWZjgYAzxxVSk5WchNXbl1JdW8FaFr+u6RrOoaTaXmraO7yaffSxAzWpddr7H6jcOCOhwM9BUx9xtx6hK0kkV7b4eeGrPxzdeMoNFs4PFN1aCxuNVijCzzQBgwRyPvAEDBOSMYHHFTC0LpdRSSm1foa+raTZ69pl1pupWkOoafdxNDcWtzGHiljYYZWUjBBBIIPY05JNFRbTuc1rfwe8FeJfBFn4O1Tw1p994ZsliW202aEGK38vHlmPupXAwQQR61bl73N1IUVa3Q7EDAAHSpeo0kjD07wVoOk+ItV1+y0i0tNa1VI0v76GILLdCMEJ5hH3iASATzjA7CktI8vQpr3lLqiDwX8PfDfw3s7608MaLZ6FZ3t5Jfz29jH5cbTvje+0cAnAzgAZ7c1UW+VRfQlq83Jbsn8R+CtC8Xz6VNrWk2mpzaVdpfWElzEGe1nXgSRk8q2CRkdiQeKSbT5kP4k4PqQ3Hw88N3fjiz8YS6LZt4ptLZ7OHVhGBcLA+C0ZYclcjODkA5Ixk01dXsEtWvI3biGO6hkhnjWWKRSrxuMqykYIIPUEdqmUVKxSdmkjkp/g74HuPh6/gSTwtpb+DWRo/7ENsptVUsXwExhcMSRjGDjGMCif7x3e6CDdOV0dVp1hBpljb2drGIra3jWKKMHhVUYAGfQAVbblLmZnGKirIzI/BWhReL5fFUekWkfiOW1FjJqixATyW4bcI2cclQ3IBzjJx1NSlZNdy27pXIPC3w88NeCL/W73QNFs9HuNbuftuotZxiMXM+MeY4HG4jqcZPfJp/ZUeiB/FzdSfxZ4L0Hx1p0Vh4h0m01mzinjuo4byIOI5kbcki56MpGQRyKSumpLoJrmTgytrXw68M+JPFWheJdS0OyvPEGhmRtN1OSIefa70KOEccgMpII6HrjIFUpWbSG3eHK9jpDzxUW5lqLY5S0+FXg+x8J6l4Xt/DOlw+HNSeaS80lbVPs07SnMu6PG07iSSMU5e+kNPlfN1ZseGvDWmeDvD2m6Fo1nHp+k6dbpa2lrFnZDEgCogyScAAD8KqcpVPeb1JSSViu/gvQpPF0XihtItP+EjjtDYrqgiAuBblgxi39Su4ZAPQk46nMq0LpdSnra/Qr+Hvh54a8Ja9rut6Lotnpeqa7JHNqdzaxhDdyICFdwOCwDHnqc8k1SfucsdiJLXne5b8WeENF8d6DdaJ4h0u11nSboBZrO8iEkb4IIJB7ggEHqCARzU6JqRpexR8SfDbwv4vuNCn1rQrLULjQbpLzS55ogZLOZcbWjbqp4AODgjg5px0nzrczlHnj7N7HT9OMUilojnNK+HvhjQ4NbgsNB0+0t9cnkudThjt1Ed5K6hXeRcYYsBg5HPOc5NG0VF7B9pyW5N4M8FaH8O/Ddl4f8N6bBo2iWYcW1jbArFEGYuQo5wNzE4HAzxxVOTk7sUYqKsg1DwVoOreJdK8RXekWlzrulLLHZajJEDPbpIMSKj9QrDGRnHAPUUl7rduo5Wno+hDp3w78N6R4y1PxZY6LaWfiPVII7e+1GGMJLcxoSUEhH3iM4BPIHGcUkuRNLYJtz5W+hpeINA03xVot7pGs2FvqmlXsTQXNldxCSKaNuGVlIIIPoalrmZcW09DC1/4T+D/FPhvSdA1bw7Y6hpGkyQS6fazxBhaPDjymjPVGXAwQQcZHQmru+b2nUzS93lWx1pB6Ur6eY9rWMDSfAXhzQrrXLnT9EsbObXJfP1QwwKv22TbtLyADDErwSevfNJ3UFHsC0nz9WJ4H8B+Hfhp4dh0DwtpFroWjQvJJFYWSbIo2dy77V6AFmY4GAM8YrRylLWQNXvNbkuu+CtB8T6ho+oatpNpqF/o9x9q066niDS2kuCpaNuqkgkHHUdahNp3QO7XKyuPh34Z/4TweNV0SzXxYLM6edXSILcNbFgxiZh95cqCAc4xxjJpxbgpKPXcG02k+hr6tpNlr2mXenalaQ6hp93E0Nxa3MYeOaNhhlZSMEEEgg8YNS1ffYcXyu6Oa1r4PeCvEvgez8Hap4a0++8M2SxLbabNCDHb+XjyzH3UrgYIII9avmfOprciUU48vQ7IAKMDpU/ENK2hhad4K0LSfEWqa/ZaPZ2mtaqkaX99DEFluhGCE8wj7xAJAJ5xgdhQlaHL0K0cubsQ+Cvh54b+HFnf2fhjRbPQrS+vJL+e3sY/Ljad8b32jgE4GcADP1pp+7FdiFFc7l1ZY8TeCtC8aw2MWvaTaastjdx31qLqIOYLiM5SVCeVYHoRzgkdCaSVpc63KauuXoVtR+HvhrWPGWkeLLvRbObxLpMckNlqrRgXEMcilXQP1KkE8HIyc4zTT5U13FKN7PsdC8ayKVYBlIwQRkEVLjdWZSdmcnH8I/BaeBbrwWvhfS18JXQkE2ii1X7K4dizjy8YALEngcHpjApzXO1foEfcbaN/Q9GsvDmjWOk6bbra6dYwJbW0CEkRxooVVGSTgAAfhVSk5u99SIRVP3UtCkngrQovF8nimPSLOPxHLaCxk1RYgJ5LcNuEbN1KhuQDnGTjqaS0TXcp3lZ9iHwt8PPDXgnUNbvdA0Wz0e51u5+26i1nGIxcz4x5jAcbiOpxk9Tk0rvlUFsh6LV7k/i7wZoXj/RJNI8R6Taa1pcjpI1rexCRN6sGVgD0ZWAII5BGQaa9xqS3C7SaK/iH4c+GvFet6DrGr6JZ32raFMbjS72WIedaOQVYxv1AIOCM4PGQcCpS9/nW4n8Hs3szpCu4YPShrm0YJ21OTtfhV4PsfCepeGLfwzpcXhzUnmkvNJW1T7NOZTmXdHjb8xJJGKcrNKLHFuMnNbs2PDXhrTPB3h7TdD0Wzj0/SdOt0tbS0izshiQBUQZycAACrlJzlzSepKioppFe68FaDe+K7HxNPpFpJ4hsoJLW31Roh9ojhcjfGH67SQDjOM81Gya7java/QraJ8OvDPhvxVrniXS9EstP17XBENSvreIJJeeXuEZkx94gMRk84PXgVfM+VR6BJ89r7ov8AibwvpPjPQr3RNe0y11fSL2MxXNjexCSKVfRlIIPOD9QDUJMadjK8SfCzwl4ustDtdZ8P2OpQaFcw3mlrcRBjZzREGOSNuqlcDoeRwciqUuWp7X7SElyx5FsdXjNTutA63Oc0n4feGdDg1uCw0HT7S31ud7rU4I7dRHeSuoV3kXGGLAYORzznOTU2tFJbDveTbJvBngnQ/h34bsvD/hvTING0WzDC2sbUFYogzFyFHYbmJx0GeMCrlJvciMUtjexk0tCtRaYwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP/9k=)
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目下、日本経済の悩みは、消費が伸びないことだ。牽引役となる追加的需要は、建設投資については、前述のように底入れがうかがえるが、公共事業が剥落し、住宅着工も低下傾向、企業設備も伸び切った形で、足を引っ張らないだけで良しとしなければなるまい。あとは、輸出の緩やかな増加だけが頼りだ。もう一つ期待できるとすれば、このところの停滞から脱する過程で、低下していた消費性向の戻りがあるかもしれない。そうなると設備投資も刺激を受ける。一つ良くなると、景気は波及するものなのだ。
12/1の日経・経済教室では、消費の弱さについて、賃金が伸びないことが挙げられ、労働分配率の低下が指摘されていた。加えて、将来不安による消費性向の低下も理由とされ、その払拭に、暗に消費増税による財政再建を求めている。企業の剰余金が増大しているのだから、法人税なり利子配当課税なりを重くせよという主張なら分かるが、消費が弱いのに、理屈を付けて消費増税に持って行くあたりが、日本の識者の独特の思考である。
アベノミクスにおける消費性向については、10/8に書いたように、消費増税までの景気回復局面では上昇、増税後の景気後退局面では下降しており、消費動向調査の雇用環境に対する意識とマッチしている。要は、雇用の見通しが良くなると消費が強まり、悪化すると消費が衰えるという常識的なものだ。遠い将来の財政や社会保障より、目先の雇用環境に行動が左右されると解すのが自然だろう。不都合でも事実を看過してはいけない。
消費増税への渇望は、民主党系の学者にもあり、『消費低迷と日本経済』で小野善康先生は、「5兆や10兆円の消費税の負担が増えても、消費を減らすはずがない」とし、予定通り増税していれば、景気を悪化させることなく、保育や介護問題を解決できたとする。現実には、増税後、消費は大きく減り、2年経った2015年10-12月期には、家計消費(除く帰属家賃)は6.2兆円も少なくなった。消費増税の実態が社会保障財源の美名に隠れての丸々の純増税であったこともGDPから明らかである。
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日経によれば、2017年度の補正予算は2兆円半ばになるらしい。これなら、補正後の歳出総額は前年度並みである。他方、10月の税収も堅調で、前年度決算額より2.7兆円上ブレする見込みだ。つまり、国だけでGDP比0.5%程の財政再建になる。消費増税は見送られたが、1%分の改善ができるわけである。これでも、まだ足りないのだろうか。むしろ、消費が弱い中で、企業とともに政府が「守銭奴」になるのが適当か、もう少し緩めるべきではといった議論がなされて然るべきと思う。日本には、漸進再建の反緊縮を掲げる政党はないみたいだから、存在し得ない将来像なのかもしれない。
(今日までの日経)
労災保険料1300億円下げ、雇用保険料と合わせ3000億円軽く。事務派遣最大3割値上げ。外食無休もう限界。税収 来年度バブル期並み。経済教室・アベノミクス5年 消費回復へ将来不安払拭を 税・社会保障の将来像示せ 吉川洋・山口広秀。
※差し引きで待機児童対策の企業負担が増えない仕掛け。小泉進次郎議員はウラを知らずに批判してたのだろうね。
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10月の家計調査は、項目により区々であるが、消費水準指数(除く住居等)が前月比+0.3という結果であった。また、商業動態の小売業は前月比0であり、CPIの財が前月比-0.1だから、実質ではわずかにプラスということになろう。これらを踏まえれば、10月の消費活動指数や消費総合指数は若干の増になると考えられる。両者はともに、前月が-0.4であったので、物足りない内容だ。7-9月期の前期比が-0.6ないし-0.5と大きく下がったにもかかわらず、このペースでは、10-12月期も、プラスになることさえ微妙なところだ。
消費は所得次第で、所得は追加的需要によるので、日銀の実質輸出を眺めると、10月までの4か月は、均せばほぼ横ばいで、4-6月期までの増加ペースが鈍っている。また、建設投資を全産業指数で見ると、7-9月期が前期比で-2.9も落ちたのに、鉱工業生産の建設財は、10月が+0.4、11,12月の予測は+0.2、+3,0で、2四半期連続の低下は避けがたい情勢にある。これは、4-6月期から7-9月期にかけての、公共の急増と急減、企業設備の急伸と一服、住宅の一進一退によるものだ。
因果関係を推定するには、段差があった場合の変化が参考になる。建設投資が増加した時に消費が増え、減る時も同傾向となれば、因果を予想すべきだろう。理屈としても、建設投資は所得を増やし、所得は消費に結びつくわけだから、ごく自然なものである。これを敷衍するなら、公共事業に限らず、財政支出の増減によって、ある程度、消費を調節できると考えてもおかしくあるまい。財政支出が他の需要をクラウディングアウトする状況にはないから、なおさらだ。
停滞状況は、好調とされる雇用にも見られる。労働力調査における男性の雇用者数は、6,7月に急増したまでは良かったが、その後は一進一退である。着実な増加を続けて来た女性も9,10月には陰りが見られる。男性の非労働力人口は低下傾向にあって、25~34歳、35~44歳の層でも就業率は着実に上がって来てはいるものの、男性の完全失業率は2.9%から下がらなくなっている。10月の新規求人倍率こそ、2.36倍となって最高を更新したが、これは5月以来のことである。
(図)
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目下、日本経済の悩みは、消費が伸びないことだ。牽引役となる追加的需要は、建設投資については、前述のように底入れがうかがえるが、公共事業が剥落し、住宅着工も低下傾向、企業設備も伸び切った形で、足を引っ張らないだけで良しとしなければなるまい。あとは、輸出の緩やかな増加だけが頼りだ。もう一つ期待できるとすれば、このところの停滞から脱する過程で、低下していた消費性向の戻りがあるかもしれない。そうなると設備投資も刺激を受ける。一つ良くなると、景気は波及するものなのだ。
12/1の日経・経済教室では、消費の弱さについて、賃金が伸びないことが挙げられ、労働分配率の低下が指摘されていた。加えて、将来不安による消費性向の低下も理由とされ、その払拭に、暗に消費増税による財政再建を求めている。企業の剰余金が増大しているのだから、法人税なり利子配当課税なりを重くせよという主張なら分かるが、消費が弱いのに、理屈を付けて消費増税に持って行くあたりが、日本の識者の独特の思考である。
アベノミクスにおける消費性向については、10/8に書いたように、消費増税までの景気回復局面では上昇、増税後の景気後退局面では下降しており、消費動向調査の雇用環境に対する意識とマッチしている。要は、雇用の見通しが良くなると消費が強まり、悪化すると消費が衰えるという常識的なものだ。遠い将来の財政や社会保障より、目先の雇用環境に行動が左右されると解すのが自然だろう。不都合でも事実を看過してはいけない。
消費増税への渇望は、民主党系の学者にもあり、『消費低迷と日本経済』で小野善康先生は、「5兆や10兆円の消費税の負担が増えても、消費を減らすはずがない」とし、予定通り増税していれば、景気を悪化させることなく、保育や介護問題を解決できたとする。現実には、増税後、消費は大きく減り、2年経った2015年10-12月期には、家計消費(除く帰属家賃)は6.2兆円も少なくなった。消費増税の実態が社会保障財源の美名に隠れての丸々の純増税であったこともGDPから明らかである。
………
日経によれば、2017年度の補正予算は2兆円半ばになるらしい。これなら、補正後の歳出総額は前年度並みである。他方、10月の税収も堅調で、前年度決算額より2.7兆円上ブレする見込みだ。つまり、国だけでGDP比0.5%程の財政再建になる。消費増税は見送られたが、1%分の改善ができるわけである。これでも、まだ足りないのだろうか。むしろ、消費が弱い中で、企業とともに政府が「守銭奴」になるのが適当か、もう少し緩めるべきではといった議論がなされて然るべきと思う。日本には、漸進再建の反緊縮を掲げる政党はないみたいだから、存在し得ない将来像なのかもしれない。
(今日までの日経)
労災保険料1300億円下げ、雇用保険料と合わせ3000億円軽く。事務派遣最大3割値上げ。外食無休もう限界。税収 来年度バブル期並み。経済教室・アベノミクス5年 消費回復へ将来不安払拭を 税・社会保障の将来像示せ 吉川洋・山口広秀。
※差し引きで待機児童対策の企業負担が増えない仕掛け。小泉進次郎議員はウラを知らずに批判してたのだろうね。