Здоровье. Эта область связана с физическим здоровьем, единством и гармонией всех вещей. Она связывает и объединяет восемь внешних направлений. Те аспекты жизни, которые не вписываются в конкретное направление, можно улучшить работой над центром. Расположена в центре восьмиугольника ба-гуа.
Деление помещений на зоны является одной из основ фэн-шуй. В зависимости от школы фэн-шуй наложение восьмиугольника ба-гуа с соответствующими триграммами на план помещения производится либо от входной двери по направлению к противоположной стене, либо после ориентации по сторонам света.
Проще всего пользоваться магическим квадратом ло шу (см. рис.), который накладывается на план квартиры, дома или комнаты так, чтобы главная (входная) дверь обязательно находилась внизу, а сам квадрат по возможности полно вписывался в план. Если ваше жилье имеет Г-образную или другую сложную форму, вписывается возможно большая площадь, при этом могут остаться «незаполненными» (отсутствовать) какие-либо зоны. Если имеется незначительный выступ из общей прямоугольной планировки или небольшие пристройки к основному зданию, их зона определяется продолжением ближайшего (по направлению к центру) участка. При плане в форме вытянутого прямоугольника наложенный квадрат пропорционально вытягивается или расширяется (см. рис.).
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)
При наложении восьмиугольника образуются секторы, направленные от центра к сторонам, которые имеют такое же значение, как и участки квадрата. При этом план квартиры полностью вписывается в ба-гуа так, чтобы центр плана совпадал с центром восьмиугольника, и говорят не об «отсечении», а о «недостатке» какого-либо сектора. Для хозяина квартиры это, безусловно, звучит лучше, но способ с квадратом проще в исполнении. К тому же те или иные участки в квартире обычно не имеют точных границ, и зоны определяются достаточно приблизительно, основное значение имеет направление от центра.
Мастера фэн-шуй используют специальный компас. Но мы вполне можем обойтись и обычным. Чтобы определить зоны в вашем доме вам понадобится компас, план квартиры или дома в масштабе, и секторы ба– гуа.
Возьмите в руки компас и встаньте лицом к двери перед входом в квартиру, дождитесь когда стрелка успокоится. Красная стрелка всегда показывает на север, поэтому вам необходимо совместить ее с севером. С точки зрения фэн-шуй главным параметром вашего дома является направление входной двери. То направление, куда вы смотрите по направлению стрелки компаса и будет направлением вашей входной двери.
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8J7x2cyFcMGeKUnV271Y6PAjMoFEAlxFDBGYRRmK1FiQBHMwAZPeNmkz5du7sd1JVMGGQ3xeumzZ2OVKbRfZUHQ0Vm0JbOLa2LW62MwkR85ZhP96NTp5pFaHZzW9nB+nvWGYR2ElrbmnGsdcrTz6x0pDLFYqtMMOTsbElhGYQbwyjMylyYre6l2X4O2RRyrRoBzcC24Z8yE7Hr1aWnt6oz6uyu7BFHln9uNFXXvqHj8Sd/MnPG9Y5UZoT02RYx5GyqsmIyCOgBgKxEjLYCoGarGf0Kh685lZgYF4PbJxuwWtt/bGyMsmIkvQUM541wfMf3i+GmIkw1Fh5DBWQQBl/z5y2wEqCj2Yp4UwBpeiLd3OmaebaMwjBIkEinQ4qPoUDvgYNL2IrGIACodXGrFT90MwAdOFjXB1AzT7a6wGifZikog0iaxSSzi6FcrKQtFINSAJDR1uRoc9vovnK37ZAZFA1DSQ/KcrGgvzgMKgaAKnt7ip1cnBkUB0MopmkO3cdQQRg08fHE/HkLrADISnCWCAAih3ROLaB6vW6kRikXl6vOdFAWbUuQyxgqAoNoGt6KE9pKrExQLAKAPjp1Kr8GSPv6dhea+tIHlyYRo860wVMibMZQWRhUqVRsTcM3S4lhBKAI1rV+0AZokpuxGdEBMIPwdOQd/4yh4jOo0Wi0LW+zlSysGYCMzBNTTTJawEqZo3H8el+fa0M2UqPxrKV1cWtWDMKj79rdLZ7+ps2da9e+Jp7s1DVReBJw2ZveeafjzY1GmmOqBm5iKK8Mot3wYJCVrRhWkoLJB3np5TU64y99mng2eUDdnXJd4ylAOWCGZF4SzV7ZbOi9u7LHoz9QAFTIhjc3Tl9LJ4X3gb4C8mOK1tXR8aZRH6Yfn9tlDOWPQehPgB6Lu+EtAgi936JFd1JNzbhu5g+W3KcAUGgoLyG5iJmfdPZaNwXtOZAaxKCX1rzSeW2UKltnskEETfaMH2sHDuoz6J3OLaahFx3EUJ4YhM4WnQnog47FVjwguxbQjTfeNKflhtfWvYH3z6xYifp67vkX4qyEhrpAKRV9ozsrqvFQKpVKqQD0weEjzZ7LfzDo5TVz59704OdBhOv1OrSXGhIF1cOfYBBeQXDyab7zzju33XY7jrChYyO6sR899DAdig6LP1FIu6Bp+HzZY8soTKjRPCD0qqe36kgk4twwCE8Iz8mu07GZ+yYagKA0pHbiOFAUMGjhwlvkGnz5lVc7OjpwL9A8KCLBVP4Cxb2GlffUT57Cn/g5gUwcB6TDken4UFN8Irzy+FXr4laLc9KNK1dOnzlLmXxQDvX3i9Q6I0dH5bw627Zt+/GPHw1MLobi1CY4W6KwUAgceDooHW9upGkNPCbCtHDh4xWaAJWmxQ0wJPGv++67HywggzqQQTC38QmefndlDywpESPUY3CFYujAwboLGHKdQcL2sT7lERhGw3SAI1MMpBC6IheYRaRGjz/x5Lr17Zs7P1Mg6BxuB/pHSolP8AafwJogBs36o9nf/e5i/BYDOvR4xKC7vnc3DoVPoNmEPGjk5i1bX3jhBfoVrVHAcXC0+AwKXCrVrND1yKu95fxiajdH95698uZ4kVPMn1ZMph6elB92aTYexQZUeuLEEcACt390dBQGC54OTaQIBgmCoPPAe0q+sG9f74zrrkdnIxiEp48CTcAnZGLfcsutoBUOhRKBQephfpoYcpdB1CBxSjwz65MdA4ND8aveY0bJ/ZW/kIcSnQ+5AOgI0Dlonqw9pIIDAwP4hMZ01OnhPWkhVBCqiTfU7ME1gOlb35pHzwbqSNVlhUGfWTcmc3y4sGZjz6QLkU5kQEsnXA6Mu2aRocVYDM+L3kBVvvaVr+HhVq4JPR2yhT0Mwhs8R9iVt976F4JBZAGRAoBBM6+7HkqCBw3LV7SOCAxqhqE0d9g7xyDUKZ4E0R3PI4nc8FbY7x/HkSEgN0KyXMjBJPQDdwdM0EFI4TwMWvKDJW9ufMvDICiiYBB6V7KD8Epd5ZIl99OzQXWRx4FGZDEryjSeNAExEwYFUKk7DecU7Un2q5NgkOwlxCddu3fDtKfOlZQBeo6nRmMxKD8N06iXeuCHD7zwwj94xmIPPfwIhmA00UbLU0iFIjOoWYvYXdmTzhIQawzCUJZGEzoiT6CgHvEJ2ag0PMaDSW6GBdUdf0agmSOJ6AClATjQIEUHiO8L/cCt0XtoHpktNLFN/+3o6ICNTYqLMReOQx0piEMAEt7uv//pz/BKqUTJVUQ6TZHb6LnGnYI0THNIWHSEQWmGkfa3YZlBYiQOQFMrIgbhMRFEyKNHBhExiPQfJMKfwyMjnw3V9/bgUI8te/yVV16RHX94FY0lMoOaYSidILDWGPTXf/XX//k//Rd847f/6+/8/u/+PnTx+pl/8NWvfM1fvvzfv3zT3JtR46hiGhjTXlN0BUlYPdbNTsVCRHlunobuwsEk6wduVlgrBCD8iXvHZTz8yI9pnAXFBYbIr0keaOGTxidkbohPvv2d7+K1/xf95FcSzzV+J2/a7IW/vFQMooSXyW1/z4qk6WDIGoMWzF+gf5Qb//RGcp2muaKkWRUbTdloroSmYZSabh7gBm5zhWWh1ua339l8fHw8OS0xTfcMABFDS8WgafNIdabb3wuMoWwYJEaw+apco60YRgePts/+w+OJ70vordZMk1jATCMEZ1tCs3dkjiE3g7QEOisSxVApGJQygPC12oGDiQIotUXSA4NDpo0fI1BHPNPpryM3epTOZgZP2RoqPoP8FWoaEHracDe80T572olqOg+dmu4aLRGS5wfVo8h0yrGxsfQbcDEwFLh4Ze++3iQwVHAGBQLINFSYfjs0HR9FaOEp56trXLmiSIgme4vk3D4/WHIfirzUUBQM7kJz9Yj1jTEZNHJ01BZWjPKI4PuZP1DwF9UIlEQ+gt/wp7bDDIoLICMjxbRbM5rvMAVQVoEWiQiiJit7ew4fGaAwXc36cFqmFHnCgdq8KKgoWhhNS6XrfX1gWU9vFQiTIbiza7dYo2jLxACCab+eqe1s5DrEjdjtNsSSJbzGMV4CMWTagkrKIFR6ygDSj0MWGUDWn70REUw3fNGC7zSvUzALfET1xof1hQu/9Dx902h2+g5EWw83MJO46eRvyhgqIIOgfPuqtZQBZNTlRgCQ6RQYKmH8xEkYCzBhLl76f+mTi7K82YqvkrIE9mERYtoNjYzoYyi+B13htYyz9yJpDBWNQbRazF9lptGa9QFk2slEAFCExFIYMYlKyGpRHMWZsxVlJU0AKVxRqEwjgzc0wbcovdWadS+yLcdTIIZsLQ0pFIMCF2hYTJUb/7maRpvGZZguZvOPIDKMNNS2vM1KspM0ZX9YFDFTs1czLFn3nr1xAJS0/zsQQ1aUqjgMShlApglXI1hAEbyqgQFJMrSGYARZjHiZjmimgbOe7Ptg/b3ITuh0puE8PeimzZ0vrXllw4YNWzq30NYrUUQwgBIxKPAxow1HyEu5u7InCSeiKYAiDOB1zP70V6PQiCzpnYAWRXNNgNFk1mfju+6KWqMir+pWrJ+wjqFqrUYhRCh4Ht4sWnRne3v7ls9D1lLcGKPpiCIwqBmAbCU/SR9AplqCL1dr+3UUMc6CkchCYZLy4hjCYFanJi2mvYxvooY6g2Iu86nX6xTEff68BU89tXzFyr+X16BSWxN0AFPKxaD0AWTajJMGEK0H0Tz4of7+TBq2rTTc6YjmtLqpXzZw7WIEaz1Q9pns7NME6MTHExTjAY8P1o0wZv08xZ8lZVAgOCKMYvQBZKouMLCNNMPUx2S0hDLDqBE0VW8lF25qGNJ0C0aIPo5xGQ35YY/YirQNtTEKcqDGEHGEohoFjqP9iod2TapbIgYFgiNa4jed4C+Jzq9FG+IFLkhTW1gZtmp0qrYy4qYj+o/PqM+bnLwI9BwbG7PumzPq8JqtWcFjIvpQnEb9+kG7ptZXFgbZApCmK9dBABlN80fYpssY0n+I7mw9VUyMhio2iENxOEPpE1g/FHC2duBgKRjkBxCqsqe3ml8AmS73MlW1THaQlwpDGF45koBbf1WkvESbsry0LW8zncEU9UMMwtE6Dbfp5I9BgQCKtnLcEQCZHl9fySiSkWu5vQhDOUqIqLkPPjlLE4c1eoimGFpy3/1/9L/+KHLHQAovAu+/tOaVxSYNPGcMChyCRQPQ0MhI5j6gCMuX9dXr3V1dFy780s1WTRgq3kwZiG/Zl3/lSr2vj1SxWtuvzzhNS3nT5s6FC2+58cab3tz4VpzhJM3Ni3j+Cxfeqq/YeWJQoAUUedNKaJTSpAFkGgsxcCucYgGBI0ODpq2r0YAawGjPy7ohHQzZ3cwJ3Y5jaoVe8Gvr3gB97vre3ZSdJWZOMbRrmpijPFT6rvrcMCgQQHFmmqc++UTxhFIAkNHz1l890NVdSTmOchwM0fIT6zkss8VQ/DBPMH+aLTq1hSEASCRosTKcpLl5HEEwCEquM4TMB4PQXD0t0MrKrmamUNKhzkwBhC+rV/qLy3bH96wv9Xqd5mJycbWaY+E4YcmGRkbUuhQfQwSgwCxMkTswogMubN36dpFbRedSc8AgtEDP4itbU6HNwJEogEwtXv15mbyYP4HuIagESi4MIs2pjGjbYjR3XZhiyJ/75PEnngw8cuQZDEGHY8eO3Xbb7eKAoftCXGeQH0BobBbXYviPb2qOGgEogq370alT6uOT1ea490dHKpUKOard9xBpWkOm7RkPMaE9PRPnz5MWAUDkA7K+a0Teq/HADx8QA5dQp63TDPI37ySmP+WgeZojWAXCkpi7bRbWz+JuI0dkamqKPET6y+QyEZ219Xhepp0lLFmjSP4RctgtWnQnSuAS1phdu2e/mOzBVEeJzIZBK1asNAVQ0hHd8fjrfX1Gs2yagT5sLVP2K6izmWFiitis5DKJQmcJoE4RXNGmuUOMluZu27btprk30yyYdTvav2dVriJF754Ng0IXhvgBlFVE98gqGGcnquKk0Ln4EWfyQqK25W2kLWnmBI+vA6ZreUJdyGrt2let6ZwLdYjKPHPmjMi6QcU0zLE+g6a/uKCk2XZFFxnkB5Brww0jAFmnJy1ayyQSUCajM9rENH/eAjl8hCPidxfEf+IRMKRzRoq/Qe9pgW5vtWbRjm4WuwONBX0w5UfCeXPAIM9DNc2ZU3gACaN9umQyODhIriLACFTCn44M02SNtfXEo2FIYQ2lkGpJHT9IpLH3N2e3GISmJT/OOHmRMgdQ5E0kLKFjNGpRUCTaZok/gSR08lkl1BQbyiymIdUMYKQzKIPxiHpIejwbGsOMMPTuri7PRbrFIFwcpWRyc7eBkQV0+MgA8yIFHtXrdUISWBOobNDMFK4EyLCejt1o1lUxUwZMGwWZT4hBAkOevtlFfxBly8yLA9KpcIUl51GGDHLB7hY5P2QvD6olnSxvmrFcCUNyA3d0XsxBVdCJtcgAYga5gCF5tgs4SGcfjH48aWBInlFxhUG4pqPHjjmrB5rrYqMB6OKlS9X9B3p6q8fGxgqw3JkZpBA8Ylrk1Vut6Rv7ETBEXurUjCAjBmk+uFQZBNMRVbZj5y43W2ByACLdkg8OBY2fd5wZ5CaDPIqE9/W+Pk2d96uKjkI++uiy1DYD55tB6BxQZTu7djvoBtJcuhot1kezFW7oJE1TPLM4ziDFbht9tTcKkLihYyNuP7UVVflmUGVvj8sLf4HI0AdvPdiQlS08zCBHGHSov18drEp/sTJNHOsw6KGHH3niiSdTu8ecMUguM2dcL2pt4cJbox0k0YIrfPudzYqH/f177jU64Ny5N2/Ztl2zNyvhcsSCMWj02Jjd5aw6S4dwwD/54/8zODjoMoPQxWI0Wq3tz4BB//33/4d4v+hv7ty6fcd/xNZecr+DDCJqdG7dlj6A3t3VxQzKO4P03Te1Awc13UM0kG9mEIFQh37xi/nzUr1xUwaJpIy4CyPjwz6Dnmp7WrYe3WQQWUPr1rcLXKLgfXIAwoPBELXYu1JLwqC+9w8lFI6DHKketYFlgX6rfX17Cv0zX7MAACAASURBVOsS4zBIvngj48M+g9a3bxCX8uhjy5xlEJUHHlxKEEkaQHmMysoMatbh64TijYYhSrwBw+ezUOLSpCqMoJSDDZgyiLZeRzA+7DNIHuM8s2Kl4wwig+jxJ3/ywLX9SkkACJrE5k/BfNKmGZ9Mo02BRNAZ8RNKnZTyPZoyqHvP3iwZ9Hu/83v0Zs6cr8ujm9QY1DJ7jrrM+PJMOyea1YKaufvuv9UBUNJx2ootg4ODLs/NmyaDjxP0rlKppL8VwZRBnim8tBn0zW98k2KY//jHj8qN8623N6HuFOWtjW9t6dyiLtDF8dhi0Y7Vz1nOmzziCB6942sUTSNyRMYQEJB+Nm0jBnkiZ2fgDxKQ9nQO1tNU5sYI376DlwIVnkHRMBRhYjTNpYnRGISGv7Nrd7RFOcwgywDCUPT5F1blJbsWMyi+HB0dNcKQaTIomPApz8pHY5B8j1ky6MTJk0VlkKYFRL5tZlB5GDStnUQsWvKCSqXStrzNcQZ5Gr5DDOqt1soDoC3bts+dezNVCDOoVAyKMCjTx1D7+vZM1MmIQSNHRx1lUJwMuflSr46Nb82Z83VRIcygsjFo2jxaq2brQPvPJF2tEYMO9fczg5KSCxd+qQbQ1u07Xnp5zcwZ18sVwgwqIYOmr63rqdb26xtEmizIJPuIEYNqBw4yg5ISefVnYHn+hVX+CmEGlZNBJKHpvMXi1XCoNRqeVuomgzxRSR1ikE4t59cThO7uuedfCKwQZlByDGq5lq/V9bJl6zZpsW6wA3HL1tDjrH1l7b333Os+gzwZgx1ikKa16bhMnD/fLMhZs1piBiXHoBwVNMX17Ru2fhFG+LNj41ti+sK0lbrJIE/ryJJB/o2/xWgPnjUgIjoMM4gZFFq+f8+9mzZ3Eolo+ZjHe+gsg8gWQ+vOE4OGhocLySAI5belm6rW9qtriRnEDPJHaHj7nc2msRkyZJA8JAzdKfKFIQIzKCERERtqBw6K5fbMIGZQCsXxJ+XZqPHuri5mUIL+aU8UDmYQM4gZhEYh+6SZQakKM4gZxAzybBZjBjGDCs4grhlmEDOIGcQMYvm1nD5zlhnEDGIGsWQmnlWBbjHINFQKM4iFGZQ7+fD4uLsMKnw4d2YQM4jFb3kwg5hBzCAWZhAziIUZVA7xxJZgBjGDmEEsqYoneBAziBnEDGJhBkmFGcTCDCq29PRWmUHMIGYQS2biCaLIDGIGMYNYcsugyHvqRJOLwKDGlSunz5zFD0+cPEkFP8lLjnZmEDOIpXvPXk+IUaMgbV9gkD9a2vj4eOBTx4ci3whFOYrGoMBozRQqbPzESWYQM4gZ5L74Ix1HjgrQlEH43FNsMUiRtQIk0tzngVPgODAIhU3Ytbv7UH9/CsYUM4gZVAA5WH+PGk5PbxVNaeToKIYm+rusEmdQ6+LW8WtC3BHvG42GDoMmJy8aXb1cUBGh96/I/yUirioEqMLwtbdaO3xkQIwHcc2aD4AZxAyKI9BeKGplb8/Zc+ey8j9A1QNbED5EC9K5qsQZJD6Uvy2/VzMITVphv6jTMIUyCBUEgsTJIaewwmBMQUWYQcyg5ESMA6BvaAv9HxxG/yciBYcK9H/i/PkPj4+j3eGVfKmi6A8jFK1AbUPknkGBOXOM/NkfnToVM4+l+ucAHDOIGZScwAAPdIZC8WhYpOBIs8x36DzRfaJQPxqHQShAW5EZ5E9GZsogT5Zr6wwKPQIziBkURzypAQNysXZXIvhS5U40tBGpGYQWXWQG+b9syiDPwgRmEDMoXxInJ32o8lMJdeioGXT4yEB5GaSD8JgEYQYxgzKUxpUrzaZTdLwBmgyKORarHThYZAapjUmd/a5JM6h7z15mEDMoIfGkxAksAI2+L8no57YY5EkuljMGebbbmjIo8ObtMij0ETKDmEFxGKSe1VWvL1E3H/3lKZ6I9BEY5CdpiRikNmVDZ7VCGYSuhhnEDEqOQaEQUSDg8JGB0J9jqBF6GeqpoYIzyLPl3z9JqV4ooea3piEaWQOYQcygmDI5eTEUIoppqdApHc1ZreIzSFELMWe1PNH8/QWMi8mgQ/39zCBmUEISujZF3Xx0fn5sbIwZlCCDQvuB0Oq7evVqzG6EGcQMSpRBimGEjhml+LkQcCrO3HygV6ssDApdoxVqxYROTIQuEmUGMYMii85gSr3VKXRqf+L8+ZiXEdoNB3q1csOg0IlJ9c2HzgvoVJ/6GkK7EWYQMyhRBimmZXTmhXUiCKovI7QbzjeDYq7uCTWjdKpP/RRDN+wxg5hBkUVnYksNkfgbNUIZFLpvvMgMWvPqWnGW9vXt8+ct8DTsUAaFWjGhk6Ohj5AZxAyKLKGGPDrIOAzSzGqj2HSJsV607WYFYdAb639OZ6FwRTjF1NSU/PPQ9V2hVoyaQTqPkBnEDEqOQaEaqP556OqW0MvQaQJFZtDPf76BzkKRGz9zQtfrbcvb6LeDg4OLFt2J8oMl9+HLL728ZuHCWzZ0bMTra+vewCd4veeeez+ro6kpmFEiAqT+zIKOKcsMYgZFFvX6OJ0dp/H3bDODVNX31ttvU8YOETcWNMH7iY8n8B4wuut7dwM9+OSZFSvntNyAP+nm8eFnVFrzCl0kBnH4MvhVqVQ8Nxw6ORr6/JhBzKDIorPpNOYRYjII3XCoJRXYkReEQe/u3IWztC5uRRFxY/EeRg3+xL/I3oEdhPdg0KbNnXTzjz/xJDD01PI2usjZs1pwefiJPz4/M4gZxAxSm2OhPw9sRAVhUF/f+3QWcAe2DGEI5gyYAosGn9DXYAThaxiCiZu/8cab8OfcuTfRzzFqw08Cbzh0pTUziBmUnMSPvGGFQeqDhIYfKiyDYAQODAzQWWgIBvMH78kCIgzhaxs6Ns64biZGYXiF+fOFsdi1YRphC2/w6reD1LOSOnEwmUHMoOQYFLrpWo2P0MgzoQfR8QfFZ9C4JBYY5F/yoFiko34AMjJIHckTRB4igAnfgb0DqwdvACBgCKMzwaB169vpawAW8cuUQTpbXplBzKDkGBSqgWoG6SjwtC9DoRUGYexCU0AYr6B4MoPhv+Rm8WcMs8Agv39LsUhHUX17evaRB0e+EpqbB1BodoyMHZhC9BN6j9dNmzu3v7vz+DWs4ifiIJ4DToeFo9aJvcIMYgY5y6DQyDOhlxGNQVu37whMPii3ZTlBoUwVVxgEgpw9d87/fUBETq84fuIkaplSG4qCC0DR2S48HbZAQyeKJTOIGZQcg0I1MObPdVwiERgEIyARBtGgJlEG4YZpD97A4JBCLwcHB20pgZpBOrFXmEHMoGgSGrPBBQbpbBVIj0GyQWTEIMV+kwMH6xgNUXbTifPn9bOy2RK1KTtydJQZxAxKSHR2nIbGzYgfwCzwILgwsSO/CAzS2bGSlagZpBN7hRnEDIrMoNC4EaEQscKg3moNzRa8OzY2JjK16ud6DWWQYjqMGaSaEdDMds8MYgYlZweFujXjB1GML/p2kMwQvGEGxR0J0yzbN274BjMoIWm/trqiwAyKGQUxND2ZjiFfQAZ5Rjc6e//dZFDgjAAqAXfatrxt/rzPzB9UyFe/8jVmUEJCC8GYQZFHc8wggwgmDjJIXPnU1BTt1589qwXoQcPAn7RaksdizKDIohMNOjS3lZpB6TQ9ZlBSDIIF193dTQs6AaBKpeKJXkSyYsVKYMhfwCmGCDPIqOlGYFD8QK7MoCwldIEGRfwQW/ZZmEFpMih0faCaQZqBXOOLf+P3xrc3ZcmgCPtuMxyQqycmmALMoDSbruk+CTXFUuv+/ZsuN771tlsMMuVC/weHUVIgV+hwminADEqz6ZoGky4Rg2bPaqGtrvRG7HAVflkrDGpcuXKov1/MNYamBrPCIPXUJlOAGZQhg0I1cOToaJw4sHlikCfAB4m8zDEmgzz00Y/dE9cY/vB4/LgHLMygrBgUegSj67l8+TKGhzjm4SMD1dp+2gGus8rRMoMof45cSA88H9ICVvyL3uNwkRl09ty5HTt3WTFDUIlDIyOVvT06ZhQueNHf3MkMYgZlJaFJNeLnGda/mIHBocAxAT4MzdRqmUF+1mgWcTijioAFFLMGYW2ijkAc2E1yJeJ9s8Q+GEJS8KShoWFmEDMovwwKPYLugOD4uMIpEbrpzDKD5L+brb5TL8kzqgh1CDEdw6eZDdVstxeFo6arVbv0mEHMIMcZZCWYNHpxRSMqAoPULTlmDfZWa0YLtKDTAJC4c7VLjxnEDEpUQgkSM4iipkcVwwj1zExoBJscMyh0iWBo9enPazYajbblbXKOoGkbwaRZmEEZMijmz3XGIjqbzvx9+YY3N2bGIGDFw1RFRcRcnoOBmDrXswwgcgB5Vjz7w+8zg5hB7jCop7eaAoNCc72GJkz3+zRee31dZgzyY0URFj7mMmVNhBGAoM2mA3JmEDMoUclFIFeduBeuM0hREaE77uIwiDIrKQA0bSOgPQszKCsGhQYPssKg0LXaZWdQqB3btrzNv+pS0xhmBjGDsmWQeo1b6Dig3tcXeg06sRxDD+I6gxT1GBo/JQ6DQJD29e0eJzQziBmUIwapJ8VDu3CdYNI6cdRyzyBFRYTGLohTfZU9e2fPagmM+CNE3Y0wg5hBLjMotAvXYdDpM2fVB9HJFs0MCi7P/uy50DRkVlx6LMyghBik3qsV2nwUOdaFhMYP0Uk17L+SV9e+5hCDFPWYKIM2bXonphIwg5hByUnoypLQhTmhm+Z1gkmH7noNTXAW2JBffOllhxikqIhEGXTs2BgziBnkrOgkF1NDRL26TTMzVeiuVx1jihkUXEI3+05byg/HwgzKhEGh2810ApiFHkSnHbnOIMU9JMqg0AcQagwzg5hBiTJIvbon1JAJXd+swyD11LDO4qAcMEhxD8kxSGdxZ2hHVDAGTU1NUXI0yo8mx8OUQ2Iyg1JjUMykGmrt1QzkqmYQ2pFOxmdmUMQHgC8U3g4i6OBhz57VQnF4KexcvV7HGxQKidm6uNWvDcygzBmkHgfFjIevwyDN6B9OM0hty2XOoPjTCm7K4OAgRSkRGRn966RkzQjUBmZQoqKTXEyhgaEbNawwSDP6h/9e/uEfVrnCIHVFJMcgGDiXL18uG4MAmvb17YSeSqWiHl4xg3LNoFAr3gqDequ1aPfy9NPPlN0OirbAPMKMgDv0oeaKV03PDjMoWzk2NhZnjWJoD2qFQZrLU/wX4xCD1CxwnEEup6j20Iei06o3pjCDnBKdpBoKj6QtBqkjkTKDYsXuCK049TLT1PLkxhHUOeiDhmpEH2ZQXuwgxcb30Kl9TQZZCV/DDIrIIHVHpONRylAoNUic+SxmULYSullUjQAopxUGqRdb62wWYwZFZ1BoGF1n1VdODRLHhmIGZTmI/uQTdTaL0Fiu6t9qdqJWQqp7GLSzazczSIsgaiu0srfHTd2lma/4yGAGZS6hDFIj4GD9vSSW9sRnEFqlQwxSry9Qm6OhaxMUDEInED6cOX8eD8BTRo6OYhCO13QSdRuJSA0SwfvDDMqjS0g9Na7OyaPTBKbDghBF8we5xSA1RxtXruAmKTWzv0/o/+BwZAahi5gullBgbHVYSGZQ7mT8xMlqbT+psX+9jzp+ELpJdJYYTMkFPSja1MDgkKY3Ewf58Pg4fuW/BgDu7LlzmgySf5gnBnluAzUO8NPN4Iehlgi55fzRcB13J0cGULPI/MygYgiUFq0AxjgaAmiCUUL6xjguAJYRjQn018f5Rz8OMSjpEDyoJpxx5ozrpwst6sj8zKCkZeLjCbHFl4qbW3yzEv+IZNmyx8vCILqr+fMWFPgBox1aHIIxg6LpGE5aqVTGPxfrj6NgDJI1KmMGqZOTWJF6vQ4G0X1mWHAZCd3d7FktSWg8M8iUQXIV0dY81BseED0dvNIneMV7v92Ez4VVi1+RbSWeMv0XpyCbF69katEP6SDiCMwgAwalEP4C582cQWgq1sdKpH/JRfZhBkVmEBBDgVBgGVFkAnxIMwb4hDx3VL20gw9vRNvDF6ix0DHFs6BE5PR96laBIfwLJ8Ib+kISOlYoBqFy/VczcnQ0BQZl3j/INWtLoJG0/T25emMGRWMQGIE/aYXE4OAgGar4hPK4oM8QCV3Er0hDBLwEg2hkR30Y/kt/4vhEHDos6QBhyNnhmGdeKBsG0eE8DEoh/IV8h0ViEFng6dQbMygCg2Rb9YP+DwSVPC1KZhAsGjJqBIOINehsiDh4Q5ASVg8AhE/orplB7jKIHmFWRT04jaz0oQkamUEZjsXEnzTgwhsoIfkEaYDmZxCFssQzlRkkj8VomEbeJTETSrzDa2HsIIxVk2XQ1atX5bWbKWw9pzDJGUoSDCLPQmr2IzPI1CcNKxWf4DERIISjh/okMUEhM0geVQUyCJpMR8BhKRAdGVn0mIrBIKqTZBnkuZpchOCJKdYZRC7JNMewzKBQ35x/Ph7IoOkt+WuesLniV3QE8UOI5xM6Dt7QCgD6L/Wvnu+4zyCMhFxhkGb0AGaQRwCgFIjADGJJiEF79/W6wiDN5ETMII8RlI7JzQxiKT6DXA7B4yyD0jGCmEEszCBmUGaeIGYQi3Xx7NBiBuWVQa2LWxPa88EMYklU5PwcDjGoe8/eYtTv5OTFPT373t3V1f/BYX/qW1sMmvh4YvasltRuihmUmly9epUCB1f3H4AuMYPSY5A6Gm5eBNyRVzz5gxPZYlD7+na7EYKYQS4IOi1PYLCPTp0qHoPkHEGHjwy4wqAUAnck3X3B/PGHy8SHcnApWwyCEZTmAhBmUGoq5NEfaBRaacEYJEdnHxoe9jBI3tGZKoNSCNyRnMDY8WtPIIasMGhwcDDlKEjMoHSM6ED90Q+TWgAGeXZTpsqgFAJ3JAcgdc4D6JAId22FQegoUt79zwxKWkAZdQowv28xvyJnyjpx8iQzKK4oUgbJGKKQ41YYlNqyIGaQI92YTtaGHImcp8whBn14fDynFRoKINmijs+gqampNGfEmEEuAKgADlNZ5Mzpk5MXXWHQ6TNnC2wHUYGqzZ17c0wGVSoVCprHDCoAg65evbq7skdHc4o0Ty/nSpz65BNXGJTfzWIXLvxSPZKXy5Zt2+fM+XocBqGlJR2pgxmUGoAUUxnynEaRnEEyg97d1eUKg/K+YbXe16fJIJSOjW/NnHF9ZAal7wzKC4Puv+/+HDEIQzB/nkL/+L2nt+pgFt+YIlKtUrQMJxiEus416TU7NFFeenlNNAZRUL70bzAXDKIgYblgkI4PCI1iX7VWPAARg2jogFfcYMYMEl1B3qtVc2BPZev2Hc+/sCoCg5KIRc0MYgClzyDhRfVoVAYMop0juKAC1KzmBIfA0PfvudeUQZQaiBmUXwZpKolO+vL8CgY9woWaGYNEFspd13C4u7syXggZGRnR90/LGNJkEOWfYgbllEGaAPLs7wmVs+fODQ0Pn8tVRml5p3o2DLp+5h+0zJ6D0rHxrc/8I2teoT9dLg8ufejnGzpeX/fGvff+QPG122+/Y8u27foYeqB5so1mRSQbyIRBzZq6s6XAAMI3q7X9wrdiCq/MGdRbrWXGIFE2vLkRl/LoY8tcVuI5c74OVoIXAhwgkX9uS5S5c282wpDp7aOqs2XQV7/yNWaQCxaQHARDDOJywSC6ctolmjGD2jd04FIWLrzVWQ1uBpTAKfbIGDKqAWZQvhg0OXkxCQB5AsV4dgU5LrSchS41YwbBoMClBC7by7yAC2teeVWYP4liaOVPn3WcQSI35Ff+8KvMICNnjY4CWAFQjja4Xrx0SaxMdoJBDiruAw8uVdBHH0Obt2zVUcHHlj3hMoPk3JCVSuUP/+dXmEGaANKZozAF0IfHx9WHzcXmsonz5/18yYBBMDTWt29IWgvRb+v7nmd8eSZ+or/gcO3r6xSnBqHI764ud9x+ByrQXzDw8ZcXX3wxS9X5eOJv7/67wAvLtlzfpDMoGIA0D5ujObJsGPTYY4+tXrUapePNjW9ufAtv2te3k9NBsyQ3v07xCbu6K/ob4tVxFdSrqIsXoYrn5jMHUF4801kyyM0FJl8YfXy+pSVRDDGACsmgbAG0Y+cuTxTzYjBocHCwXAyi8ar+uufQ8ON+DDGACsmgw0cGkgDQ5ORFzfgw+QKQJoM8se7LwiDCkP6651CmQOf63j8kVpQxgIrHoGYxoWMCSHN5kT+Pi1OCW0aD8l+hEwzCxQ0ND7sZvkPTABYlVAkGBoegTwyg1Bhk5GeMU1au/PuHHn7kRw897C8pAAiHdRlA8j7VEydPOscgimnkbDalIZNdYFCXgkWcYgbFBJA8zZocgFzepeFZTOBxnjrBIDmeiJuxu42ilEEhmAjpy759+2iyVZRljy27+aabUxhiqFcMCgaVEEDyjrZmnbQr/iAxF+4mhlCVlb09+o4hDLgYCplLCuGWoBh79/WqzWRikIMASppcsC08sSID3aCuMEiu8aQxBAyDETBtjDxQRuGBcAvxg5BDRQ4fGejprZ46fYaBEo1Bs2e10BaTJMoDP3zgtttuX7jwFnWBwjsIoOGRo9BSj2vGonx06pTmpI1D82LpYAi1IJ/FyDds5J9GDxCnn5Hn8p0dojoujUYjubWsx44dW7e+/aWX16jL4088+Wd/9ueuAUg4aPBqfS4ocHCqaGtuzc0njaFA77KRwaIe+XtKnB3M/sVEbjrsyyn6EcSXPf7EunXr7AIoZqRX4X6Vg/hYHGSgZvxtRNHZO7c+KCEMKRyHpsu69MPXR45Ri6FiYFgGntF3QXRSYghT5amfPFWv1+0CCJocGUD+U1g0hQKvH5+oj+/iGkXrGKJeS2G/GGEIpNd3DEW42ouXLjW7VMaQCwDSfPo0Vpo9q2VCL8qqPoCsX3y1tt+KlyOgG+6uhLYsR9dJ28UQrE27i9w18xr2vX8owtVW9x8o2GL80gII9NFMzJ0hgKz0bYGWu6bHyt29GrYwRNGSrO+1CXUMRXYZFnJPUAEEAwojAE1fS8ytkwclWwCJ40dTKnkHkny0Awfrmvrv9H4xKxgaOTqqv7xQv3krVgzhUmsHDkYesesoOmMoZdEMh+jpe9CcQp1BLgAoslco0DdverWu71mNj6HJyYtGG770m3fgo8W5hkZG4qh7aJQ8Krsrewqcgso1AGmqkAwgSoqL1/h0iDMlqjl+jDB/0kz/TRtpDvbNT5w/H7NDqNb26zPICENQDs86dCs+Y80dajnK5VI2ANFArG15W3wAxdEoTQBFWFIbGKg/Wgecj9gdMTFktMTZFENiK1l1/wGL4yP/OnfGUPqivxzM/yBaF7cqBmKaOpkOgEwbVCCXI+MyN/GD4mPIiEH6GILmgRdJgEBnLxJjyAUA+cfF6hkxHTrgC3G2++j3u6aBX5vlFIqMyzzFMIuJIaO4iO64fnVaguPBq3InoQvKQpWEQqTHAVCcBxphCk+zWqwDaDp3cRT9GEpiJ06iGPosYNvICA7btbtb88g6GMIBRbIUlvgAiqMeU1NTUHK8RtBAStkcOQQVLj5wqY4VADXjckwfaP5iucqzpBE2zmSLITmanNGRNccFbsaizJfUDhyMGTaTohdFA1CcfRge7bIIINoFZn3AmFcG5RdDcdaS6ltDPCiLI/obcZoNQJoZQZoAinzlx8bGNM0f0ybT7MptKVteY9rnC0Nq77K+U1ATQ2wNxXHl6kxHKjwggUaQDoAiLwKCdsF2SwhAzVxLFnu7HOfV8CxdTShMVPx6JwDZ6gD96+I5kGPKkwCKVTAUNc1jBOkAKLJLBQfXH3+ZAqjZ6nC75na+c/vkAkN46hbXwup7TBlDkeXAwboidIGiw2hd3OppKjo6FhlAckC+JABkJdZNwRnkrynXMISL0VcRzTGUPoaYJnHGzqYDZzQSMMhIu+L4dDX39EQDULNMjUk4HIuQ49BxDB3q709ix6zIAtB0B1B3hWkSB0N+0CtUa+LjCSi2HCpIB0CR27NRPE9TADU7eEIpzBQMmj9vAVVpDvKsxseQZmS8aLzQX2+if+VqFce/Pvn0U0aJRQxBQ5ot22k0Gp5RmLyQzS6AjDzQpgAKDMSR9HJ8BYPEvywzqGX2nCRyPcfEULMVEMntsI8f+SwwlFrMRW64VAwJUdCKTpw86SkjR0eHhodFgYmH9tBbrWGEQqVa249e1HRiDicVp8AQQxwfIwIcXxT68PSZs6lN/AkMqZ912/I2ueWEBvqIAyAjLTUFULNViInuByoOg+JjyPQBm2JIX2/0Nx97zObIi9xoGT719kahTuLvw9Zf2CKbJMI7AzYBVQJb9b4+oNkuhnAKxVNG28CQQcToCN1nHxlA+FXSAMpkQ2KhGOQ4hjyBPmxN1goMxVnkZhTpTaeAC5qnNnXG6ZTUNvHW63U5YnToI44DIKOKMgIQDr67sierHdFFY5AVDBmNt40UyyiSkb6yYmyC/j9OKiGdkNtGBXWoeWrrAOra3Z3OYA0Akv3QoX5iZwHU7ODphGQoIIPiY8h03kFfvYyUyZ+ZOzlRr6KMUHp6q1kxKJ19cwQgihCkcOVmAiD98Xizg5NXMR1zspgMchlDRslaU9MD6wzS34CSRwbJAMK5mkUWjw+gwHCFttbcNzt4zByKzCCbGDLihb6qGa0uSwdDGTIotAG7xiDyAUGHdcyfOADSD6QfAUDNDp5+YvEiM8gWhow6Is1TGBlZOoniYopRwAq7DDo2NpYjBq1etVo4oTWnL9wEUKD6pQ+g4jPICoZMVzCuW9/+zjvvUK2JEr/ZJ5ph9fCRgawY1Lhyxe6p8bCSYBAtREShaXgdGznyZlRTAzy/ACoFg6xgSDO0M5UfPfTwH3/zTwR9UI9i24vnmKbLPeLkeAkdHmbFoGmT7Syaxbovf3BwEOaPHJ5V5DLIF4CabQTLCkBlYZAVDOkPoMCghQtvFU8UdUcMqtfrUOVK3SeZHQAAD19JREFUpYI31JceO3YMRhN+smlzJ361oWMjXp97/gX5E7zHJ48/8STeo4dH1dFAAG/IJ4o/6Q0+oUclYkfgDU7n+TBQYDjEX5ool5GjowYmxuemUPeevWLJtWbBTzzh5U+cPGnX/Glb3gYA4dl9wSukZBAqE1h3DUDNFDhDAJWIQbYwpONOvsagW4TZIhhEBhFe589bQCY9/tXR0bFj5y78BP966eU1eDPjupnAzaJFd954400gEV7xCf7EF55//gXhECULi/I3oH/Gn3izetVqHBlvcHCau8F36LzqOgcFDhysyxsjAgsMFnmvhqdUa/uJC3ECkjolVNtgkD9VoSJ3ZuQmXUIAlYtBtjAUqijEIGGNywyipHcU7lOYLWfPnqWaAYPwK4IOymvr3oAFhM/xBof66bM/m/etedPXkufhUMQgeiOMLDFtjIPjXCLHXhL7hIstqC7QHL2Fot6aRY/XX58ZB0AoBQBQ6RiUDoYEg6i0t7cLBol6hHLLDqM1a14RDCLu3PW9u+lQgBEpCiqNVuWiT0bnTJVJJg85LNBm8AmOTMQhFwY+1LGDWGT6oMZQdaGp4qlte55+ZW9PEh2bnx2au2FwMc1CsjkSb7N0DEoBQx4GPfzIjwWDKNIwZSInOwjIII7gk5dfeZXsIBQyf1DwBsMcYeBMX5sepkgRZFjRMWkgNnVN6OA4Jn1TWEbMF7XfBxWFx4EiHHamXl79QHSyHB0dNQVQ/KibMZOCMYOcxpCHQeTrwfGpd21f3443wh+Ef9EYCm8GBgbI8Nm0uXPRojvntNzwTueWuXNvwpfxK7QNMAVfprQNxCC8oR4b/8WfGKaRNYQaxk9EbGNmkHrOi1b9oAJ1bJ9ATYi8fsJ0Ob4+O3IBoPIyKFEMYUj1zIqV8p8gC47/wA8fILMFdCA0oB5ADToUTV2tXbuWrCFg6KGHHzn0i19Q/4wf0jeF30fMi+FPvMFvcVh8De/xTTKyxFRO6LxYCa0egR7gWzyRyALzJ8JaRAaQh0HUKweWAjLIFob0I3L85V/eHrhY0SO0jdAoihCLUMrAIvpYABq4IVOR3HNy9NWUJcKGRM1UujkCkJ9Bsh0kHlxhGeTH0O7KnuR6syVL7l/72us6B8Q1HKy/x0yxxSDy0+MVdiJUOXP1M1ryGiFaXrNgQA4CiBkUgKF3d3UlhyEXpkJLyKAMjZ1ARoTmI4gcTF4d6MNBADGDssFQclsuLHbUFFU6Wkkt7JHRWMwRAJnG4qj39VlJc+AmgJhBTd060TCkGQHDTZNY+FYppuLOrt2hN4LvdO3u9hfNUQa+KbZc9OCsn6/GRqsTa69Hjo6KcPeTkxc9sMsXg0wBBCXUj42tOHicLGbpMIhWsdEWApqglItY+Ob5vGgMmvYte42AIf1tqG5iyPoW9oQKHg34JVMSCMPjmzv3ZpcZpB/Jl1YP6s+QqAGUdOCXmHLgwAH9tGC0ykRI0Rjkx1CE52eEIdd8Q9Yj26dctm7f8fwLq2bOuN5BBkGRNM1DU7Ml1wASQy39Iv+2gAwiDMV8ikYmd7Td1QmJ9ShCmZR169sdZBDGkjrdEmwlW1mCcwEgZlBT73JqGIq2uj8hsR5NMStr6PEnf+IagybOn1fbQRFWhBUAQMygBDGkiO3gKeMnTjpy10PDw2nCYtPmzpdeXoNX60fesm27g/4g9SDd1D+oSCedIwAxg0IwFNM3FLoZGv/tTTGBQVYMem3dG8+sWEnb6FA8+oDPrZ+xc+u2hQtvdY1BzXyFUC1TW1gRbTralC4zqLAYgnXdDEM4mmsLhXR8FpplQ8fGx594ctGiO2dcN3NOyw14QyEiYfjgVezpxYdJMAjDMQcZRBiq9/XJKtG1uztC3xZ/NSMzKDd7uONjKHDtopudFcaP8YdXQA/FHgF3YP5QOFrPnt7SMkj4ccY+PA6rE+Mpi/mmUstGxwzKH4Y8axfR9bmpK40rVyJHlQZr7vre3bB6wBegR+HlSYFBGIvJa4WmiyLFAxAzKCUMyY4ApybC/GK0kNdDH7z6rZ5MGITi5l4NBhAzKDMMwcSg5h0t2HB6bumREf2dGTB2frDkPjxTvOpPbzVjEI6vs0FEp6x55dWCMaioAGIGpYohypWY1X7O+M5Uz16t2v798741j2I5muqc2Jcox8cTR544f/7EyZNDw8OHjwwA2T29VfBOWJGhnPI4gwrAIEVWQlRO3lOYMIPStoYK0Cc3Gg0KFOtJuRWTQZoVSJw6febssbExcAqQ6q3WRJaxLdu2f/+ee53dN28XQH3vHypADiVmUAYu6lzLxMcTtMtZP+q7RQapxf3YHRYBVJhAVMwgxpAZgDwpj5lBDCBmEGMoJaEcQdEyTzCDGEDMIMZQXABRjmkrOscMYgAxgxhDxgCyFZWZGRQZQEdHR4unXcwgxlCIUM5oi2HhmUHRAORs/F9mEGMoQSEndHwfEDOIAcQMYgwZS6PRmD9vgcgEqy9Xr15V3D4ziAHEDEpEDhysFwNDIMjE+fOHjwzcccdf3XPvD0TqC1E040M2i0oRyCBah00rpOWCT9R5hPAdXGq1tr+3Wvvbv/u/OWWQYitGsQHEDLLcdPdVa3nHkMg0TSE4YgY5rPf16TAIKKGT6nBNLv7vPPvc87ljULOIiBFimzGDSs2g6aBAefnCkNhY+9q6N/Ck8Bp/+6h/M4GfQRbjN/o3iznOoGYxm8qz8JUZxBgKaA+wgKyE1Ajsyf0MspvXbNXqF/PCoGZB6Uu1AYgZxBj6tVAsV4zC5rTcYIsI/uRFgf6gnt5qQgHtnWVQMwDlLiA0M4gxZE1Onzm7aXPnjOtmvvTyGltEONTfr8MgmEuRQzj6GeR+7I5mAILaFCO4AjOIMRRFAIIlS+5ftOhOiyMjf8y2ZnPzivBppuXRx5a5zCAFgAoQi4MZxBiKwaCpKTwgnXisSTAI1RU41RWhPLNipbMMCgQQbMByAogZxBj6gqxetfq+++63G9d5775eTQZZHJE5yyCKpVnUaGTMoNxgyE2nIxlBR0dHbfllmi0RUq+TFiMyT8xWimbtb8CB5eFHfuwggwJzHBZyKzwzKB8Ycq3fAwtgB+HNsbGxam0/tXaxLNA/d0Nrpnt6qxht+Qs+x3e6uit+2mru1YBNJFeRvDZaBJw+1N+PSxWBXEVA+5kzrneNQQwgZpBzKujU+L/RaARujhfxmy1O1pRwv1gzAPkXLjCDmEElxVC9Xm9d3JqazpWNQTAMy7YTlRnkqMCa8Hg0HMEQAGQ3QAczSEhgsm8GEDMoM/FPzWaOoampKQzEIufJYAYZAahsiViYQYyhcKlUKuSNZgbZlQ+Pj3sAVLZ9GMwgxpDuQCxatkJmkEL8IYFKuwrROQb9t9/+XdPswCXBUN/7h7IaiKWsc4Vn0OTkRRlAeF+t7WcAucKgAuT/toghz1zJ+ImT6Q/E2pa3MYOS6114ERAzyGnxWOw7u3anfAEAUGozYmVgEIwdeeqTFwExg3IgFy78UnSbu3Z3p3x2PI6Uh8bFZpAcbxuPlefgmUH5EAojPzQ8nLLLAI9//rwFzf4rFkkr4snLBR0+bsFTDvX3e7ZxbHhz4x13/FW1th/N9fEnnkTxh803ip8vl86t23B8TxFH81yJuMhjY2P+EPoRJrAGBoeEVdsspD8LM6ggEgiIycmLgUQ4fGRANDxq/FSeWbHyru/drRlDXnO/aGh56eU1CxfeQu9/9NDDVoLG2i104+J+aXMcqg7ViFpttnNF+KHZA80MKtQwDdofGFVHBkTkxrZo0Z0wQ1Ju4e4zKJRQKP6VPl3dFfovrCpWXWZQcYydvvcP6eS9iVbmtNxgMWxrSRgkSORh0J6efb3VGo+/mEHFFGg2TP2Ro6PQchojwAryRNiJUPAs0m+9eWcQugQ8AnY2M4PKLs3cQM18w55CvuE///NvBUb/sVXqfX3+U+/Y8e53vvNdev+znz2HEnq1muWZFStRHn1s2UMPPyIXnQrxeNBlrxkVfIL/YpxVhryDzCCWNKRer4s58pR1jvPNszCDkqqgNEvMbXd223/kKr3xT29sXdxqpTSrKFvHNzppgcttf3GbxQrE0TJg0OpVq/NSlj22LBNjIVRwVbi2OLe2csVKFLzZt29fVndhpDbOllKZLVA8d2r7S8VTpsDiLINs3WBqERSZQcwgZhAziBnEDGIG5a3Mn7eAXCf1en08a8E10MXgqphBjhR6IiiDg4PjBRVxjxYVjxmkW2bPagH7UfUoeJNtEZeBq2IGuWMp0xNBTWauIQkVcZvMoMzGYlnNIjWbzMrRWGxqaoq84MPDwwUei+GJFDhAqHybzCBmUM4YJCbj/VGrmUHMIGaQAYPwRoyK/SUdbxGaMTPIWQbR0ylkYQblgEFty9vS8Qcxg5hBzCAei/FYjBnEYzFmUFoFTZQGQSiZT5GKy7C4S4AZFH/TDD2RSqVS1Ll5+TaZQdnMzbtWcjQ3Lxi09tW1BZ6bL0mxqHjMIF4nnTaD/INZXifN66SZQcwgZhAziBnEDCougwCgSqUi/EEery0ziBnEDGIGJcugb/7vP/7qV75GJ2qZPcejQ8WIv8MMcoJBYi9lwQq6bmcZZGs1SqJ5Vr/97e/ICtSSbm77NCety8Mgd5YgfKkMNU6TkQ7OldJVuV+BK1aslBkEJBWPQeNlEqcUrxQMmvh4wtlZUlyb+xUonEFUgKTi2QVlK+4oXikYxBLfkJzx5ZmCQUAS1wkLM4glPWk0GgJAgFGBdzOwMINY3PWYiAIkcYWwMINYUhU5eQvXBgsziCVtWfbYMpGXimuDhRnEkra0r28nBgFGXBsszCCWtGVwcJAY9NbGt7g2WJhBLGnLxMcTND0PGHFtsDCDWDIQmpjPxaJKFmYQSwGl5VrgK64HFmYQSzby7W9/p3i7VVmYQSy5kbWvri3eblUWZhBLbmR8fNyfZJWFhRnEwsLCDGJhYWFhBrGwsDCDWAorjUaDovBxVbAwg1hSFQpEKSeMdCFlNgsziKUsAApMy8kYYmEGsaQh8+ctELbP1NTU4OCg+ISDmbEwg1iSFZFeVc4dhA8xNAOSmEEszCCWZAWgIQbBAuLaYGEGsWTGIK4KFmYQC9tBLMwglpKJCJ8ohy4bHx+fPatl9arVHEuIhRnEkqw0Gg2amBfZgfEJzYuhMINYmEEs6Q3HiETi/dIHl3LlsDCDWNLGkAAQT8yzMINY0pOpqal6vQ4YofAQjIUZxMLCUhD5/2N1kaUwYEXQAAAAAElFTkSuQmCC)
Теперь необходимо расчертить план квартиры на восемь равных частей и совместить компасный север с севером на плане. Затем впишите все компасные направления в план вашей квартиры или дома и оцените состояние различных зон. Сложность, которая может возникнуть – это проблема недостающих углов. Ведь наши квартиры или дома не всегда имеют форму квадратов или прямоугольников. Из-за этого, при наложении сетки ба-гуа на план дома, может отсутствовать один или несколько секторов сетки. Эти моменты вы обязаны учитывать, так как углы негативно влияют на качество фэн-шуй дома, и правильно компенсировать недостающий угол.