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<title>FN23: 4. Настройка дисковой подсистемы | sysahelper</title>
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<div role="main"><div class="box py-3 generalbox center clearfix"><div class="no-overflow"><h3>Задача:</h3>
<ul>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><strong>Настройка дисковой подсистемы</strong></span></span>
<ul>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">На RTR1 настройте RAID массив</span></span>
<ul>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Уровень дискового массива RAID 1.</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте имя дискового массива md0.</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте два неразмеченных жестких диска.</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте 100% дискового пространства</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте файловую систему xfs.</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Настройте автоматическое монтирование дискового массива.</span></span></li>
<li><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Точка монтирования /opt/data.</span></span></li>
</ul>
</li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">На RTR2 сконфигурируйте LVM</span></span>
<ul>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте два неразмеченных жестких диска.</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Создайте группу логических томов VG</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Создайте логический том DATA</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте 100% дискового пространства</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Используйте файловую систему xfs.</span></span></li>
<li><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Настройте автоматическое монтирование тома</span></span></li>
<li class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Точка монтирования /opt/data</span></span></li>
</ul>
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</ul>
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</ul>
<h3><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">Вариант реализации:</span></span></h3>
<h3>RTR1:</h3>
<ul>
<li>Имеем:
<ul>
<li>Для создания RAID массива используем диски <strong>sdb</strong> и <strong>sdc</strong></li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>На новых неразмеченных дисках необходимо создать разделы при помощи утилиты <strong>gdisk</strong>:</li>
</ul>
<pre class="language-markup"><code>gdisk /dev/sdb</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>нажимаем <strong>n</strong> - для создания новой таблицы разделов;</li>
<li>номер раздела и размеры секторов оставляем по умолчанию;</li>
<li>в качестве типа раздела указываем - <strong>fd00</strong> (код соответствует Linux RAID);</li>
<li>записываем изменения нажимая <strong>w</strong> и выходим</li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Аналогично и для диска <strong>/sdc</strong>:</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Проверяем:</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Выполняем сборку RAID-1 массива:
<ul>
<li>с именем <strong>md0</strong></li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>mdadm --create /dev/md0 –-level=1 --raid-devices=2 /dev/sdb1 /dev/sdc1</code></pre>
<ul>
<li>Проверяем:</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Сохраним информацию о собранном RAID-массиве в файл <strong>/etc/mdadm.conf</strong>:</li>
</ul>
<pre class="language-markup"><code>mdadm --detail --scan --verbose | tee -a /etc/mdadm.conf</code></pre>
<ul>
<li>В качестве файловой системы на RAID-массиве <strong>md0 </strong>- используем <strong>xfs</strong>:</li>
</ul>
<pre class="language-markup"><code>mkfs.xfs /dev/md0</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Проверяем:</li>
</ul>
<pre class="language-markup"><code>blkid /dev/md0</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqEAAABHCAYAAAA3IJ7oAAAABHNCSVQICAgIfAhkiAAAEKlJREFUeF7tnb2LJlkVh7tXF0GQ1WzFwFRYNdlEFBNDDTRwxkQxUiNjQVBoTUTBxP9gzXaWZUG0AwPTAdFlXVFQQUxEkA1ld1Vs7xnnrmd/fe5H3ap6q/qtp6GYt+75+p3n3u45U/12z+X19fXNw4cPL66uri74gAAEIAABCNxVAs8///wj6ffv37+rLaAbAoci8M5DdUuzEIAABCBwtgQYPs92a2nsTAk8caZ90RYEIAABCEAAAhCAwI4JMITueHOQBgEIQAACEIAABM6VAEPoue4sfUEAAhCAAAQgAIEdE+A9oSfcnPymeStp713iTfQnhE+pC/sX57vS9TosIAABCEAAAjsgcGsI9YOS6dvijd439+5dXD54sBqeufkt3j6maPQDp70uDaBr8dcBuAS35Fdaj/KUesu+U3JF+Vtra+dv1W/ZS/p07y3PEp9/T6c8X07XJ9P1+ZY47BCAAAQgAIETEbg1hOa6S/zlN9JDHvCi2Mg2ZRC0nFGOqFZpbTTe86yxzbZoILm5eTz8Xj648K9LWv26f/Ja8y/5ldZruUq2JXNFNdbOH9WcshbpiwZ3W7Ordl5Kde2p56fS9dV0fS5dl+n6eLreKAWwDgEIQAACEDgxgTvznlD/9NEGzzx8jg6FI5xPWWtE315ibGgaGZxG9EfD+kie0Zit66vu96eFb6TrT+n6ebrsny1Ppuv76fqlOnMPAQhAAAIQ2JBA8UmoavJDoB/G/JPIaEjrtWusr6daovuWvlb+VrzV3GLwzb3mJ592r68v05PRKR/RU7cp8dk3yuOHsmgQXXJoi3JFa6rX95o11nqJ+rAcvpb2HeXTmBrzWh8ap089bej0H79PN9/VIO4hAAEIQAACGxPofhKqA5je+yEuelLZsvsYY6L3npPl0qFS9UT3eS3KH/mbn9bZar/8oFl63atNB6/eOO9XGrJKA5vFlmKWql/L723+Se2UYa+nf99n6XWNUY5p+ZjfB9L17XT9OV3+qafZ/Me/081PHvuYX+91nXzt/59Z8vpWytf9RedtXXADAQhAAALnRqD7Sahv3A9zewQyV9/c+D0yUU025NgAZlfPwOPja8Oe1sn3IzFTcvXmHx06e/vPXPOfU/vv2Y+PpqT2ZPMz6XpHCZJb/0h6bdcePuztAb9O10/3IAYNEIAABCCwKYGhITQr3vuwNlff3PhNd/ZMi/cOm6X2pw7cmmdufc2n9z36fpOCvpOuv6Xri+l6tybZ8f0/k7a/7Fgf0iAAAQhA4HQEZg2hp5NZrnSUQVHfB5qJ2PrU94SWafZZ5jxF7asQe609AMZV/7+6dX2v71fp5mvp+ma67NcvfSVdHyo08Fxa/3HBVlu2Lw7vqTlMtNkA+rt0/XFiHO4QgAAEIHCeBHY9hPr3kXr8Sw2epfx73GobNOf8iqalezr1ILrGAOhzaj9aT++X5jma77UU+MPH17PpT/uVTPp09Atp7Qfp+u1oEeIgAAEIQAACKxC4vL6+vnn48OHF1dXVo/T5L9tcK397UH9AJxoE1cdyeL+WPdf0fr3xmjvSV8vfE68+OV+tVvbp/bPE3+LnDqGa23Lqt3/VJ9v9uq75HKV4q6U5pgx25qtalWkrv2pr9a991epHvejaEvq05+j+vbav6fp6uj782MHeh/mxdP0rCmANAhCAAAQgsAGBW0PoBhooCQEIrEQgPx39Uspv7yP93kp1SAsBCEAAAhCYSuCJN1//x9QY/CEAgTtCIL939INJr32mP3VHdCMTAhCAAATOn8Cu3xN6/vjpEAKnIfD3VOZHpylFFQhAAAIQgEAXAX5vdBcmnCAAAQhAAAIQgAAEliTAELokTXJBAAIQgAAEIAABCHQRYAjtwnQeTvbT2f4ntPX+PLqkCwhA4C4S0K9Hen8Xezonzbofer92r1pP79euv3Z+7Ufvz7X+0HtCDU7+qP3amrWhlfKX9Pn1pfXn3PprfayOrbXsWY9q1F+H5HveI3vTtxZ/ZZPZlthNtXu2+rrUU612tvn917yq0e5btaIcuhadN9U6cn5GtY3GaV9r3s85X1Fs1trLOcpR+/zX/LV4863Zl9ifWn6/b0vU0nMQ1TafEr9oT6Ic6qc+UX5d0xyqPd9rbq+/5KO1otzmE+XOvr36otwlXd5X82ctpfVabE1Dy1ZioAyj+97YSIP2Gfksuea1nrr2SB9DT0L33likzx98s+tBG4G3RozX3npd+sRYQ1dvTv0Ck+/n8m/Fz7W3+ovOVBSTz1bJv2W3nKXYqF60VjsXNVuUy68p45a/t8/taUqtEV/tLeuden79/ubXPXpa9XOOUv5WfMs+d39a+bN+72dr+b6HUc3H6/fctZ7liHrt0a8+Xn+Us6ZXbZo751M+2qfm8efD2zRurl6tm+99/fza+2o/2dbbf6nu2uslfqXztRbfVp+qp8S7leeU9uYQunUTW9S3mlvUnbLx+ZBP0Rl9YkRrU3TUfNfMrXWjL3jqs+Z9q37LvpS22nmo2Vr1c+wp97Sl6ZT2U+3fKXvaupaeJb03fdHaFrqj878XbZnHVD1L+E/JUfv60/P5FdWK1mrnw/tPja3ljWxT80f+0VpUK1qbGhv5R2tRrTlr1W/HR4cmWssCIltuIvokjtZ8Mz6ff205S7GRhghQr18Uu9e1Uk/+IJVeW09RvPdXe88B7fHpOT/KXLWofc370tlbouacvryuKI9+LqreWoz6zrkv8WvVV7ueLbWbRvWZo3tu7N715f5692cJtprD36ttLv814ksaSwxLGiyPxdiVc5ZyRznUt1U/1/Fx0fm0WqU90ZqRLr+W/Ut1vG9Jf0lLq7b2kf2n9tBTx3yW5hvxiNZUX2t/tf85fLV2731xCI0a9Gt6kEr+eTN6BWW/KJ/a/Gbn1/angVR9vn7WVPLRjZmqfSv/Oboj3rbm908PtO6t56m2vCcl5j31/f6X9ljzZ82l+iPMfK5SfNSPnsF8Vn1feU37aJ2pVr2ReMup+6i6Sv3X6kX8Iv1a39dSW098rybvp/21+i/ZW/pK51M1l/K34lt27Vn55nOZ/dReyq975uOVrfY6eu8ZrVWjpi3a65p/tinDUe2t+nqGfP0enTUfzT3SQ0t/rf4cm/K3XJH+1vlSBkvw9drya9Xn69prrz1iamvqN4ffaGw4hJYEa9NR0dIGRL6ltai+38gMzteqxfg6e4Be6nsP67X9q9ny2ajtg35CR/mitSn7p594eb8jXbam9mgPVLfvNcerxuwT5Stp6YmJ8mnPqiXSH+WxtRZ/rbUGv6xNdbe0aU+qVe2+TmlPdH81Z7ar1sxS470GjdF736/aovzqo7xadtVm8V6/5vP+2VbiY75mi/x8niVeZw2qf4nca+eYq72Hr9+HpfrRs2V5R/j36F9Kc5Sn54xGvfpca/C1/DlviVFNu4/N+lt9RHzWWLs1hJYa7C0+t7G59Vs65+pr5d/Sntmphik9l3x1X0q1tPbU+1L9nKdln1pv6bzKSfW07Orfq0+5rFVnVF8prndd+5l6/pRPb138/kdgLv8jcbSzZrzsGj13Izl0j2rMI12lz6nIt5Z71DZF/2iNU8VFzLbm68+UcYg0noqPr/O2IXTrQ7B1/QxmLzqmHoi9HKqpuvGHAAQgsAWBOYOi6S3FTx0i5/6dU4ov6cusvX3Lvz9K+rc4E0vW3Avf3FPeY9PVOhtLcqjleuun49c4BLlRE+Cbt3utp/c10dhu81uDid+/pfP37PeU+lN8l+7lXPNtzXRu/bnxfl9buVr26IzUYsxmH/qXRpQnWtN49WnZ1f8c7zODnt707y+LmRLfU2Npn5a+ln2KntpZnpLH+66Rc1TLSNySfK2+fs5Oya8so/M80uMSMZcvvfjCzcuvvHrxzDPPNB/P+qbzv/RMRK0h/deV5shN2Lr6+gZ1A1qbMqpvDtToUPieWnbfU9Yxhe0c7VFtWyvp7+Gr+6n9t+y1+spnqv4ovsVP9as+r0F7y7mjc6y2nLfmW9OqOmtnyPegcdpfy17T5Nl4v9L5yj4le8/5U/2n1NfS32PXM9Tir/ZWfMuu/Hz+Ef4tfa39qdk1t/It2X2PkU+LUbYrG8ub1zRHqY+l6mt+v1dq8/1HtilrLf2RPdcv2ZbUZ7m0ju5NyV5az3zU7rlpjSlMNb/PlWtGZzDiFmlcQttIPz7mrSH06upqbi7iIQABCEAAAhCAAAQg0EXg1g8mdUXhBAEIQAACEIBAF4HoKZQP3MMTqa5GcILAwgQYQhcGSjoIQAACEICAJ8CQyXmAQEyg+d92xmGsQgACEIAABCAAAQhAYJwAQ+g4OyIhAAEIQAACEIAABAYJ8O34QXAjYf59Qf4nFvlWzQhNYiAAAQhAAAIQuMsEbg2h+gbqLQakm3v3Li4fPFiN69z8Fm8fUzT6X6dgr/XXK+Rm98B/NfAkhgAEIAABCEAAAo8J3BpCM5kthk+rnQe8aIci25RBsJU/qqlrkQb1ie49zxrbbNNh9JH2m8fD7+WDt72O6rEGAQhAAAIQOCqBz6bG76fryaMCWKnv/6S8z6XrZwvlLw6hC+VfLE309NHW5j7VnCJwdACdUgNfCEAAAhCAAATGCbwvhdr3UhlAxxnWIj+djE+l66bm1GnrHkL9EOiHMf8kMhrSeu0aGw2dtZ5a+lr5W/FWO/eiuWq6lrLlp6CWT19fpiejfEAAAhCAAAQgcHHxeoLwWrqeBsYqBP6Qsi4xgJq47iHUBjAbvnRYs/tss4Q6dPbadcCrfZs9GgJb+lr5W/Gr7OSEpDZo8u34CcBwhQAEIACBQxJ4I3X9bLo+ccju1236zZT+FwuW6B5Cfc3agLigtuFUc/XNjR8WTiAEIAABCEAAArMJ/DVl4HuEszGunmBoCM2q9j6szdU3N3713aMABCAAAQhAAAIQuKME7vwvqz/KoKjvA83nza/f0TOIbAhAAAIQgAAEDkhg1pPQtXn595/6WksNnqX8a/c1kp/3hI5QIwYCEIAABCAAgb0SuHzpxRduXn7l1Yurq6tHGvX3U+bfW6k/DBQNgupj+bxfy54heb/eeM0d6avl74lXn5yvViv79P5Z4m/x/GBSL0X8IAABCEAAAhDYO4FbQ+jeBaMPAhCAAAQgAAEIQODuE7jz7wm9+1tABxCAAAQgAAEIQOB4BBhCj7fndAwBCEAAAhCAAAQ2J8AQuvkWIAACEIAABCAAAQgcjwBD6PH2nI4hAAEIQAACEIDA5gQYQjffAgRAAAIQgAAEIACB4xFgCD3entMxBCAAAQhAAAIQ2JwAQ+jmW4AACEAAAhCAAAQgcDwCDKHH23M6hgAEIAABCEAAApsTYAjdfAsQAAEIQAACEIAABI5HgCH0eHtOxxCAAAQgAAEIQGBzAgyhm28BAiAAAQhAAAIQgMDxCDCEHm/P6RgCEIAABCAAAQhsToAhdPMtQAAEIAABCEAAAhA4HgGG0OPtOR1DAAIQgAAEIACBzQkwhG6+BQiAAAQgAAEIQAACxyPAEHq8PadjCEAAAhCAAAQgsDkBhtDNtwABEIAABCAAAQhA4HgEGEKPt+d0DAEIQAACEIAABDYnwBC6+RYgAAIQgAAEIAABCByPAEPo8facjiEAAQhAAAIQgMDmBBhCN98CBEAAAhCAAAQgAIHjEWAIPd6e0zEEIAABCEAAAhDYnMB/AYxLLGkv1+2wAAAAAElFTkSuQmCC"/></p>
<ul>
<li>Настраиваем автоматическое монтирование RAID-массива в <strong>/opt/data</strong>:
<ul>
<li>создадим директорию для монтирования:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>mkdir /opt/data</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>настраиваем автоматическое монтирование:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>echo "/dev/md0 /opt/data xfs defaults 0 0" &gt;&gt; /etc/fstab</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>применяем автомонтирование и выводим результат:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>mount -av</code></pre>
<ul>
<li>Проверяем:</li>
</ul>
<p><img 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JWPxo952D0ltz9gXFEenH9J4NDD4qX7eGSnIkuje81uGz4mQglLIOoPu5mrHnlfq4ewhriGrpXNdaMd8hjKKx4uSE9GseEc6l4X736RY61WyxA3llR8s3qslo+N1+ra+NCmNydjnj7qlvJJcasd17jEr8Zdwx7j9ezVxkT5NgLddxa2mFJIbQTbpFhwDFX1PF2VFRv6T8ZqGg79jby2MUfxWT4Yw6r52TglxlW4Iz+5jvrM0xk51sLH9o/tD81F4sutD1wz3rWtWa4HR7KwtmxMNi/0l5tDWe86Wn+eDsfKCbh3FjVFk0bQImlT2OYsWcAl/tCm6Nix8pTHSnr5IY8Sj6vmp7GvwjvF0qsDymKfjeyfmXwwbsxLr0fmk/LROq6xtawN8VnCYOX8W7mtpOceFrXQRV6bQJKr0cdFXtIUKwG8Syw1NT2aCfZQyr/dsFIyreOz+GBuJetjViytbKye3Stq4rSyJQxGxEobzwl0P4ZSc1LMmYtxh8LZA3WHfFbIATfTFWJiDF8SKO15rSMPgnW7p/uwwGYYfWCg/XVRtkW2e35tVPq0LNPR/dgX2Rraq/ZczZ3GGiTvFcWQP1HuvRtI3TbKuMp7Czma1/Ks1FhR/lFL9epH9nvnV47Pi83rESunPTaqh7wYamxH+l7skqNdK17OWHe0g/M915iDzR/nNHb1p/O5te/Zq8kfY6ipTw+XnXSHHBY7AWEuJHA0AbtZHu2b/kiglED3Y6hSR5QjARIgARK4LgEeFtetHSPfgIB9PIKPSjZIjylsRMD96uxG+TEVEliaAJ+dL10eBmcI8M6C7UACJEACJBAS4GERIqIACZAACZDAoY+hRnx1b8VvjnjPmlsfL+yeX8+S89h47NWH93VLb64nJtH1Ymitf28sOX2Jc8W4cjFzbh0Ch95Z9DaqtyjPRmk3MMlPc2yJtUVndv4j8+uJNWKj7L0ewxwkjsheaaxou6f+pT5b5Ebl2+KbOnsQOPSw6EG2Q7NLDqk8UuM9zHbRzbGxB7SXr93Mdd47UDxdjrUTyNWs3So1zyQw5DGU1xi4ID0ZTRznUroyjrJnwhvl225oq+d3Rnwz3q1jj42uZam9VO1tfMjcm8O1kWJm/ZXGWCuH8dbqU35NAt13Frb5pEG9Jo0aVPVadM/GamOWPHO5Wj4ad07+7NzQv8Sq+eLcKtdn8mzhY/sntX5y6wPXjHdta+b14Mjancl/ZB609ZKAe2ehBX8p/nJEmk83SW1K25wlzVPiD2VaFubL6PtHvPyQR4mXVfPT2FfhnWPp1cLKI2Pbpzm7JXMz+WDcqXhG5pPykRuP+Od0Obc+gWeHRWuz2QNDUq6xgw2GCwNtofz6iPMRXiU/jDOf1fGzJX2hOWCPjYh2Fh/MqyT2WbHkOGGcOVnOXZNA92MoTVsadOZivCbe51HLgipZ7DvkyhzuQ4AHxT1q3X1Y4AbIA+MejXOVLNmPLyuFa/alRPkID4pyVleXfPYnyluT8d4t21thOy/j2GDRvMaFfs643fYYYVwi0xIb2mmx4cXXO4ZxtebXGofnH2PAnkJfXo+N4uvFV2M70vdi1/xRN+cX7SCjlmuxmfPZYpM6axIYclismRqjIoFrEIgOumtkwSh3J9D9GGp3QMyPBEiABEjg1SseFuwCEjiRgH00hI+UTgyLrkngBQE+hnqBhAMkQAIkQAJIgHcWSITXJEACJEACLwjwsHiBhAMkQAIkQAJIwP1zHyik195X77yxlP6u496z5pavE+a+FXMm51H5zai/F5v6sTVAuZb6pOJH2yLXYj+qca4/SmJriSlll+P3I1B1Z+E1mzd2J4x2AQsL5eFtIDkuOXn0kbMzeg59t+Y3Oi60p+ztf1UGc5DxHG+0nbtG2z18ZqylGTZzPDi3L4Gqw2JfDMdkJhuLt0l5YxqR3YyOiXIvLx6/q26gehDuVSFmcxUCT4+hvM0KF5Qng0l6CxNleP2SQM+70ZfW5o6U9MHcCMZYx/4eY9VfSyW2I652HmP3dFHGxsB1WlIRyiCBN7Zx7DsX24ClzXWlTQ9BtF7bnIVTjpXlW+tPbVsftTZ65cV3bhPqtd+jf2U+uZ5RJinuVje1fi3XEl89daDuvgTeeBu813SpZkU0nj2U2em6drG25q41OYvvqgeF5eL1LW6U9lBprYWn18qnd/P2+sFywPzlunQte3ly7L4Enj6zsA2nzXtfJMzcI7DDBpPaRL18a8fO5MP1W1styrcQeP8Bt11IPDBaUMY6+q42lqQECdQRKFm/9lCps05pEnj8bSjcwNhQbIsrEcD+xdh372fMP8o3mkd+vCYBJfD0t6G8OwltKhG08zKu17nGs/q74474Rfl7+qKzCl8vvpXqWxKf18Ojcijxn+sBLzZbf1yD0Vyqd7CfRuWfy41z+xDgHxLcp5bMhARIgASmEeAv5U1DS8MkQAIksA8BHhb71JKZkAAJkMA0AjwspqGlYRIgARLYh8Czw0I+aPM+rNsnXWZCAiRAAiTQQoB3Fi3UqEMCJEACNyNQ9f+z6GWDXxEUe95Yyo/KrvaVP+9urCVGLz/PtvJp8ZFimxv3YjjKdy4u7B+UtTFiDiPjR9sSx0j7mFfrtcS5Ylyt+VDvWAKHHhbSqLiwvDEPAep5MmeMpTb42oUZ5Zfb+GbmPSq/mTGK7dwmiDnIdW19UvGjbZEbaT/lt3Y86q9ae5S/H4FLPIbapdF1E8E2y+Unm2BuI0RbvH5OwNvMyZNdQgL1BIbcWXibHS5ITwbD9Ra2yKitEhto8wrXV8pvlxpgf47qk1o+tuetro0PbXpzMubpo671Nypn2rkHge47C9t80rDexlfaoJ7u6mWwMUueuVwtn9a8cvZbbZbqiW+7UZXqHSGn7G0NjvBrfbTwsf2TWj867q0PHPOubc2sj6P50N+1Cbh3FrohlaQmzacLVJvSNmft5ubZK4njLBkvP+QxKjbP1yjbkZ2WjTCyOWLe9praS/HHvvZ0W2OayQfjTsU4Mp+UD47fl8Czw6K12ewGLyhb7dy3DHHmZx4Uu9RU+7J0842r8qXErJ7HupfEPiuWGh6U3Y9A92MoRSINOnMx7oBe3/HukAtzIAESuBeB7sMCN0AeGPdqoLOzxf7DeNiPSOTLr/a+nOEICaQJDPkT5d6tsb0VtvMyXnJrndK3qaxyux3ln8b/xYynLzMegzNy9uI7I44Ux5L4vB4clUOJ/1TsMh7pe7Frf6BuLie0k4uJcySABIYcFmiU1yRAAuUEdBPPbfTl1ihJAnMIdD+GmhMWrZIACZAACaxEgIfFStVgLLcjYB8N4SOl28FgwksT4GOopcvD4EiABEhgDQJD7yzknRHfHa1RWEZBAiRAAiMJDD0sRgZGWyRAAiRAAusQcP/cxzrhPY8k9dU/727myG+W9Prv1Z9dr5Xj82JTHt5Xj725Xn5eDEf2n8avcaR8p9ZPqX4vp159iT+VW4ntKP/IRq//yP7q85e6s/AaxS4QmVcZbwHPKEav/179GTlZm6vHp7Fq7e1/dQ5zkPFR/YG2j+6/mvp76wcZ1dg7UnZEvXL5R7mM8B/5WH3+UofF6jCj+KTh2HQRpbHzdjNXyz2bxtjoxlqzb5ZqLM/oyRk2z86pxv+Osqc/hrJNJc3uLW4BX9p8pXKrFnP1+FePr7Susw6MWj6233EtaC5o04s9pZuyYTmNvhvCePFafKNPu/a9eczDY4AyNkcvhpS8tY16tl4l+jaGq/+81J2FLYz3c65BpBCiE8mMLphtevGPzWX9iWwuvjPir+GxcnzKPqpBTb61si18bP+IP7zWMds7Xo9FfWVt1+ZVI6+xYR4avzcu9pWdN29zsxy8uNC/2s7ln4pNdSL/OX0vxquOTbmz8Jo5AiTAtWGsvld8z5bqenOzx2wzia+W/M+Mv4TPqvEhe+XvxYt18XRLWHgynj9PLjeWigfjztnAOdVN2Ub5nusjfXlxev69MdTt4Su2evUxnlWvhx4WLQ05CnSL75WKsnr8q8dXUkvNYVTPWZ8j+VhbuNnNiL2EXSSDcUbyo+db/aNeLd9e/dEcZtpb6jHUzERXsC2NVduMK8TNGEggRwA3zJzsjLmz/c/IaUWbPCwGV4WNOxhoYC46gGfeTQSh3WL6jH63NT/b/y2K/C7J0/82lFdsHNNriVkWf25eizfysUDUEDY+jTHSsfOo32Kjxl+t7A7xeT00qkd6+KCuF5MXO/ZIzk6kj7raH14s2DuiG8l59r1Hbda2ZxPzEPla/9H+4c1rXJ5/jcEyUzkvB+R3pevTD4srwWKsJEAC4wnsurmOJ3WuxaEfcLek8lsPpT9+/PMC+e/H+C8qjH5eIfvzh+yvC+X/6yH3y0JZipEACZDAjgROv7P4uwfV72xE9u0jl/+oyOdnD9n/KZSvObT+72HzJ4V2Reynj3//Wyj/nw+5XxXKik2xXfqSmCX2kpfEILGUvISxsC591cQhbySkNiUveYMib1RKX9JL0lMlL3ljJW+wrvTCR1S7Pbq5Ui2iWE8/LD57RPj7UZScJwESGErginftV3kj9m+PSv3141/pk4uhhZ1ozHv6M9HdS9MfP4b+7PHvN15OvfrNx9iHzrg3JKfe73oTibGvJ3x64vKo7Le9CY6RwEUJyNqSf6Wv3ysVpNwTgT94/PvzzVicflj87QOo/NvlVXto/c4j8dIifPUh+7VCUPKd6G8WyorYNx7/vlIoLzFILCUvsSm2S18Sc+n3uWviEMbCuvQlbzykliUveSMhbyhKXvKmSN6olL5qNml5Y1VzAJTGQLl6AqXrtN7yeRpVj6FSXx07L/w1PONzV4mq5tlrpB/Nz6Zwtv9cfl5sKp/7emZNfXL+Zc6LocV+tL50vsZ2yuYV79qv8kbs3x898ZePfzVfzol6bIX5qsPCLoyahl0h0VkxeAvYG0v592TtWDSfsjtq/Gz/UR5efKiDMniN8jXXni1vrNRmTjc3l7Pfqpezybn7ESh9AnI/MhMy9hZtdOhG8xPC3MpkirmOXylZ9sKVqrVfrE+HhbdwsDE9GcXhzaH+fujOycjb/I6MxKv1kf5H+ZrVn618Ij07j7F7uihjuZ3dQ6NqSDvHEvjAaxwZk3/acFYGG7NE/9iUjvUmjJSX9ewtVm9MdZCrJ+uxPjJb7QmM9cgYUr4wJo9fSnfUeCsfW1fMQ2PTPsNYvZ6QMY2lRB5leE0CHoEP7GanC8wuNK8ZPUN27IyFGsU0a97jk1usqTiQOS52z0/K1oxxjGeGjxabXq+l+CtD9ePptsQgOq18eusarV+bT6+vVjbU24PA07cUddHoItsjtX2yWGGRj9xYz6qM5DArj1l2S1hx/ZZQokwvgfdfabcLCd+B9Tqh/hcEWg7jFQ4K1m99AiXr1x4q62fECFcj8AY3sBENhTZXS3qleFpYteislPPIWCIWI/p5ZLyjbWH+Ub7R/Oj4aG8fAk+/Z6HvXm1a2lQyZudlXK9zjWf198HlZxLx87W+HM3pe3OqeRRjL4ajfEfssD9TbLweHpVDLx8vNskjtQajOTuPti2vUfmX1Igy1ydQ/Ut510+ZGZAACZAACdQSKP0zPLV2KU8CJEACJLARAR4WGxWTqZAACZDALAI8LGaRpV0SIAES2IjAs8NCPgzzPqzbKF+mQgIkQAIk0ECAdxYN0KhCAiRAAncjcOhfnfW+xlcDXPVX+8qfdzdWE2OkH83XMGyRPdt/LmYvNpUv/eppzn7JnBdDTf1LfIyQkThXjGtEbrQxn8Czr84esRm3+rALcqWG9/LxxlKl9GTtWDSfsjtq/Gz/UR5efKiDMniN8jXXni1vrMbmDNkVY5qRJ23OI3DonUVrGtrorfqr6HkLNjr4ovlVcls1jhTzXXpqVe6Maz8CQw4Lb+HhJufJKE5vzurrz57cfiVZO6NdaoD9OYp6LR97mFldGx/a9OZkzNNHXetvVM60cw8C3Y+hvObDMW9B4AGQWgC2DGh3lRLhgpS4ajcjtIH60fwsFliZ2PPgAAAOIklEQVQ7uylhjLNiyNlFLiqb66+cvdq5EXywr/HaxuTNWQap+nh6tblS/t4E3DuL1AL0UGlzio4uULuJtDTpCpuQl6s35uUnY5aHp4djyAz1o3m0N/oa4xltv9We1ysp/lor9eXptsYxkw/GnYpxZD4pHxy/L4Fnh0Vrs4meLlBB2WrnvmVYP/Mdaqo5lG6+NVWZxUdjrYl9Viw1PCi7H4Fhv2chDVrT0PuhjDOyB2osTQkSIAESWIdA92GBG+CIAwNtroNrfCRRrtH8+IiuZTHiM6Ifr0UkjjZiFlugxB0JDPkT5XqrbAHaW2E7L+N6nVvIKf2UjzOLF+UfxRbpR/OR/d75s/1H8ZfE5/Wg7bHIR26+xH+Pvhe72LNrSe3nckI7uZg4RwJIYMhhgUZ5TQIkUE5AN/HcRl9ujZIkMIdA92OoOWHRKgmQAAmQwEoEeFisVA3GcjsC9tGQ9zjrdkCY8LIE+Bhq2dIwMBIgARJYh8DQOwt5Z8R3R+sUl5GQAAmQwCgCQw+LUUHRDgmQAAmQwFoE3D/3sVaIX0aT+uqfdzdz5DdLev336s+u18rxebEpj9zXr0f2hxfDSPul9dU4Ur5T60ftR/qlccySk/hSuZX4jPKPbPT6j+yvPn+pOwuvUWyDy7zKeAt4RjF6/ffqz8jJ2lw9Po1Va2//q3OYg4yP6g+0fXT/1dTfWz/IqMbekbIj6pXLP8plhP/Ix+rzlzosVocZxScNx6aLKI2dt5u5Wu7ZNMZGN9aafbNUY3lGT86weXZONf53lD39MZRtKml2b3EL+NLmK5VbtZirx796fKV1nXVg1PKx/Y5rQXNBm17sKd2UDctp9N0QxovX4ht92rXvzWMeHgOUsTl6MaTkrW3Us/Uq0bcxXP3npe4sbGG8n3MNIoUQnUhmdMFs04t/bC7rT2Rz8Z0Rfw2PleNT9lENavKtlW3hY/tH/OG1jtne8Xos6itruzavGnmNDfPQ+L1xsa/svHmbm+XgxYX+1XYu/1RsqhP5z+l7MV51bMqdhdfMESABrg1j9b3ie7ZU15ubPWabSXy15H9m/CV8Vo0P2St/L16si6dbwsKT8fx5crmxVDwYd84GzqluyjbK91wf6cuL0/PvjaFuD1+x1auP8ax6PfSwaGnIUaBbfK9UlNXjXz2+klpqDqN6zvocycfaws1uRuwl7CIZjDOSHz3f6h/1avn26o/mMNPeUo+hZia6gm1prNpmXCFuxkACOQK4YeZkZ8yd7X9GTiva5GExuCps3MFAA3PRATzzbiII7RbTZ/S7rfnZ/m9R5HdJnv63obxi45heS8yy+HPzWryRjwWihrDxaYyRjp1H/RYbNf5qZXeIz+uhUT3Swwd1vZi82LFHcnYifdTV/vBiwd4R3UjOs+89arO2PZuYh8jX+o/2D29e4/L8awyWmcp5OSC/K12fflhcCRZjJQESGE9g1811PKlzLfIx1Ln86Z0ESIAELkGAh8UlysQgSWBPAvbRjve4as+sr5kVH0Nds26MmgRIgAQOJTD09ywOjZzOSMAQ+Mbj569MIPLVh82vTbArt/TfnGBXTP7O49+Mhf1bD7u/PSFmecf6uxPsiskPH/9+c4Lt33jY/HqD3X966PxNg94KKjN6qiqv7zyk//TxTxqm5PV7JUINMrIIZDGMfglgWbwzXrLZzHiOKJujbJKjX7KZy6bOFwnclcDbR+J/+Pj3LxcEMOSw8J41lnxtTDYOOWVnbEwXrAVDJgES2JzA/z3y+/VFc+z+zML72ps35vGRQ+JfH/9+35vkGAlUEPjpQ/arH8pDhy9ev/jFL55++BDG8Pq9QuKH/3yM/yoxJ8Pf+ta3nmY/++yz91LeGJqQTeMnODjo+mcPO/8zyJY181+Pi19OsCsmP59kV7rgvyfYlg3/5w12//Gh8w8NeiuoDLmzaE1EFuIfPf7Jo6jSxyn/8ZCVW7nRL1kEshi81/e///1nwz/4wQ+eXefmZdHK4pXXD3/4w6f/fu9733s3Uj72XsH8IJuNbDqjX7I5Sm309aMf/eiZi48//rjKpeq/ffPm1a+/9rVnv8TlvbHwxqxDbx7vbvXO9hOI3dopufuNEv3kL/7iSeTZL5k5Y5EdzpPA6gSeDgtcaLb57cK0cqmF5tnKQZA7i7/KCSww9/fvDgfN7e8hpmhexT//9reffvxno49j4kPfZVm5MzH8ybvDQfOvfReI+rlcov6x/ah2Uj2a8zNrLoof/aZif3b4PHoCX+8PQzMnYx4f1OU1CbQQeGObS5oNmzC6tk7FVuoQaQluNx3L18vt7vyi/L2N0Bvz2GpfzuzPKP5cXJiHXttxb33i+tNr1fN8cowEWgi8wcNAjKQ2tdxCa1koLQHvqnN3flH+uJliH8i83SC9zTLXv2iv9jqKv8ReT3xHHIYlOVBmXwJPj6Gk0exii5rWm/fG9sU2PrO788vlnzsoUC8nO75qX1rEOHp8jbTVEwd1ScASeP+5sjSoNqn3rozY+gngu99+i/tbOGvz358sMySBOgJPn1nYw4EHRh1ASh9PAHv2+AjokQTuR+Dp9yy8O4nUoeHdIuf0d0Dq5Sd5pRhpzh4rj4dnv1TXszd6zIvP5h/5i/S9+Yit5x/tiA0dszy9sSiH3Dz69WJL6aOuV3eUsfa9XLyxlH+Ok0Apge5fyit1RDkSIAESIIHrEij9XbjrZsjISYAESIAEugnwsOhGSAMkQAIksD8BHhb715gZkgAJkEA3AR4W3QhpgARIgAT2J8DDYv8aM0MSIAES6CZw6l+d1ehzXw3szrDAQM6/N6cmc1/v9L4CmQrF81Gjn7I7avyo+Fq/8lkSH8qM5Iu2hXuLfWvH02/hE9mc1SPeV5WtL1w7njwykFy8MS+HSA7nPRsce07g9K/OegvAG5tVOM+XHfPmbSzevDeWit+T9cZS+rPHvVi8sd441KbYqVnIXiw4Fl33xI62xZY3Vuojp5uby9lv1cvZxLmUD2/cjkXz6kfl5Br7A23gtY01N4c58fo5gds/hpLGw+araZIafWlU2/Q1fnaWncnE2xx66n1mHWp67cw4R/vGGs7sl9Gx72Tvgxx4aU5bKCtrFxzaSM2hPQ8k2vJkZo5hY9b6GqVf6/co+Rn10X6ZYTvFZdaB0ZpDpGfnMXZPF2Ush94eTTH1xnXNi0+NKRcb2sBYPXuow+s5BNw/JCiusLBYNGxekVcdr3nFph33ZGxDzUk3bxVztNIyZ/95lnL6yjS3UM7O38sJGeTij/RnzNue0/rM8FNis7V+Ud9o73gxWN2aNXhkHbFGXh4yprmk5qNxW/8j84vi2mX+Aws1atpUAUqKLLq6mDx5nTsLbCp3L2dtyhp2UV5n53/l+LBGXn9JfjiOehGD3Hxr/VJ9l/Nl53RdWf+pvHp9lcbkyWlM3trx5HEMa4fzcp3K25PlWD2B93cWNY0kRbHF10L1FKtHtz7t5xo1uXu+evWVn2d7lbEz6zOKge3bUTbVzpl87Fos2VRH515jD/eNUl2t3ZmcS2PdVe7psBix2V0VUG/uNfoiu/piXrmO5Jeujj0IUz3WulGnvcYzpTXTmFOxx54oMZvAs/8HtzorLfDs4M6yb/NvYdGic1auu/nVzUY3xjM2yCOZYq9F+UbzR8aOvnjXgETWun79aLa3qZCkeHjSewW1MlYHf1Y/uKDRh8h5flJx9ox7vtVebmHl5lA/is+L4aj8o9hkfnZ8nn3xiwywbzR21Ec9zEH70pMr4YEy6N+LHXXstdXX2NAG+rCx45zVRduWxaj8rU3NqzQ+jAdrjNcpec+vjkXxWTn+nCZw+i/lpUPjDAl8ScDbNMiHBEjgOAI8LI5jTU8kQAIkcFkCt/8N7stWjoGTAAmQwIEEeFgcCJuuSIAESOCqBHhYXLVyjJsESIAEDiSwxJ8oPzDfU1zhN1L4Ye0pZaBTEiCBDgLvP+DGr9+N/FpdaXxvP/ro1etPPy0Vr5brtS/68qqJ0R4MeGjYBFbgXw2UCiRAArch8OLO4oxDQmjrRuyR9+ZqNuzIvucTx7wYUMa7tjxzbHUOD42n2N++O6Ref/rsZ88fx0iABEhgBoHlP7Ow7+blgNBDonXzboF4pK+W+KhDAiRAArMJvLizQId2s7abpn1n722mpfOoa/1hLN51FF9kP9IXn2ccUJqr3lXINf78+nGnwRcJkAAJHEEgvLPAjRKv7WbrvfOP5q2OJIzXFoLYws0f4/Gudcyz78mLHPo5ohieD3sgpH729DhGAiRAAiMJhIeFdWY33ZFBjLLVG1+v/qg8aIcESIAEViMQPobyAl59U+2Nr1ffY8YxEiABErgygao7i5USvcuGjp9TaA3s+Ep1YSwkQAJ7Emi6s5iNwn7OYX2NOiBS9mfn1WJfPqfgV2dbyFGHBEhgJIHwl/Lwg15vw0YZCdDKRfOakJUr1UfbXnw5+yX6KKP2cr5qi4S/X2F/J4OHRS1NypMACYwmwD9RPpoo7ZEACZDAhgQu+5nFhrVgSiRAAiSwLIElP7NYltYFA8PHW5hC7k+QoCyvSYAE7kuAdxb3rT0zJwESIIFiAvzMohgVBUmABEjgvgR4Z3Hf2jNzEiABEigmwMOiGBUFSYAESOC+BHhY3Lf2zJwESIAEignwsChGRUESIAESuC8BHhb3rT0zJwESIIFiAjwsilFRkARIgATuS4CHxX1rz8xJgARIoJgAD4tiVBQkARIggfsS4GFx39ozcxIgARIoJsDDohgVBUmABEjgvgR4WNy39sycBEiABIoJ8LAoRkVBEiABErgvAR4W9609MycBEiCBYgL/DxKq3eMxYmsgAAAAAElFTkSuQmCC"/></p>
<h3>RTR2:</h3>
<ul>
<li>Установим пакеты <strong>lvm2 </strong>и <strong>gdisk</strong>:</li>
</ul>
<pre class="language-markup"><code>apt-get update &amp;&amp; apt-get install -y lvm2 gdisk xfsprogs</code></pre>
<ul>
<li>Имеем:
<ul>
<li>Для создания LVM  тома используем диски <strong>sdb</strong> и <strong>sdc</strong></li>
</ul>
</li>
</ul>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYYAAAChCAYAAADDXhjfAAAABHNCSVQICAgIfAhkiAAAG3RJREFUeF7tnb3PbEdSxt9r7gK7XhAgoZuQ4ICIm7ABcgARIkUEOAQRgmSB/wBHRESGtcSKzSwROUCLBCJAIgFhEZgALyJzfiWCZdld9kPIdI1vvbfmmervPud0n3lGmnvndFdVP/Xr6tPzcd6ZJx9++OFnD5HbW2+9FelhMwmQAAmQwFkJvHbWxJgXCZAACZBAGwFuDG3c6EUCJEACpyXAjWHA1Ia34x7kbm94PGCYphCz6GgSTycSIIFDCOy2MeROUHpyzdnFKLX6STw7dm0csZfPYuSe8rV9KbtUfi1+sXjYrgy8dmzjMQmQwLkJPJ0hPT25qhY83lKjN5bXVqLBbg6jP7jPbTwl+lI2W8dPjc0+EiCBuQg81ROCPZHhM1M8xpNeqt/26WMcS4+9E7K22Tjor0hT8WP+pdPhxRZfZIHHpfF77GxuniZp681f9Xlz1KOdviRAAnMSkMtVPwsL/vGux/Z/eax3sfUe17Z546gOG8uOV6IJtZb4o4891jExDtp4x5YrMvbsU23e+Lk25Km5eOOUxPL82PZqbZAFWZyhBi6fMYQTgvw3xc17xu211Ygt9RcOcvfspc1rz+lQH+vfEic3ju3H+HhcE0ttY1xaYtGHBEhgbgLuZwwzbRQevt4Tnee/6olPctH58vLy+NW2rcqmNk/akwAJfE5gt6uSZga+5YlPT9ryv308koe+GrFjjI6v2kfGZSwSIIE5CbivGI6Qap/57jl+6aagJ8aWZ+XqUzpWa/5bjqPz05J/az70IwESOIbA4a8Y7Iagz3x58ikvhpJn8iU2JSPauSqxpw0JkMCaBLKvGLyTgT1x5/oVC24AFldpjBTiVPyUn/R5J07cnPA4F3Nkv9WHr1xK2KEN5pKKj3loLIyBdjwmARJYl8CTcFLgt6uuO39UTgIkQALDCRz+VtLwjBiQBEiABEigi8CT4B19xdAVmc4kQAIkQAJLEuArhiWnjaJJgARIYDsC3Bi2Y8vIJEACJLAkAW4MS04bRZMACZDAdgSeen90FWsTGXiZYsxW7bxLQb04W6WY06fj4mWgqMfLA1mgjxyXjJ+KXeLvjYt5WRuruzd+auyYBuSWy98bY1R9pcYu1e/pi/niPHj8xUbbc/q8fvFHxjGN3vjYhmPU1A/Gsrnp45g2GQfH9nJDG8wd+22MXn0x7cu3BzCXb1UNiUS/MdX252wlTsrejrPHY9SL+vDYs0+xyeXgxfPaUIfGFVu0x+OUBs/WtuX6U7FL+mrie7beGDn9nk+szRszF9/zicW37Z6f1yY+2u715/SVaFGblvi58bEfx8DjUi2enRfLa7NMcU7QHo+9cWsYr2g75K2kADLk/vnNPn5sPPjBHvpkjFjue4zfg3h2fT25ze7rPSuW+cBnvVvmwfnfku6asS8bg1ecmg4Wacp2RQQr5Hc25j0nPZyvFWvu3jTPXr+z6zuiXrJfiVEiyoL1IOMz6Z4TQ4ketMnpQ/uW41ROe4yf0pzjv6U+jJ3SmeuLbQq5/EriWpvUXOZitfQrI/u/jZPLL9ef04RzhPFy/lv3o56952fr/GaM/7gxxIpSROPE1CYy+0T25lfLo8U+NT+5eMo/dmLN+ff22/ElVks9pLS3xLM5Hc1HmcRyzOWX6++dvxH+I+p3hI5YjB59sZgrtxe9YsDC806kaDMblJQ+7PPy680Hx+iN1+KfKv499OkYsRNgLKda+1icXHuKT8539f495n91Rvek/+rDZ10Y9wQgl2vpJiF2pba5MWP9K85PL5O9NoUYc7aPIzB7/c6ub9xM5CMNuSopPwwtZiHA4k/PBPmk+bD3PgjcvJW0xcLwnjWu8tIVecR0x9pLysjy0cexeKinJP6RNp5ezC2Xf65+cv09+Zfo74k/wvfI/Gv5ePY9DLx4tfVlx/fi9ehb1ZffrrrqzFE3CZAACWxEgG8lbQSWYUmABEhgVQLcGFadOeomARIggY0IcGPYCCzDkgAJkMCqBLgxrDpz1E0CJEACGxFo2hi8qyA20sewJHA6ArH1E2s/HQAmND2Bm8tVp1d8gEBcsHg5XIkkjdHiWxK/1+ZIfSV8U/pK/Ffmk9Iuuc9aUynd7JufwNVvMQS52eNQjFmbkjgr2Hi5em2pXKx9rW8q7qi+I/V5PLAtpQ9thYnX1sMqNX5L3JH6RsZqyYU++fPliowurxhCccl/jzd8BmL7sa/E/yr4SQ+UEfKRdtumf0CDdkdhob40+RF8cuvHriGvLnLr02aAetPZsZcEfALZn/bEQsMixX4tcq/AfQlsvWcCW9TJFjFb5wjXB64fjatPGHAc9E+tL88W4/GYBEoIuJ8xpBYWFnDKtkTA7DaYr+j1cvbaZs9tNn160jwzS6+eaufB48NNoZYi7VMEntpC9Qou5ax9sWdBJb6z23gLzmubPY/Z9Y1gauuwtZZn41SyPkewmy1v6jmWwOUVgy6ilmdsXlGeeaM4drrOObpXQy2ZYh23xJjRB/PCTU83D2yfMRdqWoPAze8x2Gcoa6Qwh0o5uXFDrJ+LUZtC/cjrecjajK3PWPt6WVLxDAReqz2Z5exz/TMkvacGXLCznQjPpm90/Y3mU6uvxh617lnnHOtcBC5fu43FJwVmb7Zfi8/a5PpXR5bjU5KfxkC2Jb572BylD9lqrsgppW+P+kuNn5ufnD6PQWx9yVjY57HCtpxG9pOAJcDfY2A9kAAJkAAJXBFo+q4kMiQBEiABEjgvgauNwXtJe97UmRkJkAAJkIBHgK8YPCpsIwESIIE7JsCN4Y4nn6mTAAmQgEfgkI2Bb1l5U8E2EiABEpiDgPtdSXNIu1UhG8oRl+HhRtaq4Sj9tyRvW3oux7yN1tYS45Pjn+tvU3PtNQOfVB4xdimfWN/IWLEx2D4/gcffVggFscvvLLSMIz4tfgF/V07emF5bbpyj9Od0Sb/NpyW3kjFyNjE+np6cXs8nN36qPzdeynevvpE5j4y1V/4cp+88h/yGvGIIhRTivrrhM2rbj33iVeIvfmh3NejBB6otlt+s+kW31aw6vTy2QqwaZpzfXj5ebsgW87b9OX/rq48xfs28Yb41vrQ9D4GbjQGLNJVq7CRiiwsLDeNjv4yHbT2FntK/V9/q+rfmNJrP6Hi9+WM9p9aHV/8pf80VbVo0j4jRMi595iNwszGMWFSpGLqZKIqU7Qy4UK9o8jR7bTPoX11DKf+Z80zVRqpvlTUyM3tqayNwszHUhrELt6TIvfj4KsKzOarNexbltR2l7+zjeqy9NuFg66i1Fo/gWVv/W+QWY3oED455PIHujUFS0ELVAq8pXK8gaxfK8RipYAYCWIczaMppYP3nCLH/CAJD/45BFqZ9BXFEQkeNKQucG9pR9DluDwFvc+qJR9/1CXRvDLUnw5x9rn995HNlgBv56ieJ0fUzgk+NphrbEZW0+nyPYMAYtwSuvna7tUiwmPGtJNuvC83a1PRrCjjGbWrjWnL55UZCf7HfU39On/SrxiN05fhgP2rM1U9J/jmbVj7ih5tLjX71z+lrncOa+CUaaHMeArv/gVtA1/VHZ/Qnv1VqIJx4Wetc78vVQPdbSefZH5kJCZAACZCAEODGwDoggQ0J4NtGGw7F0CQwjAA3hmEoGYgESIAEzkGAG8M55pFZkAAJkMAwAodsDHiVybBsGIgESIAESKCbwJC/fO5WkQmAG8ne79v2jt/rn8EzpFs17s22Rrx3aWVpW804nu3sfDwOXh5sI4FSArtfrhqKuPjyLc/WawvJFsessfXG8tpiMT1bry3mv0e71TObNs1fdHnasA2PR/Bbhc+IXBljm/PIalyHvGIICyfk/eqGzzptP/aJV87/KvikB5qDl9+kki+yRLfVLI+x7Wj9qgfrBHVtoRtj1vLxtGONYF62P+dvffUxxkdOPCaBHIGbjQGLNBUgtkjsYsKFhfGxX8azbasX+er6U/O/V18JQ6+O9tKXGwe1pdYH1n/uWNngGDlN7CeBFIGbjaFkEaYCSl8qhm4mGiNli+PoplLjgzFqj1FvLL8STUfor813RfvZT4qp2kj1tayRFeePmucjcLMx1Eq0J86SIvfi6wnT69O2oxa/N67XltIufS0+uZjsPweBkvq3mbaus3PQYhZ7EOjeGESkFmrLM2LvhIkLxbPZA86oMVbXP4rDVnH0ycmKJ0yvNrD+t+LGuCQQIzD07xhkYdpXELFBa9q9hVPjv5et6PQW9Cr69+K01Tij624rnYxLAisQ6N4YvJNhKvGcfa4/FZt99QTwhLryRoa51NO49cCYLXxqarrG9lYtW0hgDIHpf48htlD2fNsANdSMjb46bTUxxkx1OorqnE2XqPYYqk7vRO21pbPP97byUS02B2SMfVZ/TS6tGvPZ0+IeCez+B24B8iZ/jMa45DpbDYSTNWud6325Guh+K+ked1LmTAIkQAJnJsCN4cyzy9wOJ4BvGx0uiAJIoIAAN4YCSDQhARIggXsiwI3hnmabuZIACZBAAYEhf+BWMM6VSc2VFrWxaU8CJNBGAK+Oaosy1mtGTWMznDPaIRtDDQpbGNZvz/duUUPN2OirOdTEqOHVajvzpY7IENnl+luZWL+Z+YhO0YdcWvL2YqT4euPG2kQPxsfYaKP2nl1LfvQpJ7D75aphkosv36qxDSkXxy219cb32mLxamxjMbZutxpn0+vpyen1fHoY5sbriT3Kd0TOXoxcW65f8kvxK/HHGKOYMU78fDnkFUOY3MD41S31rAD7xCvnfxV80gPNwctvUskXWaLbapbH2Daz/q21IYtaPupvaxxrJFX/OX/rq48x/taMGP98BG42BizSVMqxRWIXk32sJyIbE/vVhsWdIn8/fS110OKzJVGs8dT68Oo/5a+5os2W+dTwRV2xc8aWehm7nsDVxlAz4amhUnG0MNQ/Zas2Ulz2VuKT0lfTh3rF1xvfa5tBf02us9tqHaRYz5hDSm+qT3Mpsdkqb1v/KR09c3Pk+t6K2+pxb14x1CZUWjipuFgY1tYrRnwWkord2+eN5bXFxjlaf0zXau0lzG0dedxnzTlV/57mvXPT8VRn7fi5/GrjeUzYNpZA98YgcnoKx1vwuUIai4DRZifg1YinGevQs5mtzctt1vq3fO3J3ObgaccTv2cz27zcu56hf+AmBSD3e5x4yfke8956AXknzq3HZPxXBFjT91kN3RtDbeHk7LEfj1ebptn140a++ol4NO8RfGo01djOshbsKwJ8dTCLRuqoI9D9VhIuHBkeC8UWO9rXHmP8unTrrVFfbPzYgij1r1c2zsNqjOUxbrT6SN7JUnUiXzyuH+3Wo5cParKMvT4v31tV1y29GmPxUZ/YWf0xP7avTeDqh3rWToXqSWA+Aiu9AsMncB7NL4dGOWn8j9e5QVuJpg2GvfuQl43hx8M/r3ei+JngL8F6buIvcXpv8jLop3qDBP8RXETGT4b7Fwfo+VKI8RMD4sji/sKAOD8dYvzYgDgz1Y7kI3n13oSvcH727NnDixcvmsPJfMu8996k/qQOR93+MwT69XD/r1EBGWcqAk9+P2wMXwuSRpxwpsqMYkiABDYl8Nsh+jc2HYHBjyLw9PfCyNwUjsLPcUlgLQLfDXJ/GO7fDPd/XEs61VYQePp+MP6lcO99mfmtEEO+wa7nJv4Sp/f2fyHAt3uDBP8fhft3BsT5fojxvwPifC/E+MGAOJKT5NZ7E8bCuvfG2okTlPmWee+9Sf1JHfJGAqUEqr+RNHwgtPs3soZkqnXSh8xmrAG7fqy+WPuMOYTPYT77rXD/Oa7LU56Xui9XLd19VrbDywdbL9dLXaFy9NUXOn5rblvNL7LXcaxOtNkih5n5bJFvbj7/Nhj8Wrj/R7j/cs6Y/UsSqN7x7DMb+zhkXx1rdh8vP68tl4f4xPxi7bmYo/pnns8cG6/fa+thNZrPSH0jY9UwCm9LfRYW++Uert473bqvYXFG28srhlBc8t/jDZ+B2H7sU6cSm6tBTnag+Xt8pE/akbMg0L6jcOD4qtPL4yiNR447gk/J2sjVj2WQmhvUuwU7uaxcLuXW24jPq7bQyZjtBJ56hWTbsN8WuQ7r2aSKt13ump5kse+8zcTbWxsejZonDhgztg69cUa0yd9o6N8syRVK8nKBt3MRcD9jSC0sr4BT9qvjKs23hwFutj2xVuft6T8TH6+evJxTbV59xDaLVJzWPnt5u2wMvJ2PwFNbqF7BnS/luoy8Bee11UW9tkbuo+P3aDvaF9mInhgfu4F4fkfn0jJ+yfqM8WgZr8THvo004vLpkjFpsy+ByysGXUS6sM6yqPZFydGOJoB1fLSeUeNjXrg+dfPA9lHjYxy7MfAVA9I5x/HV125LYWmRnSO9/bKQTdU+Y91vZI50LwRS63PPdcu3ks5fca/Vnsw8e6/t/OjOkSGeUPZ+WyJHsba2au1z44/mU6uvxh615nJr7ecrhlZy6/hdvl0Viw9fktp+LT610RMJ2qyDIK80xycXAf3F3jLGfuSfiz+iXzUcMXZOf44P1p7WZC5uTX8Pn5w+zK+mPrxcvbaaXHO28gdtn7w0ku9Mep5zYP9yBC4bw3KqKZgESOAwAr8SRv745ej/Fv7/ymFKOPBWBLp/2nMrYYxLAiQwJwF+xjDnvIxUxY1hJE3GIoE7IMDLVc8/ydwYzj/HzJAEhhLgh89DcU4ZjBvDlNNCUSQwLwG+lTTv3IxS1rQxeFdRjBLEOCRwdgKx9RNrn40HXzHMNiPj9bjflTR+mLUj4oKtvaQz55/r34OeaqjNbWttyEbH2/ty35n57D1n/Ixh66qfI371d6mHRVLtE1Jd0sfL1WuL5efZ2rZcfyzuyPacnpFj1cby+NgYXr/XVjtubIwRsUfEUH0jY5Uy+l3zWwwfLLquS3O9V7shv8cQijPwe3Xb+xnM1eAHHSiD1XIX3VazPMa2g5BOMSyyaOFj10esPlL1U7O+UO8WEPkZwxZU54rZ/XsMXiF6bXOlvZ+a2IlAFeT691N6npFmYoprAU/ytg68PvQXe68t1T56ZvlW0mii88VzP2NILSx9xpRKJeWf8puxz8vXy89rs/nYRR+zVZtY/4x89tCEJ8yV+Xj1VMvQyz+2WdTGLrHnh88llNa24e8xZObPW3BeWybMzXcj4eJuiZkb8wz9yElyirEq2XxXY2I3Eo9FisdWufKtpK3IzhOXv8cwwVzETnQTSFtKgp448RXGUkk4YjEv3CB088B2J9SQJr5iGIJx6iD8PYZB0yMnI++E5LXZIbkpDJqAOwgjJ377CsKmHGvfAgs3hi2ozhVzyO8xYEq5kyHa8/g4AnhCmW2jqq2lWvsc+dF8avXV2KPWXG6t/dwYWsmt49f9ewySKhbvXi9p98Lcm1/KH/s0p70Zqo69xy2ZQ2SEGm2/nhzRpmSclE0Pn5w+zE90WP3Yj32Yq9hjWyq32r4/Cw5/9NLpj8P/f14bgPbTE+DvMUw/RRRIAnMR+Isg5w9eSvrD8P/X5pJHNQMINH1X0oBxGYIESGBRArwqadGJq5DNjaECFk1JgAQeHvgHbuevAm4M559jZkgCQwnww+ehOKcMxo1hymmhKBKYlwDfSpp3bkYp48YwiiTjkMCdEJCvSdbbd+8k53tLc9jGIJfI4WV1q8HM6c/1p/JdgU9PfpJ7yj+Vv/albJQtjoHHOR2pOUr1lWhL+Z+p7y9DMt8K938K938+U2LM5YpA9+8khEXzGMM+DqN0x94rhuhOac/1p3SuwKcnP8k95Z/K32PutcXG8Gy9ttT85PpS+nO+7F/nHMC5upqrV4vaW9y6KLQPFx0e6wJeCbLN0dOd69ecS1l4dt64e7WV5JfSkvL3crVtuX4dNzaGtGM8L2ZKf6rPi+W1xWJY3ajV5qZ9GBvbYzFi47OdG1NLDdz8HsMXQ5S/e//9h7fffjs8enh4/cWLz4/D97ToDfvfeOz5/IH4YBuYdB1+OXh/oSvCtfOfhty+Epp+9tNPL//jLdcv9uIrN/T3YnptOGbr8evB0V41UhLn6yH/3wiGzz755PJ/7S3l78W0beprx0Sfd9999+FPIhrFVm6qG49t3BY2v/DRRw+/A0C8thgzsf2Xd955eM+sn8vxe+9dXN6BPmmz/eKvtjaOtYmNXdP+pWBsP1Qu8f3vYPT34f7tEmPaLEXgiTwD0T+f/8Ug/V/D/eeXSoFiSYAEjiLwD2Hg3zxqcI67GYGr70r6m/Cs5q82G4qBSYAEzkbgmyGh52dLivk8XH1X0l9/8MHDr371qw/f//jjRzTPnj17eBHeGordvH6vLebf0v6d4PSjFseMzxtvvPHw6cu3hDzTXH+pT0scL7bXJpcP/tDrKGh7/vz5wycv35opML8x8fxL2jwbDS593k11er5em8RoYfPmm28+fBTezrE3r83TKG05W6/ftpU8jo1d0/69YPyDGodgK2vw6+H+75V+NF+DwM2VQ/YDMPwwLKR0Ze/1e23oN+NxTneqP/ahoOfjtc3Ao1eX559r8/pTLNAej8XXa0vFTPV5sby2WIycrddv20oex8ZmOz94bq2B6t9jCANd3fRrjrUxFPKmX/mL489+fO98Vs9/df2zrw/qm5PA1W8+q8Ta73K3i6fWdwYsspnpTR/bPHL94pvKe3Y+Jfml5innn8vf+rfWYEpfb19Of098G3vG3Htyo++6BPh7DOvOHZWTAAmQwCYEhn0lxibqGJQESIAESGB3AtwYdkfOAUmABEhgbgLcGOaeH6ojARIggd0JcGPYHTkHJAESIIG5CXBjGDA/clUNXlmDxwOGYQgSIAES2IXAbhtD7kSpJ9ecXYxKq5/Es2PXxhF7ueTQu+zQarVxa8eI5cx2EiABEtiCwNMtgtbG1JOr+uFxbbwae28sr60k5pbXu5eMTxsSIAESGEHg8Wu37bNY/GMtfIZb0+89U7b+9iTsnZC1LaavNH7MvxSi+mPuuePS+LQjARIggWkIhBPezXfLSFsQeLnbx15brt/z0TYbX+OgHjwu0YTxUSMeW/tU/JwfxtFYmoP937NlG7/bhjXAGpihBi6fMeCzXmk76uZp8dpq9JX6hxP35fMGz17avPacDvWx/i1xcuOwnwRIgARGEXA/Y5j9xNWrz/OPbQijQDMOCZAACaxCYLerkmYGsuWmILHlpq9G9PHMPKiNBEjgvgm4rxiOQCLP4vUkuuf4pZuCavNebeT0qk/pWLl47CcBEiCBLQkcvjHohiD/t5x0t4TD2CRAAiRwjwSyG4P3TN6ewHP9CtXa4QZQGiM1Qan4KT/p816peBpzcdhPAiRAAmcgwN9jOMMsMgcSIAESGEiAHz4PhMlQJEACJHAGAtwYzjCLzIEESIAEBhL4f96rdDAUgOW9AAAAAElFTkSuQmCC"/></p>
<ul>
<li>На новых неразмеченных дисках необходимо создать разделы при помощи утилиты <strong>gdisk</strong>:</li>
</ul>
<pre class="language-markup"><code>gdisk /dev/sdb</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>нажимаем <strong>n</strong> - для создания новой таблицы разделов;</li>
<li>номер раздела и размеры секторов оставляем по умолчанию;</li>
<li>в качестве типа раздела указываем - <strong>8e00</strong> (код соответствует Linux LVM);</li>
<li>записываем изменения нажимая <strong>w</strong> и выходим</li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Аналогично и для диска <strong>/sdc</strong>:</li>
</ul>
<p><img 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602qqmn3aKhFG/E14o5O56Vo6fvbHos7T0ae2xLubz3DPUbzanxRts9enpsR3Xd0d/iZ/WN1D473oiWI32br+TFF3AOTdszisjjp+etJ45or7ZWn9rM0B1jKA9tt+bJ/VRrC5+t/pZezd9aQ82upE/za7vEOM9V41OKV9PaM+bF1/HRduLRo7Fmq3qs+D18rXg1/5q2pCX3t/R5MTRO1Nj60Hq0neLk/T3xR/0tPT35W/y9+dP5yeeoJX5tLkb9a7Et9rn29Dyvz9LTm0Pnx+OrOnr8Lb3q36Lfs8nz5PE1v7a1NuUf2zU+pXie3keMp1uohGJf3ULlSn1hAbzSb/VdqSa0XntNMn/MH2vgGmuA94przBOvp/55ar6Sd/YdLzv5s88Q+iAAAQhAAAIQ2JPAbTZ5EdqKy897Tga5IAABCEBgfwK8d+zPnIz7EDjl/67dp3SyQAACEIAABCAAgfsSYJN337mlMghAAAIQgAAEHkzglJs861tae87R0fmtWs+oydK5te/s9fXo67Hdygs/CEBgHgFes+0sYdXO6gyW0zd5LID6tEY+RzI6MnedzJzR0fpG/edUQZSnEjj7+tvj/FVikHKXNHjje6ypkvY9crfkOLu+lhqw6SNwyi9eHP1HsKvyxxdYip0/75syrM9OYNX62btu1ujexM+fz7qLwUzVpU2ItRa986nlM1PrU2Pd5fz2lPl79b9r88LzyUwvmPxFqOPJN9nouJ4grMVi+Wrc1FZ/PUHoeMukjuSvxdcTTmLRq7HGX2PlOXO/Uo0eP2+8Vn/r2Mr6ahpa+ET/kr4Uu8RWfWNb58vTV3v9xLy18Zb8tdpG42vsGqcah9pYnkP5Jv25f97n1eeNe3w9/1x7iU2tvhqXNFbz9/R58ZN/ia/nn/jpGm7xm2mTM8pfn159Z58/T1/r/Kc41rkrzxHnRG288ZnzSKyMQLoZcpiA6s2E47jaaDuEfWUT+1K/2ms7t03PW/usWFafxrXall9rnxUv1a9jVky1yetX+7ytY705PX9vvKS7tT/G1xwz6+vRYdl6+nIfraN3Lrbk9/R5mnTcalt9SauOac35eOm5VXdrX09+S3P01xiq0xtXrT3+lqY8nuZWvppb256/V/8WLVZO1WW1W/2Ur8ZqjZNYqv2W+BojabL6rT6todU/xtJ42k51Wjla/UsxvFzeuKWJvv4bH1vMuj6u1Z15CNj1GPXvShaMV+dbHV/r3Tuf5tf2bD2z46ne0fZsfb3xPHtvfGX9q3Nv0d6rybP3xj2No/4a/+zxVO+sdtgwfBwqrz8+T/0pTy+fXvtZ9cyKM6p/1L+3jr3z9eq7i33149rVRfZOsr6Ic335i7w3bkudq+O3aFhtcyTf1bUdHf+I9bPidaCvubxdWz+r+R/Bd7Smnvm5Yn2jfCz/uMYsblZ/3ldam1YsK++MvpKG1tij/q15kl0vm5o+1m8v/Xn2LzZ5vZM6T0ZbJE9fGk+LzbNvy/qJ1er4vXpm23u87l7/bJ4a78z8orb8JO2tBa2t9CardivbZ+Y7o+671+cxstaY55PGe9dza9weu1ENo/49WrfYevqevn63MJ3hM/0WKjNEjcaIiyketd8sRnKsjr9Fm9a7qvao7Yz1b2F2lM+Z+SVtR7GZkffMfO9a3+rzz8gGbxbz/Jy68vw6Q++ZY9z99Xk29tVN3tkX8p4vulEW1kkw9vU8PA0px6wT4ha+0cfTWaq5x6/HtpRvz/4ZemfE8GpO8zeaa9Tf06njvfkse6svz+ONq6aZ7SNzt9Yx+/zTmneWncd4dn1ePq+uUX8v/uh4rq9Va7RrtR3V9xT/dx/X6iYkAujdhCSfNEm9/taiSDE8fd54y4SO5G+Jn2vsZaNsS/PjxS1p8Ph546l+y66FjVefxtW2ld9jYekq8bFstW/P9VOaf9Vkccn70vOoXXlZfa3xS/NT8h/tt/Ll9ei4thPPfA6Vh/rU4qd4vXXlOWbGV+1b9NXWd6pTmfXU78XPxzXfjPo0hlWL1ZfXeOb50zXu1aJzV5sfZafryxvXXLQnEki3UAkhX91Chb5rMwkvykPm9Ki8d16vq5la8a2+uzL2avXG78plpK67M7t7fSNzj+959g5dt1AJE8fjxATCSeeFut7f1GaUFjUckXeG9ifH4DftJ8/+nNrPcP6ZU4kd5e712VXTe3UC78UreW/evLl6HeiHAAQgAAEIQAACEMgIVL94ASkIQAACEIAABCAAgWsSYJN3zXlDNQQgAAEIQAACEKgSGNrk6d8o5JlqY1VFEwaPzD1B/m4hSpxK/bsJW5DojjVtxTTKYtR/q+4RvytqHqlXfa9e/9X163zQhsBeBF5t8uKL6cwvqDNr22vSrpzn7OvLY3v29Teqb9Tf4zc6vlrf1dfnKF/8IQCBexF4scmLJ7j4LTvrm3a9ZR/5DctZuVe/ofQy3ct+Jb9Zsfdiccc8o3Mw6n9mpneubW/uZz9/nl3f3vNFvnsS6LqFSv6iqJ0Mk11ukzaQOUbt0xed+idfK743lnLVaqiNtUx/TX/0Xzk+q74S21nxSxxT/Nr6KPn29Jfm2Muf+5UY1XT08ouxdP3Hdk1/yl/TVxprra/kH3PnMXr119hp7JKGWn5lo/q8/Kqh11/nzaqhpj+O6TnX6vPqUB25fS2/F1f5qFYdV36plpo+jaE5PP09sVVfS/3YQOCUBNLNkMML4NWNc/M+HY9t7QsFvouhY9qOtrX4Op5iW3HyvDU/9a3lV1vNoW3LvhZfdc7w1xi1/HFM7WuMLXsvvjLy4qt9SZ/atbR79ev81LTvkd/T36OvxrU2Vsth+en6UBttt3K07KxYW/N7sWocLG2xT7VoDC+nN17Km+fRGCVNqs2LrfW1tNUmavH0eeOqs1ZfLdaW+jU37fPcDPjpc/Hqb/ICkKaH/hbV5NRpNDvH7Hh5OVtiez7euOLsse+xTXm2+KjGI9tH66/lr43B3181V+fXot+nULfYI0dJQUtuz6Y2XhsraaIfAk8g8OLj2vDbzWE1xxdpyn/VF+yR/KyJuypHq5Yn9PWuH+b35aro5de7pq4e36v3bPX1ru9R/aP+Hl/GIXAEgRebPH1R7b3oU/6UV/WsBJRvMmOe3txRs/rszW8lHy/2KD8v/t3Hn75+Rud3D376+h7VnPvvod/TO1Kf9/pfXZ8X39MX2YzU77FlHAJHEej64sVeItOLzXrhrtbAC32M8FZ+6SScz/2YErwhcB8CV3l9bH397zVTZ9e3FwfyPIfA5r/JG71Kpf7aPmoKoo50jGhoqcez8cZX69sSf4RfeiOLMUon45G56eHZY9vKqSdmj21r/ifZWfysvhEms+PlWqzYLa+PWj1WzJn2MVbMkY4VsWsxPX49+pKt5mupTX1oQ+BIAs1X8tIJJonVtleE2nvtGM96o8/9dDw/iaXnalPSGe3V1uor+Xv16LjWNzpe0lWaLyvfan4t8XUOtC5Lt9qU2uqb57LGcr0WR0+r6rByWHFjn9pqrFI791N9rfxLr52av6VX85c09/SX6tP82raYqr4j61O92s7XSQ+v3FZj5vXrWOLVmss6V+Z9Gl/bLXnUp6ZfbXv19dbfoh8bCBxCIN1CJSR/dQuVnr7wIirePqUnzlG2uf6kweo7St/Z81qsrL6eOkr+pf6e2HvbXlHz3ozI13cOPtOasrRYfUfNsaXF6jtKH3n71j682nm9Fzd5b968CczGH+FF83GQ/Des8aj7RUj6U8ar1rEfsZeZRvm1+EebK87LVXUftZbI+5pAy+vjtdd+PejbjzWZINBKYOomrzUpdhCAAAQgAAEIQAACawls/uLFWllEhwAEIAABCEAAAhAYIcAmb4QevhCAAAQgAAEIQOCkBE65ydO/7Tgpu8NkjfIZ9T+i8KM1H5H/iJx7zO0Z6zqjpnwuzqTvTFqs9Rr1nV2jpTv1jWof9a9pWzV2Rc2rWMyO+26TZ0G2+mYLuEq8dOLIf67QPsp81H9FTXnM1frS/Kyu46nxr853j/U3sjZW6xvRdgXfyC9+MeusX84and9R/9VzuFrf1c8/q/lb8U95JW/WC3T2gksnj/Rzdnxrgqy+UT6j/pams/TdubYzMJ7Bd0aMM7B4qgbmb+3Mj/Id9V9b3Vj0O9c2Rqbs3Xwz5BhCNzU58PQbVG7TM54kJn+dTC++6lN/L34ZUfvIKJ8WjTU+I/7KL7a3zF+JVs6mpQbNr7WVxkv5vfpqfvlYaX23xK+tD/W31m/Nv+X14dVYi+/5qv7YrtWgY8rVWiMj+nJfK3aqT3Xkddfyt8YvcWz136qvlLe1PuVTm788pp5DSmOz9LXEsWwi16h1K1/Pv3d+a3xTLLWJdbWMpfp1brz6LW6pr6W+3Cb61fSXxls1bPGvxb70WLoZcpiAVzdDzvtaxtVG/WvjAWL1ZsrRt+ZfG9PYapuPl55bPlqf+uq4xtB29Lf6anF7xpKtlcPri+Nqo23VYrVLPlZ/3teT34tV42BpTvOicVWf+o6Ma72aO2nKa1Ebbau+vG3ZWn2aN8+v8bf6W9ysWFafatB2ySf265ilYysz1VFqq4acr45t0deTV/PlWkpxSnysWFZfKa5lq/XHdn6UYln9yW+rfs+/h51V66i/FdPiV6rfYmb1WXmindW/Nb8Xq4eVVcPd+l5dyQsAQ42vd9nWrvtjw+zh2XjjGk/bo/4x3kiMxCbpymO1xG2x0ZrP1F6pvyV2i81KXiP5e32jva43r7beHDPjzc7taYvjs3PW4tXGWrTOsNlbw0i+uHZH/Ht5pVwjeWt6a2NJa4tNb1172q/U3xK7xWZPHnfJ9WqTVyvs6DedmrY9xrxF+HQ+o3PQy68339HxR/P3+nvrtZefZ9+rz4uXj8daUvy960o6VtbXw6JkO6JvJt+ow5qjEX2lmvfs79VvMdhT79ly9fLr1b86fq+es9i/2OTlL04FZr1w1ebIovKTVNSx9wvs7HyOnJuW3HvwW70mavFn1FeL38J4pc2M+jx9qf503tmTxx71efV746M8ZvC1OCXdo/q8+leOW3Wldbgy711i78Hvyutr5Tx3XclbKWRWbG+ij3iDmFUbcSAAgU9+gbPeOOAzTiDf7Hnn0zwb8zHOnggQmE3gxS1U8he09+I+628xUVc6ZsPqiXdWPj01HGlr8bP6RjTOjqdaavFrYzGON95qo5p62i0aSvFGfK2Ys+NZOXr6zqbH0t6jsce2lMt7z1C/0Zwab7Tdo6fHdlTXHf0tflbfSO2z441oOdK3+UpefAHn0LQ9o4g8fnreeuKI9mpr9anNDN0xhvLQdmue3E+1tvDZ6m/p1fytNdTsSvo0v7ZLjPNcNT6leDWtPWNefB0fbScePRprtqrHit/D14pX869pS1pyf0ufF0PjRI2tD61H2ylO3t8Tf9Tf0tOTv8Xfmz+dn3yOWuLX5mLUvxbbYp9rT8/z+iw9vTl0fjy+qqPH39Kr/i36PZs8Tx5f82tba1P+sV3jU4rn6X3EeLqFSij21S1UrtQXFsAr/VbflWpC67XXJPPH/LEGrrEGeK+4xjzxeuqfp+YreWff8bKTP/sMoQ8CEIAABCAAgT0J3GaTF6GtuPy852SQCwIQgAAE9ifAe8f+zMm4D4FT/u/afUonCwQgAAEIQAACELgvATZ5951bKoMABCAAAQhA4MEETrnJs76lteccHZ3fqvWMmiydW/vOXl+Pvh7brbzwgwAE5hHgNdvOElbtrM5gOX2TxwKoT2vkcySjI3PXycwZHa1v1H9OFUR5KoGzr789zl8lBil3SYM3vseaKmnfI3dLjrPra6kBmz4Cp/zixdF/BLsqf3yBpdj5874pw/rsBFatn73rZo3uTfz8+ay7GMxUXdqEWGvRO59aPjO1PjXWXc5vT5m/V/+7Ni88n8z0gslfhDqefJONjusJwloslq/GTW311xOEjrdM6kj+Wnw94SQWvRpr/DVWnjP3K9Xo8fPGa/W3jq2sr6ahhU/0L+lLsUts1Te2db7OHCJFAAAgAElEQVQ8fbXXT8xbG2/JX6ttNL7GrnGqcaiN5TmUb9Kf++d9Xn3euMfX88+1l9jU6qtxSWM1f0+fFz/5l/h6/omfruEWv5k2OaP89enVd/b58/S1zn+KY5278hxxTtTGG585j8TKCKSbIYcJqN5MOI6rjbZD2Fc2sS/1q722c9v0vLXPimX1aVyrbfm19lnxUv06ZsVUm7x+tc/bOtab0/P3xku6W/tjfM0xs74eHZatpy/30Tp652JLfk+fp0nHrbbVl7TqmNacj5eeW3W39vXktzRHf42hOr1x1drjb2nK42lu5au5te35e/Vv0WLlVF1Wu9VP+Wqs1jiJpdpvia8xkiar3+rTGlr9YyyNp+1Up5Wj1b8Uw8vljVua6Ou/8bHFrOvjWt2Zh4Bdj1H/rmTBeHW+1fG13r3zaX5tz9YzO57qHW3P1tcbz7P3xlfWvzr3Fu29mjx7b9zTOOqv8c8eT/XOaocNw8eh8vrj89Sf8vTy6bWfVc+sOKP6R/1769g7X6++u9hXP65dXWTvJOuLONeXv8h747bUuTp+i4bVNkfyXV3b0fGPWD8rXgf6msvbtfWzmv8RfEdr6pmfK9Y3ysfyj2vM4mb1532ltWnFsvLO6CtpaI096t+aJ9n1sqnpY/320p9n/2KT1zup82S0RfL0pfG02Dz7tqyfWK2O36tntr3H6+71z+ap8c7ML2rLT9LeWtDaSm+yareyfWa+M+q+e30eI2uNeT5pvHc9t8btsRvVMOrfo3WLrafv6et3C9MZPtNvoTJD1GiMuJjiUfvNYiTH6vhbtGm9q2qP2s5Y/xZmR/mcmV/SdhSbGXnPzPeu9a0+/4xs8GYxz8+pK8+vM/SeOcbdX59nY1/d5J19Ie/5ohtlYZ0EY1/Pw9OQcsw6IW7hG308naWae/x6bEv59uyfoXdGDK/mNH+juUb9PZ063pvPsrf68jzeuGqa2T4yd2sds88/rXln2XmMZ9fn5fPqGvX34o+O5/patUa7VttRfU/xf/dxrW5CIoDeTUjySZPU628tihTD0+eNt0zoSP6W+LnGXjbKtjQ/XtySBo+fN57qt+xa2Hj1aVxtW/k9FpauEh/LVvv2XD+l+VdNFpe8Lz2P2pWX1dcavzQ/Jf/RfitfXo+OazvxzOdQeahPLX6K11tXnmNmfNW+RV9tfac6lVlP/V78fFzzzahPY1i1WH15jWeeP13jXi06d7X5UXa6vrxxzUV7IoF0C5UQ8tUtVOi7NpPwojxkTo/Ke+f1upqpFd/quytjr1Zv/K5cRuq6O7O71zcy9/ieZ+/QdQuVMHE8TkwgnHReqOv9TW1GaVHDEXlnaH9yDH7TfvLsz6n9DOefOZXYUe5en101vVcn8F68kvfmzZur14F+CEAAAhCAAAQgAIGMQPWLF5CCAAQgAAEIQAACELgmATZ515w3VEMAAhCAAAQgAIEqgaFNnv6NQp6pNlZVNGHwyNwT5O8WosSp1L+bsAWJ7ljTVkyjLEb9t+oe8bui5pF61ffq9V9dv84HbQjsReDVJi++mM78gjqztr0m7cp5zr6+PLZnX3+j+kb9PX6j46v1XX19jvLFHwIQuBeBF5u8eIKL37KzvmnXW/aR37CclXv1G0ov073sV/KbFXsvFnfMMzoHo/5nZnrn2vbmfvbz59n17T1f5Lsnga5bqOQvitrJMNnlNmkDmWPUPn3RqX/yteJ7YylXrYbaWMv01/RH/5Xjs+orsZ0Vv8Qxxa+tj5JvT39pjr38uV+JUU1HL78YS9d/bNf0p/w1faWx1vpK/jF3HqNXf42dxi5pqOVXNqrPy68aev113qwaavrjmJ5zrT6vDtWR29fye3GVj2rVceWXaqnp0xiaw9PfE1v1tdSPDQROSSDdDDm8AF7dODfv0/HY1r5Q4LsYOqbtaFuLr+MpthUnz1vzU99afrXVHNq27GvxVecMf41Ryx/H1L7G2LL34isjL77al/SpXUu7V7/OT037Hvk9/T36alxrY7Uclp+uD7XRditHy86KtTW/F6vGwdIW+1SLxvByeuOlvHkejVHSpNq82FpfS1ttohZPnzeuOmv11WJtqV9z0z7PzYCfPhev/iYvAGl66G9RTU6dRrNzzI6Xl7MltufjjSvOHvse25Rni49qPLJ9tP5a/toY/P1Vc3V+Lfp9CnWLPXKUFLTk9mxq47Wxkib6IfAEAi8+rg2/3RxWc3yRpvxXfcEeyc+auKtytGp5Ql/v+mF+X66KXn69a+rq8b16z1Zf7/oe1T/q7/FlHAJHEHixydMX1d6LPuVPeVXPSkD5JjPm6c0dNavP3vxW8vFij/Lz4t99/OnrZ3R+9+Cnr+9Rzbn/Hvo9vSP1ea//1fV58T19kc1I/R5bxiFwFIGuL17sJTK92KwX7moNvNDHCG/ll07C+dyPKcEbAvchcJXXx9bX/14zdXZ9e3Egz3MIbP6bvNGrVOqv7aOmIOpIx4iGlno8G298tb4t8Uf4pTeyGKN0Mh6Zmx6ePbatnHpi9ti25n+SncXP6hthMjtersWK3fL6qNVjxZxpH2PFHOlYEbsW0+PXoy/Zar6W2tSHNgSOJNB8JS+dYJJYbXtFqL3XjvGsN/rcT8fzk1h6rjYlndFeba2+kr9Xj45rfaPjJV2l+bLyrebXEl/nQOuydKtNqa2+eS5rLNdrcfS0qg4rhxU39qmtxiq1cz/V18q/9Nqp+Vt6NX9Jc09/qT7Nr22Lqeo7sj7Vq+18nfTwym01Zl6/jiVerbmsc2Xep/G13ZJHfWr61bZXX2/9LfqxgcAhBNItVELyV7dQ6ekLL6Li7VN64hxlm+tPGqy+o/SdPa/FyurrqaPkX+rvib237RU1782IfH3n4DOtKUuL1XfUHFtarL6j9JG3b+3Dq53Xe3GT9+bNm8Bs/BFeNB8HyX/DGo+6X4SkP2W8ah37EXuZaZRfi3+0ueK8XFX3UWuJvK8JtLw+Xnvt14O+/ViTCQKtBKZu8lqTYgcBCEAAAhCAAAQgsJbA5i9erJVFdAhAAAIQgAAEIACBEQJs8kbo4QsBCEAAAhCAAAROSuCUmzz9245edqP+vflm2F9R84y6iQEBCEAAAhCAwBoC7zZ5cZOhx4qUo5uZUf8VNeUxV+tLc7S6DuJDAAIQgAAEIHBtAu6/NTvim4yjOUf9zzylev+nM2tFGwQgAAEIQAACxxFovhlylKhXqfLNVBzTDYiOpzJTHGszVhrLc5dsco212EmH6qvp96aoRV+Nn7KJbauGmo6W+CP+XvzaeBxr4Vub25p2xiAAAQhAAAIQEALpZsjhzfXVzZDzvpZxtdF2SP2R1Rf786NmUxtLMSwbry+Oq422VafVLvlY/XlfT34vVo2Dpbk0L6pPfXvHVbe2kw6rX3PTbr8ZJqxgxRpgDbAGnrkGXlzJC2+uYR188sivJLVcVWqxeZHgZI2V+ltit9jsiczTs2J9eDn3rJ9cEIAABCAAgSsTqP5Nnhamm0Ad1zZv2C+J9PJTnl57JH6cq+S/dd5G8nu1MQ4BCEAAAhCAQB+B5r/Ji2/g+ubPm3o77D346fy0q/u0ZfLfstnbo77eerCHAAQgAAEIPJnAKe+T9+QJOUPtcbOXX9nbU1PcLPLLw57EyQUBCEAAAnclsHmTxxvx2JKw+Fl9I1l64vXYJk01n9rYSE34QgACEIAABCDQRqD541q9sqPttnSfvi1I2gDox4v5xqBkk+ft8bf0qn9rDTW7kj7Nr+0YU/tUX42P+qZ4Na35mOffO27Zt2jRmlt8sIEABCAAAQhA4DWB9+ItVN68efN6hB4IQAACEIAABCAAgcsS2Pxx7WUrRjgEIAABCEAAAhB4AAE2eQ+YZEqEAAQgAAEIQOB5BNjkPW/OqRgCEIAABCAAgQcQYJP3gEmmRAhAAAIQgAAEnkeATd7z5pyKIQABCEAAAhB4AIHmW6h4LOLtPfT2F3mfdd+03N4b9/LvNW7VuVfuM+R5ev1nmAM0QAACEIAABFoITNvktSSrbQKjvzfekgMbCEAAAhCAAAQgAIFPfWrqJs+7cjcDeLripxtCL3bSll8x1Bh6NbF0pXGLBi+/Nx7rq+kbHffy57m31O/ND+MQgAAEIAABCEwmEG+GHEIOH+GN/6N4pFhWW/OofW28FFd9Sm3VE+225i/lqPW35M/19OpT3y3+GkPbGrNWL2PjrykYwpA1wBpgDbAGRtbA1Ct58cpX2BgEPa//RVfsS2MfG7y1Sc/jT2/c8sn9ved65c6znz3u5ffGe/X0xuu179WDPQQgAAEIQAAC+xGYusnzZOsmIm7q8r70XPu9uHcdt3iVao22+QbbstNNtGVDHwQgAAEIQAAC9yAwfZOnG5MtmNKGZUasLfnP6uPxyDfJsQa11/ZZ60QXBCAAAQhAAALjBC53n7x4NYorUvWJj5u5tFGuWzIKAQhAAAIQgMBdCZx2k3fHTcrszWkeb0vsLT53fSFQFwQgAAEIQOBuBKZ/XFsDpJuKLR8fbvGpaUpj1qbSypXbWeO1XJqjx199Y57cf3S8pjsfG6m/NQd2EIAABCAAAQhMIDDrFipByvBtWO4cI2xw4cMaYQ2wBlgDrAHWAGtgtzVw2o9rJ+xfCQEBCEAAAhCAAAQeS4BN3k5T3/PR7E6SSAMBCEAAAhCAwI0JsMm78eRSGgQgAAEIQAACzyXAJu+5c0/lEIAABCAAAQjcmACbvBtPLqVBAAIQgAAEIPBcAtNuoaK3R4lI9e/Q1CYfr42daXqiTq3rTPpWa3l6/av5Eh8CEIAABCAwi8C0TV4UpJuffENgbQ60Tzd9Gm9W0cSBAAQgAAEIQAACdycwdZM3E1a66a5u9NIVP+33cqcNZX7FUGPkYzGebjpTji0avPzeeMxd0zc67uXPc2+p35sfxiEAAQhAAAIQmExg1s2Qwxv/q5v75X3WeCjlnY81Xuqz+vNY1vPoo36ePrWPca0+K5/2teTX2D361Fe1toyrjbY1ptZImxuCswZYA6wB1gBr4DxrYOqVvLApCHP7ySO/EpauzMVRvYL2wslpHOXryGoa9rR7401JMqPeeL32vXqwhwAEIAABCEBgPwJTN3m6SYibvrwvPU+bQbXfr+xrZFI+uonOq4i2Htea/zWIoBICEIAABCAAgVYCUzd5rUnzzZ5uZFpjPNHOY+Vtoj3/JzKlZghAAAIQgMBdCex2n7xZV5FinFmx7jqpcTOXX9m7a53UBQEIQAACEIBAmcBum7yyBHtEP+q1ra7VO3tzmsfbEnuLz7WIoxYCEIAABCDwXAJTP67VTUP+8aB1ZUk/Psz9dSxNUal/dApb9MUcuV2vFs3R46++SUvOZZR/C8OR+lviYwMBCEAAAhCAwCQCs26hEuS8uoUKffVbxMCHNcMaYA2wBlgDrAHWwKo1cNqPayftYQkDAQhAAAIQgAAEHkmATd5O097z0exOkkgDAQhAAAIQgMCNCbDJu/HkUhoEIAABCEAAAs8lwCbvuXNP5RCAAAQgAAEI3JgAm7wbTy6lQQACEIAABCDwXALTN3nxNh56K4+IN/XnP3PsJZ+zTY2l82waV+p5ev0r2RIbAhCAAAQgMJPA9PvkpS8YxM2AftlA25bNzOKIBQEIQAACEIAABJ5KYOombxRivukrXTFK/bph9HKn2HlcjaE58/F8bIsGL783Huur6Rsd9/KP1u/ND+MQgAAEIAABCEwmMOtmyGET8OpmyHlfy7jal3ys/oDlVf68L/qon+bTGGofx60+9bPaLfk1do8+9VWtLeNqo22NadVJX30dwgc+rAHWAGuANbDXGtj1Sl7YNIS6PnnolbTYTjb585rPi4BOQ/M55tOHvfzeeK+g3ni99r16sIcABCAAAQhAYD8CUzd5uonTMthEKJF6W3nV+OabYvVLWWr+dSWMQgACEIAABCBwNQJTN3m6udiyqdAYVwO6Uq/HJo3nV0NzPZ7/Su3EhgAEIAABCEBgXwLTb6GyWn7cwGzZPK7Wdab4cTOXX9k7kza0QAACEIAABCCwD4HLbfL2wbImy+zNaR5vS+wtPmvIEBUCEIAABCAAgdkEpn5cO1ucFW/VR47WlS8rV25njVuaU5/m6PFX3xgz9x8dr+nOx0bqb82BHQQgAAEIQAACEwjMuoVKkFK9hcnTx8NVM/iwRlgDrAHWAGuANcAa2G0N8HHthI0yISAAAQhAAAIQgMDZCLDJ22lGej6a3UkSaSAAAQhAAAIQuDEBNnk3nlxKgwAEIAABCEDguQTY5D137qkcAhCAAAQgAIEbE2CTd+PJpTQIQAACEIAABJ5LYOotVPS+a/nfoelYRO6Np2k509+zxTrOpGfvpfv0+vfmTT4IQAACEIDAVgLTNnnWm7/26eYoH9cNn9puLRA/CEAAAhCAAAQg8EQC0zZ5e8FLVwR7N4FpQ5lfUdQY+VisRzeeqcYtGrz83njMXdM3Ou7lz3NvqX+v9UEeCEAAAhCAAATeEph1M+Twxl+9uZ81bvUFWR+V+tNYbTzaWEf0Ub+8rWMlHZadlU/7WvJr7B596qv6W8bVRtsaU2ukba89uMCFNcAaYA2wBo5YA7teyQubhlDjJw+9kvZisNDY4pNCjfgW5HR1e/m98a5kwbg3Xq99rx7sIQABCEAAAhDYj8CSTV6+mcs3Dmwi+iZWeekmOY8WbdO4+iW7mn+fMqwhAAEIQAACEDg7gSWbvLTJYFMxd/pLm7eURbmrvbbnqiMaBCAAAQhAAAJnInC5++TFjSObx/oSipu5/Mpe3ZpRCEAAAhCAAATuSGDZJo+N2OvlMptJHm9L7C0+r6uiBwIQgAAEIACBMxKY9nGtXjnS9qziV33kaOm1cuV21nitTs3R46++MU/uPzpe052PjdTfmgM7CEAAAhCAAAQmEJh1C5Ugxbx1Cf2f5hKumsGHNcIaYA2wBlgDrAHWwG5rYNnHtRP2n4SAAAQgAAEIQAACENhIgE3eRnC9bj0fzfbGxh4CEIAABCAAAQgoATZ5SoQ2BCAAAQhAAAIQuAEBNnk3mERKgAAEIAABCEAAAkqATZ4SoQ0BCEAAAhCAAARuQIBN3g0mkRIgAAEIQAACEICAEmCTp0RoQwACEIAABCAAgRsQYJN3g0mkBAhAAAIQgAAEIKAE2OQpEdoQgAAEIAABCEDgBgTY5N1gEikBAhCAAAQgAAEIKAE2eUqENgQgAAEIQAACELgBATZ5N5hESoAABCAAAQhAAAJKgE2eEqENAQhAAAIQgAAEbkCATd4NJpESIAABCEAAAhCAgBJgk6dEaEMAAhCAAAQgAIEbEGCTd4NJpAQIQAACEIAABCCgBNjkKRHaEIAABCAAAQhA4AYE2OTdYBIpAQIQgAAEIAABCCgBNnlKhDYEIAABCEAAAhC4AQE2eTeYREqAAAQgAAEIQAACSuCSm7wPP/xQ66D9IALM/4Mmm1IhAAEIQGAzgc/MPfXN8/33398ceKtj1HBE3q169/SrzY+ORV05R2s8ad+TN/O754ohFwQgAAEIPJrABx988FEA8FF48/34Z35YfWozu71nzj1zjXKytOZ93vjR85ryWzpH2eD/8nULD3iwBlgDrAHWQFwDL67khY7iI7w5f3xlKP5MD70ClI9Fm57x3Dc9V/8YszTWq8+KXSz+bd6R+pM+zVHqV7sztGvz6/H35tfzT/WX5j9fG8lW57im/wx80QABCEAAAhCYSqB2JS8kendlL7xBvrraF/uSTf7c6vPGLZ88v2rRsV59lh6NqTnVZ2v9np+lQ3OrjTVu9UW/Ur/G1Pp1XOvQuNqu5Y62aq/tlN/q9/q8ca2NNr8FswZYA6wB1sDV10DzlbxQ6Ksrc7Gv9aFXVVr9euxW51gdv6dWyzZsZF507613NN+ov8Wk1rd3vpoWxiAAAQhAAAKzCXRt8jS5vknqJkPtvXG1v1p7r/ryPPkc6HzM5rdXfUl3bz01fTFWGu+NO5sj8SAAAQhAAAJ7EBja5KnA2ptnfIPV8dqbssYebedv8jGWahmNvyqmpStp35PfnvVZNbf0eXOq3Dz7lpzYQAACEIAABM5KoHqfvL03EXtAim/svLnvQfq8OdIauOP6Pi91lEEAAhCAwN4Eqpu8UTG1N9Ha2Gjemn/Mm46a3YyxlTWujN1a+xk01LTm+lq17rU2aroZgwAEIAABCMwg8O7j2nh1Q98Ie654ef46ru1UTN6v+a03bbUpQYm+amv1lfy9fquePJ/WlWpRTaU8Gl/bJb9Z/Va+Vu25BuXQo682/54+b7xHB7YQgAAEIACBSxBIt1AJYl/dDPlOfWGD8Ko+q+9ONVPLvdc088v8sgZYA6wB1kBtDUz94kVIdNoHV3JOOzUIgwAEIAABCEBgAYHHbPIiuy0fLy5gTkgIQAACEIAABCCwnMDSL14sV08CCEAAAhCAAAQgAAGTAJs8EwudEIAABCAAAQhA4NoE2ORde/5QDwEIQAACEIAABEwCbPJMLHRCAAIQgAAEIACBaxNgk3ft+UM9BCAAAQhAAAIQMAmwyTOx0AkBCEAAAhCAAASuTYBN3rXnD/UQgAAEIAABCEDAJMAmz8RCJwQgAAEIQAACELg2ATZ5154/1EMAAhCAAAQgAAGTAJs8EwudEIAABCAAAQhA4NoE2ORde/5QDwEIQAACEIAABEwCj/rftSYBOiFwYwLvhdq+ezi+OBzf++3xvd7+jH3fEo6fGo7fHw4eEIAABCBwLwJs8u41n1SzA4HvEHL8tR3ytKSIL+DvEY64gfvit4du5j7bCfSvhvG40eMBAQhAAAL3IsAm717zSTULCXzPEPuXhOPDcPwvC/PkoeMGLV55S1ffdDP3RWFs5EX8zcH/f9ypFtJAAAIQgMC+BEbeH/ZVSjYIHETg80LenxeOfzscfyAcP3Oijm8fYn3x2yNu4HQz94WhL37kOvL4i8H5T8jxtW/bXxN+nuWq5EiN+EIAAhCAwGsCbPJeM6EHAh8T+Kxw/Evh+HfD8V3fMvmlnWw+J9jHjdr3lSN+xBr7v084RjdxfznE+GNvjz8bfv6ZrP3/hOd/NRw8IAABCEDgeQTY5D1vzqnYIRA3XT8hHL8iHF+S2f6v4bl+TPv5oS9u4NKmLd/MRd/vnPlvfZpv4nQz90dC0L++NTB+EIAABCBwawJs8m49vRTXS+CHB4f/IBz/kOH4taHvvwhH+mLDF4fn8UrdyOObgvOfDEf6ODU+/9q3R+z70+H4WyMJ8IUABCAAgccSuPV98j78MP6J/LbHiK+XMcZeGd/Kv3e+s2qwdMW+vzsccbX8znBYG7xo8xPDEf8e70eH48vC0bLB+8Zg94fC8dvC8Z+H4xeG458Pxw8JR/zSRIzxpeH4keH4aeH45eH49eH4XeGImzw2eAECDwhAAAIQ2ETgxZU83Qi8//77m4Je3SlysGqfwacU+yrMEgOLj1dD9Dlb/d8liI7fmP1XwrHlsnb8KDVuxvQKXLoyF7/0wAMCEIAABCBwBIF372vWm6/Vd4TIM+S0WFh9Z9C6UkPaqK3MsVfs+Hd0/1U4/vFwtGzw4t+//ZpwfO3bI27kvj4cPCAAAQhAAAJnJNDy3vZOd+1KVj6WbwTSFR9vPCbx4usGQ68maY4twI/cuI3W31JvjVEtvxc7cavFjzG8q3nJX+d2Vv48TvwW6j8Rjngbk38kHF/x9vhB4Wf88oU+4ke68fFbdYA2BCAAAQhA4IwEPvjgg4+Cro/Cm+vHP0uHNZ73ec97xpMG9VENOp5rj2NqX6pN/VrsWphp3KTJ0mZp1frURts13V5OK5bVV6rbi68sSlqtOCVbjal6td0SJ9p8QTi+Mhy/Nhx/PBzhRfHu+Nbw/J+uvE5ac2BXPtfABjasAdYAa2DOGui6khegL3u0XLlpsUkC9arfbOFhA2H+3V4pT35Fs6eOPN5Wv5xJSd+M/lF9UcNIjBHfvP6vC43f/PaI/fG2KOkqX/xo978Lxz8Wjt8bB3lAAAIQgAAETkrgNJu8yCdunK7w6N3grapp1qYm6bsK/1U8S3Hjvem+6u3xGeFn/Dg3frv2fw9HvPTNAwIQgAAEIHBGAqfZ5FkbJzYd+y6Z2ZvGfdXvky18XPvx5i4ePCAAAQhAAAJnJlC9Tx6bLHvq2AzZXGb0xjXHuptBkhgQgAAEIPB0AtVN3pFwRt/ot/rHDZzn640fyW1m7t46W+yjDZvkmbNELAhAAAIQgIBN4N3HtdbmJn8z9sbt8O29Gl/bXiS117bnf/S4pTfnv1pfS/58E5ee5xo1xhb9W3xWsyE+BCAAAQhA4JIE0i1Ugvji7VOeOBY2MfDoWBMtvFpsnrjWqJlzD2uANcAaYA2sWAOn/bj26B0zV5TmzwBM5zMlIgQgAAEIQKBEgE1eiQz9XQTYwHXhwhgCEIAABCCwnACbvOWISQABCEAAAhCAAAT2J8Amb3/mZIQABCAAAQhAAALLCZxyk9dyK44amVH/Wuyjxs5W09n0HDEvWxlEv62+R9TZmvOONbXWjh0EIACBMxJ4dwsV6wS94u+sYp6RuKP+Z5yEq2ny5sAb9+ot+esa1XXkjXt59xgv1TYrd2KgbFL8GflLMWLO0tis+ogDAQhAAALtBF78WzN9YzjqhK062sv5tOWof28+7D8hoButXjYlf2st5n3eeK+Oq9qnjdYq/aX5WZWPuBCAAAQgsJ1A1/+u1RN8vplKb7K5jY4nmcnG2oyVxvK4JZsYv2Us6VB9+gZp6Suhbqlf4yWfXHd8nuuwfCz9GiPFSbaevlJd2p9rLo3lc6U2tbalsWa/91hel85L1KJ1WzY1zTV/i7vVV4qfx07Pt+jT14jmS+Ol2Ftzax7aEIAABCDQQCDdDDmcfF/d/DfvaxlXG20HOR9ZfbE/P2o2tbEUw7Lx+uK42mhbdapmtc/bOqYsSuGGy5EAACAASURBVLap39PXEl9ttF2rr8ZW/bbEVZYa02qXmPVoteJafVqTzoeOxxiqL/mor9pa+r34uWbL1opp1dnSV4tfqiXP7/m3aMCGG8eyBlgDrAF/Dby4khdOvoHZJ4/8t/HSb+Yl+xeBLtJoqbFWyqh/LXYcG40/6u/p22s8rVNdn7X1O1tbzK35ajmS1uhjzYPVV4t31bGn1HnV+UE3BCBwLwLVv8nTUnve1KIvJ3QluLZ95vkpaetdI6VNktVv9a2cgVKNrTlH/VvzYAcBCEAAAs8g0Pw3edYbJm9K51okvRumPdXP0GatwT1r8HKN1GjVxuvLI844BCAAAQjUCJzyPnk1wYw9k4C1CXomiWtXHeeRzeu15xD1EIDAdQhs3uRxoh6b5C38en167VsqilerVsRtyT3DZtYmo4VBi02pJs/XGy/FXd0fdY1c0Vytj/gQgAAEnkSg+eNafXPXdiu03E/fDPI3rvRcbbb6W3o1dmsNW+w0v7ZbYqpPrl/HYrw964v5WuavVqfnb21sUo2t9Vt2NU1pTP28di9/L5433so/j5PYtdTfGt+L1ZvTi8c4BCAAAQhUCKRbqASTV7dQoQ8mpTUQNlyXXS9X1l6ajzP0w5XzxRnWIRpYh6yBT9bA5o9rA0QeDyZw1Ssy8WrgVbWffbnB9ewzhD4IQOBpBNjkPW3GH14vG5GHLwDKhwAEIPAgAmzyHjTZlAoBCEAAAhCAwHMIsMl7zlxTKQQgAAEIQAACDyKwaZNnfcvxQcxOUSpzcIppGBKxdQ6j31bfIcEPd74K81XrY1bc1Rxn6dx7uV9V996cyNdH4N0tVEovvL3/hinq2DtnD7Iz6Ctp0DmscSzFaGFR800aarljDitGTb+OJZ0pjzeecub1WRrzONZ4C5+VNha3mfm8+Vudv1aLzrE1P57+FN+qw4sf81l+Nc17j63Ul7/WLPZ712rlK9Vv9ed93njMVVsfOpZrS+tG9SrDK/DVGmhfgEC6hUpYpKe4JcZZdISpM3mcQZ+lobUv1hVtLftSzXl/zTePWYtvxbDsW+OVdHv+mlPbpbiz+rfk2+LTq7eWozbWm6fH3sqrfXlbx7w1bNm39vXUsdrW0jw75x45tmouadN+rx3z5zZqr+O6vlT/qL/Go22/P8PlNZfmmyEHeB8/wmL9+Kf+FhL79TcWy+ZtmFcxUtxajtzXep7HKGks5c/zJptcf4u+Wv4WPlZN2pfiaH9r29Ixw1d1pbVgrQFdJ635V9qp/hW58vWhXGK+2vpp0VPzt+qz+kp58tjpuVVDyX91v9ayav2V4rbU1zI/uc0Wvi36lFWL9mRT863Vl/vH51qb+ib73E5tNEaKW9MYbUrjeb/mSnpW/yxpS3mTLqv21dqIf00C3Zu8dBKxytUFqi8aXZj5eBrTGFYeq8/y68nv+Xv6PP+oWW20bdXV2qdsLb/RfC05rLypbzR/LbaOaa5R7Rq/t616Yjt/6Hgcy/ty+/Q8r8nz79Wr9t76V3tta71pvHVeWu00b962GNXsZ45ZubXPa8/UMzuWao/xrb44j9ZasOY3t7NiWX1eXVt8SjEtzSVb+iFwFIEXmzx98fUu4tX2vZB69Wj8Uf/V8TR+bOdzmOufeXKz8np9Xn7r5K/8R9dn0pjirIrvsYjjVr01v6S1xFFrqcU6YmymvtL81eoqcUs+1nzM1FzTlmtosavZeHXWfFvGEqcWNi02pZxb66j51caijnwNWOuhpLW1P63bZG/x8fhaPq35sXsmgRebvNkLKI+nL6DZuFvi64tstobeeLN5x/x5TO+klustsVmh0eJkac37LB2WjxVb67RiKbvY3hLfy18bL81BzUdra7W9qt2qObHiWn17ciut0y0adG3l7fzcqbFbNeQxWn00V2qXuGsNJf/V/cquNd8ol9Y82EEgJ9D9ce0IvrTI04tk9qL34s/ON8LiCF89SeYn0z3Y1PLP5FF7k9ijzq21jGizalbeW3Wdxc+qsUeb8hiN15N7L9u4hqy68rXljde0Wr7J3jv/1uKmsZb4tTil+qNPbUxr8HLEcV1PNZ/WsVr9rTGwg0BOYNdNXkqcnwxG3thKU7k6finvkf3eyUE5e/azazk6/971zuZ39XilN0RdF6U6R+dP84zGK+mk/5NPE3oZ99pvYd2y0dsSdy+f9DrS9bxXfvJcj8CmmyFvKbN0kt8Sy/LZEt/z8cYtHav70klqdZ7e+Kpr9gn7LHMRdczQ0hKjxaY0T56vN16Ku7U/rg/r2BpP/Vavv5Rv9rrWOkbbq/Up55zLiPYtuq013BKnVEOPfit3j3/Jdoa2Umz6n0mg60pevrDT87goWx7W4rV8cztrvJTLiz86nvKW9HnxS7pn9e+R35v/EpuWGj393nhLDuvEHOPGR2t8y64lt/p57aSpJbal34uv4zGGN7+aJ7Fr1ThqV5u/UW0Wj5n1rY7fw3ZmXSlvS33e+qrNb0v8XgYxXysLza/tntwjtq16R3LgezMC6WbIoSzz5r/0n5NLOEExXwetWdif8zWx+lx1lXmPOldoXRV39rxdRafWfVXdWgftk50f2eSdbEIO2rjwwmxbByvePGHfxh5OcGINsAZYA31rYLe/yQsTwwMClyfAxyWXn0IKgAAEIPAYAmzyHjPVFAoBCEAAAhCAwJMIsMl70mxTKwQgAAEIQAACjyHAJu+kUx3+9uukypC1F4GtayD6bfXdqzbyzCdwlTlftT5nxV3NcZbO+SuoHvGquutV3X/03S1U4gTu8fdGe+XZOnVn0FfSoCcfa76SjTWWM7FytMRv4WrFTn6r9Kn2lC9x8MajvdpYDHMba7yFz0qbGvsZeb35W52/pYaaBk9/vk51fmvrQ8eOWH9Rb632FnarbVbqy1/rOner62qNX6rf6s/7vPGYX9dgzkDHcr1p3WgNyvAKfLUG2oFA+nZtWAS73JJjrzyhtE31nEGfpaGlL7ex7BOTOKbj2o62Vp/H1Yqd57Wea0wrhqUl77PGNa62PX+NqW2NN7u9Jd8Wn17dtRy1sd48W+xj/pKGvL9kE3NaMSz71nilOjx/zaltK26LjeW3V98e+vbIsZVXSZv2e+20TpMOtdfxXG+rrWVXi7uVCX7b9iqt3DbfDDkkeHXlLyyK2P3uUfpNItnpbwovnI1GLX40HxnPfUv6avHjmP5G1FtfqmGGX9KisSydBupNXbXYaSwFPkLfpqLeOqn+kVgl33x96byltZH7Wjal2J6/VZ/VV4qfa0/Pe/WVYrf2s/7a/j9riWc+h9Emnz+L7Zb5Lb3uc009605rqfnW6ktxSmtXfZO9Msr1WHxG6s9rK+lRHrPbNb4xV4nfbB3EayfQvMmzJlcXnS7qfDyNWXFa5Fp+Pfk9f0+f558WuL7olUlLrZbNjDhWDVaurX2jGlfry+vSXKPatzJLfqontmt645iu/zxWfO6tRc35ImFnw3v9eOG03mTfMy89tpaemTys+Hmf5hrV7uXzxlVPtNc+r+3lOHJctVv1xb44D9ZatOYnt2uN7zGw4ng+pXFLc8mW/vsSaN7kbVkwW3x6UI/GH/VXrbPjafzUTieXnnzeySPG0pNbT/yS1tb+Gfpm6S/xnRW/hYk1HzW/NFcljnvOZU1naexofSVuSa81H6p51vo4w/qz5knrtWy8Po+z5++Np3lq0dpiU8q3tY6aX20s6sjXoLUeS1pb+1vWr8d3hGmrTuz6CDRv8mJYXQR5Kl2AfTJ865b4NX1+hvkWKxa8dyLYWoUVN+8rsV1Ro1WDp8/SYflYsfO+mo/mqNl6ebaMl+agNdaof2ueO9pZc5336dqIDCwfj03NR3PUbL08M8ZVz0hMXZt5Oz/3a45WDXmMVh/Nldol7lpDyX91v7JrzTfKpTUPdvsSaN7kWQtbF3VaJKl/9qLx4s/Ot+9U+NmsOfC9PrHQ+eqJtwfbEX29HKx6enj05Jtla2lujW3VprxbY93VTnlYzGbUXopb6p+R8ywx4hq26szXtjdeq8XyTfbe+0ctbhpriV+LU6o/+tTGtAYvRxzX9VzzaR2r1d8aA7t9CTRv8npk5S+mkTemUs7V8Ut5j+wffXHpPIzGm83iaH1n4zGb79njld6QdF2sqkPz7L0e9s63iuMV4m59/9hjjqK2PfKsmqf0OtbX06p8xPUJbL4Zsp6Ute2n7rPYEt/z8cb7FM6xTi/y3mjqd7YTxWp9Z5nLqGOGlpYYLTaldeT5euOluFv74/qwjq3x1O9J6+/Mb7Crz0s6z2kdjK7nLbqtnC1xSjXomq61rdw1+9axGdpac2E3h8CLK3nWwkgnDJ1crx3lWSeb3M8aL5Wl+TT+6HjKW9LnxS/pntlfm5/EI9n0sFXfnEWP/lyfpaPEtiWHx98bb8lR49sa37Jrya1+XjvNWUtsa369+DoeY3jzq3lijD0fnr68pl5tFo88hjfewmHG+mvJY9nM0G/F3dLXOzctOVrq89bPnvOT9Lay0Pq03cJohk2r3hm5iNFIIN0MOZhvunkwfmu4hRMK83HRNcncrXlNcK6pc73Kuos6V2hdFXf2uruKTq37qrq1jse12eTVT5yPWxAX3VidZZ5WvHmdpTZ0cK5gDbAGWAPXWgOb/yYvTDQPCEBACPBxBUsCAhCAAATOQoBN3llmAh0QgAAEIAABCEBgIgE2eRNh3iVU+MjxLqVQxwICrI8FUAkJAQhAYAEBNnkLoK4OefY32Svoq2msja2eW+JDAAIQgAAEZhF4scmLb275MSvJnnFG36BH/fesdc9cd+ES64h/N7f1b+fS62NP9j257jJPPTVjCwEIQAACNoF398lLb365mdVnh6F3TwJbNyh7aTy7Po9DTf9R95/yNDMOAQhAAAIQUALN/9bM2vDlfel5fiUhf7P0xqMwvQrR45/7pue1N2sF4fnntSbfvG+0PtVTatdqq/ErxbP6e7ipf0mfx6eVb57P8lE9ve2S/pY4Hv/auFWL9nn+SWOphlb/fCNrrQWrr4UPNhCAAAQgsDOBdJ+88AZQvfmuNZ73xedq0zseSn+hocc/+aoGjem1S/5Wf48+z9/TlY+3xrLsevJ4OUuxrLyxT/uVn8brGVdfbaf8+U+1SW3VqXbWuNe3etzT3pPf4648aF/rvlnMF/PFGnjOGpj6xQvvN3xvPCy86mPUvxp8wuDZ9N1JT351KU5V2Ih0/V1d9E888ucTpn1ziNH5GfXfLBxHCEAAAhC4BIHmj2u3VOO9Cel4fOO+82NlffkmSLnehenZa6zN76j2Uf+4Bmr67rJGqAMCEIAABD4hsHST1wv6rpuTxGF1fSl+ejNfna93fu9u7/EenZ9Z/nefB+qDAAQgAIFPE6h+XMtv/p8sk/xKSuw9M5uoVfXeYcGnj2ivXps1P1pTbX1Z/neYX2qAAAQgAIG5BKqbvFqq2ptQza9nbI8cPXrSG3HabKhvr95ee82Xt2fGquXZa0zrUea6KdpLV0+evAatx4pTW18t/lbMWt+KmLV8jEEAAhCAwL4E3n1ca71pxr700HFtj8q24uX5W+PncVb412JqDbmtjsV6arGseq1NQ4oxI76VM++zNgV5DTV9XmzVr23Pf8a4p782bunN2XjjSX/uk9fU4590bsk/gyMxIAABCEDgJATSLVSCnOotVBh/zSe8mb5jlj+H1WtWMOlnwprqZ8Y6gxlrgDXAGvhkDZzqixcn2fcWZeiVrNJVl2IABiBQIcD6qsBhCAIQgAAEugm8F6/kvXnzptsRBwhAAAIQgAAEjiMQr9J8r3B8ydvj7ww//3A4fsNxksh8MgJcyTvZhCAHAhCAAATOQ+DbBynfeKCczw25v2840kYu/xk3eJ9laPua0Pe/Gf10PY8Am7znzTkVQwACEICAQyBu7v61cPylcPyXju3o8BeEANYmLvZ9987g3xbs/1qnD+b3JbD5FipXQKJ/43QFzVfReDe2d6snrqM71nSV18cZdbIe2mblvWD2leH4Q+H4+eH4jW1uVavPCKPfJxxfEY6fEY5fGY7fEo4/EI6vD8dfCMfvCcd/G474x1M/KRw/JBzeBi9+8+//DcfvDMd/HY5f9Nbv/wg/eUAgEnh3JS+eAPSLBFYf2NYR0JNwPh/WXGif+kelKYaO6Vz3VKV5o6/V1xMz2c6KsyU3PusI6PpLmXrX4ZXXhzLQ2r3x9DqLP9U3f/2UxqPPSn4t+r0VlmJsqc+L3TL+g4PRfxyOf/it8b8Tfv71Fsdg8+3C8T3DET9a1eP7hb7PaYyjZt8SOv5UOP6YcfyR0NeqT+PSfgiBdAuV8OJ6dQsVqy9geWV31r4r6be05n3eeD4HLbaWTes8Wr5WX2s8T/uWOL0+s/T35l1pf6aaZmmZFWcldyu2pTvv88ZjzB57K57GsHRu7bPyWX21+DPqq8WvjYUvLHz068MRPur8KLzBfXz8lXB8Z3m/+/zQ/vJwhCt9H/2CcPzacHx1OMLfwH30reFIvr0//8bbGL81/Pz3wxGu9n0Urvp9FDaLH4WrgJd5z60xZuyYeez6m7zwIgzz9Mmj90rTC2ejUYsfzXvGrd8EPX9D0ouumn8cS78pJydLg5djr/Gtv9WnOmfrzNmm58qvxr9FT4t/btOTv8Sl1G/p9fT1jKv2mK/HP9pbMSzdM/oSpxL/vD89V321+rz4M2pYGSPpTzn09euNl/xUc4mt2m1pt8xPSWdrfb26vmNwiB9x/pxwfLY4/97Q/oXhyL/08J16E2T2fzo8j1fj4pci9Pj/BuLiCoEqgdYreeFF9uq3ibzPGw8iXvnnfZ5/73i031ufatR2jYFna41bfTGH1d/aV9NYil3r9+LpuKWzFL9kqzFb/GMsjZe3dUxjlmwtv6361K+UM2mrjdf0pzyt2lWX1fZixXG10bZqzvN4tq3xLe05zxTHilfyLem2NJdqsmzzPm+8FFc199aV/L38q8e1Dq8d/hj9o/B3bx/9uXD0XnUr2X9TiBU+Pv3ot4fjPwvHvxGOHxeO7x+O8FFt9f3P08s4/LaugRdX8sILMcTZ9vB+s9wSVX9T74mR9PT4jNqO6B3NjX8/AZ0vbfdHnOsxomfG+h/Jb5HQ84vG17YVY6RvJP6Ib9RszYcVM2dkjY/U3+K7NWdrfS0aVtv8iJDgV4XjB25IFL8kka7C6VW5+Hdz4SNbHhA4FYEXmzx9getJWdtaSf5C11hqe0Tb0z9b01YGR5/oZ3M4Q7yzr809GNXW/x58tr4eWtnU6rNirNaT54zaNJ/Vl9tY41YdZ+iztGpf7/zMrit+MSJcYfvUT28MHL/QEDeDfzQcaWP3dY2+mEHgLAS6/iZPT1JnKaJVx1X0J51HnxRbuV7FTrleZT3M4uvVe3U+Xn2zOBJnG4Gj5+ebg+x4+5LwxYZP/dBwxFuU/OhwfK9COZ8X+r8sHPGWJuELGTwgcEkCXZs8r8L8Nzf9Lc7zZRwCexHINzNHv/HsVXNPHvi8plX6hWvW+jnL+TLVOauu1ySP70m3Ignfpv34Eb9YUdr0xfvl/clw/Ly3tvyAwNUIhL8/3f7IT3x6koonidKJsTXjiH+Lb4tNq9bZdqu16Xy16p8xr625Ztqt5jlTa4o1ornFN7dpsY+6ol2r7QomPTFn6ozr3jp69IzY6usu1pZvxLzxfE2dZQOXz4+n3xsfYRs3fXHD9zPD8b3DEf/LxE8Ox1eF40+E498Kx88NBw8IXJHAe/HbtW/evDFvkqknEj1p5icLtY0wrL4apFr8FC/315OVddJQjTX/mjYvf2+tVq5R/cov5kj165iys/SU+qxaNX7y3ZInxVJfzaHjJb2pv+Zfqqln/eS6SzXUNNb0Rb+e8ahba+rxj/lKfDVuraYS+9Sfr0/NV8pTYlurrxSrRfssm5q+mMMbz22UlXKujZfGRuv09HvjM+obrcHy/9LQ+cPC8T+Fg7/JswjRd2oC6RYqQSRf8YZB8xoIJ+xmW9bWvV5bzP0155N5u+a8cf5k3kbWwNDHtafevSJuKYFVVwOWiib4MIEzXBEbLuKhAXjNPnTiKfvRBNjkPXr6KR4CfQTYKPTxwhoCEIDAkQTY5B1Jn9wQgAAEIAABCEBgEQE2eYvAEhYCqwjoH7CvynPXuPC768xSFwQgoASaN3lXPDFeUbNO0JZ2rPvKtY9qH/XfwvxKPvC50myhFQIQgMB2Ai82eWlzcPVNwnYcr29jMBLrCN84d/Hvps76t1OjG4xR/9VzcpS+o/LO4unpL42nfmvc6pullzgQgAAErkDg3X+8iCdE3RhYfXsWdXT+PWsl1ycEdB32shn17813NXv4XG3G0AsBCEBgG4Huf2uW/3asbxb6m3M+njZsrf4aO5ZXi6/jln8NUR47Pbf05zHyTWhvfTHOiMYt/l79UU/r/Gh+r36Pb9JmsY9jo/4ao1d/jZ3GbqlB83vx8/HedZP71rTV5j/Nr8ZKWrzxnvq22uYa8vWi8Ub4aSzaEIAABE5NIN0MOZwUqze3jeNqk7d1LBT9wr7XX+Np24of+9Jh5cvHS8+tPJorz1HL18OnpMfKZfWlevOfXsx83OLVo9/ztzSX9JXmINrXxmo5LD+tT220XdKrHC07K5bVZ/m29PXEsmxjn/bnbR3TufDGvRosf/VRG9VXa2ss2txgljXAGnjCGmj+4kWAUb3y1PLbcYtNzDPjsWeupPeInHnulD/+3KKl5lMbO0P9V10zM3TPitEyx6Vc0Tdsst4Nx+cj8Up5av1JwxG5a7oYgwAEIHAUge6Pa2tC85N8zW7r2Or4W3W1+j1N/95v8q3zgN0aAvlGj7lfw5ioEIAABHoITNvkWb8992xq9EqA9SZh9fUUe7TtlfWPzu/R7Ml/fQLpHJH/1Kqu/BrTWmhDAAIQGCVQ/bi2Z5M2KiT5x5P0GU/U6Y0l6TyCzSzGxIHACgLpFwF9razIRUwIQAACEPAJVDd5vnvZYusmKPqloxz90yO1HLUxL25pPL15pTcztevN2Wuv+Wa3e/T02M7WSbzjCej862ti1UavdhXveCoogAAEIHAuAu8+rrVOyj1X1NRf217Z+iYR7fM+K16uT8e17eVP47mfVb/VZ/nGvpo+Hff0WfXUtHjxrHHNUdOvtlY8qy/3U/35xiE9V5ut/pZejW3p7e0r6dsjv268dI218C3Vq/q1XfLr6ff098TCFgIQgAAEAoF0C5XwtHoLldXj4QT/Kr/Vt1pHT/xc39m1enVdXb9XH+PHvr7hD3/WAGuANbD/Gpj2xYsweUMP68rAiistIyL1SsPZ9I3Uhi8EIAABCEAAAvci8F68kvfmzZt7VUU1EIAABCAAAQhA4OEEln3x4uFcKR8CEIAABCAAAQgcSoBN3qH4SQ4BCEAAAhCAAATWEGCTt4YrUSEAAQhAAAIQgMChBNjkHYqf5BCAAAQgAAEIQGANgdN8u3ZNeUSFwP0J/MRQ4g+/f5lTKvzGEOVXheNPTYlGEAhAAALnJsAm79zzgzoIVAl8WRj9DeF4r2rFYE7gi0Pjx4MEAhCAwAMI8HHtAyaZEu9L4OtDaX/zvuUtqezPL4lKUAhAAALnI8CVvPPNCYog0EzgTwfLLw/HD2v2eLbhXwjl//ZnI6B6CEDgQQTY5D1osin1ngT+r1BWPHhAAAIQgAAEcgJ8XMt6gAAEIAABCEAAAjckwCbvhpNKSRCAAAQgAAEIQIBNHmsAAhCAAAQgAAEI3JAAm7wbTiolQQACEIAABCAAATZ5rAEIQAACEIAABCBwQwJs8m44qZQEAQhAAAIQgAAE2OSxBiAAAQhAAAIQgMANCbDJu+GkUtJ6Al8QUvCvxNZzJgMEIAABCGwnwCZvOzs8H0Ygvli+IhwfhuPnhuOjh9VPuRCAAAQgcC0Ct97kffhhfDve9hjx9TLG2CvjW/n3zndWDZYur++7BYNfEI4/Go6vDsffG45/z3NiHAIQgAAEIHAwgRf/1kw3Au+///7B8o5JHzlYtc/gU4p9TKX9WRMDi48XLfpcpf7428+PCMfPCMc/E47Pelvct4WfPy0cf8MrlnEIQAACEIDAwQTebfKsN1+r72C9h6W3WFh9hwncKXHaqO2Ubvc08ardTwnHTw/HlxjZ/6PQ97uNfrogAAEIQAACZyPw4kqeJ652JSsfyzcC6YqPNx5ze/F1g6FXkzSHV481fuTGbbR+qx7tqzGq5dc42k7cavGjj3c1L/nr3Go+bZfmrdSf+6e/tYtX7X5cONJVO80R2z8qHPEK3xMffysU/avCsf2PIJ5IjZohAAEIHEjggw8+iH8//lF4M/z4Z+mwxvM+73nPeNKgPqpBx3PtcUztS7WpX4tdCzONmzRZ2iytWp/aaLum28tpxbL6SnV78ZVFSasVp2Rbiqncav4/Iaz5rwlHWPgcDQz+XOUcUePMWPncChvYsAZYA6vWQNeVvCBi2aPlyk2LTRKoV/1mCw8bCfPv9kp58iuaPXXk8bb65UxK+mb0j+qLGmbE6KnltwTjPx6OeBXvXwzH5/Q4P9D2dz6wZkqGAAQgcFUCp9nkRYBx43SFR+8Gb1VNszdEV+E/m+fvCwF/Zjh+cTh+cjji3+N9aSHJvxn6f1dh7O7d3xwK/D/vXiT1QQACELgRgdNs8qyN01M3HUetr9mbxqPq2Jr364Ljf/j2+PLw07q69/ND/38Tjr+8NQl+EIAABCAAgZ0IVO+TxybLnoWnb4ZsKnN645o7w7pLV/e+RygrXuX7g2/L+8LwM375gAcEIAABCEDg7ASqm7wjxY++0W/1jxs4z9cbP5LbzNy9dbbYR5srbZL/SgD6VeH4AeH4B94+/2fDz3jvPB4QgAAEIACBMxN493GttbnJ34y98dEiNb62vfhqr23P/+hxS2/Of7W+lvz5Ji49zzVqjC36t/hENnlufT6LXf63ez8yFTj0wgAAGf1JREFUBI3/u5Z/bTaLLnEgAAEIQGA6gXQLlbfvV8VbqDxtPGxiYNFxu4wWXi02T1tn1MutE1gDrAHWAGtg1Ro47ce103eznQG3XlHqTPMoc5g+aropFgIQgAAEDibAJu/gCbhLejZwd5lJ6oAABCAAgbsQYJN3l5mkDghAAAIQgAAEIJARYJPHcoAABCAAAQhAAAI3JMAm74aTSkkQgAAEIAABCECATR5rAAIQgAAEIAABCNyQAJu8G04qJUEAAhCAAAQgAAE2eawBCEAAAhCAAAQgcEMCbPJuOKmUBAEIQAACEIAABNjksQYgAAEIQAACEIDADQmwybvhpFISBCAAAQhAAAIQYJPHGoAABCAAAQhAAAI3JMAm74aTSkkQgAAEIAABCECATR5rAAIQgAAEIAABCNyQAJu8G04qJUEAAhCAAAQgAAE2eawBCEAAAhCAAAQgcEMCbPJuOKmUBAEIQAACEIAABNjksQYgAAEIQAACEIDADQmwybvhpFISBCAAAQhAAAIQYJPHGoAABCAAAQhAAAI3JLBpk/fhhx9eDsUVNV8O8oUFsz7mTR4sP80SDvPWFJEgAIFtBD4zuZVOSO+///62yBu9ko69826U+84t6r6a5i01j87P0ZxG9W9hlvuM1j/qP6p/1H+l/jS3SWP+etSxaOONW3FG6/f8V/Kp5bb45PVburTPilFj3HO+1FxRm/bV8qutsvDG1d5qa36t3ao35VXfnH2qVXN68fOarPiqp2ZjjeUaS+OaQ2tIbc8/ryX3UQYavzZeG8vjJDtLYz6mtapm9Vd71T6t/cEHH3wUgn0UBHz88wzHCi0rYuasVsc/w7wkDSO1jviOMshzqw5tj+Yq+Y/mGfUv6dqrf5V+K25tvmO9lk+tv5dRKX4tzhafWrwtY5aG1r4Svx5/S3OPf49tymX5WDpKfZZ/3meN56xK4zV9Xvye8byuUS0lRrX+mTmtWK19+ZyU9JZiaf9W/qW8W/vfXckLAZoeQfjHdroLjf2xL42XbPIkGqNJQMUoz23lj30j+lriJ3mJRy63x98q0/OvjWvdqa2/iaidpaPU15pfc+fM8tiz10dJd2mONL9Xn2Wf89U61b6mL8+9gl+MaelJ/fnPpLNkH8d1bLX+Gru9xvIatf6owVs/SeeK+d2LAXkgsIJAfD3l56jS+WpF7svH3HIlLwB+dcUv9ml/3taxAO6Vfeyr9adx66cXf1RfS/yafs/fqinv8/x7xq158fj0aOnlUJpzqyaPU2nciqUc1EbHNXbPeI2Jxq21VWMtbsnWil+qJfXHnxpP2zUt3pgVy+qztMc+z9Yat/paYlkaNFZs5306Xspj2fXaWvp6+iwNrX2rtK7Ob8WfzUxzeOsjz6++ynl03MvljVv5R/mpfysvS4vVp/FT27O1xlNfSaPlU8o/u//FlbwgJMT/5GH9NvrCQBo1+9pYLebImObU9kjs6GvFiwytfitXq53lW8pfsm3pH9XTkuPMNk+v35ubq/MZPb95fPLxyCrPN8pu1L9He8lW+ZXsrP6cx0gtScNIDEvfGfqUr9bojccaanxa/Ec4jMb3/EfW0IjvCJMz+L7Y5Omimi1QJ3F2/NF4o/qif4nhExbZDH6jc1jzH9VXi/3EsdJa38pi1vzkcXKNs/X21jla36h/r161V369epJ/8tN4mu9pbY9Hzs+ztdiN+lsx874tmmb6t+pbuf4igxi/xqJ0fvL0bx3v/pu8rYmswntPEltzt/rVJqYlhjfB+YssxhvN16JpT5vRekb9vVo1/tnWn6f/7uM6P1vr1dfZ1jgz/UbPf6P+M2sZjZXPT8+c5wyu+NqNtaYarPls5ZrHyX1a+ZT8W/MfZaf19aydXPPW9Ter7r3PT5vukzer2DvGSS+gWm3RpsWuFoMxCEAAAlchcMVN2VXYotMnsOf6O9t7+2GbvD2gj+bw/Evj1iSXbP3lWbaYHfNs8Sw9sc/qL1NqH5kZd2as9gruZTnCcMR3BkUvvzfuaSj5x/7SmBfz7OP5lZv8+dl15/rSe8Oofus9poeP5X9mjnFNa31XXud7au/6uDYXlp63LlZdVNqOC2xm/BivVVuyVfDeoqrFT/UlG6vemr++4Dx/b1zjWW2Nofpq86O+Jf65XR6/1d/SPatPNfTos3x1Pek6U74tdazip3F7X99Re219pNo0j9Wf97UwUa5WuzXOVjtv/r1xi0Nt/Wm8rbpn+tXm39Kb1zdDRy1/jF96Pabc3nhN44z6RvLXtLWOefy8OKP6Z/qnWGmNzZ4fja9sNJ/XVv+p7XQLlRD01W1R6HsOk7BomX9eA6wB1gBrgDXAGrjRGjjs49qpO1WCQQACEIAABCAAAQi8IMAmjwXxMYHZH52AFQIQgAAEIACBYwmwyTuWP9khAAEIQAACEIDAEgJs8pZgJSgEIAABCEAAAhA4lgCbvGP5kx0CEIAABCAAAQgsIfDuFiqtX18ufXXY87fGU0Xp78Esm9pYj3+01fj536HFMf27NO2r+eezo346c9642tOGAAQgAAEIQAAC3QTSLVTCxuPV16a1L2/XxoKIj2Opjde/ctzSovWojY4nfZ5OjdPqp3a0n3MLG+aauWYNsAZYA6yB2WuAj2sDUR4QgAAEIAABCEDgbgSaN3nh6tSt/q2INZF6V2rLJu/Tj3c9e8YhAAEIQAACEIDAXgRe/FuzuJHLH72bmFH/vYrekiffAPZy2ZIPHwhAAAIQgAAEIDBC4MUmz9u86CZOEyd/veqndmdup82cxSKvL9Zg2Zy5NrRBAAIQgAAEIPAcAi82eV7ZuqkpbfpqGyUvxxXG77CZvQJnNEIAAhCAAAQgsJ1A89/kbU9xPc+0Sc2Vlza0VnW6GVYbb1ztaUMAAhCAAAQgAIFeAss2edZGqVfcVe29DaE3ftW60Q0BCEAAAhCAwHkIdH1cu1p2vvlJz3uuetX8rU1nLbbaazuyqPmvZkV8CEAAAhCAAAQgUCPwXrwZ8ps3b2o2jEEAAhCAAAQgAAEIXIzAso9rL8YBuRCAAAQgAAEIQOBWBNjk3Wo6KQYCEIAABCAAAQh8mgCbPFYCBCAAAQhAAAIQuCEBNnk3nFRKggAEIAABCEAAAmzyWAMQgAAEIAABCEDghgTY5N1wUikJAhCAAAQgAAEIsMljDUAAAhCAAAQgAIEbEmCTd8NJpSQIQAACEIAABCDAJo81AAEIQAACEIAABG5IgE3eDSeVkiAAAQhAAAIQgACbPNYABCAAAQhAAAIQuCEBNnk3nFRKggAEIAABCEAAAmzyWAMQgAAEIAABCEDghgTY5N1wUikJAhCAAAQgAAEIsMljDUAAAhCAAAQgAIEbEmCTd8NJpSQIQAACEIAABCDAJo81AAEITCPwXoj0T4bj202LuH+gzwgpPz8c8ScPCEAAAlcm8JlXFo92CEDgHATi5u7HhOOXheOrw/HbziHrYxWfHY7vEo4vCMd3ffsztvO+9Dz1R7//Oxz/YDj+amzwgAAEIHBBAmzyLjhpSIbAWQjkm7sfFET9xXD8isXiPi/ETxu2tCmLP7/b237dwH2HjXr+ruD3A8Pxuzb64wYBCEDgaAJs8o6eAfJD4IIE4t95/FPh+GXhiJu79HgTnvRe+fo7gk/ctOnmrLSB+9uzfKuexs3q7wjH71mVgLgQgAAEdiDAJm8HyKRYQ+DDDz/81Pvvv78k+MrYJcFH5CxpKfWnzV3czP39YvQ1of1V4Yh/z/Y93v6Mz+PxhdKX2nEj91nhWP34yyHBnw1H/JmOPyN9qf11of9bVgsiPgQgAIEdCLzb5MU3mPyx6s1zh5oOTTH6Rj3qf2jxByeftYatObD6Yrmlfh2z7LQvvua072Ck79LHzV3cTv+ScHy/gqgvCv3fVBib2f03QrB4pe0vvD3i83T8+ex53KzFI27qeEAAAhB4IoEXV/Lyjd1Z32yeOEnU7BOw1qvV50daZ3E2PS2Vpit3vzwY/32Ow9aPUb8+xM03Z94G7hscHQxDAAIQgMCnCRQ/rrWuKsQ3qfzRc7XPeoPTvlp8tY06rL7SxJZs8/6W/LmNbopT7mTTy8fzr+kr1Z3HTHOa+lR/bTzxzvNofZ6+meOa26u/dby0ThIbi5kVuxTHslWmNd8tayvNnTKr5Yk+cdP2a8LxU8LReq+lj4Jt3KTFK2jW1TVrA/fNwZYHBCAAAQgsIPDBBx/E8/JH4YT/8c/8yPu8cfXVtuc/Oq75tF2qJfW35FcbbZc4qpZa24pZiluyteJHW7XP2y3jGlf99xy39Nby61iprYxyOx3TdrK1+lOfxyzGsPzz2LXxnrpa44RvrX7008LxW8PxjeEIJwnzCB+jfvTlcg4p6aH/5bkWHvBgDbAGVqyB1l/QQ+57P/Qqh1Vti43ld5Y+T7833lvH7Hh5fi922MBM/1JGzBnjxseK+C18owav9pY4PTbxo9RfF44fG474TdgfF474BYs/J0Hilb//PhzxyxQ8IAABCEDgeALFj2uPl7a/gvQGvn/mc2acvZnw+HrjrZRWbsDSRq/Exsvt+bfWeJRd/NJDuKL38fGzwhG/YRs3f/FLGV8Wju8djt8Ujh8Vjm8NBw8IQAACEDiOAJu8t+ytN+dZm47jpvdcmUsbo6TSGz9XNaj5toDg9709fln4+X3DETd8XxmO+EWNXxQOHhCAAAQgcByB3T6uTVcwUqlsoI6b9LtnPmqzaP2iYLHW14JlU+qLOba8djTnlhglTan/j4Un/0k4fmg4/tNw8L9fPWKMQwACEFhLoLjJa33D6pGX3mhmxF7xJpXXsjp+D7dZtnvX5OUbGa/51sY8lroZ8uzT+Iw1HWPNimPpnvn6s+LnffHv9fi41qPEOAQgAIG1BF58XJu/OerVEOvNT21apJZ8vPg6rm0vd26vz6OvxtO2Fz+NW7FbfVVHjGXFzfu2xk65Wv0tHj36Zvtb8VprOYPdVv058y11jPpvyYkPBCAAAQgcRCDdQiWkf3ULldV9YVO5e87VNZ01Pqz71vcRvPbOuXe+s7420NX32oAXvFgD11kDu37xIr9SGBbJ7reCiDl5QKCFwBFXvFbn5PXXMvPYQAACELgPgffilbw3b+K/G+cBAQhAAAIQgAAEIHAXAsUvXtylQOqAAAQgAAEIQAACTyTAJu+Js07NEIAABCAAAQjcnsAtN3n6t0e9szjq35sP+2sRGF0fo/5H0Dqb5iP0HJFz5VyfvZ6z61s5N8SGwCwCxVuoxAT5H4LHF5z+YbjVN0vYqjhX1LyKhcbVk2rv/Kt/voZ0TNeSajmqPbo+Rv1X171aX5rnlfNbqqG2xnQsX5vxuTWe5iLVEn+WcrfO26h/a55U08p58LTsWaunhXEIPJZAuoVKeEG+up1J3qfj2g4AX/mfsW9P3XvmGmVtaa3Nf8xn+ZT61Vbbo/pn+Y/qGvWfVUcpzlZ9PX49tiWdtX4rvtfnjef5LNs0XhuraZ7l35KjNddoLZ6W0fij/p4+xq/xns08jc3TpluohBffq6t6YSI+fsSx+Oj9DbIUM/XnP9+mMnOU8qd+T2PNP/0mX8qf59hafy1GPqaME5+kLf0s9avd3u3eqyKpjlE+Jf+8Pz235rA0Nuqfr0trfbXUX5vDFn25ja6vfD1Z+mq5Ld9SfC9O4uDZrRrvXbdW7S1raCufPJ+u33x+dSz61ebf4m71tea36hvRt2q+iQuByxPovZIXXojVK3Zx3LMJ0F7FyH2s51bcUp5Sf8xbG0u6LBsvv/po26o57+uNr7Xk+UrPaxo8vda41ae6PKY1TbP5qF5tl7SrRsuvVmeLvxVT51FttK15rHbJx+rfmt+L1cNKa7Bit8yb5Wf1bY2lOkvtnpwl21LsGleNFdt5n44rB28819RqW8vfq89jwvjr91yYPINJ15W88MIzr56FxfLuYf2GmI+PPF8Zu0XX6vyr47fUeGabGp/aWKqpxeaq9Y/qbmHTYjOqY6V/PH/lj6vXM8Iq1q48RuJt8a3xb9FX89+iBx8I3JFA1ybvbACe9iLf66Sc57kS414+V6ptj9deL79eTavjJz2l9fuE+Y61b62zNj9p05Vil/KU+pN/nKOt+nrXG/YQgMCnPtW1ydMXOgA/IZCfxFadyPY6OeYn8qvMsfXmUnvTukpde+ncgx/rd6/Z3JZn9fzoeWV1vm0U8ILAvQh03ydPNzOKI75ZPPnNNfLh5KWrgjYEILCagLVRX50zj9+aP50jn/w+see8kOvZBLo3eRFXbaP39A1O2uTucQJbmWNl7LiGWt8Q9E2k9eW6Wn+rjqvaWfysvpH6tsSrnXu2rpWeGras2574W217dbWwV5vE3spl9Y3Mh+a2uFg2sc/qt/zpg8ATCLz7uNY6edY2bMm+ZtMDMM+vz1vj5C/u9Fz11WK3+Je0WCc5q6/k7/V786N1leov5dH4XjvGUbYev3xcfUu68n5LUxq3xvJ8LfFTTSV2Xn0j/qrf4ttaQ81O10kPP9Woc1jjo76z69P42q4x2XOslf/efCxeOr8jnLz4Ou61Z/MZqQ1fCJyaQLqFShD56rYmW/rCiX5KnC25j/Sx6rb6jtR45dywnPP6vPIayLUfsR6OyHmX+aIOXr+sgWPWQNcXL8IkuY+Zv/25yU5koL95RmlPZXGiaUHKTQkc8do6IudNp4+yIACBnQhM3+TtpPuUaXgTWDctsF3HlsgQgAAEIHBPApu+eHFPFFQFAQhAAAIQgAAE7kOATd595pJKIAABCEAAAhCAwDsCzZu8/Jtz8KsTOILVETnrFBhlTuw1ELnAxmZDLwQgAIGZBN79TV7tpMvfQ32CPHKCx8wlODdWWsdb54j5nTsfGm2Urze/3rjqoQ0BCEDgzgTeXcmLb4rpiAVr+84QZte2dYMxW8cT48H+3rPuza83fm86VAcBCEDgJYHub9fmV/z0hKpXA3Xcg1/zT1cAtuaf4Z/0164WtIylODmfFn0evzi+lY/6xvbM+fPiq27lOINPnkPry8c0d+Je89f6etmpv6VPYyYmW/RpfC//jPGk0/qptaR8WrPl29K3On6LBmwgAAEI7E7AuhlyOCG+uqFx7NP+vK1joZBX9rGvdHj+o/lH/ZNuS6fWZNl4fZ4+zaFtz78lvxVT+0rt0fi5v/Xcqy/X5WmpzaXlG+2tfktnHtvy2YOfVZ+lpaZfa57hH2Pkx5Y5U10WT0+rxceKQ1/5fA0b2LAGrrEGmr94ESa0+8pO9Jn5GP2tvuZfG5tZQy3WqIaaf22spGmLTx5r1F91zY6n8We2Z2gdjeH5e+MeD88/H4/PUzt/7uVgHAIQgAAEthPo/ri2lir8Bl0bXj7Wm1/fpHr9lxc0OUGtvsgijSuXyTIOC1erv0XUqH8txxn41+rz9HnjtdoZgwAEIACBNQSmbvKO3hyM5I9vcOpfe9NbMx3rorbUl+q/62ZP57eX9qi/l+9o/l59nj5v3KufcQhAAAIQmEug6+PauamJdlYC8c06Hnfa5J6VtaXr7Pw9fd64VfPqPl3PrO3VxIkPAQicgcDSTd7sE2lvvF77fEJGfM8wsZ4GrU/bnn/L+OyYZ4tX01Mbs9itsPdi9oz32Fr19fZ5+XrjRfu00Yux01VHjRPHVuTWPLQhAAEI7EFg2se1+ptyFF86kVqFtfirTR5fx0bzW/FSzPQmoPXlbw5qY8VTf4vLrD7N77VH+am/5tPxljo1hvKbwT/PkcfX3Kpfx7Xt1WfZ1/KrvbY9fXuP99Zv1VOb3xjfG9eaPU2MQwACELg8AesWKqGo4q1OjhoLJ/DTaTqKxRPzMv/ne01efR2yplhTV1/D6GcNe2tg2pW8kIgHBCAAgdMSyK/0RZH5ldLTikYYBCAAgQEC78UreW/evGkKEf+A7zs1WWIEAQhA4LkEvj6U/q3PLZ/KIQCBkxBovpL3/YPg3xGO734S4ciAAAQgcFYC3xSE/exw/LqzCkQXBCDwCALN3679sQEHG7xHrAmKhAAEBgl8dvD/SYMxcIcABCAwSqD5Sl78XxY/MRxfNJrxxv6f+7mf+3F13/AN3/CuytiXt29cPqVBAAJvCfzN8PNXQwMCEIDA0QT2/nat9422OJ6OwKb7G7Ve/FrMPHdvnNy+9Dzmro3VtDHWvxZgBjPWAGuANcAaePIaaL6SFyAtf4QN0ItvvGl7pQArl9XXoiG/xxff4Gshhg0EIAABCEAAArMJvNvkpQ1N/JkeukHJx6JNz3jum57n/vmGytpcefpa49fqa4FrabdYKJuW2NhAAAIQgAAEIACBaQTSx7Vh8/Lio8SQwP1oMfpEO7Xt7cv9U0zVo+2enMk211vyT9pL45aO3Kf0PPnpz5I9/XzEwBpgDbAGWAOsAdbAyBp48e3aM119srRYfaH45kerf9iIffwvkiz72Gf1eyKST+6/JY6Xh3EIQAACEIAABCAQCVT/Ju/sm5BRfZZ/aXPHcoEABCAAAQhAAAJXItB8n7wrFbVV68oNXowdH+kqYXq+VSt+EIAABCAAAQhAoEageiWv5rhqLF5dSxuiVTmsuK0bvKTNugpoxc37kk9rLi8e4xCAAAQgAAEIQKBE4DSbvLS5iz+3bKBKBdIPAQhAAAIQgAAEnkigeZNnXWHLN2PeeIKb2+lmrjVGbaJq8Wt+ccy6gmhp9OIwDgEIQAACEIAABI4m8F68hcqbN2+O1kF+CEAAAhCAAAQgAIGJBPjixUSYhIIABCAAAQhAAAJnIcAm7ywzgQ4IQAACEIAABCAwkQCbvIkwCQUBCEAAAhCAAATOQoBN3llmAh0QgAAEIAABCEBgIgE2eRNhEgoCEIAABCAAAQichQCbvLPMBDogAAEIQAACEIDARAL/P8LcQE1GKqepAAAAAElFTkSuQmCC"/></p>
<ul>
<li>Проверяем:</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Помечаем разделы дисков, что они будут использоваться для LVM:</li>
</ul>
<pre class="language-markup"><code>pvcreate /dev/sdb1 /dev/sdc1</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img src="data:image/png;base64,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"/></p>
<ul>
<li>Объединяем их в группу с именем <strong>VG</strong>:</li>
</ul>
<pre class="language-markup"><code>vgcreate VG /dev/sdb1 /dev/sdc1</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img src="data:image/png;base64,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"/></p>
<ul>
<li>Создаём логический том с именем <strong>DATA</strong>:</li>
</ul>
<pre class="language-markup"><code>lvcreate -l 100%FREE -n DATA VG</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img src="data:image/png;base64,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"/></p>
<ul>
<li>Проверяем:</li>
</ul>
<pre class="language-markup"><code>lvdisplay</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Создадим файловую систему <strong>xfs</strong>:</li>
</ul>
<pre class="language-markup"><code>mkfs.xfs /dev/VG/DATA</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Результат:</li>
</ul>
</li>
</ul>
<p><img 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"/></p>
<ul>
<li>Проверяем:</li>
</ul>
<p><img src="data:image/png;base64,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"/></p>
<ul>
<li>Настраиваем автоматическое монтирование логического тома в <strong>/opt/data</strong>:
<ul>
<li>создадим директорию для монтирования:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>mkdir /opt/data</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>настраиваем автоматическое монтирование:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>echo "/dev/VG/DATA /opt/data xfs defaults 0 0" &gt;&gt; /etc/fstab</code></pre>
<ul>
<li style="list-style-type: none;">
<ul>
<li>применяем автомонтирование и выводим результат:</li>
</ul>
</li>
</ul>
<pre class="language-markup"><code>mount -av</code></pre>
<ul>
<li>Проверяем:</li>
</ul>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa0AAADsCAYAAADHJflKAAAABHNCSVQICAgIfAhkiAAAIABJREFUeF7tnU2obclVx9/zI9F8mDSKDnSoo0YU/NahElDQgWD3PAoSZ85EkecjI4UM1EEgjp20A0HFgT0RBIMER90gggEFHYhC0iTxoxPTVr17133r/O+qWlW7qvau2vt/YPPOrlqfv1pVtfe5+7zz9NmzZ++9/vrrT/giARIgARIggdkJfFMM8O23387G+dprr2X72UkCJEACJEACexD4hj2c0AcJbCXwjUHxg1uVqUcCJHA6Aty0Tjek50jo+0IavxOOPw/H/50jJWZBAiTQgQA3rQ4QxcQbb7zxJB76hecd3VWZmiWOXNDfEjp/KRxvhuMfw/Gb4fjtcPxPTol9JEAClyKw+6blLZ6y8HtyqVHaqhftad+1dqJ8/NtfPHK6ui8nl8tvi17KHrYLA6sd23qd/1Aw9Pvh+LdwxC3/Z8LxNBzPwvH3vZzQDgmQwCkIvHgQY5aXLPwSD56PjNPyZbWVxKA3rt4PsXibYkl8OZnR9sX3K+FNvKv6RDh+0Ajos6Ht94x2NpEACVybwMOmJYuVXmTxih7PcUHO9es+eY++5NzaLKRN20F9Gcqc/ZR+aRlYtqMussDzUvstcjo3K6bY1pq/xGeNkRd7fKjiY+H4eDh+IRzvyyh8R+j763DgR4NfD23vGHpfDm1fhfZ3w/lXDNkvhrb3oP2/w3mpry8F2a/d68c7wS8YPthEAiQwiED8nlZYgOIcfnHE93LIuf5X5LBN29C2tDzqWLbEjo5B9NAHnnv2UR7PS2LFuFAndS56+G9KPtduxe21WXFbOimGWjall4v5R0JtfT4cochOdfxryOdD93Mnlz/77tYXciCH1hq4+ZtWWIyCvTle1p2K1VYTbal+5BAPSz62We1eHKKj9bfY8fzofrSP5zW2RDbFxbP1uSDwk+H4jXD8iye8UP93h1jjXSFfJEAC+xDI/k1rpk3MwtG6CFv6WxdlK74922IuMl5WXj1iaWXz7yGI3w3Hp8Lx8+H4tXD8dDjiQxf4+oPQ8CfhiE8U6lf8iPHbUDicfzgcWMzx40frO14fDe3o8wOh7f1gt8TXnwWdfwY9npIACYwjgPN8nKcFLLcuyrkUZUPRFwK9/clmNWrzko2xdVOMfw/60/vje8O/v3J/fLsCGNv+MBz/lIPKPhIggcsR2P2Rd4+wLIx6cfd0evSXbiBRbmtsMTdZ8PX7HvFrG2J7a5y5eGR8cjI1fXFTih8Zfk844n8W9rf3yvHO54/CgXdENbYpSwIkcD4C02xaejGURVcW+PNh759RyQZVIlMSWe+NK/qMT+7FjwN/Khw/HI7PhONHw/HLsZMvEiABErgnUPzxoLVQ6U3F6xfiuDnpkSi1kRu9nP2cXuyzFnXcOPHcs9mzX8cn7yWeEnYog7nk7GMeYgttoNyW8/gY+a+G47fC8YvhiH+bio+v80UCJEACT+Mj76+++mqWxIiFKeuQnSRAAiRAAiRgEJjm40EjNjaRAAmQAAmQwA2BFx8P8k6KVUECJEACJLACAd5prTBKjJEESIAESOAFAW5aLAQSIAESIIFlCHDTWmaoGCgJkAAJkMDDI+/xcWf821aqLWIrlRU563Fyy85VhyTF2uKc42ZxRhsW4xL/Odsl+pZfacvZjjKt9nO+UzEgt1yMVp8eJ6/fi8/S9+LD/pwPy77IRzsWfz0ulr72b/VrPrnYtB8thzGhD/SPPLQ+2kKfaFvHIXwwB8sf6mE+KRut8aHdpc/jI+8hgZv/2T2eS5u8x/MA8eF/hsc+Sx/ltV2+v+OPHJCZPsc+Txf78dyyZ7Xlxhrl8Rx96nNL1svX0sn5yPVZtqy2VP6WbS9+SyfVZsXi2bd0UvZrxsKStXx58ZXEIjJb7Hv+sR994HlpLJacZctqi7pWe2zDdjy3/NYwXkW268eDAWLI++6l3z808k2WwB78oo/U2OzhPwvA6Zw9Pif8pbutu4k4Hng3MTJJjv9IuuvYvtm0rMKUVLBAc7LrpL9OpCvwP1tNtCzIOF7rVNp1I529fmePb6/KKf5vnEoC0lAtwHiF37IolMSzmozHr0c+OeZ7+M/l4NXHyPjQdi5Ory+1YXn5ldjVMrmx9Gxt6RdG+l9tx8vP6/diwjFCe57+6H6MZ+/xGZ3fLPYfbVqpgowB46DUJsFBrCV2K9/Kv817mXaufjwLUh+pRd/Tb+3X/qOtLfWai32LPZ3T0XyESSpHLz+vv3X8euj3qN8ecaRstMSXsrla+6NNK5cAFp21iKJMzh77HhPI8cM+i/9ji3Ut6KNOu490bmLuEZ/4SC3OqSxr5VN2vPYcH0939f49xn91RmeP33wQQybF2ZM/U36lG1iUK5XdymfF+mllsteGtXVMqFdOYPb6nT2+ctLbJM1Na5spapFAPwJXn5geSfLxCLH/rASSHw+OmBTW1Sxv9/uUFo5XimuqvSQKPX7yPmUP4ymxf6SMFS/m5uXv1bfX35J/Sfwt9nvoHpl/LR9LvoWBZa+2vrR/y15LfCvpvvg9refPn68UM2MlARIgARK4KAF+PHjRgWfaJEACJLAiAW5aK44aYyYBEiCBixLgpnXRgWfaJEACJLAiAW5aK44aYyYBEiCBixJo2rSsp4EuypFpk8DpCKTmd6r9dACY0JQEko+8Txktg8oSwMUEH6nNKt93io0tuiX2W2WOjK+Eby6+Ev2V+eRij7nPWlO5uNk3IQH5Pa0Q2s3vY5Wch0Ks1imxS5k+Y1E7Plq+VnePMTsyPosHtuXiQ9nIy2pr4Zjzv8Vuz/h62tqSC3Xq15RZmd3caYXCCnG+fOGVke7Hvqjl6d8Y58khBGSMcPxiu26TLy+i3CFB39cW40vT7zF+3vzWc9yqi5r5j/GmM2MPCdwSeNi0rCLSbdiPBYr9UuBWcXMQSGA1AiPqeITNrVxx/uL8FrtyMYN+UD83/y1ZtMdzEkgRyP5NKzepsHhzsinnbO9HAMcjWrbGxGrrF8U1LMmCfmaWVj3Vjq7FhxtWLUXKI4GHTUsXqVVsqGidp67OLFm29SVgLQZWW1+v17PWg6meJ1vn2mzkS9aPHuxmy5vx7E/g5k5LJtCWK0mrILmJ7T+g9DiOgFXjW7zhPNtiY0YdzAs3ZNnYsH3GXBjTvATM72nFotJXTvOGz8hqCcSFlxcTtdTuHjLiYlvGLbd+cF0pY0ipNIGHTat2IfPkvf50SOw5ggAuJr3uKnrlcrb4es+P3nxq46uRx1h71QjtXIPAzU+TYOHhlaXul8LTMl7/NZAel6U3fiWRiQ0c+xLdPWSOig/ZSq7IKRffHvMj598bHy8+i0Fq/kdf2GexwjYvRvaTAH9PizVAAiRAAiSwDAHzb1rLRM9ASYAESIAELkXA3LSsjwEuRYXJkgAJkAAJTEnA3LSmjJRBkQAJkAAJXJ4AN63LlwABkAAJkMA6BA7dtPgx5DqFwkhJgARIYAYC2f97cIYArRjiZsdHZR+TwYuArYxm5tvySPdjYttaUnw8/l7/tmhutWbgk8sjxS6nk+rraSvlg+3zEVhu08KJPx/SYyKyJrDV5kU3M1+dz5bcvNxL+lN8rHi8eC2dkhhSMp6/lB7bSWAlAl03LZzQeKWv+7EvQivRj3ootxLwo2MVdin+s/LFBV7itPIYxVhimLH+WvlYuSFbzFv3e/paV96j/Zpxw3xrdCm7NoHkpoUFmksztYDowsIiQ/vYH/1hW0uR5+Jn3x0B8s1XQm8+ve3lo/d7cb7l5q81P3P6kivK+FE9luhh47FVtqxCILlp9ZhQORuy0QmonOwqMI+ME3nGWCymVtuRcZ/Fdyn/mfPN1Uauj3N45lE9X2zJTas2VT1pSwrcso93X5YM22wC1tWn1WZrs7WVgMXaaot+dJ1vnSut8W7Rr52fI3JLMd2SD3XWJNBt04rpS5FKcdcUrVWMtZNkzSFg1FcjgPNkhfw5P1cYpWvEOOR7WnFS6juva6BcI8u4+PBiYI2xYpS3BKyNk4yuR6DbplW7EHryXv/1huraGeNF0OoLWO/67sGnJqYa2R6Vu/p492BAG3cEzJ8m2VogWMj48aDul0mmZWr6ZQDRx5UH1uPvsUH9KD8bX4nxiLg8PtiPMXr17Y1PSf9WPlEPN76a+EV/VIw19ktioMzCBJ49e/ZeCP/mCAXyqA1leH7LjDzIY+Ua4Jxn/a5Sv90+Hlx432boJEACJEACixDgprXIQDFMEhhJAD8KHOmLtkmghQA3rRZ61CUBEiABEtiVADetXXHTGQmQAAmQQAuBQzctfNqqJRHqkgAJkAAJnJ9A1/8RYzQu3OT4Ofwt8VY+rfqjxz/alxhnHnvr8ezStlaGs/OxOLTmTP2LETjykfdQwMWP1luyVlsYvmKbZ5K1WFhtqZwtWastpb9Hu45nttgk/xiXFRu24XkPfqvw6ZErbVxznYvj3vVOK0yaYPPlC6+GdT/2RS1P/8Y4TzYREMYW/00Gd1KKceuY43ts2ymUpBuJB+sYFUbEjTZr+VixY41gXrrf09e68h7tIyeek4BFILlpYYFaytKWmiB6IuGkQvvYH23rNhZ4bgTa+8h3H4ZWnbd77mMBY8vNX5yf3rnUF/roEzmtXIlActPqsYjlbMhGJ7BzsjggsuHV6KCNs50jz5ifxcdqQxbki0T6nM++YOdqI9cndEpk+pCklSsTSG5atVD0orm1eGWxzPmefeLnYh/ZZ3Gx2rwYtuh4Ntl/DgIl81NnunUdOActZjGKQLdNKwYoRbrlSt1aLHGSWDKjwFzRLvmOHXW5sFtxMbdqA+fnWHq0TgJ3BIZ8TytOSn3n1QO2NWl62L2ajcjRWmzId59K6D0v9omaXkhgHgLdNi1rIcyl6cl7/Tnb7DsfAVzsV95kMZceo4U2t/CpmXM1sj3yow0SEALdPh7ESRMd6I9BsL/2PNqzJor2ceVhRZ7IX9jkeM3OV+eYy+OoOtD85H0qTskl1b8lh1Y+WEM6NqvPqhcv7tYYPfvsvwCBI79cHPBe8ovAzJvjPlsNhA2Ic5Hr0RI10O3jwQvs70yRBEiABEjgYALctA4eALongRkI9PyYcoZ8GMN5CXDTOu/YMjMSIAESOB0BblqnG1ImRAIkQALnJdDt6cEtiOLTR/xYYgs56pDAdQnopxZnWT9mjOmsFXLoplUDNfV47SxFW5PLKFlkVMMGdSXGGhuj8tJ2Jc7Z4ooxIkOM0evvwW9mPsIIuWzJ27KR4xv7UCfVFuOxZDFOLSPvMQbU4XkHAkc+8h4GuPgRyxrZgKXY7llkLT5WWyrfGtmUjdHtOsbZ4rXi8eK1dFoYev5abPfS7ZGzZcNr8/pjfjl+Jfpooxcz2rldz7veaYWBDXxfvnJXK9gXtTz9G+M82URAGFv8NxncSSnGjVe22LZTKFO6QRaRFbblAhdZPQexRnLz09PXuvIe7efiYx8JCIHkpoUFmkOWmiB60uj30Rbax36RYWHnyLNvFgJb6nSLzsh8cQ7m5q81P3P6kivKjMynhi/GlVrTRsZL22UEzE2rZrBzbnJ2pChEPycrMrjRlejk4jtTH/KMuVl8rDby7VsJUqc51n099rGWizfXJ95LZPpE+tiKrv9cHC1jw/XnMfcjWsxNa0sgpUWTs41FoWWtQsSro5zts/dZLKy2FAfyTZGpay9hruvc4l7ncT/p3Py0otg7N/Encdb69/KrtWcxYVs7gW6bVgylpWisye4VUXv6tEAC/QhYNWxZx3liyczWZuU26/zUfPVGo3OwYsdNyZKZbVyuGM+QLxfHwY8HB32+kopjwnHpPy7Wot7fCy2mCLCmU2TO195t06otGk8e+/H8fENxbEaz88WLoNU3id68e/CpialG9tjKfuld30nhXdUsMTIOn0C3jwdx0kTXWCS60FG+9hzt+6meWwL5pfikJmup/pEUdYypPI6Mz1rIJU7ki+c94m7lgzFpxlafla+XR2uMKfsYX6r+U/psX4fA0/jl4ufPn68TMSMlARLoTmClO1e8+O0OY4PBGWPakMYSKt3utJbIlkGSAAksT0DfAc6SzIwxzcKmdxzd/qbVOzDaIwES2I8AF939WNNTGwFuWm38qE0CJEACJLAjAW5aO8KmKxIgARIggTYCTZuW/uPjlieJ2kKnNgmQwEgCqTmdah8ZC22TgBDggxgnqgVcTLb+nSL3JNnRT0mJ/625jRpuZC9+dJwoMyKHmfmMyHfUeNLuxASs39MK4Rb9HlWYIA9y+n2pPuXKOJdwsvhbbZ6tqJPSS7V7Nnv1z1xvHhur32prYdWbT8/4etpqYUTdfmvOUSxv7rRCYYU4Xr7wykj3Y59olcjcOOHJrgRkfKzxi32xHesgBih9uwarnKF/idPK46gYj/Tbg0/J3PXqRzPIjQ3GeyQ7+l6LwMOmZRWRbsN+XeCSsiWTK9y1UJ0/Wo7VvmM8E29r7lo0ai5q0GZqnbD8sI0EUgSyf9PKTSqreHPyqQDY3odA6Xi0jBFeqLTY6pP1XFbOxMeqp1raVn2kNrJa25S/LoGHTUsXqVVs10W0RubWYmC1tWSDddHbfktsR+simxhPio/e3Cy9o3PZ4r9k/Ujx2OKPOtclcHOnJRNIJtVZJtR1h5eZz0gA59mMMW6JCfPC9UM2Nmzf4os61yVgfk8rFpUU2HXRnDPzeEGir/TPmSWzOpJAbv3gunLkyJzD98OmVbuQWfJW2zkwMYujCeBiN9tHTbW1Xyvv8e/Npza+GnmM1cuN/SSgCdz8NAkWHt7G634pPJGRRQRliHs/At74eZGgfpTXNYD9WB+e/R79EsMRvr34PT44N2TOeHZr+lv4ePFhfjX1YeVqtdXkStlrEuDvaV1z3Jk1CZAACSxJwPyb1pKZMGgSIAESIIHTEzA3LetjgNOTYIIkQAIkQALTEzA3remjZoAkQAIkQAKXJMBN65LDzqRJgARIYE0Ch25a+mNIfiS5ZgExahIgARLYk0D2/x7cM5AaX3xU1qaFG//Wx8ItvmhbItjqw87Ab5U49vbrRVbCB2VG5DArH+Fn1ZbHlv0koAkst2nhxOdw3hGwFgOrzeOV4mstsClZz8fWfp3Plty2+i3VsxiJrhWv1Vbqy5KbnY8VM9tIoJZA100LFzGcxLof+/TklvcoI5MS/dQmfWV5YYdsI5OZ+eICH+PHtquPqx7TWj7W2GON4LzT/Z6+1s3V4JXHkLmXEUhuWligOXOpCaIXFVxgLPuWDE7EXBzsayOAi1TOGo5VTpZ9NoEa3raFvq04prn5Gz3n5LFfckWdvhnQ2hUImJtWr8mUsyMbnYack7/CYLTkWMqTjFso53XxQmw11rl4c31CpUQmT5C9JOATMDctX+2xhF40WbyP+Yxusa5grbbRcVzVvlXzKf56c7P0ZmWIm7IX50q5ebmwfx4C3TatmJIUqRQ3i3aege4ZSWox7unjzLZwnqyQqzXmtZvYCnkyxvkJDPmeVpyU8WBRz1cAcUw4LvONCyMiARIoI9Bt06pdCC15q60sDUqdnQBeBFlX/kcyqK3dWnkvtx58amKqkfViZz8J1BDo+tMkWMj48aDul0mmPyrBiZfTlyRRpib5s8l6/L18UT/KW3yjnNXu2e/RLzEe5T+XA/LDGHP1n7Nb07eVj4wpxqh9Y5+uA/3ei3drjJ5d9l+EwLNnz94LqfIgA9bAhWsgbCQc/wuP/0p7QLePBy+yxzNNEiABEiCBAwkM2bT0xwgH5kbXJEAChQTwo8xCNYqRwO4Ehmxau2dBhyRAAiRAApcgwE3rEsPMJEmABEjgHAS4aZ1jHJkFCZDAZAT4Z5IxA9L1f8RoCTH1yCw+Vqt91HwOjwWU0k09jov6qThS+iVs0IeOEfvEXk4mlWMulpb4c3Z79c0QX4whxTYXH45hykYLq5z/Erut+iU+esnkxmGrjxqbNbKl8YywWep7GbkRj7wH8NWPz6Z0pN3qt9oCeNM3yuJ51NNtVr/YTvWV6lsxWjZr7Hn6lk9sq/GHunuczxBfjMFi7dWPpWO1tXDsxad3XC055XRHxFlj05P1+q3ctuhYds7cNs2dVoC86yte5YYCSV4x7xrMjs5izvGFV/nIYjY+M8QnMQhDPWxHxzfaP9qPues2zURqx6qzXqWeikfbx08hdFwYm45f3uMcyY238BAZS1f72OI/p9+L6wp2hm1aCDgHIw6wtUhahantWIWR85PrQ19WPCP1W3Np1c/lxr47Ar0Z97Z39DhJPnou4bzqEaNls6QNZfS5FXsqVrQT5bAtnusX9qOO59/TT8V6xvYhm9bZJuPeAy8FjxxxImC/TASJ1+q32vbOj/5I4AgCe9Z+9KXna6vvVv0jeI/yOWTTGhWs2LWKARd0ka0Z7JSN0nxa9aMf64oqtlt5WLJazuovzYVy4whY9TvOWx/LsghLfR1VW0f5FYot/lvXh1b9PpVwvJWpNi09MXLFoSeOILQW9Vq8aKO2SFr1cznX5kL5eQlY9TtvtIysBwFrbtesL636PXKYxQa/pzXJSFhFWRNa6QSIcqWyNf4pSwKjCbTOkdb4jvbfGv9Z9KfbtPBjiBTo1oV3tQJszTfFUdqFu5zPxuds8fUezz34iI8jaqOHzxbmtf49X16/N19b9T37M/dP9fFgDhROSjzP6eqFWC/SJTp7yliFKB8lWflKX4zR6y/JW9vQtvdkkPN1dHx6fOR9agyQH44PnufyLu1r5ePlVxrHEXIWz5IxwFi3MkT/ted6fnq1FWXRPuZx5vOuPwLZCuongoFfD8crYOhr4fxLrcbv9d8J/369g63/Cjb+t4Odnrl9McQTv1nd+uqV21dDIF9uDeZev1duXwn23u0Q04y5dUjrtCbiRoCb2GmTPXliU91pfTrA/oGTA2d6JDCKwIwb8hc6Jdua2/d/8pNP3gyxxAuWaKvHq1du8cIuXgS1vjC3t4LBv2w1OqH+VJtWhMxNa8IqYUhLEPhgiDIePV7f2cPITDbeeuvJd80Uz06x/Hjw83c7+drLzVSb1sdD1p8Jx/sh+xjkhzsR+Uiw0+Ppkw8YcW4JsWduHw0BPN0SBOj0yu2bg90PdYgnmuiVW1zU39chpp654cfhHcKjCRJ4QaDHWjcbyqk2rXiL/DezEWI8JLAIgV4bctzUe92x9dqQz5xbvLCLF0GtLz1ucS39XDg+22p0Qv2mTYt/3JxwRBnSZQnEv9X0+ntNhJia36n2y4Jn4rsSaNq0do2UzlwC+pHlKFz7tJSn7/W7AXYQsB4H7mC22QSyEYN6DFCmdnxKgpyZz4h8S5hQ5mQEWn5PK0wQ87erAiK278zAGgurLTU2lqxu8/pTdnu2e/H09FVry+KjbVj9Vlut35SPHrZ72JD4etpqYUTd9dfmmzutUFhhTF++8MpI92Nf1PL0b4zz5BACMkbW+B0SUKHTGLeOOb7HtkJTpxRDFlv4ePM7gsvVT838x3hPOShMagiBh03LKiLdhv1YoNgvBb7a4jiE8gJGvXHy+hdIcboQZ2KK8xfnt8CTzRBhon5u/luyaI/nJJAikP2bVm5SpYpXO8rppwJi+zYC1nhY/K027VEvVilZkUn1b8tgfS1c6FfmY9VT7QhZ+XPDqqVIeSTwsGnpIrWKDRV5PhcBazGw2ryo9dhb+labZ/MK/dacSbHSm5ultyKvkvUjxWPFfBnzcQRu7rRkAsmkOsuEOg7vuTxz0ekznjjP+lg93grmheuHbGzYfnzkjGAlAuYXpmNRSYGtlAxj9QnEjUdf6YuG1aatccPy2VLijkBu/eC6wippJfCwaXmLFjoqkS+RQbs8JwGLAC52s22itbVeK28x0W29+dTGVyOPsXq5sZ8ENIGbnybBwsPbeN0vhadlPH2iH0uglX9OH/skE6yRsRnmH7ke7duzj4yQjTd/PPsl/eIDfdfoRtmS+S1yYjuXf+zDmKy2kjgpc20CU/2e1rWHgtmTAAmQAAl4BMy/aXlK7CcBEiABEiCBIwiYmxbe5h8RGH2SAAmQAAmQABIwNy0U4jkJkAAJkAAJzECAm9YMo8AYSIAESIAEiggcumnxY8iiMaIQCZAACZDAPYHs/z04KyU+KmuPDF4E4CPGttbLVk/f6/fs9+iXGGpz6+E7ZwPZiOzeXwmZlY/w4NzNVRH7ighYv6cVCmuX38Pa4ifqbNELMHbJ6Sg/FhOrLRWfJavbvP6U3Z7tXjw9fdXasvhoG1a/1VbrN+Wjt+2WuFIx9rJJO+de23B8u95phYkS7L984dWw7se+qFWiL196vHHEk2ICwtjiX2zkAMEYt45Z6mC1PEaha+Uj+rk5mpufnr7WXbUGR40d7dYRSG5aWKA5s6kFRE8k/T7aQvvYLzK4UOXiYN92At7i7/Vv93xdzdmY4hzMzV9rfub0JVeUue7oM/OtBMxNq9dkytmRjS4XeE4/p3fFPounxc9q07z0xYQl6/Vfkb3kjBdiFr+Z+eTizfVJTiUyM+fP2NYgYG5aW0LXiyaLdwvBNh3rCtZq87zosbP0vX7P/ln7rZq3+MX8V934cVP2xtJi4umwnwQ8At02rehIilSKm0Xr4Wf/FQngPFmBgbUB125iK+TJGOcnMOR7WnFSxoNFPV8BxDGxxsVq09F7/fNlyohIgATOSKDbplW7qJXIl8iccVCY02MCeBEUa2OmO/naWq2Vf0zktqUHn5qYamS92NlPAjUEuv40CRYyLiq6XyaZlqnRlyTRR03yZ5P1+Hn5evpev2e/R7/EMOO4e3y8+j+ST4wNNz5knItf9EtymHkMS+KnzMEErC8Xh5BO/UVc5sfxZQ3c1kDYSDjnue4tUQPdPh48eO+lexIgARIggQsQGLJp4cckF+DIFElgaQL4UeDSyTD4UxMYsmmdmhiTIwESIAESOIwAN63D0NMxCZAACZBALQFuWrXEKE8CJEACBQT4Z5JnfbeLAAAIBUlEQVQCSBtEuv6PGBv8P6ikHpnV7VgENZ/Dl+qmHsdFfZ2r9dh+TWxiC31YdpFxTqYlhi26GNuI89T4jPCVspmq1Sifiy83vilfte05/yW2WvVLfPSSyY3DVh81NmtkS+MZYbPU9zJyIx55D+CrH51M6Ui71W+1BfCmb5TF86in26x+sZ3qK9W3YrRs1tjz9C2f2FbjD3X3OJ8hvhiDxdqrH0vHamvh2ItP77hacsrpjoizxqYn6/VbuW3RseycuW2aO60AeddXvJMIBTLV/6qwB4CYc3zhnRSymI3PDPFJDMJQj9fR8Y32j/Zj7rpNM5HaseqsV42n4tH28VMIHRfGpuOX9zhHcuMtPETG0tU+tvjP6ffiuoKdYZsWAs7BiANsLZJWYWo7VmHk/OT60JcVz0j91lxa9XO5se+OQG/Gve0dPU6Sj55LOK96xGjZLGlDGX1uxZ6KFe1EOWyL5/qF/ajj+ff0U7GesX3IpnW2ybj3wEvBI0ecCNgvE0Hitfqttr3zoz8SOILAnrUffen52uq7Vf8I3qN8Dtm0RgUrdq1iwAVdZGsGO2WjNJ9W/ejHuqKK7VYelqyWs/pLc6HcOAJW/Y7z1seyLMJSX0fV1lF+hWKL/9b1oVW/TyUcb2WqTUtPjFxx6IkjCK1FvRYv2qgtklb9XM61uVB+XgJW/c4bLSPrQcCa2zXrS6t+jxxmscHvaU0yElZR1oRWOgGiXKlsjX/KksBoAq1zpDW+o/23xn8W/ek2LfwYIgW6deFdrQBb801xlHbhLuez8TlbfL3Hcw8+4uOI2ujhs4V5rX/Pl9fvzddWfc/+zP1TfTyYA4WTEs9zunoh1ot0ic6eMlYhykdJVr7SF2P0+kvy1ja07T0Z5HwdHZ8eH3mfGgPkh+OD57m8S/ta+Xj5lcZxhJzFs2QMMNatDNF/7bmen15tRVm0j3mc+nzEl4sDMPMLvmwnF9YAa+CIGggbAdekk6zL0308eOorBCZHAiRAAiTQRGCajwd/NqTxiXB8a1M6VCYBEiABg0D43tSbRvPZmt4NCf1FOD59tsRUPtNsWn8cgnrlxKCZGgmQAAnsQeDngpO/Csfn93B2gI9pPh78hwOSp0sSIAESOBuB/wgJ/efZklL5THOn9bEQ1I+FY5pd9MSDztRIgATOS+CtkNo7503vyZPeTw/Gp3T4pM7YJ8Q8vl5/qOfkk1QrjF9LfjH3nH4uf+nLyQhb9IHnXhy5Mcr1lcSW02dfem6QzRxsut5phQnz8H/k6fdhsPnqRCByzb28fk9Xvtsy6/i15Bdzz+nn6tfiYbV5PnL8W/ty8bfapj4JTENA32mFon9xFSpHCPLhijy2xXOv39LRbXy//WpFj4HF0evX44f6ojvz+JXkh3lZ+ZTmquVqdVA+nqM9lMnF7vVZtqy2lB2RlTgtXd2H/agn5yl/bN++Dlyd3cOdViiyR/+TOLZ55wEmXwMJ4Df80ZXXj/Krnbfm16JfoovzYzW+GL8+x76YG7ZZd+kosxoTxjsfgezHgzhR8Xy+dBiRR4Bj6BHy++NCHF+aZcniHOW1rrz3Pe4jwdrYhzO9tBF42LRwQpWYZZGXUKLMmQiUbE5nyZfz+ywjea48bu60pEitK8lzpc1sSKCegLdh4Z2TJc+NoJ47NUhAEzA/HtSbFyfZuQqGFyTbxtPagLQlnCee/LYoqEUCJPDwXV68SqxFoz9ejLqctLUEj5W/+vitnv/q8R9b/fS+EgHzb1qSAF49eonpiVOr69lm/+13jKw7Jn3hYfVHhrlxmX38SvLL1Ymn7+VvXdjleOZiGdHnxd/iU9sWOzPl3pIbddci8DR+T+v58+drRc1oSYAESIAELkmA/9XfJYedSZMACZDAmgS4aa05boyaBEiABC5JgJvWJYedSZMACZDAmgS4aa05boyaBEiABC5JgJtWx2GPT5fhE2Z43tEdTZEACZDA5Qjsvml5i7gs/J5caqS26kV72netnSgfHwG2Hg3WsWq7tT5SObOdBEiABK5CwPwfMY5KXhZ+8Y/nI+OyfFltJTGM/L5MiX/KkAAJkMBZCTz6aRJ99Y9fHsQ7g5p+6w5D6+sNwtospC0VX6n9lH7pAIs+5u6dl9qnHAmQAAmQQIaA/AhkWIwf/Qx5bAuqDz/+KO+tNi1r9efaYp/o63/RP/rAc23HihXl8dzSsdo8PdSRuKIeHpYs2/gDeawB1gBrwK6Bm79p4d1CgHbYy4rFaqsJsFQ/bCzJ/zsx2ii1o2MTHa2/xU5NvpQlARIggbMRyP5Na/ZFtTU+Sz9uWFb72Qae+ZAACZDAigR2f3pwZkgjN6xoO77kLk7ez8yDsZEACZDAbASyd1pHBBvvcmSB39N/6YYlsW25GxOdUl975k9fJEACJLACgWk2Ldms4r9bNoQVYDNGEiABEiCBNgLFm5Z1B6Q3F69fwtRyuDmV2silnLOf04t91h2eFaNnh/0kQAIkQAJjCPD3tMZwpVUSIAESIIEBBPggxgCoNEkCJEACJDCGADetMVxplQRIgARIYAABbloDoNIkCZAACZDAGALctMZwpVUSIAESIIEBBLhpDYBKkyRAAiRAAmMIcNMaw5VWSYAESIAEBhDgpjUAKk2SAAmQAAmMIcBNawxXWiUBEiABEhhAgJvWAKg0SQIkQAIkMIYAN60xXGmVBEiABEhgAAFuWgOg0iQJkAAJkMAYAty0xnClVRIgARIggQEE/h8R4aHDWDnOMgAAAABJRU5ErkJggg=="/></p></div></div><div class="modified">Последнее изменение: понедельник, 8 июля 2024, 11:37</div></div>
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var uniqid = "69fc9dc74e84569fc9dc74d7f52";
var container = $('#searchinput-navbar-' + uniqid);
var opensearch = container.find('[data-action="opensearch"]');
var input = container.find('[data-region="input"]');
var submit = container.find('[data-action="submit"]');
submit.on('click', function(e) {
if (input.val() === '') {
e.preventDefault();
}
});
container.on('hidden.bs.collapse', function() {
opensearch.removeClass('d-none');
input.val('');
});
container.on('show.bs.collapse', function() {
opensearch.addClass('d-none');
});
container.on('shown.bs.collapse', function() {
input.focus();
});
});
;
require(
[
'jquery',
],
function(
$
) {
var uniqid = "69fc9dc74eddc69fc9dc74d7f53";
var container = $('#searchinput-navbar-' + uniqid);
var opensearch = container.find('[data-action="opensearch"]');
var input = container.find('[data-region="input"]');
var submit = container.find('[data-action="submit"]');
submit.on('click', function(e) {
if (input.val() === '') {
e.preventDefault();
}
});
container.on('hidden.bs.collapse', function() {
opensearch.removeClass('d-none');
input.val('');
});
container.on('show.bs.collapse', function() {
opensearch.addClass('d-none');
});
container.on('shown.bs.collapse', function() {
input.focus();
});
});
;
require(['core/usermenu', 'theme_moove/accessibilitysettings'], function(UserMenu, AccessibilitySettings) {
UserMenu.init();
AccessibilitySettings.init();
});
;
require(['theme_boost/drawers']);
;
require(['theme_boost/drawers']);
;
require(['jquery', 'core/custom_interaction_events'], function($, CustomEvents) {
CustomEvents.define('#jump-to-activity', [CustomEvents.events.accessibleChange]);
$('#jump-to-activity').on(CustomEvents.events.accessibleChange, function() {
if ($(this).val()) {
$('#url_select_f69fc9dc74d7f54').submit();
}
});
});
;
require(['theme_boost/footer-popover'], function(FooterPopover) {
FooterPopover.init();
});
;
M.util.js_pending('theme_boost/loader');
require(['theme_boost/loader', 'theme_boost/drawer'], function(Loader, Drawer) {
Drawer.init();
M.util.js_complete('theme_boost/loader');
});
;
M.util.js_pending('core/notification'); require(['core/notification'], function(amd) {amd.init(699, []); M.util.js_complete('core/notification');});;
M.util.js_pending('core/log'); require(['core/log'], function(amd) {amd.setConfig({"level":"warn"}); M.util.js_complete('core/log');});;
M.util.js_pending('core/page_global'); require(['core/page_global'], function(amd) {amd.init(); M.util.js_complete('core/page_global');});;
M.util.js_pending('core/utility'); require(['core/utility'], function(amd) {M.util.js_complete('core/utility');});
M.util.js_complete("core/first");
});
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