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    <title>MaplePrimes - Maple 8 Posts and Questions</title>
    <link>http://www.mapleprimes.com/products/Maple/Maple 8</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Sun, 13 Sep 2026 21:09:00 GMT</lastBuildDate>
    <pubDate>Sun, 13 Sep 2026 21:09:00 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>Maple 8 Questions and Posts on MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Maple 8 Posts and Questions</title>
      <link>http://www.mapleprimes.com/products/Maple/Maple 8</link>
    </image>
    <item>
      <title>Buying Verified (Old &amp;amp; New) Gmail Accounts: When to Invest</title>
      <link>http://www.mapleprimes.com/posts/235644-Buying-Verified-Old-amp-New-Gmail?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;Meta Description:&lt;/b&gt; Learn how old and new verified Gmail accounts differ, what account age and verification mean, and how these concepts support informed digital account management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;img 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NEwyrxuGVh7EcGvjnpWzoPiXV/Dl15+l3rwcgumco/1U8H+fpVTwMX8LCGMafvI+sM0hNcb4H+IFl4vt/JkVbbU41y8G7hx6pnqPbqPfrXY5rhnTlB2Z6MJxmroy9Z8Q6RoEHm6pfRW4Iyqscs30Ucn8BXAah8btIhLCw0y6ucdDKwjB/wDQj+lWvG/wzuPFWvf2lBqaQq0YRo5ULbcf3SD0Pp659a8m8Z+EJ/B2pw2ctzHcCaISq6AjjJBBB9xXbQpUmld3Zx16taF2lZHXy/HHVWcmHSrNV7BmYn8wRVnT/jfcfaANS0mJoScM1u5Vl9wGyD9Mj615DS11ewp9jkWKqp3ufW+nahb6tpsF/aPvt51Do2McHsR2I6GrGa4X4RztL4EiViSIriRF9hkN/NjXc5rhnHlk0j2qMueCbAmkJoJpDQkbATgEnpXE638UvDukO0MMr30wOCLYAqD7seD+Ga7G4hS5t5YJM7JUZG2nBwRg4/OvBPG/w7fwnYRX6aj9qhkm8oqYtjKSCR/Ec8KfSt6UYt6nJiqlSEbwRtXXxsuy5+y6NAg7ebKzn9AtQxfGrUxIDNpdmyZ5VSyk/iSf5V5dRXUoRXQ8v63Vve59O+F/FFn4q0w3lqrRsjbJYWIJRsZ69wexrbNePfBWZlvtWg52vFG5HuCR/wCzGvYDUWsz2MNVdSmm9xTSGikq4xOgKSg0VqkIKSimSzR28LzTOscaKWdmOAoHJJPYVqkS3YcTWbqmv6ToyZ1G/gtzjIVmyxHqFGWP4CvLvF/xSuLmWSy0GRoLcEg3WMPJ9P7o9+v06V5rJNJcStJK7O7HLMzEkn1JqXUS2PPq45J2grnuF38W/DsDEQx3twezLGoX/wAeYH9KzH+M9jn93pE7D3mA/oa5Dwd4Cu/FAa6mmNtYKdvm7cl27hR/M/zr0JPhL4bSEIz3jv3cygH8guP0px9o9UZxniaiutEZ8fxl05iBLpdyo7lXU/4VsWHxR8M3rbZJ57Qnp58XB/FSwH44rgPGvw6k8OWx1Cxme4sQwDhwN8eeBnHBGeM4HUcVwVDqzg7Mzlia1N2kfU9pfWt/AJrO4iniP8UThh+Yqevl7TtUvtKu1ubG5kgmXoyHGfYjoR7HivZfBHxCj8QMun6iEh1HB2uvCy49B2b279vSuinXjJ2ejOili4zdpaM7s0UUV1pHU2BpKKK0SJYUhpSaQ1SQmwpKO9FWkS2Fbayf2ToSlci5vOQQeQv/AOo/r7VmWNt9rv4YcEqzDcAccDk/oDUus3Qu9TlYEbFOxcHIwP8A6+T+NYVF7Sah03ZhP3pKJQoopDXWlYpsK2fD2lPe3izOpEETBicfeYdB/U//AF6p6bpk+pXASJSIwfnkI4A/qfavQLS1js7ZIIhhEGB/ia4MbiVFckd2c1arZcq3LA4FLRRXjnEcX4o0jyZGv4V/dsf3gHZj3+h6fX61zVeqTQpPE0UgDIwIYHuDXnmtaU+l3ZUZML5MbY7eh9xXsYDE3Xs5PXodNKpdWZnHrSUUleqatl/Sb8WN3mRd1vKNkqHkFT3x3x/iO9R6nZrY3pjR98TKHjf1U9D7/X2qnWlK/wBt0RGOTLZsFJzx5bdPyIA/GuWcfZ1FNbPR/oZvR3M2kooNdgmyjq2q2ui6dLfXblYox0HVmPQAdya8o1T4o6zczH7AIrOHPHyB2I9ywI/IVvfFx5Rp2mxqT5RldmHbcAMfoTXkteLjcTNT5IuyRjKTvY6mL4h+J433HUt47hoUIP8A47Xc+EviIusXUen6lEkF1IcRypwkjf3SD90n64PtxXjtSwSvFcRyxEh0YMpHUEHIrmo4qpGS1uiU2j6ZNYOs+MdE0NmjubsSTrwYIfnYH0PZT9SK3hkgZGDXl1x8J7mW6kZdWj8ssSC0ZLcnvz1r2cROqop01djbJrz4uQrkWWlO3o80oH/joB/nWcfi1quflsLMD33n/wBmrhr+zew1C5s5CDJBK0bFehKkgke3FVq8aWMr3s2SeuaB8TodRvYrPUrQW7SuFWaNsrk8AMDyBnvk9e3WvQTXzGpKsCDg54NfS9pIZrSCU9XRWP4gGvSwGInVTU+gEtW9Mna11O1mBI2yLnA5Kk4I/LNVKfCwSZHOcKwY49jXdVjzQaYrmv4qdm1+YMSQqqFBPQYBwPxJrFrS167hvdXlngctGwUBsEZwAOh5rNrPCq1GKfYmT1CiiiukkKKKKQmFKKQc0tBDCloooAKKKBSJYoooooFc6kUUCivgWfRCigUCgVLAWlFJSioYBSikpRUsAFLSClqGIUUCgUCpYC0opKUVLA8b+Pn/AB66F/vzfySvEa9u+Pn/AB66F/vzfySvEa9bDfwkefW+Ni13/wAGv+SiWv8A1xl/9BNcBXf/AAa/5KJa/wDXGX/0E1db+G/Qmn8SPpUUtIKz9c1qz8P6RcalfSBIYVzjPLN2VfUk8CvBjFykkj0JNJanyh4ltUsfFOrWkQxFBeTRIB2VXIH6CsqrOoXb6hqF1ey/624laV8erEk/zqtX0K0SPNe4V9O/CC5luPhzYCXJ8p5Y1J7gMSPyzj8K+c9G0a+1/VYdO0+FpriU4A7AdyT2A7mvrHw1okPhzw7ZaTC25baPDNjG5icsfxYk1wZjOKpqPU3w6fNc1qKKa7pEjPI6qijJZjgD6mvEs3sdbHCnVjyeKvDsDbJtf0uNv7rXkan9WqzY61pWqOy2Gp2d2yjJFvOshA/4CTRKlUSu4uwuZdy+KWkFLWLGApRVe5vLWyQPd3UNuh6NK6qPzJrNPi/wyrFW8R6QCOoN7ECP/HqapVJbRbJckt2bdKKr2l5a38Ans7mG5iJwHhcOpP1BxVgVlKLi7MaYUopKUVLi+wrgKWkFLUOEuwXFFFAoqJJrcBaKKKXK3shXFpRSUorOSa3AR22qT6VTJzyetTTvyEH1NV69DC07Ru+prTWlwJpCaCagurmOztJrmZtsUKNI7eiqCSfyFdkVd2NNtTyP4zeNZLVB4asJSryKHvHU4IU/dj/Ecn2wO5rw6tDWdTn1nWLvUrk5luZWkPPTJ4A9gOB9Kz6+ho0lTgoo8qrNzk2OVSzBQMknAAr628NaNF4e8OWOmRqAYYlDkfxOeWP4kmvlzw3ALnxPpUBGRJeQoR9XA/rX1uTXJj5OyR14KKd2BNUtV0221jSrnTrxA8FwhRx3HoR7g4IPqKuE00158W4u6PQcU1ZnyJrGnT6Pq91p1wP3ttK0bHscHqPY9fxqhXpPxo0sWni+O9VcLewKxPqy/Kf0C/nXm1e7TlzRTPDqR5ZNFqxvbnTr2K8tJWiniYMjqcFSK+nfB/iaPxT4dg1BQqzj93PGv8Mg6/geCPY18sivTfgxrLWniSfS3b91exEqv/TRMsP/AB3d+QrLEU1KN+qOjCVXGdnsz3fNeG/G/wD5GHTv+vQ/+htXuBrw743f8jBp3/Xp/wCzNXLhl75343+Ezy2iiivSPFPf/g7/AMiQ3/X3J/6Ctd+TXAfB7/kSG/6+5P8A0Fa781wVF77PoMN/CQGmmjNU7zVLDT13Xt9b2w6gzSqufzNEY3N3JR3LZrzz4x/8ibB/1+p/6A9dVD4r8P3EmyLWrAsei+eoJ+mTzXJ/F+RJfBVs8bKyNeoQynIPyP3reEbM5sROMqTszwmiiiug8E9S+C3/ACFdTP8A0wX/ANCr2WvG/gt/yFNU/wCuC/8AoVex0ranu4H+EgpDQaK0SOsKQ0E0VpGIgrxv4qeLXub1tBs5CLeEg3JU/ffrtPsv8/pXqus6gulaLeX7YIt4WkAPdgOB+JwPxr5huJ5Lm4knlcvJIxZmPUknJNKo7Kx52OqtJQXUhqa3gkubmKGMZeRwqj1JOBUPet3wbEJvGGkoRkfa4zj6MD/Sskrux5cVeSR9EaXp8Ok6XbWFuoWOBAgwOuOpPuTkn61booNelGNkfQRSSSRT1W0TUNJvLRwCs0LIQfdSBXy4wwxr6ur5c1Szk07VLqzlUq8MrIwI9CRXPiY2szzcctUynUsE0lvNHNE7JIjBkYHBBByCKhpRXIjz1ofS/hnWP7c8OWWosAJJUxIB0DKSp+nIJ+hrWrk/hvaS2vgm080EGVmlUHspPH5gZ/Gusr2qV3BNnt05NwTYUGmSSpChaR1RR1ZiAB+NZz+I9DRira1pwI7G6QH+dac0VuwlOK3Zp0hqra6pYX5Is762uCOSIZVfH5E1aq4tPVC5k9goNEp8iIyzfu4x1Z/lUfiayZPE2hROFfWbAMe32hePrzxT54rdkOcVuzp9KkFtFeXeSHiiCocA4JOAazKsaNG+tRP/AGZcwTwuBvaOdWXAORnBJ6j0rctvCM7HNzOqKCPljGSR35OMfrXP7alTlKTerMXUhFttnOKrOwRVLMxwABkk1u6Z4YnucS3e6GPsn8R/w/nXTWGj2enjMMY3nq55J/GnX+saXpKq2o6lZ2YYcG4nWMH6biK5a2OlLSGiOepiG9EWLe2itYVihQIijAAqeuet/HPhS7kEcHiXSHkJwFF7Hk/QZ5reSRJEV42DIwyCpyCPrXnt31ZzN3H0UUUAJVe6tILyExTxq6HsR09x6H3qzUckiQxmSR1RBySxwB+NCbTugWhw2q+Gbq0ZpLZWmgzkBeWX6jv+FYBr0ObxV4ctsi41/SoiOokvI1x+ZrNl1/wPqkoDa7oc8hGBtvoi2PwbNelRzGUVaauaxqvqcdQGZQVDEAjDAHqM5wfxA/Kuwl8JWd2izWF4VRskEYkU/Qgj+ZrNbwfqQPDQH3DH/Cu6OOoz3dvUvnTMCkrRutC1K0jeWW2Plr1ZWVuPXAOcVC+lX8cBne2kEYXJJHQetdMa9OW0kK5zPinw/H4k0V7IuI5VYSQyEZCsPX2IJH4+1eJ6p4Z1jSJWju7GVVB4kVSyN9GHFfQ1FYYjCQqu7dmRJJnzNFazzybIoJJGz91FJP5Cu98G+Ab6bUINQ1WA29rCwkEUg+eRhyBt7DPXP0xzmvWzRWNLAQjJNu5FgooozXpvYdz528T/API06t/1+Tf+hmsqtXxP/wAjTq3/AF+Tf+hmsqvlavxskB1FfSmnf8gy0/64p/6CK+ax1FfSmnf8gy0/64p/6CK9HK/iYmWaKKK9pq6sTcv61cQXWrTTW7AwsFCkAgYCgdD9KoUUVFOChFRXQlu4UUUVoJhR1oNKOlIlsKKKWgTCiijrSJAUtFKKBNgKKWigR04ooFFfAs+jFFAoFAqWAtKKSlFQwClFJSipYAKWkFLUMQooFAoFSwFpRSUoqWB438fP+PXQv9+b+SV4jXt3x8/49dC/35v5JXiNethv4SPPrfGxa1NA1y98N6zBqtiyi4hJwHXKkEEEEehBNZddd8ONCs/EPjW0sdQQyWu15JIwSN21SQCRzjOM1rNpRbexnFNtJHQXXxy8SzRlIbXTrcn+JImZh/30xH6VxGt+JdZ8RTiXVtQmuWHKqxwq/RRgD8BX0jL8M/BsylW0G3AIx8rup/MMK53WPgf4fvImbTLi5sJsfKC3mp+Ib5v/AB6uKniKCeisbypVHu7nz7Gqu4VnWME4LNnA9zgE/kK9I8I/DjQNbaNrvxhYuT1tbU7ZG+hkCn/x01yfijwlqnhLUvseowqAwJimTJSVfUH27g8j8q5/pXY/fj7rsYr3Xqj7A0Dwzo/hmzNtpNlHAGxvf7zufVmPJ+nQdq1xXyj4d+IHiLw3LGbTUZZLdSM207F4yPQAn5fqpBr6A8D+PtO8aWZEYFtqEQzNas2SB/eU8ZX+R69s+NisLUj77d0ddOrF6LQj+JfiDWfDnhlbrRIN8zzCN5fL3+SpBOdvTOQBk5HPuK+bdW1vVtZuTJqd/c3MgPSVyQvsB0H0FfYtfNPxmiji+IlyUQKXhiZ8DGTtxk++AK3y6pF+5bXuRXi97nnuTU1tcz2lwlxbzPDNGwZHRirKfUEdKhpK9VpHLc+wfCGrvr3hLTNTmx5s8CmQgYBYfKx/MGvM/i34z8UaRq/9macZbKwMKv8AaIk+aQnOcP2APHGDx15rtPhTn/hWejZ/uyf+jXrsHRJY2jkRWRlKsrDIYHqCPSvnIzjRxErxurnc05QWp8XXF1cXc7TXE8k0rfeeRyzH6k1BmpJgFmkUdAxA/Oo6+iVraHEzr/hv4gutB8a6a0MzLBczpbzpnhlYhcke2cj6V9XivjLQCR4h00jr9qj/APQhX2aK8PN4pSjJbnTQd00fNnxK8KeKdH1m+1i5mnutPmnZluY5CQgJyqsM5XGQPTsDXnn267/5+Zv++z/jX2hc20F7ay21zEssEylHRxlWUjBBr5G8Y+HpfC3im90qTJjifMLH+KM8qfyPPuDXXl+KVePJJK6M6sHF3Rkfb7v/AJ+Zv++zR9vuv+fmb/vs1Wpa9Hlj2Mrs98+Cfh3X7ZpNdvp5I9NuYCsMLuSZSWBD7ewGDg9Tn0PPstcH8IvECa54EtImYfaNPAtJFH90AbDj024H1U13lfIZjKUq75lax2U0lFWPKvjN4a17VbKDU9MuHe0somM9qjlW65LgdG469wBxnmvnz7dedPtM3/fZr6x+IWvR+HPBOo3hI814zBAp/idhtH5DLfRTXhXwd8Lr4h8YrdXMW+y05RPIGGVZ84RT+OW+imvXy6ty4VzqLRbGFRXlZdT0D4M+FvEmlST6tqsksFlc24WK2lclnJKkOV/hwAQM88+nX10sFUk9qWq075O0dB1rw6tR4uvzWsdNOFtCNiSST1NNJoJppNdsYpKyOtICa5T4k3bWXw81mVGwWhEXHo7Kp/RjXVE1xXxYBPw01XHYwk/9/Urow6vUj6k1dIM+YqKKK+gPHNjwq/l+L9GkPRb6BvykWvrMnmvj2yuGtb2C4UZMUiuPqCD/AEr7AR1kRZFOVYBlPqDXn45bM9HAvRocT+dIaDTSa4Ej0Ejyr45WXmaLpd9j/VTtET/vLn/2SvDa+jfi3AJ/h9dvjPkyxOPb5gv/ALNXzlXr4V3pnk4xWqBW94MuzZeM9InVtoF3GrH/AGWYKf0JrBq/omf7dsNv3vtEePruFbyWjOeDtJH1ka8P+N//ACMOnf8AXp/7Ma9vJrw/42/8jBp3/Xr/AOzGuDDq0z18Z/BPLqKKK9A8U9++D/8AyJLf9fb/AMlrvicDJ4ArgPg//wAiQ3/X3J/6CtSfFXxA+jeGBawOVuL9jEGBwQgGWI/NV+jGuSUbzse7SmoUFJ9Ect44+KM8s8mm+H5vKhTKyXan5nPfYew9+p7Y7+WzTS3ErSSyNJI5yzMxJJ9STURNC9RXSopLQ8ipVlUlds7zSfhZr2qaTHfpJaQrMgeKOZmDMp5BOFIGR05/KuQvEvbCSfTblpY/KlIkhLHaHGRnHTPXmvp/SmRtGsmTG1reMrj02ivFvi9pgtPFUd4i4W8gVyfVl+U/oF/OlF3ep1V8MoU1KJ53RRRVnnnqfwW/5COq/wDXFP8A0I17ETXj3wW/5CGq/wDXFP8A0I17DVRR7mC/hIKQmlNJWsYnWFJRSGtYxEcb8UbhoPA1yoOPOkjjP03bv/Za8Ar3r4qoX8ESt/dnjJ/Mj+teC1z1fiPGxv8AE+QldD4JYJ4z0knvcoPzOK5+tHQrn7Hr+n3J6RXEbn8GBqYu0kckHaSPp80lFBr1Io9++gGuM8YfD+08SyfbIJBbX4XDPtysgHTcPXtu9Ox4x2VFOUYyVpGVRQmrSPDpfhN4iichGtJR6rKQP1Arb0D4SOlys+uXMbRqc+RASd3sWIGB7D8xXqtFRHDU07nOsNSTuNREjjVI0VUUBVVRgADoAK8j8cePNct9Zu9KtD9ihhfZuVf3jjHXcegPUYxx3r16mGNGcOUUsOjFRkfjW1Sm5xtF2NKkXONoux8vXV7dXku+5uJZn/vSOWP5mq+T6muv+JcaR+Ob3YqrlYyQBjJKDJ+tcfXkTTUmm9jyZpqTTLFpdz2N1Hc20rxzRsCrqcEGvZ9U+I8OleHNOuoljm1S6gWUREZVDjlmHpuBwO9eIV1/gnwlJ4q1BmuHdbG3C+a4PJ9FUn2H4D8K2oTndxj1Lpykvdj1M3xD4u1zxTdefrGpTXOD8kedsaf7qjAH1xn1rCyfU17H4x8A6LbeGbm70208i4tlEmQ7NuAPzA5J7ZOfavHDwaitSlSdmKpCUHZk9tdXFncJcWs8kEyHKyROVZT6gjkV9G/CT4tHVtPn0zxLdf6ZZx+Yl2w/1sQwDvx/EvHzdweeQSfmqp4J5YC4ikZPMUo2DjKnqD7Gsla+pCPZPiP8br7U7mXS/CtxJZ2Ckq96vyyz/wC6eqL6Ecn26V41PPLczNLPK8sjHLO7FmJ9yeTXr/hT4a6fBYxXeuW5ubmQBzbszKsYPODtIJOOvP8ALNcV8Q9BtNB8RiOwhaK0miWVIixYIeQQCeSMjIySQDjJxmt6mGnCKm1oU6bSuzj66nwd471vwXqMdzp107W4YedZuxMUq9wR2Pow5H6HlqK5yD7u0PVrbXtEstVsm3W93CsqZ6gEdD7g5B9wa0a8x+A101x8LrWNmJFvczRLnsN27H/jxr06gDwH4j/HK7tdSudF8K+XH5DNFNfuoclhwRGp4wDkbiDnsOhPiGq67q2uTedqupXV45OczylgPoCcD8K63xh8K/FPh7V7oJpt3f2RkJiuraNpQ6k5BYLkqfXPfpnrWdoHw28V+Ir1Le20e6hjJG64uY2ijQHuWIGfoMn2oA3PA3wc1rxppS6r9qgsLB2KxSSgu0mCQSqjsCCMkjkGsvx78ONV8BT2/wBskiurS5yIbmHIXcOqsD909+4I6Hg4+jk1W38O6JZ6FpGGFlAsHnY4+UAZA7knJJ6Z9a8y+KjS3/hGa4uHaR4pkcMxzgk7ePT71dUcJOUHUeiRXK7XPFLHVNQ0uYS6ffXNpLnO+CVozn6givTfDXx08SafGllq9x9st8gC5KAzIPr0YfUZ9+1eTUVzJ2ZJ9Rx6xLqdnHMl9LcW0yhlJkYqw6jg0y81CSGwkknnla3hQuV3FgFUZ4H0rzP4Uay7pdaPISVRfPhz/CMgMPpkqfzr0sruBDAFSMEHnNfR4fkqUlKKS/zNU7o8d1n4nareOyaaq2UHQEAM5HuSMD8B+Ncpd69q1+T9q1K6lB/heViPyzivdv8AhFtAwy/2NY4YEH9wufwOOPwr58nUJPIg6BiBXmYyNWm05O9zN36jNzZzk11vgzxRf6brdpbPdSPZTSLE8TsSo3HGRnoQSDxXIVa08kajbHuJVP6iuSjUlGaaYj6VpOtHWivqN4jbPnfxP/yNOrf9fk3/AKGayq1fE/8AyNOrf9fk3/oZrKr5ar8b9RAOor6U07/kGWv/AFxT/wBBFfNY6ivpTTf+QXaf9cU/9BFejlfxMllmiiivbIbCiiigGFBooA5pEMUUUUtAmFFFFIQUtIKUUEtgKWiloEFFAFFIk6cUUCivgmfSiigUCgVLAWlFJSioYBSikpRUsAFLSClqGIUUCgUCpYC0opKUVLA8b+Pn/HroX+/N/JK8Rr274+f8euhf7838krxGvWw38JHn1vjYtd/8Gv8Akolr/wBcZf8A0E1wFd/8Gv8Akolr/wBcZf8A0E1db+G/Qmn8SPpUUtIKWvnmeicb8T9Di1rwJqG5QZ7NDdQseoKjLfmu4fl6V8uV9e+LJ0tvB2tTSEBVspvvdCSjAD8SQPxr5CPWvXwEm6bTOPEJcyYVreHNbuPDuv2eqWzEPbyBiAcbl6Mp9iMj8ayaVQSwAHOa7Wk1ZmCdnofakUqTwxzRtujdQyn1BGQa+bvjV/yUOX/r3i/ka+htGt5LTQ9PtpsiSG2jjfP95VAP6ivnn41f8lCm/wCveL+Rrx8ArVpJHVW+E86ooor2TkPqr4VjHw00b/ck/wDRrV2Vcd8LP+Sa6Lj/AJ5v/wCjGrrZ547a3luJWCxxKXdj2UDJP5V8tX1rv1O+PwI+K5jmeQ+rH+dR05zudj6kmkr6laI4GaXh4Z8SaYPW7i/9CFfZgr408ODPifSh63kI/wDHxX2WK8POPsnTh+oV5L8c/DH27Q7fX7dMz2R8qfA5aJjwf+Asf/HjXrVQXlnBqFjPZXKCSCeNopFP8SsMEfrXl4Ws6NVTNpx5o2PiiitbxLok3h3xFfaTPktbSlQxGNy9Vb8QQfxrJr7CLTSa6nC1Y9J+C/iT+xvGa2Ez4tdTUQsCeBIOUP55X/gVfTFfEcE8ltPHPC5SWNgysOCCDkEV9cWHi+0n+H8XiqYgQi0M0qqcfOowyj33AqPwrwc3wrlKM4rfQ3oy0aZ5B8dvEn27XrbQYHzFYp5kwB4MrgED8Fx/30a9M+E/hr/hHfBFsZU23d9i5myOQGHyj8Fxx2JNeGeDdKuPH3xGRr0GRJZ2u7w9toO4j2BJC+2a+qSyouegHQCs8xl7GjDDQ36jprmk5CSvsXjqelVCaV2LMWNRk1y0aXJHzO+EbIUmkJoJppNbpGqQprm/Hdm1/wCBdZgUZP2ZpAPUr83/ALLXRE1G6LIjI6hlYFWU9CD1Fa03yyTFKN4tHxqetFbfivRH8O+JL7TGB2wyHyyf4kPKn8iPxzWHXvpppNHiSTTsxR1FfWHhO9GoeEdJut25ntI95/2goDfqDXyf3r6C+DerC98GvYs2ZLGZl2+iN8wP5lh+Fc2MjzQv2OvBStO3c9FJpCaCaQmvMSPXSOT+Jihvh5q4PTYh/KRTXzNX0h8VLgQfD3UVJwZWjjX3PmKT+gNfN9ephFaB5OO/iL0ErofBFm19410eADI+1JIR7Kdx/QGuer1b4L6EZtRu9blX93br5MJI6u3Uj6Lx/wACrapK0WznoQc6iSPaya8P+Nn/ACMOnf8AXr/7Ma9urxH42f8AIwad/wBev/sxrkoL3z1sav3J5dRRRXceIe+/B/8A5Elv+vt//QVrj/jTcO3iOwtyfkjtA4HuzMD/AOgiuv8AhB/yJLf9fb/yWuR+NMLL4isLjna9psB91dif/QhWMV77PVq3+qr5HmNKOtJRWx5R9NeCrsXvgvSJgc4tljJ91+U/qtch8Z7LzdE0++AyYZ2iJ9mGf/ZRV34RXv2jwe9uW+a2uWUD0VgGH6lq0PiZbfafAd+cZMRSRfwYA/oTUpHtv38N8j53oooqjxD1T4Lf8f8Aqv8A1yT/ANCNew5rx/4L/wDH7qv/AFzj/m1ev1rBaHuYL+EgpDRSGt4xOoKKKK0SJZz/AI4sTqHgvVIVGWEPmAd/kIbj/vmvm88HFfVzqroyMoYMMEHoRXzX4q0STw/4hurBwdiNmJj/ABIeVP5cH3BrCvG1meZjoaqRiUA4YGkormPOPqDQ9QGqaDYXu4EzQKzH/awNw/PNX683+Emurc6TNo0rfvbZjLED3QnkD6Mf/HhXpFetRlzQTPboz54JnlHjTwR4ju9Wu9Ts7j7XC5LrEJCHVf7oU8HHbB59K8xa6ulJUzSgjg5Y8V9S181eLQq+LtXVAAovJeB/vGuXE0+TVPc4cVTUHzJ7mb9suf8AnvJ/32aPtlz/AM9pP++zUFKOorl5n3OTmfc9V+GOg6yLyPWp5pIrEowCs5JnyCB8voDzk+gx616qapaMqpoenoihQttGAB0A2irte3QpqEEj1aUeSCR4L8Tv+R4vP9yL/wBAWuOrsfid/wAjxef7kX/oC1x1ePW/iP1PMq/Gwr6A+HVnHaeCrEooDTbpXP8AeYkgfoFH4V8/19EeBf8AkSdK/wCuR/8AQjXVgEnUfoaYb4iz4r/5FLVv+vST+Rr5uPU19I+K/wDkU9W/69JP5Gvm49TVZh8SHifiCt/wXaR3vjDTIJQGQzBiD0O0FsfpWBXT/D4E+ONNwM/M3/oDVx0leaT7mEfiR7+a8h+L4/4nGnn/AKdz/wChGvXq8h+L5/4nGn/9e5/9CNezjV+5Oqt8B5tRRRXgnGfVP7Pf/JNG/wCv+X+S16tXlP7Pf/JNG/6/5f5LVP45+P7vw1YW+haVcNBfX8bSTTIcNFFnaNp7FiCMjkBT3IIAOk8YfFzwx4Qke1luGvdQQ4a1tcMVPozHhfpnPtXkmvftC6xqUckGnaTaWUDcEyu0rkfUbQM+mPxrxtiWJJJJPJJ702mtHdAdufif4jd/lNuM9AIc/wBah1jx3rOraPNpl/b24SXad6xlWGGB9cdvSu5+G2gW1noEWqPErXlzkh2GSigkBR6Zxk+ufarXxHVT4Ku2ZQWVo9pIyQd46enFer7Gq6Lm5dNi7O12zwuiiivJIO0+GLMvjCMA/ehcH6Yz/QV7ZXiXwwH/ABWMftC/8q9sr38u/g/MpbBXzNc/8fUv++386+ma+Zrn/j6l/wB9v51hmnQTIas6f/yEbb/rqv8AMVWqzp//ACEbb/rqv8xXlQ+JCPpakoor6tfCJs+d/E//ACNOrf8AX5N/6Gayq1fE/wDyNOrf9fk3/oZrKr5ar8bGA619Kab/AMgu0/64p/6CK+ax1FfSmnf8gy0/64p/IV6OV/EyZFmiiivbICiijqaRLDqaWiigliiiiigQUCgUtIlhS0CigTFoopaQgooFFIR0wooFFfBs+lFFAoFAqWAtKKSlFQwClFJSipYAKWkFLUMQooFAoFSwFpRSVna/qy6FoN7qjQtMLaIyeWpwWPYZ7D1PYVKTk7ITdtTy34+kfZ9BXIyWnOPwSvEa6PxZ4s1Hxfqf2zUCirGuyGGMELGM54zySe5P+Arnea9mjBwgkzzqj5pNhXf/AAb/AOSiWv8A1xl/9BNcBWho+r3ug6rDqWny+VdQklGxkcjBBB6ggkU6i5ouPcUXZpn2IKCQqkkgADJJ7V82n4z+MCCBPaAnuLdciuf1nxv4l8QRGLUtWnlhPWJcRofqqgA/jXmxwEm/eZ1PELoj0f4tfESzvLB/DujzrOrsDdzxnK4U5CKe/IBJHHGOcnHi1WrXT7y/k2WlpPcP/dhjLH8gK6rSfhX4u1Z0xpbWkR6yXh8oL9VPzfkK74KFGNr2OeTlN3scX3r0v4V+ArjXtYg1i9hZNLtXDqW489weFX1AI5PTjHfjt/DXwS0vTpI7jW7k6jKOfJRSkQPv/E36D1FepQxRwQpFDGscSKFREUKqgdAAOgrjxOOjyuNPfua06LvdklfOHxvgeLx8HKkCW0jYH1wWX/2Wvo+vOPi34IuPE+lQ3+mx+ZqFkGHlD70sZ5IHqwPIHfJ74riwNWMKvvdTWtFuOh820VLLFJDI0cqMjoSrKwIII6gg9DUVe+cJ7t8JviJo1j4aTQ9XvEs5rZ2MLy8I6MS2M9AQzNwe2Md8N+JvxT0650efQ/D9x9okuV2XF0oIVUPVQT94noT0AJ79PDlUkgKCSTgY71618OfhPd6jdw6t4gt2t7GNg8drKuHnI5G4Hov15P05rhq4ehTm6035/M2jObXKjyOiuw+IHg288JeIbhDA39nzSM9rMFO1lJztz/eXoR7Z6GuPrshOM4pxejMmmnZmr4bYDxTpLHoLyE/+PivskV8SxSvDKksZKujBlYdQRyDXt/gz4h+NPGXiPTrOGC2is4HVr6WKDhkHXcWJ2k44C4Ofbp52Z4aVWKkna1zajJLQ9rpRSUor5lnWeJ/Hnw0Gis/EcCcqRbXOB25KMf1GfdRXhlfZfiLRovEPh2/0mbAW5hZAxH3W6q34MAfwr47ureWzu5rWdSksTmN1PUMDgj8xX02V1/aUeV7o460bO5BXTL4vu4/h+3hUbvKe8+0F8/wYHyfTcN31FcyK1vDWiS+IvEdjpUJINxKFZh/Co5ZvwUE/hXozStd9DJXvZHvHwQ8NjSfC0us3CYuNRbKEjkRKSB+bZPuNtekSyF2/2R0FQxRRWlpBaW6CO3gRYo0H8KqMAfkKUmvmql6lV1JdT06NLlSuKTSE0E00mqSOlICaQmgmmk1SQ0gJoJoJphNUkUkeefFPwS3iLTl1Owj3alaKQUUcyx9So9SCSR65I7ivnogqcEYNfY5Nee+NvhfY+I3e/wBOKWeoty2R+7mPqwHQ+4/EHrXo4bEcq5ZbHFiMM5PmjufPVdn8NPFCeGvFCm5fZZXY8mcnovPysfoevsTWNrnhPWvDshXUdPliQHAlxujb6MOPw61i8+ld0kpxt0ZwRcqck7ao+w9wxkHIPOaTOa+fPDPxV1fw/ax2dzGmoWcYARJH2uq/3Q2Dx9QfbitTVfjZqN1btHpumxWUjDHmvJ5rL7gbVGfqDXB9VknZbHqRxtPlu9y98adfhkWz0GGUNJG3nzgH7pxhVPvgk4+nrXjlWZ57i/unnneSaeVizMxLMzH+Zrr/AA98MNe1tkkngNhanBMtwpBI/wBlep/HA967YqNONmzz581ebaRzuhaHeeINVh0+yiLSSdT2Qd2Y9gP/AK3U19L6Fo1t4f0a20y1HyQrgsRgux5JPuT/AIVB4c8Mab4Xsfs1hD8xx5szcvIfVj6egHArXzXNVqc7stj08LhvZq73AmvEvjXj/hIdPGefsn/szV6p4o19PDWhTam8LTlCqrGDjJY4GT2HvXzp4i8QXviXV5NQvSN7AKqLwqKOgHtyfzq6MXe5GOqrl5Opj0UYPpRg+ldR49j3r4QEf8IU+Ov2t/5LTPi3ojaj4biv4lzJYOWYDr5bYB/IhT9M1534F8cXHhW4eBoDcWM7AvFnDK3TcvvjqO+B0r6BljSeF4pVV43UqyMMhlIwQR6Vla0rnsULVqPJ2Pkuiu58ceALvw9dSXdlE8+lsSVdQSYR/db2HZuh+tcOR7Vqjy6lOVN2aPUPg1qaxalf6a5x58ayoD/eUkED8Gz/AMBr0bxqFPgvVw/T7Mx/HHH6187aVqdzo+pQ39m+yeBtytjI9CCPQgkH611uu/ETWvFFgNKSzijWYqHWBWZpSDkAcnAyBwOeOtM7KOJSouD3OEPU0lWLm2ns7h4LmGSKZDhkdSCD6EGoKRwNWPU/guwF9qqk8mKMj8z/AI16/XzV4Z8TXvhfUWvLNY5C6GN0kBKsuQexBzkda9o8Capr2s2NzqOsBUhmZTaosYXAwdxHcqeMEk9DW9JrY9XBVVyqHU6w0UUV0pHe2FJRQauKJuBrjfiB4R/4STTBcWiD+0bYEx9vMXqVz69x7/WuxoNVKCkrMzqQU4tM+VJYpIZWjkUo6kqQwwQR1BFRkV794t+H9j4kLXUBW11DHMoXKyezD1/2hz9eK8h1rwfreguxvLGQwr/y2jG6Mj13Dp+ODXBUoyg/I8erh5QfkUNF1e50PVYNQtW2yxNnB6MO4PsRxX0H4e8T6b4lsxNZzKJQoMsDH54z7juPccH9K+bMEHpU1tdT2c6zW8skUqnKvGxUg+xFOlWlTfkFGvKm7dD6lZlRWdmCqoySTgAetfMWs3S32t314vSeeSQf8CYn+taE/jLxDdWUlnNqtw8Mg2urEZI9CcZx+NYao0jBVBJJwABkmqr1vaWSRVet7S1kMpV5YVtx+EPEM8Xmpo95sIyP3RGR7A8ms66028sJvKvLWa3k67JYyp/IiseSS1aMOWS1aPpTSP8AkC2P/XvH/wCgirlVNLVk0myR1KstugYHqDtFY3jLxSfC2lxzpb+fPMxSMMcKpxnLd/w7+or3eZQp3Z6jkowuzyn4nEHxze47LHn/AL4WuO7Vd1LULnVdQmvrp980zbmOMD6AegHFUsH0rw6j5pNrqeXJ3k2HevofwMQfBOl85/dH/wBCavnjBr0X4eeMp7Ce20KeEzW08oSJgcNEzH9Vyc+2SfaunBTUKmvU0oSUZanpfiv/AJFPVv8Ar0k/ka+cD1r6dv7RL/Trqzc4WeJoifQMpGf1r5u1LTbrS7+Wzu4mjmjYgqR19x6g9jW2YRd01sXiE7plGux+F9xFa/EbR5ZlDReY6up6FWjZT9evSuPx7VYsruaxvYbq3cpNC4dGHYg5FefHSSuc63Pq/V9N+xsJ4GV7SU5iZTnHfBrw74vf8hqw/wCvc/8AoRr1X4a+OY/Emky2+o24jiDeW4JyoYgHKnqAfTscHPU1yfxn8IXsVtbajDE80VuWV3RSQUbkH8CDke+enNehUquVJwlv0fdG0pXjY8PopcH0owfSvNszA+pv2enVvhtKAcldQlDex2of5EV5X8f0mX4muZM7Gs4jFn+7yOP+BBqzvhl8TbvwBdzQPam70y6ZWlhVsMrDjch6ZxwQeuByMV7B8cPAzeJNEg1uwUf2jYjaYyMNNExHyj3UnIHu3fFCTvYD5doqWSKSGRo5EZHU4KsMEH3FRUNNbge6fDvVoNQ8K21sjr9otQY5EzyBk7Tj0Ixz6g1nfFPVYYNDi01XBuLiRWZAeVRcnJ/HGPx9K8ktnuEmH2Z5FlPA8skE57DFem+G/hhcX2i3eo667W0lxCy2qyAlg+MhiOucgA+gJyc4FeksTOdL2aXlcq7aseVUVd1LTbvSr2S0vYWimQ4IYdfcHuD61SrzpRcXZknafDE48YR+8L/yr2uvnHRtWudE1WHULXaZYicKwypBBBBHpg1614K13XfEN3c3t9HHFpoTbEqR7QXyOVJ5OBnPOMkV6+X10o8ltRpnaV8zXJBuZSOm4/zr1rx741uNIlfSbGLbM8YL3Dfwhuyj1x37eleQc1lmNVTkoroDYlWbDjULYnp5q/zFV8UDINebHRpiPp2iuJ8BeMJ9dRtPvISbm3iDGdTxIoIX5h2bkfXnpUvjjxjL4cWK1tIA1zOhYSP91BnGcdz+n1r6VYiHsefoSeUeJufFWrY/5/Jv/QzWTUsjvNI0kjFnclmJ6knkmo8V85N80m+5QDqK+k9OwdLtCOR5Kf8AoIr5sr1b4eeL57xoNCu4i5SMiGdTyFUcKw9hwD9PrXfl1RQm0+pMkej0UUGvdMmwpRQBRQSwpaKBQIBRRSikJhSikFLQJsWiigUiQFLRS0EthRS0UhHSCigUV8Gz6cUUCgUCpYC0opKUVDAKUUlKKlgApaQUtQxCigUCgVLAWkZFdCjqGVgQykZBB7GlpRUsGZZ8NaETzommn62if/E0n/CL+Hz10LTD/wBucf8A8TWrSik5y7k8q7GQfCnh0nnQNLP/AG5x/wDxNIfCXhtuvh7ST9bKP/4mtilpe1muouSPYyE8KeHIzlPD+lKfVbOMf+y1aj0XSoceXplmn+7bqP5CrwpaiVSb3Y+VdhqIkaBI0VVHRVGAKdRRWUm2FhaUUlKKhjFoooqWIx9X8J6Br7btT0q2uJMY8xl2vj/eGG/Wufb4QeCWcMNJdR/dF1Lj/wBCzXcCnVccTVirKTIcIvdGDo/gvw3oUiyabo9rDKv3ZSpd1+jMSw/Ot+kFLWU6k5u8ncpJLYhu7O21C1e2vLaK4gcYaKVQyt9Qa465+Efgq5lMh0gxE9RFPIB+W7A/Cu3FKKUK9SnpGTRMop7o4m2+Efgq3YONG81gcjzbiRh+W7B/EV19jYWem2y21jbRW0C/djhQKo/AVYpRSqV6lTSUmwUYrZHCePPibY+C3SzSA3mpSJv8oNtWNT0LHnr2AH5cV5/a/tAamLkG70WzkgzysLsjfmdw/SuN+KPn/wDCyNa8/O7zRtz/AHdo2/piuOr38PgKHsk2rto5ZVZc2h9jeGfE2m+LNITUdNclM7XjcYaJscgj15Hsa+ffjLog0nx9PcRLtiv41uQAOAxyrfiWUt/wKuv/AGfblRHrtqX+fMMiqT1HzAkfp+Ypf2g4YzBoVwMeYrTRn1IIU/pj9a5MND6vjXTjs/8Ahy5Pnp3Z4Xmvbfgb4c2R3niKdPvZtrbI7cF2H6DPs1eRaLpVzrmsWumWaFp7iQIvHA9SfYDJPsK+s9G0u20PRrTS7QYhtowgJ6se5PuTkn3Nd+Nq8sOVbseGp80uZ7Ivk0hNBNMJrx0j00hTTSfSgmkJqkhpATSZoJppNUkUkBNBNBNNNUkNICaQmgmmk1SRSQjBXVlYBlYYIIyCKwbzwX4ZvmLT6JZbj1ZIwhP1K4rezSE1rGUo7MThGW6ONk+Fng9+RpbJ/u3En9Wp8Pwz8IQMGXR1Y/7c0jfoWxXXE001qqs+4lQp9kZ9hoWk6UQ1hplpbsBjdFCoY/VsZNXyaCaQmjV7msYKOyAmkNBNIatIoiuIIbqB4LmGOWFxh45EDKw9CDwazD4X8Pf9AHS//AOP/wCJrXJpDWkbomUIy1kjJPhfw9/0AdM/8BI//iaT/hF/D/8A0AtM/wDASP8A+JrWpCa1VyfZQ7GZF4d0OCVZYdG06ORTuVktUVgfUEDitKg0GtEiowjH4UIeQQeRXNap4B8NarIZJtNjikPJaAmMn6heD9cV0tJWsYilCEtJK5xUfwr8LI4Y207gfwtO2D+WDXRaX4e0jRFI06wgt2IwXC5Yj0LHJP51p0lXGKIVGEdUjM1Xw/pGtqP7SsIbhl4VmXDAegYYOPxrCf4Y+FGbI051Hos74/Vq680laqCe4pUYN3aRgWHgjw3pkolttJhEg5DSFpCD6jcTg1vjpRRWsYJbDjCMfhVgpKU0hrRIbYGkooNaJEtiGiiirSBsKSiirSIZkXvhbQdQYtdaVau55LLGFY/UrgmsqT4beFXyRppX/dnk/q1dYaSl7GD3RlKnB7o5SL4b+FomydOL+m6dyP0atqw0LSdLbdY6dbQPjG5Ixux/vda0DRVxowWyBU4LZBTXRJFAkRWAIIDDOCO9OoJrRRQOwGq91aW19D5N3bxXEWQ2yZAy59cHips0VfKmrMl6mX/wjeg/9AXTv/ARP/iaQ+G9C/6Aum/+Aif/ABNahopeyh2IcI9jL/4RvQf+gLpv/gIn/wATUtvoulWcyzWumWUEq/deKBVYfQgZq8aKapQTukTyxXQDVa6sLO+ULd2kFwo6CaNWA/MVYpDWjinowepmHw1oX/QE03/wFT/Ck/4RvQv+gJpv/gKn+FalIetT7KHZGbjHsQ21rbWUPk2tvFbxA52RIFXPrgcVt2Gs+VAbO9Tz7Jht2nqvuD/ntjFZRpKVShCpGzRLSYmqeEtFZmu4NOsLu2Zv9YbdGZSezZGR9fpWZ/wjehf9AXTv/AVP8K1FZlJKsVJBBIOODwRTamlQUVaVmTyom8L6FocPiG2ZdF00Md21jaJuQgZBU44OR19zXV+NZmWC1gH3XZmP1AAH/oRrmNNuDa6nbT5ChZF3E/3ScH9Ca2/Gc5e8toeMJGW9/mOP/Za46lFLFxstDJrU4bU/D2kawS1/YQzPjG8ja2PTcMH9ax4/hh4ekdnSxuHVBudRKxAHqccgfjXXRMkcoZ4xIo6qSQD+I5qe51GWaHyI0SC3yD5UQwDjoSepP1NdlSkpSVop+bBpGDp3h/SNIIaw0+CFhxvC7m/76OT+taZJIAJOB0FFIa6IwjFWSEVNQ0qw1WIR39pFcKOm9QSv0PUfhWDJ8O/DDnI09k/3Z3/q1dTRUSowk7tJks5208DeG7Nw8emRsw5BldpB+TEj9K6BVVFCqoCqMAAYAFOpOtVCnCGysIqXWl6fqDiS9sLW4ZRtVpoVcgegyKr/APCOaH/0BdO/8BU/wrTNFDpxbu0SzM/4RvQ/+gLp3/gKn+FH/COaH/0BdO/8BU/wrToo9jDshMrWmnWOnhhZWdvbhvveTEqbvrgDNF3p9jfhRe2dvcBeVE0Svt+mQcVZoquSNuW2hNzM/wCEc0P/AKAunf8AgKn+FJ/wjehf9AXTv/AVP8K1KKj2MOyFczP+Ec0P/oC6d/4Cp/hVi10vTrBy9nYWtu5GGaGFUJHoSAKt0U1TgndITYUAUClrQhhS0UUAFFFApEi0UUtAmwpRRQKCQpaKUUiWFFLRSEwFFFFIR0gooFFfCM+oFFAoFAqWAtKKSlFQwClFJSipYAKWkFLUMQooFAoFSwFpRSUoqWAUopKUVDEFLSUtSwFFLSClqGAUUUVDAWlFJSipYC0UUVLEAp1NFOqGAClpBS1DABSikFKKliFpRSUhZV6mlZt6Alc81+Kfw3k8VxpqulBBqsK7XjYhROo6DPQMO2eo4J4FfPF/p17pd29rfWs1tOn3o5UKsPwNfZplP8IxVS7s7S/UJeWsNyo6LNGrj8iK9jB42dOPLNXS2M5Ybmd9j5M8OeItR8LavHqWmyBJlBVlYZWRT1Vh3BwPyBHIra1zXPEnxN1e3RLIzNCu2K3tUbbHnGWJJOM4GSTjgV9B/wDCHeGfN8z/AIR7S93/AF6Jj8sYrUt7W3s4RFa28MEY6JEgVR+Arqljad+ZLUawsrWb0OI+HXw8j8I2xvb1ll1aZNrFeVhXrtU9z0yfbA45PeE0ZppNcNSpKpLmkdcIKCshSaaTQTSE1KRokBNITQTTSapIpICaDSE0hNUkNICaQmgmkJqkikgJppNBNITVpDQGkJoJppq0ikhSaTNITSE1aQwJpDRSE1okMDSGg0hrSMQA0lFITWkYjA0UZpK1UQAmkopP5VrGIgoNFJWkYiCkJopK1jEQGiiitUibhSUtJVxQmwpKKTNaJEtgaKKKtITYUlFFaJCuFBopKpITYUhNBNFUkS2FFFBq0iWwNNNKaSmkS2FJS5pKpITYUE0E0lUQ2FJ1oNBppEtgaSigmmS2FJRSUyWwpKDQaZLYmaKKKZDYqruZVBA3HGWOAPrWjr1kbHUBGZmmLRKct1H8OP8Ax2syllkeV9zszHAGWOTgDA/SsJQk6iknorksaTRRRW5LYUUUlBLYUUUGmJsOtJS0lBLYUUUUyWwooooJCiiigTCiiikJhR1opaCWwpaSloEFFFFIkBS0UtAmApRSUtAh8cLzEiNSxVSzAdgOpppUjqCM8jNT2NyLK7S4KFyhyq7to3ds46j2qTUL0ahMs7IVmIAkIbKtgAAgdvpWDnNTtbTuJ2sVBS0UtaksKBQKWkSAopaKBXOiFFAor4Rn1IooFAoFSwFpRSUoqGAUopKUVLABS0gpahiFFAoFAqWAtKKSlFSwClFJSioYgpaSlqWAopaQUtQwCiiioYC0ooAJ4AzTxG3fAqWIbRUgjA6k0bFqWBGKdS7RQQBS5Wx2EFLSUhNHJcOUdkCkL46U0mmk01TXUpRQpYnvTSaCaQmrUUti0rATTSaCaQmrSKSFJppNBNNJppFJCk00mg001aRSQppCaCaaTTSKSAmkNGaQ1SQ0gNITQTTSapIpIU00mgmkJq0gA0hNBNIatIpATTaDSE1aQwJpDS00mrSGGaQ0GkrWMRhSGg0hq4xADQaDSVrGIgpKKQ1rGIAeaM0Gk71rGIgpDSmmmtYxEw6UUUVokJsKDQaStIxJbCkooNaJE3ENFFFWkJsDSUUVokTcKDQaSqSE2FIaM0VSRLYCiijNWkJsKbQaKaRLYUhozRVJCbCgmjNJTIbCkPNBoqhNhSUdaDTIbAmkopDTJbCkNBNFMlsSiiimS2FJQaKCWwNJRRQQ2FFBpKYmwoooNBLYUUlFBLYUUUUyWwooooEwooooJYUUUUCYUUUoFIlsBRRS0CYUUUUhBS0UCglsUUUUtAgoFApaRLYUtFKKQmFFFLSJClpKUUCbFAooopCOhFFAor4Vn1QooFAoFSwFpRSUoqGAUopKUVLABS0gpahiFFAoFAqWAtKKSlFSwClFJSioYgpaSlqWAopaQUoUsQAOahgABJwOtTLD3b8qciBB6n1p5NZSl2JuIMAYFIaM0E1IJATTSaCaQmnYpICaQmgmmmnYpIWkJoJppNVYpICaQmgmkJoSKSAmmk0E0hNVYaQE0hNITSE00ikgJppNBNJmrSKSFNNJoJppNNIpIUmkNBNJmqSGkBNITQTTTVJFJBSE0E0hNWkMKQmgmmk1aQ0hSaaTQaQmqSGBNFBpprRIYGkoNITWkYgFIaDSGtIxGBoNBpK1jEANJRSGtYxEB5oopK0jEQUGjNITWsYiuIaKKK1jElhSUtJWkYiYUlFGa0SJbA0lFFWkJsKSiitEiWwoNGaSqSE2FIaCaKtIlsKKKCapITYGm9aKKpIlsKDSGimkJsKDQaSmS2FITSk0lVYlsKSg0UyGwNJRQaYmxKDRSUyGwoopKCWwoNBpKZLYUlBooJbCg0UlBLYUUUUyWwzRSe9FBLYUUUUyWwooooE2FFFFBLCiiigTCig0opEtgBRRSigQCiiigQUopBS0iWwpaKWgQUUUopEsKWkFOpCYgpaKMUhBS0UtBLCloFApCAUUtFAjoBRQKK+FZ9WKKBQKBUsBaUUlKKhgFKKSlFSwAUtIKWoYhRQKBQKlgLSikpRUsApRSUoqGIKWkpalgKOtWY02rz1PWo4Fydx6DpU1YTl0EwJpM0E0hNQCQpNNJoNITTSGkBNITQTTTVFJCmkJoJppp2KSAmkNBppNNIpIUmmk0E0hNNIaQE00mgmkJppFJATTSaCaQmrSKSCvOfiX431rwhc2A0+2tWt7hGJkmVmJYEZXhhgYIPvn2r0UmvNPjVJZr4Rt45xm6a6Bgx1GFO4/TBx9SK6MMk6iTVzLENqm2nY5CP45a+P9bp2mt/uo6/8Asxq3H8db0f63RLZv92Zh/MGvJKSvUeHpvoeYsRVXU9+8NfF+x1vVYdPvdPNi0xCRyibzFLHoD8oxnpnnmvSM18eo7JIHUkMCCCDgivqfwpra+IPDFhqQIMksYWUDtIvyt+oJ+hFcmJoRhZx2O7CV3O6lubRNITRSZrmSPQA0hNBNITVpDsBNNJoNITVpDAmikpDVpDFNNJoNBrSKGITSZoNIa0jEAJoNBpK1jEQUlFITWsYgGaKKQ1pGIgpDRRWsYiA0lFFaxQmwoopK0iiWwNJRRmtEiWwNJRRVpCbCkoorRIlsKDRmkq0hNhSUUVSRLYUUGkNUkK4GkNFFUkS2FIaDRTsJsKDQaSmS2FBNBNJVJEthSGjNFMhsKSsPxX4kj8MaSLxoTNK7iOOPOAWwTkn0AFeYXvxT1+4yIPs1qOxjjyf/AB4kfpXLWxdOk7PczlUS0Pa6SvHvBPivWr/xfawXeoSzQz7g6ORjhSRgduQOlewGtKFeNZXQoy5lcKDQaSugTYUUUlMlsKQmgmiglsKKKSglsKKKKZLYUnWjrRQJsU0lFFBDYUUUUxNhRRRQS2FFFFABRRQBmkS2ApaKKCWxaKKKBMKKAKWkS2FKKBS0CYCiigUhCigUUtBLYUtFAFSIBS0UtBLClFAFFITCloooEAopRRSA3xRQKK+GZ9WKKBQKBUsBaUUlKKhgFKKSlFSwAUtIKWoYhRQKBQKlgLSikpRUsApRSUoqGIKUDJAHWkqWFctuPaok7K4EyqEUD0pSaCaaTXPuJIUmkpDQTQUkBNJmkJpCaoaQUhNBNNJp2LSFJpppc00mmhpATSE0E00mqSKSFJppNBNNJppFJCk00mgmkJqkhpATSE0hNJmmkUkLXzr8W9e/tfxg9nE+6309fIUA8F+rn65wv/Aa9z8S6ynh/wAOX2pvjMERKA93PCj8WIr548C6O/ijxtbR3GZIw5ubktzuVTk5/wB4kD/gVehhIqKdR9Dixcm2qa6mBqWm3Wk3rWd5EYp1VWZT2DKGH6EVSr2D426HtnsNciX5ZAbeY4/iGSp/Ebh/wEV4/XdTnzxTPPq03TlZhXr/AMFNd2y3uhyt8sg+0QAn+IYDD8RtP/ATXkFa3hzV5NB8Q2WpRgnyJQzKP4lPDD8QSPxoqR5otFUKnJNM+rc00mmRTRzwRzROGikUMjDoykZB/KlzXmctj6Baq46m5oJpM1SRQGkNKabmrSFewtNNGaDzWiiHMhKTNBNITWkUUBNFFJWkYgFJQaQmtYxJbSAmiig1rFC5kxKKKStYxC4UlFFapEhRQaQ1asJyQUlFBrSKJugNJRRWiQmwpKKKtWRLaQUmaDQatWYr3Ckooq7WJbCjNBpCaaaZPMgJpKKKtIVwpCaKKLpEtoKCaCaSqWpNwoJoJxTC6KQGdVLdATjNO6W5LY6g0hopqzJuFGaCaq6hf22l2Ut5eSiOGJcsT/IepPYUSkoq7E3Y80+L18rS6dYKwyivK4+pCj/0Fq8vrX8R6zJr2t3OoOCBI2EQnO1RwB+X65rIr5vEVPaVHJHFJ3dzpvh9/wAjvpv+8/8A6A1e+GvA/h9/yO+m/wC8/wD6A1e916uW/wAN+ppTegUUUhr0y2wNIaU1XkvbWJiklzChH8LOoP8AOpckt2Q2T0UyOSOVQ8bq6n+JWBFPNNST2YmxKKKKohsKOtHek7UCbFpKKKCWwooopkthRRRQS2FFFFABRRR1pEsBzS0UUEthS0UUCCigUtIlhSgUCigGxaKKBSJYYpaKUUEthS0UCkJsBS0UtIQUopAKWkSwpaQUtAgpaBSikAUUUUhG8KKBRXw7PrBRQKBQKlgLSikpRUMApRSUoqWAClpBS1DEKKBQKBUsBaUUlKKlgFKKSlFQxAOTgdatKu1QBUUSc7j+FSmsJyvoAGkJoJpCagaQpNNJoNITTKSAmkJpCaQmmkUkBNGaQmkJp2GkGaQmg00mqSKSAmkJoJppP5U0ikgNITQTSE1SRSQE00mgmgmqSGkJSGgmo5pUgheaVwsaKWdj0VQMk1aV9B7ankHxt17iy0GJv+nicA/UKP8A0I4+laPwY0L7HoVzrMq4kvH8uIkf8s1OCR9Wz/3yK8r1a8ufGPjSWaJSZb65CRKewJCqD9BjNfS+mafDpWlWunW4xFbRLEvvgYyfc9fxrvq/u6SgupwUF7Ws5vZGZ4y0UeIPCd/YBN0pjLw+u9fmXH1Ix9Ca+WyNpIPavsEmvmn4jaJ/YfjO9iRMQTt9oh442tkkD2Dbh+FVhJ7xYsdT2mjkqKKK7DzT6G+FGu/2t4QS0kfdPYN5LAnkoeVP0xlf+A13NfPfwr1w6R4wit5Hxb3y/Z2yeAx5Q/XPH/AjX0HXDWhaZ7mDqc9NX3QE1BdXUFlayXN1MkUESlndzhVHuanrwn4qeLpdT1iTRrWUiytG2uFP+skHUn2B4A9QT6UU4czsaYisqUb9TW8SfGJy72/h+BVQHH2qZck+6r2+rZ+grz6/8XeIdVc/adXvHB/gWQqv/fK4H6Vh123wu0mPVPGcLTKGjtEa5KkcEqQF/IsD+FdajGK0R5HtalaaTe5Tk8A+K/7PbUn02XygvmEF18zb1ztzu/DGfasO21jUrFs2uoXUBHeOVl/ka+qj0xXylqUP2bU7qDGPLmZMemCRRF33NMTR9jZpvU7TQ/ivrumyKl+y6hb8AiQBXA9mA5/EGvZNB8Qaf4j04XthKSudroww0behH+RXy5XbfDDVptN8YW0CsfIvMwyL2PBKn6ggfgT603FFYbFSUlGTumfQFc/4n8X6X4Wtw145e4cZjt48F29z6D3P4Zq7r+sQ6Dod1qUo3CFcqucbmPAH4kivmvVdUutZ1Ga+vZTJNK2WJ6D0AHYAcAU0rHZi8T7JWjuzq9Y+KniHUZGW0lWwgPASFQWx7sRnP0xWFaR+IfFd79mhku7+bG4h5SwA9SWOAPrWFXvnws0qKx8IR3ezE167SO2Odqkqo+nBP/AjVRjd2PPpKeInZs8g1nw7rXhmSP8AtCB7fzc7HVwQ2OuCD+lJp/i7X9MdTa6tdKB0VpC6/wDfLZH6V6z8XoRJ4QikxkxXanPoCrD+orwqhqzJrxdGdkz2Pwv8WEupY7TXY0hdiAt1GMLn/aX+H6jj2Ar04EMoIIIIyCO9fJ/Q1718LtVm1LwmIZyWezkMKk90wCv5ZI+gFb0pNuzOvCYmUnySO0d1RWd2CqoyzMcAD1JrzDxP8V44JHtNCjWVgcG6kGVz/sr3+p/I0vxY8TPbwx6FavgyKJLkg87f4V/HGT+HrXj9FWq07InFYqSlyxN688VeItYnCTandyM5wI43KqSewVcD9Kk1Twd4i0zT/wC0b6xlSDgs5cMVz0LAEkfjUnw9RJPHOliQAgSFhn1Ckj9QK+gbu2ivLOa1nXdFMjRuvqrDBopU+eLbZjSpOrFyb1PmS21bUbPH2W+uYcdPLlZcfka7DQ/inrOnssd/tv4BwfM+WQD2YdfxBri9QtHsNRubOT/WQStE31UkH+VVayU5RejOdVJQejPpzRNesPEGnreWEu5Ojo3DRt6Eev6VX8Va4/h3QZtQjt/PdWVVUnCgscZY+n/1hXh/g7xHL4b12K5DE20hCXEfZlJ649R1H5dzX0M6Q3MBSRElideVYBlYfQ8EV6VGo6sWloz0aVV1YPoz5/1Xx94j1RyX1CS3jPSO2JjAHpkcn8Sa5ya6nuG3TTSSN6uxP867j4q6dZ6f4htvsdvFbrLbBmSJAoJDMM4HGcAflXA159XmjJpu559RyUmm7lux1K8064WezupYJAcho3Kn9K+hPCWsPr3hq0vpcecwKy44BZSQT+OM/jXzhXuvwrJPgxc9rh8fpXTgpPnt0NcLJ89iPx942vPDc0NlY26edLH5hmkBIAyRgDueM8+3FeUah4q1zU2Y3WqXLhjyocqv/fIwP0r6Iu7GzvlCXdpBcKucCaNWAz1xkV83a5bx2mvahbwrtjiuZERfQBiAPyqsYpxd76MeJ5k730KLSO7FmYknqScmuh8LeKL/AEHU7d1uZTabwJoS5KlScHjoDjoa5ulX7w+tccJyUk0zmjJp3R9UV5z40+I1zo2pTaVp1qomiCh55eQCVB+VfoRyfyr0GEloIyepUE/lVO80LSdQuPPvNNtZ5sAb5IlYkDoCT1r3akZzguR2Z6E1KUdHY8EvPGHiG/Lefq11huqo+xT+C4FYzzSSuWkdmY9SSSa674lafZ6b4pMVlbxwRvCrmONQFDHIOAOB0HSuNrxKvOpNN3sefK6dmzR0zWtQ0i5Seyu5YWBzhW4PsR0I9jXtd345stP8LWWrXIDXF1CGjt0OCz4+bnsoPf8Ama8DrpfDHh2+8Xaglv5zLbW8YDyt8wjTJwoHqTnA+prXD16kW4x1bKhOS0RJrfj3XNZdgblraA9Ibdiq49z1P4nHtXMvLJIxZ3JJ6knJr07xR8NrDS/D89/p1xctNbqHdZWBDLn5sYAwR1/CvLj1qa6qxlab1FPmT1NHT9c1PS2DWV/cQY/hRzg/UdD+Ney+B/GB8S2kkF0FW/twC+0YEi9NwHY54I9x64HhNdb8N7lrfxrZqDhZQ8be42kj9QK0wleUaiV9GOEmmez649/Hol42ljN6IyYRgHn2B4JxnA9a8Q1iw8WXcT3Oq2+pSRRAszTq21B3PPAFe/Vh+MP+RQ1X/r3avTxdDni5X2RrUjdXPneilPWkr585i/pBv11SBtL837aCfK8oZbODnA+ma6z7R8RM/d1X/v0f8Ky/h/8A8jvpv+8//oDV72a9TBYd1It3a1LjG6Mvw++oyaBZtqykXxQ+aCAD1OMgdDtxn3rmPGHxBj0SZ7DTlSe8Xh3flIj6YHVv0H6V12q3T2Wj311GMyQ28kqg9yqkj+VfN8kjyytI7FnYksxOSSeproxleVGKhF69xydtDS1LxJrGqyFrzUJ5M/wh9qj6KMAflVnQPCWq+JA72caLCh2tNK2FB9OASTj0FYFd/wCA/GtrocL6bqClbaSTzFmQZ2MQAdw6kcDkc/Xt5tFqdRKo9DPfcpX/AMOvEemRmeJYrgKMn7LISwHsCAT+GaxLXxFrenyf6PqV1Hg/cMhK/wDfJ4/Svf7O/tNQhE1lcxXEZ7xsGA+uOhrgfH/glrwtq+lQEz8m4hQcv/tKPX1A69euc9tbCuC56Uhtdiv4b+J7PMltrqqFY4FzGuNp/wBoDt7jp6V6YGVlVlYMpGQwOQR618ziNzIECsXJxjHOfpX0D4Ut7q18K6dBeKROkIDK3BUZO0H0IXAx7VtgK9SbcZ9BXNnpSUUV6YmwooopibCiiighsKKKO1AXCiijrSJYdaWiigkKXpR0ooEFFFKKQmFAoFLQJsKWiikSApaKWglsKWiikIBQKBSikIKXFFLSE2FAoFLQSFKKBSikAUCilpCCiiigRuiigUV8Oz60UUCgUCpYC0opKUVDAKUUlKKlgApaQUtQxCigUCgVLAWlFJSipYBTkUswApByanRNq+561lOVkA4AKABRmgmkJrn3GkBNNoNBNMaQE00mgmkJp2KSAmkJoJppNOw0hSaQmgmmk1SRSQE00mgmkJppFJATSE0E00mrSKSFJppNBNIaaQ0gJpCaCaaTVJFJBmuD+LOvf2R4Pe0jfbcagfJXB52dXP0xhf8AgVd2TXzr8VdeOseMZYInzb2I+zpg8Fgcufrnj/gIrqw1Pmnfsc2KnyU9N2XPhFp9rL4kk1S9nhijso/3fmOF3SNkDGeuBu+hxXuB1fTf+ghaf9/1/wAa8DtvhP4puLWK4WCBVlQOA0wDAEZwR2PNS/8ACovFf/PK1/7/AIrqqQhN3bOahOpTjZRPdjq2m/8AQQtP+/6/415p8YrWx1HR7TU7a6t5J7V/LdUkViUbvwezAf8AfRrk/wDhUXiv/nlbf9/xSH4R+Kv+eVt/3/FKFOEZXTKq1KtSLi4HA0tT3drLZXc1rOuyaF2jdfRgcEfmKgrrPNatoySKV4ZUkRirKQVI4II6GvqPw3rC694dstTUjdNGC4HZxww/76Br5Yr1/wCDGuZW90OVun+kQgn6Bh/6CcfWsqsbxO3A1eWfK9meqahdfYtNurrAPkwtJg99qk/0r5RmleeeSWRizuxZiepJOSa+qdXha40W+gUZaS3kQD3KkV8pN941NFaM1zFu6Er0r4MMo8SXyn7zWZI+gdc/zFea113w11JdN8b2JdtsdwTbsf8AeGB/49traWxxYeSVVNn0VXh3xA8Calb65dalYWstzZ3TmU+SpYxs3LAgc4zkg9OcV7hSVEVY9uvRjWjqfKy6RqLSiIWNyZD0QQtn8sV6d8OfAN/Z6nFrOqwNbrECYYX4dmIxuI/hABPB5zXrdYGo+MtD0rWI9Ku7zZdMQCApKpnpuI4Gcj88nArReZywwkKUlKTOP+M968Wk6bZqSFnmeRsd9oAH/odeMV7B8aoWNpo84Hyo8qk+7BSP/QTXj9N7nFjHeqwFfSPgR1fwRpJXp5OPxDEH9RXzd0Ne6/CXUlu/CTWZYb7OZl256K3zA/mW/KrpfEXgZJVLdzpvE+iL4h8PXWnbwjyqDGx6KwIK59sjB9ia+fdQ8L61plw8NzptyrKcbhGSp9wRwRX0waK2lTUjuxGGjVd72Z8zab4Y1nVpljs9OuH3HG4oQo+rHgfnXvHg7w4PDGgJZOwednMszDoWIAwPYAAfr3rcubiK0tpLid1jhiUu7N0VQMk1laF4p0nxE0y6dO0jQkblZCpwehGeo4qoU4wer1M6dCFKW+p4N4zvHvvGGqzM2cXDxqf9lTtH6AVg1reJozD4o1VCMFbuUf8AjxrJrlluzy5tuTubng+5Fp4v0mXOB9pRSfQMdp/Q19JV8qwSNDOkiEh1III7EV9R2lwt3ZQXKfdmjWRfowB/rXZhHe6O3BS0aPBfiRZfY/G19hcJKVlX33KM/rmuSr0v4xWuzWtPugMCW3Mf1KsT/wCzCvM65q0bTaOStG02hw6ivo/wddtfeD9KnY5PkBCfUrlf/Za+cBX0H8PUaPwLpat1KufwMjEfoa6MF8bRthH7zOC+MP8AyH7H/r1H/oTV5wa9H+MP/Ifsf+vUf+hNXnBrHEfxGY1/4jCvdPhXx4MX/r4f+leF17r8Lf8AkTE/67v/AErbA/xS8N8Z2lfNXiQ58S6of+nuX/0M19K180a84k8Qai6nKtcysD6gsa6Mw2RpinojMpy/eH1ptKvUfWvLW5xn1LDxBH/uD+VPzTE/1aj0UU6vp4L3UemnoeJfFf8A5G1f+vZP5tXC13XxX/5G1f8Ar2T+Zrha+exP8Vnn1PiYV7t8NLCO08G28ygeZdO0jnvwxUD8l/U14TX0D4B/5EfTP91v/Q2rpy5J1HfsVR+I0PEoB8LauD/z5zH/AMcavm89TX0h4lOPC2r/APXnN/6A1fN5q8y+JDrbiV0fgL/kddM/66H/ANBNc5XR+Av+R10z/rof/QTXDR/iL1Mo7o+gKw/GH/Ioar/17tW3WH4w/wCRQ1X/AK92r6Or/DfodMnoz54PWig9aK+YZynT/D7/AJHbTf8Aef8A9Aaveq8F+H3/ACO+m/7z/wDoDV7ya9zLP4b9TSOxHcQpc28sEgzHKjIw9QRg18765o91oWrTWVyhDJyrY4dezD2P/wBavoyud8Q2fh7X4/sF9eWq3Sk+WRMgljPsM5+oNaY2gqsU72aCSueA0V12vfD/AFjRmaSKM3lqORLCpJA916j8Mj3rkiMHmvCnSlB+8jMlt7me1lEkE0kTjoyMQR+IrrNK+JOu6ftSeVL2IcYnHzY/3hzn3Oa42inCrOGzA9u0HxpoGuXCeZFFZ35PAlVeT/svjk/XB9q7CvmIHBr2T4b+JJtVsJdPvJDJPagFHY5ZkPHJ7kHjPoRXrYLF875JLUTO5ooor1hNhRRRQS2FFFFArhRRR1pEthS0CiglhS9KKKBBRRS0hBRRS0CbCloxRQSFLQKUUiWxBSirVxAkdjZyqpDShizZzkhiBx24/P8AA1WrOE1NXQS0ClFIKWqJAUtFKKBNhQKKWkIKWgUtIQCiilpCCgAk4HJNKiNIyoqlmY4AHeui07TFtgJJQDMencL9Pf3rzcwzGlg4Xlq+iNKdNzehWsNGyFkuhgdRH/j/AIUVt0V8PXzjE1JuXNY7VRilaxjiigUV6TPbFFAoFAqWAtKKSlFQwClFJSipYAKWkFLUMQooFAoFSwFpRSVJGmfmPTtWcpJK7AdEmPmPXtUhNBNNrmk7u40hc0hoJpDQUkBNITSE0hNFhpCk0hNBNNJqkhpATSE0E0hNNIpICaaTQTSE00ikgJpCaQmkJq0irCk00mgmkJppDSAmkJoJppNUkUkBNITQTWdrWr2ug6RcanelhBCoJCjJYkgAAepJAq4xbdkDairsreKdaTw/4avtTJG+KMiIHu7cKPzI/DNfPfgrR28SeMrO2mBkiMhmnJ5yi/M2fr0/Gr3jf4gXvi50t1j+zafG25IAclj0DMe5wTx0Ge/Wovh54mt/CviQ3l3GzW80LQOyjJQEqwIHflRkehr0qVNwg+55VWsqtVLoj6SJpM0iurorqQQwBB9RSE1xWPYS0FJpCaKazBVZiQFAyT6VaQzwT4u6KNO8Vi+jXEN+gk46Bx8rD+R/4FXn1dt8RfGMXivVIEtEZbO0DCIuMFyxG5sdhwMD298DicV6ML8qufPYhp1G47BWx4X1h9B8R2WoqTtikG8Duh4YfkTWPS1TVzOLcWmj62SRJY1kjYMjKGVgcgg9CK+aPGWitoHii9stm2LeXh44Mbcrj6dPqDXbeAfiV9kitdE1ZGaEERQXC8lATgBh3A6ZHQdjXbeOvBkXivTlMTLFqEAJhkPRh3VvY+vY/jnKK5WepVSxNK8d0fOdSRSPFKsiMVdSCpBwQR0NWtT0m+0i8a0v7WS3mXqrjGR6g9CPccVRrU8ppxep9KeDvFFv4o0SOcSKLyNQtzEOCrf3gP7p6j8uxrojXyrp+p3ul3a3VjcyW8y9HjODj0PqPY8V1UXxV8UpHta7hkPTc0C5/QAUkrHqUcfFRtNanuWq6raaLps1/eyiOCJcknqx7KB3J7CvAtLS48ZfECOSVCftV15soHIWMHJGfQKMD8KpXWo+IPGGpRxTS3F9OxxHEo4H0UcD3P517J4D8FJ4Ws2uLkq+pTrtkZTlY167VPfsSfb25pK7JcpYqasrJE/xF0Y6z4PuViUtPbEXCAdTtB3D/vkt+OK+dyMGvrKvGfHnw6ntLmXU9Gt2ltHJaSCMZaE9yB3X6dPpVyi90PG0G/fR5lXW+APEy+G/EAe4YiyuR5c2Odvo2PY/oTXJkEHmkqE2ndHnRk4STW6Pq+ORJo1kjdXjYBlZSCGB6EEdadXzbo3jLXtBi8mwv3SHOfKdVdR9AwOPwxWnd/E7xPdQGH7akIIwWhiVWP49R+GK6Y11bVHpRx0barU7n4qeJobTSG0SCQNdXJBlCn/VoCDz6FiBx6Z9qr/B/SnhsL7VJFIE7LFGT3VcliPUZIH4GuI8MeENT8XX/nP5iWm/M11Jk555AJ+83+TXvVhY22mWEFjaII4IVCqvt7+pPUmrpxlOXO9iaSlVqe0krLoeKfFPR20/xSb1VxBfKJFI6BgAGH8j+NcJX0v4k8P23iTSJLG4+V/vRSgZMbDofcdiO4NeA694b1Hw7eGC+t2QE/JIOUceqn+nUd6zr0nF3WxzYmi4zbWzMcHBr6I8BX41DwVp0m7LRR+Sw9Cp2gfkFP41875ru/h/43g8Mieyv0kazlYSAx8lGxgnHcEY/IUsNUUJ67E4eooT12Oj+MkQaw0qU9UkkUfiFP8ASvIK7j4g+MbfxPPawWKSLbW+47pAAXY47dgAP1NcZDBLcSrFDG8kjnCqiliT6ADrSrtSqNxJryUptofaW017dw20Cl5ZXVFUdyTgCvpfSrFNM0q0sUORbwrHu/vEDBP4nmuH+H/gN9HZdW1RQLwr+5h6+UCOWb/ax27fXp6JXoYOg4Lme7OrDUnFXfU8d+MKEa3YPjhrbaPwY/415tXu3xJ8OTa5osdzaIZLmyZmCLyWQgbgB3PAOPY+teFMpU4IINcWLg41G+jObERam2JXrnws8QWUOlzaTdXEcE4lMkQkYAOpAyAT3BB49/Y15HQCR0rOjUdKXMjOE3B3R734x8aWWh6ZLFa3Ec2oyqViSNgShP8AE2OmOw7n8a8FY5JNdP4U8G3via8B2tFZKf3s5HGPRfU/y70zxn4dfw7r0sKRkWkpMlu3UbT2z6jp69D3rau6lVc7VkXUcprma0OZpy/eH1ptKOCK5FozE+pgQVGOmOKDXl+lfEzUL9tP0210tHvHZY5HZyVYcAkKAMcZOSSB713fiDXrTw5phvbtXYFgiIgyWYgkD26HmvoaVeEoXT0R3RqRaueUfFf/AJG5f+vZP5tXC1seItbn8Q6zNqEyrGXwFjU5CqBgDPf6+pNZGK8OtJTm5LY45O8mxBX0B4B/5EfTP9xv/Q2r5/r0z4eeNY7KKDQr5WKPJtt5V5Clj91h6bj19/SujA1FCpr1KpNKWp6H4m48K6t/15zf+gGvnE9a+mdTtPt+l3dnu2+fA8WfTcpH9a+bLq3ltLqS3njZJY2KupHII6it8yi7p9Cq26ZXrpfAf/I6ab/10P8A6Ca5urmmX82l6jb30BAlhcOuehx2PseledTlyyTfQyWjPpU1jeLEMnhPVlA5Fs7fgBn+lN8M+JbXxNYNc26PFJGQssTc7SRng9x15/StieFLiCSGRd0ciFWHqCMEV9I2qlPTqjdu60PmE9aK2PEOg3Xh/VZbS4VtoJMUmOJE7Ef19DWNXzU4uMmmc50/w/8A+R207/ef/wBAavea+btI1KXR9VttQhUM8Dhgp6EdCD9RkV3118XJniAs9JjjkI+9NMXA/ABf516WCxNOlBqT1KjKyO38Y3lxp/hLULi1YrMqKFI6gMyqSPcAk18/FiSSSc17b4Sv9S8U6LetrcEf2Sf93FtQpuUghse3TB9c+lebeJ/B+oeHriRjG01ju+S4UZGOwbHQ/Xj0oxqlUSqRvYT11Ot+G3iuSaQ6JfzFyRutnc5PA5TP05H0I9K6zWfB2i65ue4tRHO3/LaH5Wz6ns34g14LDNJbTxzQsySRsGVgcEEHIIr1XQvihZTW6xa0rQTgAGaNSyt7kDkH2AI+nSnhsRCUfZ1vxC5zXiL4dajpEb3Nm3221UFmKLh0HqR3HuPyFcVivepvHfhuK2Mw1NJMDIREYsfYDH88V4dfTpc39xPFH5cckrOqD+EEkgfhXNjKVKDTpvcRVr0D4URO3iK7lGfLW1IY+5ZcD9D+VcVY2F1qN0ltaW7zzMcBEGT9fYe54r3Hwf4aTw1pPluQ13MQ0zDpnso9hk/iTV4GjKVRS6ITZ0VFFFfQkNhRRRigQUUdaKRLYUtFFBLYUtFFAgooopCAUtFLQJsKUUUUEhSigUCkJsKWilpCCgCp5rZooLeUtkTKSOOhBIx+g/OoaiMlJXQnpuFLRSimQwFFFLQAUooFLikIBRRSikIOtORGkcIilmY4AHem10Gk2HkIJ5F/eMPlB/hH+NefmGOjhKTm9+hdODm7E2n6clmgZsNMw5b09hV+iivzrE4ieIm5zd2z0IxUVZBRRRXMUY4ooFFfTM9cUUCgUCpYC0opKUVDAKUUlKKlgApaQUtQxCigUCpUj7n8qzlJJajCNM4Y9OwqXP5UhoJrllJt6jSDNBNITSE0rDSFJpuaDSE0WKsKTTSaCaQmqsOwE0hNBNNJqrFJATSE0E00mmkNICaCaQ0hNUkVYCaQmg0maaQ0gJpCaCaaTVJFJCk00mgmkzVpDsITVa/sbXU7GWyvYVmt5Rh426EZyP1AP4VZJppq46aodk1ZnIH4X+Df+gMP/AmX/wCKp0fw08HxOrroykqcjdPKw/EFsH8a6zNITWyqT7kKhT7IOgAHApM0UE0kjZIM009OelLSE1aQHJyfDbwjLIztoygk5O2aVR+ADYH4Uz/hWXg8f8wcf+BE3/xVdcTSfWtVKXcy9hT7I5H/AIVl4P8A+gOP/Aib/wCKoPwy8If9Acf+BE3/AMVXW0hrRNh9Xp9kc1afD7wtY3Udzb6SqyxMGUtNIwBHQ4ZiD+IrpaDSVSVy4QjH4VYqahpdhq0HkX9nDcxjkLIoO0+oPUH3FcZqHwk8O3bF7Zrq0PpG+5fyYE/rXfGkPFaKJE6MJ7o8yHwY0sHLapdEegjUVftPhH4cgYNM93ckHlXlCqf++QD+td7Qa0UUZrC0l0KGmaNpmjQmLTbKK3VvvbF+Zvqx5P4mr1FIa2jE2UVFWSA0hNBNFaRiDMDVvBfh/WWaS706Lzm5MsWUYn1JXGT9c1y0/wAHdIdyYdQu419GCtj8cCvSKSq9lF7owlQpy1aPN4vg7pCkGXUbxh3ChR/Q1t6f8N/DOnsH+xNcuvRrlyw/IYU/iK6yg1pGjFdCVh6a2Q1ESJAkaKqKMKqjAA9AKWig1vGJptsBqG5tbe8gaC6gjmhb7ySKGU/galoq+VPRkOz3OM1H4YeHL4looZrNzzmB+M/Rsj8sVjn4O6dnjVLnHui16VSE1Dw1N7owdCm9Wjz+2+EeiRMGnurybH8IKqD9eM/rXW6V4f0nRExp9jFC2MFwNzH6k5J/OtOitYUIR1SBUoR2QUhNBNJWyRbYVz+seCtB1uVprqzCzsfmmhYozH1OOCfcg10FJRKnGStJXIlFS0aPP3+Eehk5S8vwPQsh/wDZa0dP+GvhywkDvBNdMpyPtD5GfooAP4g119BNQsNSTukZeygugyONIY1jiRUjUYVVGAo9ABVfUNOs9UtWtr63jnhbqrjOD6g9QfcVaoJrbkTXK1oU7WscFc/CjQZpC8M95AD/AAh1YD6ZXP6mmRfCTQ0bMl3fOPQMo/8AZa7+isvqlK97GTpR7GVo/hzSdBQjT7RI3IwZT8zke5POPbpVnU9LstYszaX9us8JYHaSRgjoQQQQeT0q3RWqpxUeVLQdklY5f/hXfhX/AKBQ/wC/8v8A8VQfh34V7aUP+/8AL/8AFV1FJU/V6X8qIcI9jl/+Fd+Ff+gUP/AiX/4qp7PwT4c0+7jurbTFSaNgyMZXbBHQ4ZiM10BoNNUKad0kLkj2CsnU/DWjazL5t/p8UsmMF+VYj3ZSCa1aQ1pKEZKzVwlqcwfh54V/6BQ/7/y//FUn/CvPCv8A0Cx/3/l/+KrqKKj6vS/lRDjHsUNL0bTtFt2g0+2WCNm3MAzEsfcsSTV6ig1rGKirIWxT1HTLHVrY29/bRzx9QGHIPqCOQfcVx938KdFmJa3ubuAn+HcrKPzGf1ru6Kznh6dTWSJaTPOU+EdkP9Zqk7c/wxqOPzNbOnfDnw9p8okaCW7YdPtLAqD/ALoAB/HNdbSVEcJRi7pEWQiqqKEVQFUYCgYAHoKGVXUqwDKwwQRkEUtBrpsrWBs5rUPAnh3UWLtYiCQ9WgYp/wCOj5f0rCuPhNpjH/RtRuo/99Vf+QWvQqSsJYWlLVohnnUfwkslP7zVLhh/sxqP6mtC1+F/h+Bw8zXdzjqkkgVT/wB8gH9a7WiksHRXQTZU0/S7HSofKsbSK3Q9RGoBb6nqfxq3RRW8YqKskS2FFFFWIKKKPpSJbClFAFFBLYUtAooEFFFFIQUtFKKBNhiloopCCgUAUtBLYClopaQgoFAFLSJLtzcxy6ZY2653w+YWyOOTkY/KqVLQKzhBQVl/VxSlcUUUUtWIKUCgUuKQgFFFLSEFFFPjRpHVFGWY4A96iclCLk9kLcvaTZ/aJ/Mcfuoz/wB9N6V0dQ21uttbrEv8I5Pqe5qavzvNMbLFVm+i2O+lDliFLSUCvKNRaKKKLDMcUUCivpGewKKBQKBUsBaUUlKKhgFKKSlFQwAU4KWOAMmnJEzcngVOFCjAFYTqpaILDEjC8nk0+gmkJrllJt3Y0hc0hNITSZosVYCaDRmm5pjFJppNBNITTsNIXNNJoJppNNIpIXNITSE0hNUkNICaQmgmmk1SRSQpNNNKTSZppDSDNJmkJpCapIpIU00mgmkzVpDQGkNGaaTVJDAmg0E001aRQE0hNBNBq0hhSUGmk1aQATQaM0laJDCkopM1aiAUHiikrRRAKDSGg1pGIgpKKDWsYgBpKKDWsYkiGkJoJorSMRBRRSVrGImwpDQaK0SJbCkoorRIlsDSUUVokS2FJRSE1aQmwzRRRVpENhSE0E0lUkS2FFFJVJCbCiikPNMlsUmkopCadiWxSaSiiqE2FJRRQTcKKSimJsKQ0UZoJbAmkooNMTYUlFFBDYUhoNFMTYUh5oooJbCg0GkoJbCiig0yWwo7UnSiglsKKKKZLYUUZozQS2FFJmigTFopOtGPSkS2L7UtIBS0EthS0DNFAgoozRSEApaKUUCbAUtJS0CCgVJDK8Mgkjba69DimlixLE5JOSai7v5EsSloqzb391aoUgneNSckA9TUzckvdWoadSsKWnO7yyF3ZmdjlmY5JpKavbUhhSiilFAmwFFFLQIKfFDLMxWKN5CBkhVJOPXimgUqllOQSD7Gole2m4r9yyNOvT/y6T/9+z/hVdkZWKspDKcEEYIPpTvNk/vt/wB9Gm/zqIKa+Jg2ug+KGWZisUbSEDJCqSQKZShmXoSM8cUVWt9dhNh3rV0S33zNORwg2r9T/wDW/nWXXUWEH2eyjQj5iNzfU14ueYr2OH5Vu9C6KvK5aopKWvgmd4UUUoFCVwACingUVXKMxBRQKK99nsiigUCgDJwKhuwC0opywu3UbR71OkSL2yfesJ1oodiBI2foOPU1MkSpyeTUmaCa5Z1XLYLBmjNJmkzWVirATSZoozRYdhKCaTNJmqsOwpNITSE0E07DsGaQmkJpCaEhpCmmk0Gmk1SRSQpNITQTTSapIaQE0GgmmmqSGkLTSaCaQmmkUkBNIaCaQmrSGgJpCaDTTVpDA0E0E00mqSKAmkoNITVpDCg0hpM1aQATQaDSGtEhh0pKKQ1oogBNFFJWiiAUlFBNaRiIDSUUZrSMQA0lFITWsYkhSGjNFaRiIKDQaStIxE2FBoJpK1iiWwpKKK0ihNhQaSitEiGwpDRmkNWkJsDRRQatIhsM0hNBNJVJEthSUtJVJCbCiikpkth1NFFIeaqxLYHmiikNMlsU0lFGaBNgaSig0xXCkoooJuBpKKCaYmwJpKKKCGwpDSmkpibCkoNFBLYUUUmaZLYUUc0uKCWxCcUUtHWglsbRSgCloJbG4oxTsGgUEtiUlOxRjNADaOvSnYpCO1BLEx2FKBS4oxQSGKSjpSjn6UCAe9FGKUCkIQUtBoFBLDFLiloxQIKKKWkSwFKKKUCkIBRQKWkSFKKKUUhNgKKKWgQBWKlgpwCATjgE9B+h/KlxzVqIf8S2f/rrH/J6rEc1lCd5NdgasgFFFLVkgKKKWgVwpRQKKQieyi8+8iQjILZP0HJrqqwdEj3XTuRwqYH1P+TW9XxPEFbnrqHZHXQjZXCgUU4Cvn1G50IAKeBQBS9BWkY2GIaKCaKLjuYyxu3RDUi27nrgVZzRmuuWKk9j2rES26DqS1SBVUcACijNYucpbsdhc0hpM0hqLDsLRmkzRmiw7ATRmkzSE07BYXNITSE0E07DsBpCaM00mnYpIUmkzQTTSaaQ7Ck0hNITSE1SQ7Ck00mgmkJppFWDOaQ0maKpIdgpCaCaQmqSGkBNNJoNBNWkOwlBNBNNJqkigNGaQmkqkhhSGgmkq0hgaQ0UlaJABpD6UppDVpDA0lFIa0UQCijNJWkYgFJRQa0jEQUlFBNaxiAGkopDWkYkhSGg0VpGIrhRRRWkYibEoNBpK1SJbCkNFFaJCbCiikrRIhsKQ0GkNWkJsDRRQatIhsDSGg0lUkS2FIaU0lUkJsKKDSUyWwoNBpKqxLYUUUlMlsKKKSgVxc0lFJTJbFpKKQmglsCaKKDTBsKSiighsKDQaSmJsKQ0E0daCWwooxigmglsMUUdaMUEthmjGaMUuM0XE2IRQBTgtKBRchsZilAp+2lC0riYzbRipMUYouIjxRtqQLSFcUXEyMjtS7adtoIouSMIpMetPIpCM07iG0U7FGKLisIBS0YpcUCYAUmD2pQKcBzSuS0JiinYoxSuJiUAUu2lC0rkMTFGDTsc0Y5ouJiYpQKXHrRjNK5LEpaMUuMUCAUtApaQmyxCZFtJVCKY2ZdzEcggHGP1qFhVy3CnT5wXVW8xCFJ5YAMOB36iq0i4rCD96Xr+g3siOgUYpa2IuFLigUUiQpRRS0gNrRExBI/95gv5D/69ao5rP0dcWIPqxNaQFfnmZtzxU35ndS0igAp4WgCnVyRjY2QdKaTQTTCamUrDAmim0VjdgV80maTNGa3se9YM0E0lGadgsLmkJpM0hNFh2HZpM0hNFOwWAmjNJmkJp2HYXNITSZpCadh2FJpCaTNJmmkOwpNJmgkDrSZpoatsBNITSE0U0irAaQmkoJqkh2A0hNJmkJqkirCmmk0E0hNWkAtNNBNITVJFJBmkJpCQoyTgVWluu0Y/E1E6sYK7ZhWxVOiryZZzSE1SS5dTz8wqwsqSDg8+lOliIT0T1M6GOpVtE7MkpDQTSGutI7QpDSmkJrRIYlFJRVpAFBpKK0igDpSUUhNaRiICaKKQntWistyXJLcWkopDWsUMCaQ0UVpFEhRRRWkUJsKQ0GkrRIlsKSg0VokJsKDRSVokS2FIaUmmk1okS2BNFFFUkQ2BpDQaSrSJbCig0lUkJsKCaM0lMlsKCaCaSqSJbCigmkpkthRQaSmJsKKKSglsKKKQ0ybhRRQaBNhSUUUEthQaCaTPNMTYUhNBo9aCWxAPWloxS96BNiUAUoGacBQQ2NApcZpcUoWlcTEC0oWnBaeBxUtksYF/OlC08LShaVxMaFoC1IFpdvFLmERhaNtSBcUuKVxEO2jbxUuzmgpRzCIStN21MUpCh9KpSAhIppqfYaTy6dxENFS+WTQIzT5kSyLFKBUvlmjyz6UuZCGAUYzT8UbaVyWIBSgUoFOAouJjNtLtp2PWlC0rkMZtpcU/FLilclkeOKMccU8rRii5I3GKMU7FG2i4mNxRinYoA5ouIniXiiVeKlgXIomXisr+8O2hTpaCMUVoZBSijFLSAKUDNAGamRMmpk7IErm9pS4sE9yT+tXwtQWMeyziX/Zz+fP9atdK+AxVpV5PzZ3wVooSmk0FqYWrklKxpcCabRRXPJ3C4UUUUhlTNJmkJozXRY+gsGaM0maM07DsLmjNNzSZpjsOzSE00mjNFgsKTQTSZpKLDsLmkJpM0GqsOwZozSZpCadh2K942EUDuaqrPIvRiR6Gpb1vmUe2aqk151aUlUdmeDi6041nyuxbS97Ov4iplmjfowz78VmZozThiZR31CnmNSO+pqk8UhNZgkdejEU8XUg7g/UV0xxa6o7YZpTfxKxfJpM1T+2P6LSG8f8AurWixVM1/tKiXCaQmqJupD3A/Co2mdurmh4yK2RnLNaS+FNl93ROrAVXe7HRBn3NVCc9aM1hPFylotDhrZpUnpHQc8jucsxNNJpjuqKWZgoHcmqE+pgZWAZP949KxUZ1GeTWxGt5O7NDNAYg5B5rHh1GVG/efOp/MVoxXUU4+Rvm/unrVulKGpnTxCbunZlxLl14b5h+tTrcI/8AFg+hqgTRmtqWLqU9HqepQzOrS0buvM0sgjjmis0Oy9GIp4uJB/Fn613QzCPVHowzmm/iVi9SHmqf2p+4FH2tv7q10Rx9I3/tbD9y5SVSN056YH4VG08jdXNEsypR2TZlPOaS2TZfZ1XqwH41C90i8AFjVIknkmkzXNUzOo9Iqx59bOastIKxO907dMAe1NicmZSSTzUWaEbDqfeuaniKkqicn1OGGLqyqpybepp0lGeKK+wgrq59mndJhRRSVrGIXFpKDSVokS2FIaDRWiQmwoNBpK0SJbCg0Gm5q0iWwNFFFWkQ2BpCaDSVSRLYUhpTSVaQmwoNBNJTJbCkJoJoqrEthSZoJopkNhRmg0lMVwooNJQTcKDSE0UxXCiikoE2FFFFMlsKQmlJpvWgVwo6UHiiglsKAMUYpaCQoxzSgU4LSuJsQClApQKcFpNkiBacFpQKeBUtiGhacFpwWnhahyJGBacFp4WpAmalyERBacF/OrMVrJIfkQn6CrkWkzMMsFUe9ZSrRjuwMvYacIiea3Y9IRR87En24qwlhAvRAT71i8VFbCsc2ISTwDUi2cjdEY/hXSi3ROiqPoKUp7VDxT6IVjnRp8x/gP40HTpc8r+oroSlMKDNJYiTEzB/s5x1/nR/Z757fnW2Y/amlB6VXt5ENmMbFvT9aQ2Teh/MVslB6U0oKPbSIbZjGzYdjTDan0NbZQEdKb5Q9KpV2CZhm3I7Gm/ZyO1bpgU/wj8qabZD2qlXKMMwmk8s1sNZg9Kia0YdBmrVZMTRl7DRsq+1vjqMVEYeatVEyWirijFTmMimlKrmuQ0RYpNtSFKNtFyWiPbShSQaftpwXBzRcmxFt9qAnIqcx4Y+lCpzS5wsWLZM4onT5TVq0j5AouI/lNc/P7xfL7pjFcGgLk8VYZPmNIE2gt+Aro5jFogI54oC5qTbmpEi9qHKxNhiJmrtvAXkVB/EQKSOL2rV06DDGQjheB9a4cZXVOm2bQjdl8AKoAGABgUhahmqMtXxNSd3c67gTTDQTRXLJ3FcKWkoqWMWiiipsMo5pM0maM11WPpLBmjNJmkzRYdh2aQmkzSZp2CwuaM0lGadh2AmjNJmkNOw7C5pCaQn0oosOwUmaCaSqsBRu2zNj0FVyakuGzO/1xUDttQn0FeTPWbPlcVK9STMo6rKkzqVVlDEDsasR6rA/wB7ch9xmsC9n+z2s1xgEqpbB7msaDxRbPgTwvGfVfmH+Nd/1eMlseRCrVd2tUehJPE4+WRT+NPzXFxavYTY2XKAnoGO0/rVyO6U/wCruB/wF6yeEtszT6zNbo6cmkrAF1N2nf8A77oN1Oes7/8AfVL6s+4/rXkb1MaWNfvOo+prAe6OPnuOP9p6py6nZQ/6y5jB9N2TTjhX1ZLxEnsjo5NQgXoxY+iiqkupu2RGgUep5NcxP4mso8iMSSn2GB+tZVz4mu5gVhRYV9QNzfmf8K3jhoroL99U8jq7m8VFMlzMFA7sf5Vg3viVFylou5v77cD8q5uW4lnYvLIzse7HNR5rpjTSNIYVJ3k7m3aeI7mJsXAEqE59CK6G01W1vMeVKA/91uDXB5pQxByCQaHBMc8NF6x0PUIr2ZMAncP9qrSagjfeUqfzrzW11y+tcAS71H8MnzD/ABrXt/FUTYFxbsp/vIcj8qxlh4voZOnVhtqjuVnjfo6/nT8+lcpFrenzYxcqp9Gyv86updRtzHOp+jVg8P2J9rJbo3iaQ1kCd+0rf99U4zyf89G/76o9gw9t5GpSF1XqwH1NZLXBA+abH1aqsuoWkI/eXUa/V6aoMPat7I2nuok/iyfaoHvSfuJ+JrnZ/EdhFkIzyt6Kv9TT9J1f+05pk8oRqgBX5sk5z/8AWrRUUtWTJ1bXtZHSwSGSIMfvZ5qTNVrQ/uyPQ1YJrC1pmlOWzNVDlQfUUtRwHMCn2qSvtsO704vyPvKEuanF+QUlBpK6UjRsKQmiitEhNhQaDSVaRLYUE0U0nitEiWwJoooq0iWwpDQaSqSJbCkzQaKtIlsKCaCaSnYlsKQmg0VRLYUhoNFMhsKTNLSUxNhQTSUUEthSZoNFMVwoNGaSglsKKKKYmwpM0GjrQK4daTOOlBPYUCglsAKUCgClAoJExTsUAU4ClcTYgFOAoApwHNS2IAKcBQBTwKlsTACnBaULVq2s5rlgsUbN744FZSmoq7ZJAFqaKB5GCorMT2UZrctdAVcNcNk/3V/xrXit4oF2xIqj2FcVTGJaR1Cxz8GiTOAZCIx6dTWnDpVvDjKlj6tzWjikIAGTiuSVect2FiIRKowFAHtS7aR7iJerAn0HNQNej+FfxNQlJiLISl2gcmqBu3b+LH0FMNxnqc/WqVOQXL5ZF6sPwqJpkHTJ/CqZuFHeozMzfdVm+gJqlT7iLjXCdlNQm4/2arhLhukL/ipH86X7JeHpD/48P8atKC6is2SGf2FIZ/pURs73/nj/AOPD/GkNnef88f8Ax4f41ScO4uVjzP7CmmcegqM2V6f+WP8A48P8aQ2N6BkwH8GH+NWnDuTyvsSiYUeatVzDcL1gk/75JqMuynDAqfcU0ovZicbF8SKe4pwYGs8SZp4f3ocBF8YNIVFVllYd6kE3rUuLQEpjBHIqF7ZW6DFSiVT3p4INK7QWTM97VgDgZFV3hIPINbBANMaJW6gGrjVa3JcTGMeOtNMZHatN7XqR+RqExbTgrxWqqpkOJSCU4J7VaMJXkcg96BH7VXOTykQjLRggcrwfpSrHyOKtwoA+D0bg04QFWII5BrN1LOw+Uls4vmHFFxH8tW7SP5hS3EfB4rmc/fNeX3TBeP5jgUkkW0Bccjk1oCDdJyOByaYYizFiOtdCqGDgUFh56VOkPtVpYPaplh2gcZJ6D1pTrJK7BQIY4CzKoHJrTVVjjVB0FJFCIlJPLt1Pp7UMa+azHF+0fKtkaxjYazUwmgmivEk7lXCiiipAKKKKkaAUUUUrDM7NGaQ0Guux9PYM0ZpM0Zp2HYXNGabmkJosOw7NJmm0uadgsBNBNJmjNOw7C5pM0maTNOwWFzSZpM0E0NaClszLlOZGPuaguW228p/2TUhPzE1BeH/RZP8AdryUrzPj67vzM4/X32aLcH1Cj/x4Vwtdt4nbbor/AO06iuHzXs0vhOXCr3WOpQxU5DEH2NMzRmtLHRYm8+UdJX/77NH2ib/ntJ/32ahzRmiwci7D2d2+87N9TmkpuaM0WHZDqKbmjNMY6im5ozQA6im5ozQA6jNNJr1r4YfD+O7hOtazbiSGRStvDIMhgRgsR/L86qEHN2Q4xbdkeTZFKCQcg4PtXqnjL4RywGS+8OhpIuWazY5Yf7p7/Q815S6vFI0ciMkikqysMFT6EUTpyi7MJQa3JRPKOkrj/gRpftE3/PaT/vs1DmjNRYjkXYkMjv1dm+pzTabmjNFg5Uh1bvhV8alIvZoj/MVgZrZ8MPjWlH95GH6ZqZL3WRVV4M761ONwqxVaDhm+lWK4JfEcUHoaNocwL7E1Mar2R/cH/eNT19ngdaEX5H3GClfDx9AoNITRXckdTYUGg0lWkS2FFBpCa0SE2JmiiirSIbCgmkJpDVJEthRRSVaRLYUE0GkpkthSE0E0VSJbCkoJopkNhQaSimJsKSig0EthSUUGmJsKKSiglsKKKKYrhSUUGgm4UhOBR0oFAmwpQKAKUChiuAFKBQBTgKTZLYAUoFKBTgPSpbEIBzTwKQCnAEmpbEKBU8FvLcSBIkZmPYCtPTPD892FkmzFD15HLfQV1dtZW9lEEhQKO57n6mvPr42MdI6sRhWPh0KA902T/cXp+JrcjhSFAqIqgdgKlaql1fW9qPncZ7KOSa86VSdR66gTmoZbiKEfvHAPp3rFudYmlyI/3a+3U/jWeZixJJJJ9TW0MNJ6y0E2bcurZ4iTHu1U5Lx5D87k+1Vre2ubrHlRkg/xHgfnWrBoY4M8hY/3V4H51b9lT9RaszjPzgck1ZitbufBWJlHq3y1tQ2sEH+rjUe+Mn86nH0rGWI7IaiZMekSMAZJgPZRn9asJpduv3tzn/ab/Cr+PekxxWTqSe7HZEC28CfdiQe+2pO3Ap5FIVJHpU37jI6TB71IU/CgrTuMixzxSYNSlBRsxT5gIsGjBqQJS7aOYBgHtSlQeCoI+lPCYFJtNK4Fd7G2kzugQ+4XBqu+i27H5CyfRsj9a0se1KBxTU5LZkuKe5iPosqj93KrezAiqslpcw53xNj1AyP0rpgKUD1FWsRJb6kOmnscmG96VXI6GulmsrafO+Jcn+IcH86zZ9EYAmCTP+y3+NbRxEXo9DOVOS2KK3B781Osit0PNVZoJ7dsSxlffsfxpisO/H0rW0ZK8TO7W5f60MisMEZqBHYdDkVYR1bGeD6GoaaHe4wQbegyD1FNaDbyOR61cAqVFB4IyD1FQ6jQ1G5nrF7VaMO5VcdehqwbfacjkVNFFwVI4NRKrfVFRiMto8MOKWaLIPFWootppzx7qwc/euacuhlGDEZ45aohB7VqyQ7jgDgUiwKvzN+VX7ZJakuBQS374+lSiJUJbqx71Zf2qB64MRiJSVlsS4pELmoyalKk1EQAfU15FRNksZRSk0lc0kQFFFFSMKKKKllBRRRSC5l0E0maM12WPqrBmikJozRYLC0ZptFOw7C0lGaTNOw7C0maM0madgsKaQmkzSZppDsLmkozTc02tBS+FmWTVa8/49X+lTnqagu+bZ/pXjr4z4qttI4zxXxo4/66r/I1w+a7nxaP+JLn0kX+tcJmvYpfCZYf4R2aM03NGa2sdA7NGabmjNFgHZozTc0ZosA7NGabmjNFgHZozTc0ZosA7NGabmtrwt4bvPFOtRWFqpCZ3TS9o17k/wBKai5OyGld2RvfDnwVJ4p1QXV2hGl2zAyMePNbqEH9fQfWvoqKKOGJY40CIoAVVGAAOgxVPR9ItNE0yHT7GIRwQrgDuT3J9SfWtCvQp01BWOuEVFBXG+L/AIe6V4rRpiotdRAwl1GvJx2YfxD9R69q7OopZo7eFpZXVI0BLMxwAB3JqpRTVmU0mtT5Y8ReF9V8L3hg1C3YIT8kyjKOPY/0rGBzXo3xI+JUeveboukqrWAbElwy5MpB/h9Fz36mvNgeK4KkYqWhyTST0H5ozTc0ZrOxA7NbHhk/8T2H/db/ANBNYua2fCw3a7F7Kx/8dNTP4WZ1fhZ6DDwx+lTZqKP7xqTNee9zgjsaFl/qG/3j/IVYzVay/wBS3+8f5CrNfaZev9nj6H22A/3ePoFBoNJXekdbYUUUhNWkJsDSUUVaRDYUGimmrSJbA0UUhq0iWwoNBpKZLYUhoNFUkS2FIaDRTIbCkoozTE2FJRSE0EtgTRRQaYmwzSUUUENhRQaQ0wuKTSUUhoJuKTSCjvR7UE3F70CgUooEKBQBQBTgKTFcAKcBQBThzUtiExmnAc0uOat2dlJeSBUGFH3mPQVnOairsRDBbyXEojiQsT2FdbpOgw22JZwJJeoB6LUthZRWiBUXnux6mtSPpzXkYnFSn7sdEImPQVWubqG1jLTOFHv1NZup+IYbbdFb4klHBPZT/WuXuLuW5kMkrlifXtWVDCSqavRAbF7r8kxKW48tOm49T/hWQ0pZiSxJPUk061s7i9bESYUdWbgCt+z0eC2Ad/3kg/iYcD6CuxypUVaO4rXMq00+5u8MF2Rn+JuM/T1ratdIt4AGcea/q3T8BV9R7U/FcdTETlpshpIAuOAOKcBShSaR5I4ULSOqqOpJwKwbKSb2HAU4DBrltV8faLpgZRP58g/hi55+tcVqfxS1O43LYQR2yHgO3zN/hWUqkUdNLB1qmyPXXZEBZ2UDuScVk3vijRrAHz7+IEdQGyf0rwy98QapqBJur6aTPbcQPyrMLljknJ9TWLr9kd1PKv5mey3vxR0aAEW6TXDZ42rgfmaw7r4tXLEi102NR2Mrk/oMV5oXppas3Wkzqjl1Jbq520/xP8QSZ2G3i/3Y84/PNUZfiB4kk66iR/uoo/kK5UtmkLUvay7nRHCUVtFHQv418Qt/zFbgfQ4qS28Xa85bdqtw3Tq1cxuq1aN8zfQVLqStuaRw1K/wo6dfF2ur01KY/U5qdPHXiCMjF9u/3kU/0rmyaTNL2su5q8JRe8UdlD8SNbixvW3lHupH8iK1bb4pPkC504Ed2jfH6EV5yDRmmq0l1MpZdQl0PYbT4j6LPgTebAT13rkD8q37TXtKvgPIvYmJ7bsGvn8Gnq5Ughip9QcVosQ1uclTJ6b+FtH0crKwyCCPY04A14HY+ItXsCDbX0oA/hZty/ka63TPiXeREJf2yyL0Lx8H8q0jiIvc8+rldaGq1PUcc0Y9KwdM8YaVqYUJOI3b+GT5TW6rK6gqwIPcGtVJPY8+dOcHaSsBVXUqygg9QeRWdc6NDLloSY29ByD+FaeKMVcZyi7pmTinucvNaXFq3zocdmXkUschPBAYe9dMVBGCMiqM2mRMd0XyH07GumOIT0kZSpW2KcRVsANj2NXEQ+lNSy2H5+T7dKtxrtGBxWM6qvZBGL6hGhHUcGplRV6UKKfWTbZokFFFFIoTApjjmpKQjik1cCs6evFQOQOgyferTrmoWSuapG+xnJFRyT1qMirbR1GY64qlJsycWVSKSpylMKc1yypslojop5Wk21k4tANopdtJipcWMKKKKmwzJzSUmaM12WPrLC0maM0U7BYM0ZpM0maLDsOzSZpM0maqwWFzSZozRmnYYGkzQTSZoSAXNIaTNFVbQJLRmU3DMPQ1DccwOPapphiZx/tGopBmNh6ivGatM+JxCtKSOQ8UpnQZjj7rKf1x/WvPc16X4hj8zQbtfRN35EH+leZZr1sO7xMcPs0OzRmm5ozW9joHZozTc0ZosA7Nauh+HdV8R3f2fTLR5SD8z4wqD1ZugrZ+HehaH4g18Wes3UiHAaGBTtEx7qW6j6Dk9jX0dp+nWelWaWljax20CDCpGuB9fc+55Nb0qXNqzaFO+rPmDxV4U1DwjqEdrfgMsqBo5kB2t03AH1BPP4etYQOa+q/Fnhq08VaFNp10AGPzQy4yY3HRh+eD7E18v6xpN3oOrT6bfJtnhbB9GHZh7GlVpcruthTp22KmaM03NKMkgAEk8ADvWVjMs2NncalfQWdnC0txMwREHUk/09+1fTPgjwhb+EtFSBQr3cgDXEv95vQew7Vzfws8CjQrEaxqEf8AxMbhfkVh/qUPb/ePf8q9Lrso0+VXe500oWV2LRRWN4i8Sab4Y0x77UpgiDhEHLSN6KO5rZu2po3YualqdnpVjLe306QW8QyzucD6e59q+ePHvxJvfFc72Vkz2+kg4CA4ab3b29qyvGfjjUfGeobpiYbGJj5FqG4H+03q3v27VzijArlq1b6IwnUvogRcCn5puaM1zGI7NGabmjNFhDs1v+EF361n+7Ex/kP61z2a6jwRHu1C5k/uxBfzP/1qirpFmdXSLO4UYNKTSDijNefuzz0aVkP9H+rGrJqC0GLVffJ/Wpq+6wMbUIryPuMErUIryCiikrsSOhsDSUE0VaRLYUZoNIatIlsTNFFIatIlsDQaKSmiWwpDSmkqkiWwpDQaKZDYGko70UxNgaSikNBDYGiiimJsKSiimS2FFGaSgVwoopKCWwNFFA5oFcKBRS0CuFOApBSgUmK4oFOAoFKOaliuL1pwFIBV6yszOwd+EH61nOairsQtjYNdMGbIjHU+v0rpreJYUVEUBV6AVWhUIoUAADoKkmu47SLe5+i9zXmVZymxF5pkgjLyMAq8kmsDUtdkuQYoCY4ehI4Zv8BWfeX8t2+XOFH3VHQUy1s572URwpn+8x6KPetKeHjBc9QVyNQzsFVSSeAByTW5p+hHKyXf1EYP8zWnYaVDYqCBukP3nI5/D0q8ErGtinL3YaIaQxEVFCIgUDgADAFSBcU4L6Cmyyx20TSzOscajLMxAAHua43IpJvREgFQ3d7a6fAZrqdIo16szYrhPEHxNt7bdBpCLPIOPObIQfQd6821PWL7VrgzX1y8z9gx+VfoOgrnnWS2O+hl86mstEek618ULeEtFpUPnN081+F/D1rz7VPEmqatIWu7yVlP8CttUfgKyC/vUZauWVWT3PXo4SnT2WpIXppc1GWpu73rNs6lEkL+9MLGmlqQmlcqw7f70hb3puaKVx2FLUhak4oyKLjsGatWbfM30FVc1Zsz8zfQUm9Co/EXM0ZpKKm5tYXNGaSii4WHA04EVHmlzRcLE6sKnRlqiDTgxHei5Ljc00dQQelbul+JtQ0xh5NyzRjrG53D/wCtXIiRh3p4nYd6uM2tjCph4VFaSuex6V48srral2PIc8ZJyp/GurimiuIw8Tq6sMgg5FfOyXDjvWvpXiHUNKkDW05C5+ZGOVb8K6IYjozycRlKfvU3Y93orj9C8d2eoKsV5i2nPGWPysfY9vxrrVZXUMrAg8giuiMlJXR4tWlOnK01YecEc0m0DtR9aUU2jKwoNLTR1p1ABRRRQAUhOBS0xmHQ9KTAazD0qNnHoKR+ehzUDsR1rCcmiHIc0g9BUbSD0FRs1RFjXJOozKUiUuPamFxURJppJrklNshyJC1JvFMoFYSkxXHFqTNFFQ2FwooopDuY2aKbmiu6x9fYXNJmjNGadhhRmkzRmiwC5pMmkop2AXNJmkzRTSHYDQaKSmkOwppDRmm5qkgM+6+WdvfmoDyKs3q4kDeoqrXj1Vao0fGY2PLWkvMyb2Dz7O4g/voy/mCK8izXs8q4kavItVt/surXUGMBJWCj2zx+mK78K73RyYfRtFXNGaZmjNdljpH5ozTM0ZosA9JHikWSN2SRSGVlOCCOhBr6F+GvxDj8S2i6bqUgXVoVwD0E6j+Ie/qPx+nzvmpba6nsbqK6tZWiniYMjqcFSK0pzcWXCTiz7Jrg/iR4GXxXpHn2aIuq2wJhY8eaO6E+/Ynv6ZzT/h348t/F2m+ROVj1W3UedFnG8dN49vX0J9xXc116TR06SR8auskErwzI0cqMVZWGGUjggivVPhN4D/tK4TxDqcRFrE3+ixMP9aw/iP8Asjt6n6c9l4p+Flh4i8TWuqLIIEZ83qKP9aB0I9CehNd9b28Vpbx28CLHFGoVEUYCgDAArKFGzuzONK0rsm7UUVwXj/4k2XhKB7O1ZLjV2X5YQciLI4Zv6DvWzkoq7NW0lqanjLxtpvg3TjNcv5t04IgtlPzSH1Poo7n+Z4r5t8Q+JNS8U6mb3Uptx5CRrwsa+gFUtQ1G91nUJL7ULh57iQ5ZmP6D0HtUIwK5alRvRHPObYoAFOzTM0ZrEyH5ozTM0ZosA/NGaZmjNFgH5rt/A0OLS7n/ALzqn/fIz/7NXC5r0vwlb+R4egJGGlZnP4nA/QCsMQ7RMa7tE2T1pM0E8mhRuZV9TiuSnHmkkcMVzSSNeBdsCD/ZFSUgGFA9BRX39CHLCK7I+6pLlhFdkBpDQTRW6RbYUGikJq0iWwNJRSGqSJbCiikqkiWwoJoPSkqkS2FJmg0U0Q2FJSnrSZpibA0lFIaCGwNFFJTE2FFFFMlsKQmjNFAmwpM0ZooJCiiimK4UUUUhXClpKcBQIUUopAKUcmkxDhzThTRwasW8Jlbn7o6ms5OyuySW0tjM25uEH61tRAKAAAAKrRKEUKBgDtTprlbePcTknoK4qjc2K5YuLxLSLceWP3V9awp7h7iQvI2Seg7CmSzPM5d2yT+lamj6K+oOJpQVt1PXoWPoPb3qrQoR5pbhuQ6ZpUuoPu5SFT8zY6+wrrrW0itIRFEm0D8yfU1YjhSFFREAVRgADAFPx7V5lbESqPXYaViMLxmnBTSttRS7EKAMkntXnPiz4jJB5llo7B5BlWn7L/u+v1rmlNJXZtRoyqytFHT+IfFuneH4SsriW5I+WFev4+leReIPFeoa/KfPkKQA/LCpwo+vqaxJ7mW4maaaQvIxyzMck1AX965J1Wz3sNgoUld6seX96YXphamlqwbO9RHFqaWphaipuVYUtRk0lJSuAuaM0lFIYZooooAKKKKACrVl95/oKq1asvvP9BSexcfiLdFFFI2CiiigAooooAKUGkooAXNKDTaKAJA3NTI/NVx1qVCq9ST7CmmTJGhAxYgAEk9hXZeH/EF5pIVJ5Q1v/wA8mOWH09K4iK4YfLHhB7dfzrQtcswzWsJtPQ4cRQjUjaSPadN1a11SEPbvk91PBFaBryrTJpbeRZIXZWHcV6BperC7iCzAK44z2NdkJ33PnMRhnTd46o1RS0meOKK0OQXPNBOKSmuSPpUvQT0FL4OKic5GRTXfKg1EJCD1qHIhyEdsGozIeh5HvT5AHXI6+lVmODz1rnqXRk5WHEqf9k1EwI9/pQTTd1ckyWxDTTTiaQ9a5ZIkQUtJS1m0AUtIKWpaAKKKKQXMOikpK70j7IdmkzSZop2CwtJmijNOw7BmjNJRmnYLBRSZpM00hik0maKKpIAozRSZppAVb1f3at6GqFalwu+Fh3xmsomvMxkLTv3Plc3p8tbm7kMw+YGvNPGlt5GumUDAmQNn3HB/kK9NkGVz6Vxvj2zL2EF0F5ibax9j/wDXowsrSR5NN2mcDmjNNzRmvVsdY7NGabmjNFgHZozTc0ZosBb07UrvR9Rgv7GZobmFtysp/MH1BHBHcV9M+BfGtr4x0gSDbFfQgCeEH7p9R7GvlvNaOh69f+G9Wh1LTZvLmjPKtyrr3Vh3B/8A1YPNaU5uLNISsz7BormfCfjDTvFeijULdhEyD/SIZGGYWxzn1Hoe49OleYfEb4uSTvNo3hqXbDyk98p5bsVj9B/td+2Op6XNJXN3JJXNz4hfFmLSFm0rQXWbUOUkuOCsB747Mw/Ie9eDPJLcTSTzyPLLIxZ3dizMx5JJPJNMAySSck8kmng4rmnNyZzyk2KMClzTc0ZrOxA7NGabmjNFgHZozTc0ZosA7NGabmjNFgJEUyOqKMliAB6mvYLKAWmnwQAYEcar+QrzHw3aG9161jxlVfe30HNeqynah9+K4sVL3kjlxEuhXJyamtU3XCD0OahzVzTkzIz+gxV4Clz14rzM8FDnrxXmaNITQTRX3kVY+22CiikNWkJsCaSig1SRDYmaKKM1SE2IaKKSmiGw70hoNFUiWwpKKDTJbCkopKCWwNFFJTJbCiig0yWwpKKKCWwpKKOlAmwoooNMVwpKKKCbiigc0UYpCbFHWlFJSigVxRzTgMU0cU4c8AVLFcfGhdgorUiUIoUDgVWgQIvI5PWrG5VUsTwK56kruwrkrzLBGWP4D1rLlmeVyzHJ9PSiaZpn3E8DoPStDRdJfU7jLAi3Q/O3r7D3qXy0ouchbkui6K+oSCWUFbYHn1Y+g9veu0SNIkCIoCgYCgYAFLHEkMaxxoFQDCqOgFPI7CvErV5VZXexSVhpHYVFc3MFlbtNcSLHGgyzMcAUl9e2+m2j3VzIscSDczMa8O8X+NLnxDctFEzRWCn5IwcF/wDab/CuadRRR1YXCyrS02L/AIv8fT6xI9np7NDZA7S4OGk/wFcOXphamlq45Tbd2fSUaMaUbRQ4tTC1IWppNRc3SFLUnWikpXHYWkoopAFFFFIAooooAKKKKACiiigAq1Zfef6CqtWrL7z/AEFJ7Fw+It0UUUjYKKKKACiiigAooooAKKKKACnAnNNqaKMsRxQJuxYt1yRW1Zx5Iqjawcjit20hC4J4UdTWsUcdaZp2MQA3McKvU1clvwAFU7VXoBWVLeBVCqcKOgqhLe8nmtOaxw+xc3dnd6R4nCyCC7b5Twsnp9a6xWDqCpBB5yK8Wgn82dUJwM5Y+w6102g+MGgujBdtm3dsIx6p6fhW0KvRnDisA/igj0QUEAjB702KRJUV0YFSMgjoafW+55TXRlSRSjFTyG6Gq7HBNaDqHUg9Kz50KPz0Pf1rmqprVGM421GiQg4J5pso3AsOo6io2NAfP1FZqV1ZmDl0GZpCeaJBzuH40wNXNUjYnmHmgikpa5ZIdxKBQaKhoBaKB0oqGgFopKKmwzCopKTNejY+zsLRSZpM07DHZpCaSinYBc0lFGadgCjNJmjNVYBaTNJSZppALSE0E0VVrDA8gg9KyJV2SMvoa3xbK6ghjg81Wm0lJn3+cyk+i142MxdGeieqPIzPDvERXJujFJGDk1mazaLf6Tc23VmQ7f8AeHIrqDoKH/l5b/vkU0+Hoz/y8v8A98iuSGKhF3ueH/ZmIvex87sSrFTwQcGk3V6/d/CWxuruWcanNGJHLbVjUhc/jUH/AAp6y/6C9x/36H+NepHMcPbWR0rA1ex5PupN9es/8Kesv+gvcf8Afof40f8ACnrL/oL3H/fof41X9o4f+Yf1Gr2PJt3vSbq9Z/4U7Zf9Bef/AL9L/jR/wp2y/wCgvcf9+l/xo/tHD/zB9Rq9jybdRv8AevWf+FO2X/QXuP8Av0v+NH/CnLL/AKC9x/36X/Gj+0cN/MP6jV7HlcF9c2sc0dvcyRJMu2RUcgMvoarggV65/wAKdsv+gvcf9+l/xo/4U5Zf9Be4/wC/S/40/wC0sP8AzB9Sq9jyXfRvr1r/AIU5Zf8AQXuP+/S/40f8Kcsv+gvcf9+l/wAaX9o4f+YPqVXseTb/AHo3V6z/AMKcsv8AoL3H/fpf8aP+FOWX/QXuP+/S/wCNH9o4f+YPqNXseTbqXfXrH/CnbL/oLz/9+l/xo/4U7Zf9Bef/AL9L/jR/aOH/AJhfUavY8n30b69Z/wCFO2X/AEF7j/v0v+NH/CnrL/oL3H/fof40f2jh/wCYPqNXseT7qXd716v/AMKesv8AoL3H/fof40v/AAp+y/6C1x/36X/Gl/aOH/mD6jW7HP8AgCz5ub5hxxGp/U/0rsZ3BYKD05rS0rwbbaXYR2sV1IyrklioBYk9asN4YjZixunyf9kVwTxlKU27nHWyzESeiOfzWrYpstgccsc1bHhiMf8AL0//AHwKvJpUaqFEjYAwOK9LK8xwtGo51H6HVluXVKNRzqIz6KmuYlgmKBi2AMk1ATX3VGrGtBVI7M9xgTSUUhNbpENimkooJqkJsDSUUnWmiGwNBopKpEthQaDSUyWwpKKQ0EtgaDRSUyWwoooNMlsKSikJoJbFpDRRQTcKKOlJTBsXNJRRQTcKAOaKUUCuFGecUmecUoFIQoFKKQUooFcUVYgXncfwqFF3HHarK44FZyfQknU1Xnm3ttB4H60TS7V2g8nrUKK8kioilmYhVUdST2qEkveYrlnTrCXUrxYIhweWbsq+teiWlpFZWqQQrtRRge/uaqaJpSaXZhTgzPhpGHc+g9hWn/WvCxeJdWdlsikrCVBd3UFjayXFw4SONSWY9hUzssaF2IAUZJPYV4h4/wDGcmtXjWFnIRYxNhip/wBY3r9K4pzUVc6sNh5Vp2W3Up+NPGNx4jvWiiYpYRN8iD+L/aNcmWpCaaTXFKTk7s+npUY0oqMVoKTTSaQmipubWA0lFFIAooopAFFFFABRRRQAUUUUAFFFFABRRRQAVasvvP8AQVVq1Zfef6Ck9i4fEW6KKKRsFFFFABRRRQAUUUUAFFFSIhY0A3YWOMsa0be36cU23t844rVgiCgZFVGJzVKnQfbwhQCRip5Zwi4HAFQvKFXArOuLjrzVt2MFFyepNPd8nmqL3RJ61UlnJPWogxJqHI6o0kka0VwUgd8/M/yj6d/6UiT471nvLyqA8KMUokouL2Z6V4Q8SPblbO5YtCeEYn7v/wBavRVYOoIIx2rwbTpyCOa9I8O+IwswsrpvlbHlsT09q66VTSzPn8wwdpOcEdl1qOWISxkHg9j6VJ15FLXQ0mrM8hq6szFkVlJQjBFQnKnIrVu4PMXeo+YfqKzGWuCpFwkcVWNmIGDLURyrYpc7W9qVxkZFJ+9EyuKDSioweaeDXLONikxaKKKxaKAUUd6Ws2gCiiipsBz9FGaK9Ox9qFGaTNJmqsA7NJmkop2AXNJSZozTsMWkzRRxTSAKKTNFUkAuaSikquUC7A2Yx7cVJmqkDYBH41Lur43H0+Su0YyjqTZozUO6jdXITYmzRmod1G6gLE6EF1BOASMn2rah02znUlJWbHXDdK57dW54fbKz/h/WvTyvklU5JpO5y4pSUeZO1iO4tbRZY0ikLEuFI3ZwKtSabZRFQ8rKT0yw5rIRv+JqB/03/wDZq6K6sort4/MYjbyAD1r0sLSp1edqCunY5aspQaTb2MfUbAWaq6sShOOeoNSTWEUem/aAW3YB5PHJpNavVZhbKpGw5Y4x27Vauz/xIAR/dX+YrJ4ei6lRRWy+5lqc+WLb3Zn6bapdyujkgAZ4ND2YOpm1QkDOMn0xmpdAObmT/d/rUV1c/ZtaeUDODyPXiueNGksPCclu9fQ0cpupJRfQ0ZLHT7cKkrYcjgsxBNUIYbNruSOSUiNeAScZNaSy6fqwCnBkx0PBFYeoW32K5MYYspGQT1roxkIwUZwinG/T9TOi224ybTNl9Ls44/MaRgnqW4qtaWNvc3MyhiUXG0g9atajxomfZf5iq3h85eb6L/WtZ06LxEKagrNXJTn7Nyu9NAuLWwiRwJvnGflLDrRYafDc2nmuWByQcGm3/wDZo87a37/J4+brnn2q1pBB0on3apjRpPEOLirJPYHOXs7pvcj/ALLtpkJt5iSPcEVkzRvbytG4wwqfR3f+0UCZwc7semP/ANVTa+UF1Hj72Pm/pXJiaVKph3VirNO3qbU5ShV5G7pmfmjNQ7qN1eOdtibNGah3UbqAsTZpM1FupskmyJmz0BrShB1KsYrqxNWMy4ffO7ercVFQeuaDX7JhqSp0owXRI52wpKKDXRYlsCaSikJpohsDRRSHmqJbCg0E0hpkthSGikJoJbA0UUZpktiUUUUyWwNJRSE0EtgaKKKCWwooopibEooooJbCiigmgApetJS54oFcQDmlooFIlsUUtIKVRk0mK5NGMD3NSlgqkmo1qORstgdBUWuxXELFmJPU11nhTSeP7QnTk5EQP6t/QVg6PpzapqCQDIjHzSMOyj+p6V6RHGkUaxooCKAAAOABXmZhiLL2cfmOK6j+OtHuaO9cv438UR+G9GaRCrXcvywpnv6n2FeM2krs1p05Tkox3ZyvxN8YmFTomny4kYf6Q6n7q/3fqa8lJp0873E8k0rl5ZGLMxPJJ6mo81wzm5O59VhcPGjBRW4E0lFGag6ApKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKtWX3n+gq3onh6/165EdpERED88zAhVH19favTrX4c6YultbeY/2nG77R33fT0rRUpSV0c1TG0qUkpM8xorU1vw/f6DcmO7iYxk/JMoO1h9fX2rLrJxcXZnfCpCpHmi7oKKKKRYUUUUAFFFORSxoAVFLGr0EHI4psEOccVpQxhQKqKMKkx8MQUCpnkCLUbOEFUp5+vNXexgouTFuLjrzWbLMWJolmLGq5OTWbZ1QgkBOTSg4OfSkopGguaA1JRQBp2EmGHNa087AbgSCMEEVg2jYatCV8x/hWkXZHNUgm9T0/wT4oGrW5s7lx9rhHUn749a7Doa+dbPUJ9O1GO7tnKyRNke/qD7GvdtA1mHXNLiu4iPmGGXPKnuDXXRqcys9z53McH7GXPHZmrWZeQbH3qOD19jWl7U10WRCrdDV1Ic8bHkzjzKxgutNVux/Cp5oyjFT1FV2XFcCfK7M4JKzEYYanA0H5l96aDzSqR6iTsSA0tIKK5JKxogpRR3pKhoBaKKKgDn80lITRXq2PtxaTNFGaqwBRSZopqIC0ZpKM01EAopM0VSQC5pDRSE01EBaTNFGapIB6NhqfuqHPNN389a+Yzuly1VLuiWrljdRuqvv96N/vXiE2LG6jdVff70b/AHoCxY3Vq6NqEFosombBbGMDPrWFv96cm6Rwi8sxwB71vhq0qVRShuZ1aSnFp7F5J0GoiYn5BLuz7ZzWpfaxH9oglt2LbCdwxjI9Kkh0C1hgEl1Kckc/NtUGs3VrC1so0eGYsXPCkg/rXrcmJw9Jy0V9fM4k6NWaWvYt6pd2V7EHjciYDj5Tz7GpNP1a2+x/ZbrgAYyRkEVFpmi297YRzu8gZs52kY4OPSlvdHtLe0klSZiyrkAsDmrSxMf9ostVr5ol+yf7u70ZbXUdLsY2a3wWbsoOT+dY9vdxHUTPcKSpJOBzg1PpOkw39m0zu4IYjCkY6CsaRtsjKDwpIrnxVasownJJLdJGtGlTblFNt9Tqo7vR7dzNGyhscYB/SsbUb0Xl2ZFGFAwoPpVvS9IgvrATu7hiSMKRjj8Kwd/vSxlat7KKaST10ChTp87s22u50l9qdtPpXkI5L4XjB7EVBo2oQ2hlMzYDYxgZ9afpmi297YRzu8gZs5CkY4JHpRf6RaW1nJMkzFlXIBYGt3HE+7iHbRaehmpUrOlrqx91c6TIkjoAZSCc7T1p2lana21l5UzENk5GCeKraRpEN/aGWR3DBiPlIxVz/hHrSRWEVwxYd8hsVtTWJlJVoJar7yJeyScG3oL/AGtp1mh+zR5Y+gxn8TWHcXb3U7SueW7eg9KhvLeSyuWhc8jofUVBv968nF4qtP8AdzVkuiO2hQhH3lrfqWN1G6q+/wB6N/vXCdFixuo3VX3+9G/3oCxY3VDcviEj+8cU3f71DO2do/GvYyKh7bGwXRa/cRU0iyGkooJr9YSONsDSUUGqIbAmkopKoTYGg0UlBLYUhpTSGmQ2IaKKDTE2FJRRTIbCkopCaCWwNFFFBLYUZoNJTE2LSUUUE3Ciik60BcWjFFJQTcWikFLQK4oo70nelpCuL3qRRgVEBk1KOtJk3FLbV96jod8/QVreGtP/ALQ1RWdcww4d/c9h+f8AI1lVqKlByfQN2db4c0z+z9NDSLiaXDPnqPRfw/mTWx0pfYUd6+YnNzk5PdmmxBdXMVnayXEzBI41LMx6ACvnTxZ4il8R63JdEkQISsKE9F9fxr0D4r+JfKt10S3k+eUZmwei9h+NeRVx1p3dke9lmGsvaS3ewUlFJXMewKaSiigAooooAKKKKACiiigAooooAKKKKACiiigAooq5pul3mr3Qt7KBpXPU9FX3J7U0m9hSnGKvJ6FQAsQACSeAAMk12/hj4fz34W61VWgg4Kw9Gce/oK6nwz4GtNGVbi723N5jliPlX/dFdcB0Arpp0erPExeZXvGl95DaWkFlbpb20SxRKMKqjArRtEG4k9cdKhVcY9atWyFWOe4roSseNKTk7sW8sre/tnt7qFZI2GCrDIry3xP8P7jTi13patPbdTF1ZPp6j9a9apDzUTpxmtTqw2LqYeV4vTsfN5BVipBBHBBGCKSvZfE3gO11lGubQLb3uCdwHDezD+teTalpV7pF0be9gMUg6E/db3B71xTpSgfTYXHU8Qt7PsU6KKUKWNZndcFUsauQxZxxTYYs9qvxRgAVSRjOY+KMKKmZwgphcKKqzT8Hmq2MVqxZ5+vNZ8spJNEsuT1qAnJqG7nRGKQE5NFFFI0CiiigAooooAmt2w1XXf5OtZ8Zw1WGb5apMhq7IGPzGur8D+Ijo2qrDMxFrOQrZPCt2NckT81OU0Qk4yujOvRjVpuD6n0qrB1DA5BGQadXH+AfEH9q6WLaZ83FuNpz1I7Guw716UZKSuj4yrSlSm4PoUr6HcnmAcr1+lZjrW+QCCDyKxriIxSsvbt9K5a8LPmRw14dUVRw3saCMGlIoPzL71ktVY5bAKdTBThXNOJcWLR6UUVi0UKKKQUVAjns0maKTNeuon3AtFJRVKIC5pM0UmafKAtFJRT5QDNFFGapRAKM0lFNRACaKKSqSAXNV3faxFT1UujtkB9RXjZ3RvRU10YRV2O8yjzKreZ70eZ718iXYs+ZR5lVvM96PM96AsWfMqa1uRDdRSkZCMCR9DVDzPeprOJrq7igUgF2AyT0rSlzc6tuRUiuV82x6DKtnrdkE83KnBBRsEGua1fRZtOj81ZDJCD3GCtWz4WuIbgPaXhjXjkjkfl1rQ8S3Udvo7xuwLyDao7k19PWp+2oOVZWaW99zxacuSolTd0+hLoA8zQoRn7wYZ/E1kanocVjYyTrcu5XHynGDkgVq+HPn8PQruwSG59OTWJqOg3VrZTTSag8qouSpB5/WivG+FjaN9N77BTdqz1tr95q+Fzu0mQ/9NG/kK5Kd/38n++f511XhE7tIfn/AJan+Qqhc+FJFEs32xcctjZ+PrXLiaFSrhqfIr2WptRqxp1p8z3ZreHDu0RT/tN/OuL8yuy8LHdoS89Wb+dY914VktreSU3isEUnGzGf1oxeHqVcNTcFey1ChVjCtNSe7N7w/wDvNCiGeu4Z/wCBGsnU9DisbGWdbl3ZcfKcYOSBWn4cw/h6Fd2Cdwz+JrF1HQbq0sZppNReRUXJUg8/rXVXjfCx929lvfYxp6VnrbX7zX8LHdpLf75/kKXStJm0+5muZ5kwwICqTjGc5JOKh8JP/wASdzn/AJaH+Qp+j6lHqsE9lckNIhKkH+Jc9a2oOn7Onfe2hnVUuedtr6mFr97Fc6kWiYFVAG4dCay/MqfWNPfTLwxnJjblG9R6Vn+Z718xjHJ1pOSs7ntUIx9nHl1RZ8yjzKreZ70eZ71ym9iz5lHmVW8z3o8z3oCxZ8ymudzZqAPk4qWvsuEaF6s6r6KxyYl2SQZpKKCa/QThbAmkooNUJsQ0UUUEtiUGikpkthSUUGmS2JmiiimQ2FJQaKCWxCaKKKCWwozRSUCbCiiimTcKDRRQK4lLRSUCbCiiimTcKWkpRSE2FLSUuaBXFFOLYBpooJ5pbgJXovhuw+waUm9cSy/vG9RnoPy/rXFaFY/2hq8EJGYwd7/7o5/XgfjXpvt2rxszraqmvVjiuodKpatqUOk6ZcXkzARxIWPv6Cr1eU/FzXiiQaNC3L/vJcenYV485csbnTh6Tq1FE8x1TUZ9W1Oe+uGJeVifoOwqnRSV57d3c+vhFRSigooopDCiiigAooooA9G+GPhvSdft799Ss0uGikUIWJ4BUGu1uPBfgi0k2XFnZxvjO13wf51gfBj/AI9dV/67L/6CK574tKreLUJUE+QOo966lZQTseHNTq4p01JpHd/8Ir4B/wCeFj/39/8Ar0f8Ir4B/wCeFj/39/8Ar14P5a/3V/Kjy1/ur+VR7Zdjp/s+f/PxnvH/AAivgH/nhY/9/f8A69H/AAivgH/nhY/9/f8A69eD+Wv91fyo8tf7q/lR7Zdg/s+f/PxnvH/CK+Af+eFj/wB/f/r1dT4eeEpUDppcDKRkEEkEfnXz15a/3V/KvQPAvxAl0WWPTtTdpNPJCpIeTCf6r/KqhUi3Zowr4OvCPNCbZ6R/wrjwr/0CIf1/xo/4Vx4U/wCgRD+v+NdNBPHcxLLE4dGGVZTkEVL+NdHJHseS8RWWjkzk/wDhXHhX/oExfr/jWtp3hvSdKgMNlZxxITkhe/41rUUKKWyJlWqSVm2yuLG3XpGKUWVuOiCrFFUZkAtIAfuCnLBGpyq4zUtFADPLX0oEag9KfRQA0ACqGp6LYavEIr62SZAcgMOlaHaik0nuOMnF3i7M5n/hAfDn/QNi/M0o8B+HB002L8zXS0UuSPY2+s1v5n95zw8E6AOmnxj8TQ/hHw/GhZ7GJVAySSeK3J5Y4IjJI4VFGSScAV5P4v8AGj6o72di5SzU4ZgcGX/7H+dRNwgrtG+GjiMRO0ZO3c7FtC8Inqlr/wB9/wD16ibw94NPWO0/7+f/AF68ZkZSfuj8qhKqf4R+Vc/to9j2FllT/n4z2j/hGvBR/wCWVp/38/8Ar0f8Iz4K/wCeVp/38/8Ar14tsX+6Pyo2L/dH5UvbR7Ff2bU/5+M9q/4RrwV/zytP+/n/ANepbfwh4RumKwWltIwGSFbJH614hsX+6PyrvPhWoHiG6wAP3A/9Cq4VIyklYwxOCqUaTqKo3Yo/EDSLLRtZt4LGBYY3iLMF7nNcnXd/FT/kYbX/AK4H/wBCrhKxqq0mkelgJOWHi27sKKKKzOwUHDCpS3y1DSlsrQJoM0oNNpRQM3fDGsvo2tQ3AJ8tmCyD1U17xDKk0CSIwKsoII7182g817H8PNa/tDRvskj5ltztwepXsa68PP7LPBzfDaKrH5nZ9Rmql/EGjDgcr1+lXKayh1KkcEYronHmi0fPSV1YwGFNHDY9anlQo5U9QcVCRXnr3XY8+SsxCMNSilPIBpvepnEUR1FJSiuWSKAUUCipsBzlJRRXtJH3AZoozSZpqIC0ZpKO9PlAWkoNJmqUQFopKKaiAZ9KKKTNUoiFozSUU1EAJqpfj9yH9DirdIwVwQQCD2NY4rDe3oun3BOzuYu+jfWhJp1tJ1jCn1U4qrJosbfckYezc18tVyHER21NPaLsQ76N9Qy6LKucHcPY1VfTpYz0YVwyy+rB2mmvkZVK7jFtK7NDfQHIOQcGsWSJ1YglgR71CyODwzfnW0cue6Z4ks/jFuMoHXxa9qcKbUvJMf7WG/nVSe7nupN88rSN0yzZrDgYyfIxIb+dYPiTwzcXiG6sJXS4A+ZAxAcf0NaRws5vkqVHYdPNqL96MDvo9Tu4Y1jiupUQdArkAUsmqXsqFJLuZkYYILkg189zTXsEzRSyzI6nDKzEEGmfa7r/AJ7yf99Gu5ZVUcbKo7Gn9p0r35D6Fh1C6t02w3Msa5ztViBmnnV79gVN5OQeCC5r52+13P8Az8S/99Gj7Xc/8/Ev/fRoWU1ErKo7DeZUm7uB9Dw6leQRhIbmWNB/CrECnPqt86lXvJ2UjBBckGvnb7Xc/wDPxL/30aPtdz/z8S/99GhZTUSt7R2D+0qTd+Q+h4tTu4YxHFdSoi9ArkAUsmp3s0bJJdzMjDBDOSDXzv8Aa7n/AJ7y/wDfRpftdz/z3k/76NH9k1bW9o7C/tKne/IfQsOoXVumyG4kjXOdqsQKjju5oZfMildJP7wYg/nXkXhzQNR1d1nnmmiswcltxBf2H+NehiBLO3CjKoowozXHVwUoNKNS7X4Clm9JXbgbs19c3KhZ55JADkBmJxUO+uYkaSVyxZgOwB6UoV/75/Ooll0pO8panN/rFTj7sYHTb6N9YsNlNIoJLYPQZq2mkyt13D6mslltWUrQTfoj2sNjXWgpyVrl/fRvqFNHA+9IR9OaspptunUM31avQocM4yrurLzNniooIW3SgfjVumJFHGPkRV+gp5OK+4yXK3gKLg3dt3OKvV55XQE0lFIa9pI52wJooozTJbCkopKZLYUlBopktgaSiighsKQ0ppKYmwNJRRQQ2FBoNJTE2FFFFBNwoNBNHSgTYlBoooJbCiiimJsKKKKBXCgUUUE3FpaSlFILig0hNB6UKrMyooLMxwAO5qW7K7E2dr4MsfLtZbxhzKdqn/ZHX9f5V1PvVXT7VbKwgtxj92oBPqe/61ar5atUdSo5dzVaIhuJ0traSeRgqIpZiewAya+Zte1WXWdbu7+UkmSQlB/dXPyj8q9o+J+sf2Z4WkgR8S3Z8pcHnHVv0rwWuDES15T3spo6Oo+oUUUVzHshRRRQAUUUUAFFFFAHrnwY/wCPXVf+uy/+giue+LP/ACNif9cB/Ouh+DH/AB66r/12X/0EVz3xZ/5GxP8ArgP510v+Ejxqf+/M4SiiiuY9kKKKszWFzBaQXUkREE4Jjfs2Oo+tFgbS3K1FFFAHbeB/Hk/h64SyvWaXTXOOeWiPqPb2r3S1u4by3Se3kWSNxlWU5BFfKtdf4K8cXPhu6W3uHaXTnPzITkofVf8ACuilWt7rPIx2Xqd6lPc+gqWqtjf2+o2kdzbSrJFIMqynNWa69zwGmnZi0UUUAFFFFABRRRQAUUUUAN6io7i4itYXmmkVI1GSxOAKZd3cNjbPcXEipGgyWJrx7xZ4vn1ucwws0dmp+VQcFvc1nUqKCOvCYSWIlZbdWTeLvGUusSta2rNHZKcHsZPc+3tXFySZNI75NR1wSm5O7PrMPh4UYKMUFFFWYdPup7Ka7SMm3hwHc8DJ7D1NSlfY2lJR3ZWooooKCu6+Fn/IxXP/AFxH864Wu6+Fn/IxXP8A1xH860o/GjizD/d5egvxU/5GG1/64H/0KuEru/ip/wAjDa/9cD/6FXCUVvjYsu/3aIUUUVmdwUUUUAFFFFADgea6TwZqzaX4hgYviKU+XID0we9c0DUsblWVgcEHIqoStJNGNemqlNxfU+kwdygjvSmsXwrqQ1TQLafducIFb/eHBrar007q58VOLhNxfQz7+PDhwOG4P1rPIxW1dJvt2HccisdhXFXjaV+5wVo2lcaOQRSUo4agjnFZS1RgA6UCkoFc0kWLRSUVnYDm6KKTNe6on3AtGaSimoiDNFFJmqUQFopM0U1EBc0maKKaiAUUZozVKIBRmkoqlEQUUUhNUogLSUUlWoiCkKhuopaKrkT3RLKd3YpOnACsOhrDltyjlGGGHUV1FV7m1S4Xnhx0avPxeAU1zU1Zni5llqrL2lPR/mc0YeeODV23lVsJLwegamyxPC5R1wf50zAr5+pTafLJWZ8rzToy5ZKzKmv+DrPXIixAiugPlmUfo3qK8o1rw9f6Fc+VeREKfuyryrD2P9K9str1oMK3zJ6dxV+SCy1S1aGaOOaJhhkcZpUsVUoO0tUd1LERmj5wxRivT9f+F4JafRpQO/kSH/0Fv8a88v8ATL3S5zDe20kEnYMuAfoeh/CvVo4mnVV4s6VK5TxRinKjOwRFLMxwABkk11+h/DvVdVKyXSmztzzmQfMR7L/jWlSrCmrydg5rHIwwSXEyxQo0kjHCqoySfYV6N4b+HbJsutYUE9Vtwcgf7x/pXb6J4X0vw/Dm2hXzMfNM/LH8ew+lTXepIgKQAM397sPpXlVsdKq+WkrLuYVa0YK7ZBMsNnEqhVGBhEXj/wDUKypd8773/AdhUzszsWYlmPUmm4ycAZNRSp282eXVxEqjstiARe1adhp27Esq4HVQe9TWen9JJh7hT/WtPoK+my7LG7VKq9Eexl2WttVKq9ENCKo4ApaKDX0MKUI6RVj6LbQDSUUGtSGwpKKDTsJsDSUUZpktgaSikpkthSGg0UyWwpKDRQS2FBoNJTJbCkNBooJbCiikoJbCiiimS2FITS9aTpQJsXpSUUUEthRRRTFcKKKKCbhRRRQK4UUUUAFOBptKD6UmTcCeeK1vDdqLrXIARlYyZG/4D0/XFZNdf4Itebq6I9I1P6n+lceNqclFv5DjqzsO9FHqaiuJFigkkY4VVJJ/CvmzdK7seIfFfVvt3ihbJHzHZxgEA8b2+Y/ptrgqu6veNqOs3t63Wedn/AngfliqVefOV5Nn12Gp+zpRiFFFFQbhRRRQAUUUUAFFFFAHrnwY/wCPXVf+uy/+giue+LP/ACNif9cB/Ouh+DH/AB66r/12X/0EVz3xZ/5GxP8ArgP510v+Ejxqf+/M4SiiiuY9kK9w8GaNZ658Oba0vIg8bA4yOQc9QfWvD6+gfhl/yI9l/wAC/nW9BXbTPMzSTjTUk9bnj/izwleeFtQKSBpLRyfJmA4I9D6Guer6k1TS7TV7GS0vIlkikGCD29x714F4v8G3nha9yQ0tjIT5UwHT/Zb0P86KtJrVbCwOPVRck9/zOYooorA9Q6nwb4yuvDF6FZmlsJD+8hJzt9x6Gve9M1O11axjvLOVZIZBkEH9D718t10nhHxdd+Fr7chMlnIw86HPB/2h6H+db0qttHseXjsAqi54b/mfRopazdH1mz1zT47yxmWWJ+46g9wR2IrRzXWnfVHzzi4uz3FooopiCiiigBKq31/badayXF1II40GSSaj1TVLXSbJ7q7kCRqO/Un0Hqa8Y8TeJ7nX7ssxZLZD+7izx9T71lUqKC8ztweDniJdl3JvFXiu4166KqzR2aH5I8/e/wBo1yzvnpQ75PFR1wym27s+roUI0oqMVoFFFdP4R8H3HiK5EsqtFYIfmkI+97L/AI0Ri5OyKrV4UYuU3ZEPhXwrc+I70fKY7NG/eykdfZfevRPGOmW2leA57W1iVI0AAAHv1NdbY2Ntp1oltaxiOJBhVArnviH/AMifdfVf511qmoQfc+aljZ4jER6K6sjw6iiiuI+qQV3Xws/5GK5/64j+dcLXdfCz/kYrn/riP51pR+NHFmH+7y9Bfip/yMNr/wBcD/6FXCV3fxU/5GG1/wCuB/8AQq4Sit8bFl3+7RCiiiszuCiiigAooooABTgabSihAem/C3Uvnu9PduoEqD8gf6V6YRXhHg6++weJ7KUnCu3lt9GGP54r3fOVBr0KErxPks0pezr3XUTrnPSsWVNkrL6HFbZrMv02zbh0YVOIjeNzyK8bxuUiKU84NBoPK1yLY4RD1pKU9aSsZopMBRQKKyGc1RSUV7/KfcBmiiiqUQCijNFNRAKM0lFVyiFzSUUU+UAoozSZppCFozSUVSiAUUlFUkIKKKDVpCCg0daSrSAKCaQ0VaRLZHNAk6FXGfQ9xWPc2ckBJ+8nZhW2aCARgjINcmJwEK6vs+55mNy6niVfZ9zmyaVJHjYOjFSO4rUudNV8vCdrf3exrLljeJ9silT7189iMFUpO0lofJ4nBV8NLVadzSg1bos6/wDA1/wq3NBYarbmKeKK4iPVXUEfka57NKrsrblYqfUGvOdDW8XZmdPFyjo9TV07w3oujMZLOxhiYkkucsw+jMSQPap7jVIIciP943t0/OsWW4llGJJGYDsTUWaSoOTvUdyqmNb0iixc3s1yfnbC9lXgVXzQMk4FXbfTpJMNJlF9O5rvw+EnUfLTRjSo1sTK0VcqRxvK2xFLH2rWtLBIMO+Gk/QVYigSBQsagD9TUlfUYHKo0bSqas+kwWVQo2lU1YUlFFeykeuFJRQTVENgaSig1QmwpKKDQS2BNJRSGmS2BoopKZLYUGg0lBLYUUUlMlsKQ0GiglsKKKSmJsWkoooIbCg0Gk6UCbCiiimS2FFFFAmwooooJCiiigQUUUUCuFFFAFIm4Dk0vQUtFAriV6J4Wg8jQoiRgyEufxOB+gFeeV6tYw/Z7CCED7kar+QryM0l7sYmlPe5PXOeOtQ/s7whfzBiGaMopB7nj+tdJXmvxhvvK0K1sweZ5wSPZQT/ADxXh1HaLZ2YWHPWivM8Yooorzz69BRRRQAUUUUAFFFFABRRRQB658GP+PXVf+uy/wDoIrnviz/yNqf9cB/Ouk+DcEsdjqUjoyq8qlWIwCNo6VzfxZ/5GxP+uA/nXTL+EjxqTTxzscJRRRXMeyFfQPwy/wCRIsvx/nXz9X0D8Mv+RIsv+BfzrehueVmv8Jep2FVdQ0+21OzktLuJZIZFwytVukrr3Pnk2ndHz3408EXPhi6aaENNpzn5ZMcp7N/jXJV9U3lnBf2klvcRrJFIpVlYZBFeF+N/Alx4dna7s1aTTnPUDJiPofb3rlq0rarY+gwOPU0oVHr+ZxVFFFc56xveFvFV74W1Dzrcl7dyPOgJ4Yeo9D717/oWu2PiHTkvbGXcjcMp4ZT3BHY18xVseHPEl74avxc2rEoT+8hJ+Vx/j71vSquOj2PNxuBjVXNHR/mfTP1orG8O+I7LxHpyXVo4yR88ZPKH0NbNdaaauj5yUZRbjJWYZrO1fWLTRbF7q7k2qo4A5JPoB3NRa7rtpoVg1xcvz0VAeWPoK8V1/wAQXeu3hnuGIRSdkYPCis6tRQXmd2CwMsRK70RL4j8SXWv3hllJWFSfLizwo9T71guxNNZiaSuCUnJ3Z9XSpRpRUYrQKKK7Pwd4Il1uRL29UpYg5Cngy/8A1qcYOTsia9eFCDlJkHhDwXP4gnW5uQ0WnqcluhkPoPb3r2m1tIbK2S3gjVI0GFVRgAUtvbxWsKQwxqkajAVRgAVKeld9OmoLQ+SxeMniJXe3RC1ynxE/5E+6+o/nXV1ynxE/5E+6+o/nVVPhZGF/jR9Tw6iiivMPt0Fd18LP+Riuf+uI/nXC13Xws/5GG5/64j+daUfjRxZh/u8vQX4qf8jDa/8AXA/+hVwleh/FKwujqdveLCzW6xFWkAyFOe9eeU6ytNk5bJPDxSYUUUVkd4UUUUAFFFFABSikoFAE8EjRSK6nlWDDHqK+h9MuReaZb3C8iSMN+Yr50Q4Ne3/D+7+1eFLZSSWizGfbB4/TFdWGlq0eHnVO8Iz7M6gciqeormJW9DirmOKgu13Wrj0GfyrpqK8Wj5uorxZjmgdCKDQOtecjzWIR0pKcenNNrOaGmJ3oo70VmUc1Rmkor6JRPtxaSiimogFFGaSqURC0ZpKKaiFwzRSUU7CFpKKKpRC4UUUVSiK4UUZopqIXCkoozVKIrhSUUVaQrhSGjNFWkJsKKDSVaRLYU140kXa6hl9CKdQabgpK0kROMZK0lczZ9LVsmFtp/ums+a2mg++hA/vDkV0JpDz9K86vlNKprHRnj4jJ6NTWOjObRHdtqIzH2FXIdLkfBlIVfTqa1wiqPlUKPYYpSamhk1OLvN3MKGSUoO83crw2kNvyqAt/ePJqag0V7NKjCmrRVkevTpQpq0FZBSUUVqkU2GaSig1RLYE0lFITTJbFpKKCaZLYUlFJmmS2BoNFJTJbCg0GkoJbCiikpibCkNLSUENhRRQaBNgaSiimQ2FFBo7UCbE6CiiiglsKKKKYmwooooJuFFFFAgooooE2FFA5pRSJuAFKKKKBXCijPpQKQieyh8+/t4sZ3yKp/EivVx0FeaeH08zXrRfRifyBP9K9L7V4WZyvUS8jansJXi3xiuy+v2NqG4igZyPdjgf+gmvaq+ffifP5/jq5Gc+XEkf04J/9mrx67tE9XLI3r37I5CiiiuI+lCiiigAooooAKKKKACui8D6Lb6/4njsrosIhC0o292UqBn1HzHiudrtfhT/yPSf9ekn/AKElaU1eSOfFScaMmux7Fpdm+jI8LRqYcjYYl4A9xXkPxWkWTxWhVgR5A/nXvArD1zwnpHiGIrf2qs+MLKvDL9CK66keaNkfN4XEKlV55anzVRXpGufCO+tC0uk3AuY+vlScOB6Z6GvP72wu9NuTb3tvJBKP4XUiuSUJR3R9HRxdKqvdZXr6B+GX/IkWX/Av518/V9A/DL/kSLL8f51dDc481/hL1OxooorsPnhKhubeK7geGaNXjcFWVhkEVPRQCdndHhPjrwBLocr3+no0lgzZZAMmI/8AxNcHX1bLEk8TRyKHRhghhkEV4t49+Hr6U8mp6UjPZMS0kI5MXuPVf5Vy1aVtUe7gcfzWp1Hr0Z53RRT1WuY9g1dA12+8PXy3dm+P76E/K49CK9mj+IelyeHv7RB/fAbTb5+bfjp9PevCBxVi0bDP9BWkasoLQ5K2Bp15pvc3da1y71u9a5u3yT9xAflUegrJLZNBOaSspScndno06cacVGKsgoor0DwV4Ee+ZNR1SMrbgho4m6v7n2qoQcnZGeJxMKEeaTIPBXgd9UdNQ1BClopykbDBkx3PtXr8UKQRLHGgVFGAAMAUqIkSKiKAAMACn9q74U1BWR8jisVPETvLbohaKKKs5hO9cp8RP+RPuvqP511dcp8RP+RPuvqP51NT4Wb4X+NH1R4dRRVmxsLvUpxBZwSTP6KucfWvMSb0R9rKcYK8nYrV3PwtcL4guSTgeSP51a0b4W3M+JNVuBCh5MUXJP1PQfrXoej+HtM0SLZY2yxnHLdWP1NdVKjJNSZ4uPzGlKm6cNWy3cRC8iaJ4VaNhg+YMgj6V4Z4y0u30jxLPa2qlYtiuFJ6E5zj24r349K8O+I3/I4zf9ck/rV4hLlucmTyftnG+ljlKKKK4j6gKKKKACiiigAoFFFADh1r1T4VXBexvrYnOyUMB6AjH/spryoV6D8K5yusXkOf9ZErY/3Sf/iq2oO00edmkebDvyPWO9NkXdGy+oIp560nY13vVHyL1RgGlFLINsjD0JFNrzep5s9xT3plPNNNRNEob3ope9FYlXOYozSUV9Mon3AZopM0U1EVxc0lFFUogFFFFVyiuFFGaM0+ULhQaSimkFxc0lFGaaiK4UUmaKpIVwzRRQapIVwpKKKtILhRRmkqkibhRRQTVpCbA0lFJVpEtgeaKKDVJEtgabRRVJEthSGg0VSQmwpDQetFUiGwNJRQaaJbDNJRQaZLYGkoopktiUUUlMlsKDRSUCbCiigmmS2BpKKSglsKKKDQS2BpKKKZLYUGiigTYlBoooIbCiiimJsKKKKCWwooooEFFFH0pEthRilAooJuFKKKBxQAUdaKM+lIQtGM0AGlIoEbPhVd2vQH+6GP6Ef1r0OvP/CYzri57I39K9Ar5/Mn+++RvT+EQ9DXzh45l87xrqjf9NQv5KB/Svo4/dNfNHitt3ivVGP/AD8MK8iv8KPaylfvG/Ix6KKK5D6AKKKKACiiigAooooAK7X4U/8AI9J/16Sf+hJXFV2vwo/5HpP+vST/ANCStKfxo5sZ/Al6HvtFFFd58kJ2qhqWj2GrW5gvrSK4jPZ1zj6HqPwrQpKATad0eV658H7eTdLol0YT18ibLL9A3Ufjmuq8FWU2h+HLfT9RUQ3EZKkE5B54weldVSMgdSrAEHqCKhQSd0bzxNScOSTuh1FVfsrRf8ezlP8AYPK/l2/Cj7S0ZxcRlR/fXlf8RVmBaopiOroGRgwPQg5FPoAKY6LIhV1DKRggjIIp9FAHjPjz4dtZPJqujxlrc/NLAoyU9Svt7dq84HAr6qIDLg8g9c15N49+HezzdV0aPjlprdR+ZUf0rmq0uqPawOP2p1H6M8tLVNaHLP8AQVVJ557VasvvP9BXKz3obluigAkgAEknAA716d4K8B4Mep6snz/eigI4X0J9/anCDm7IjFYuGHjzSIPBHgRpWj1PVYvk4aGBh1/2m/wr1NVVFCqAAOgFKFCgADAFLXfCCgrI+RxGInXnzSFoooqzAKKazqilmIAHcmovOZ/9UhI9TwKAJq5zxfYT6zoE1jZKJJpCAOcKOeSTW55JfmVi3+yOB/8AX/GpgoUYAAHoBSaurMqE3CSkt0ec6P8ACu1iKyatcG4Yc+VGSq/iep/Su8stNs9OgENpbxQxj+FFAq3RSUIx2RpVxFWq7zdxaKKKoxENeHfEb/kcZ/8Arkn9a9xNeHfEb/kcZ/8Arkn9awxHwHq5P/H+RylFFFcJ9UFFFFABRRRQAUUUUAKK7L4aybPFajP3oGX9VP8ASuNFdV8PW2+LrYf3lYf+O1pS+NHJjlehL0PcKTHNL2FBr0j4ww5xi4f/AHj/ADqMVLcf8fD/AO8aiFeZL4meZP4mKaaacaaamRKE70Ud6KxA5aiiivqlE+4uFFGaKaQXCjNJRVWC4uaSijNFhXCijNS21tNeTiGFSzn8gPU03ZK7JlJRV2RUZrrbHwxbxANdEyv3HQD/ABrTGlWAA/0OD8Yx/hWDxEU9EccsdFOyVzz6ivQv7KsP+fSD/v2P8KP7KsP+fSD/AL9j/Cl9ZXYj6+ux57RXoX9lWH/PnB/37H+FH9lWH/PpB/37H+FP60uwfXl2PPM0V6H/AGVYf8+kH/fsf4Uf2VYf8+kH/fsf4UfW12F9eXY88or0P+yrD/nzg/79j/Cj+ybD/nzg/wC/a/4VSxi7B9eXY87or0T+ybD/AJ84P+/a/wCFH9k2H/PnB/37X/Cn9dXYX13yPOzSV6L/AGTYf8+dv/37H+FH9k2H/Pnb/wDfsf4U1jl2F9c8jzk0V6N/ZNh/z52//fsf4Uf2TYf8+dv/AN+x/hTWPXYPra7HnNIa9G/snT/+fK3/AO/Y/wAKX+yNP/58rf8A79r/AIU1mC7E/W12PN6SvSf7I0//AJ8rf/v2P8KT+yNP/wCfK3/79L/hT/tHyF9aXY83oNekf2Rp/wDz5W//AH6X/Cj+yNP/AOfK3/79L/hT/tL+6H1ldjzakPNelf2Rp/8Az5W//fpf8KP7I0//AJ8rf/v0v+FP+0/7pP1hdjzWkr0v+yNO/wCfK3/79L/hR/ZGnf8APlb/APfpf8KP7T/uh7ddjzM0V6Z/ZGnf8+Nv/wB+l/wo/sjTv+fK3/79L/hR/af90n2y7HmZNJXpv9kad/z423/fpf8ACj+yNO/58bb/AL9L/hR/af8AdF7ZdjzGkr0/+x9O/wCfG2/79L/hR/Y+nf8APjbf9+l/wp/2p/dF7VHmFFen/wBkad/z4W3/AH6X/Cj+yNN/58Lb/v0v+FH9qf3Re0R5gaSvUP7I03/nxtv+/S/4Uf2Rpv8Az423/fpf8KP7UX8ouc8uNFeo/wBj6b/z4W3/AH6X/Cj+x9N/58Lb/v0v+FP+1P7ouc8uor1H+yNN/wCfC2/78r/hVO78M6ZdIQIBC3Zovlx+HT9Kcc0jf3o2FzHnNFa2saDc6UfMz5luTgSAdPYjtWT1r0qVWNWPNF3QNh1oNIaK1JbCiiimS2FFFFBLYUUUdKBBRRR1pEth1pRRRQTcKBS9qKBB9KKBRSFcDTgMUCloFcKKKMZpAbvhID+2x/1yb+Yrvq4Hwpxra+8Z/pXfV8/mH8b5HRS+EafumvmTxL/yM+p/9fL/AM6+mz9w/SvmnxWu3xVqinr9oY15OI+FHt5T/EfoY1FFFch74UUUUAFFFFABRRRQAV2vwo/5HpP+vST/ANCSuKrtfhR/yPSf9ekn/oSVpT+NHNjP4EvQ99ooorvPkgooooAKKKKACkIyMUtFAFZ7RS5eNmic91PB+opPNnh/1ieYv95Ov5VaooAijnjmGY2B9R3H4VLUMltHIdxGG/vLwaiAuYehEye/DY/rQBbpCAwIIyDUMd1HI20kq/dWGDU9AHlXj74eCYS6tpEQEoBaaBRw/qQPWvLLJWaRkCsWOBtxzn0x619TEA8HpWCng/R49dbWFtlFww6Y+XOfvY9a56lFSd0erhcylSjyzV7bHMeCvAi2gi1HU4wZyN0cTDIT0J969FAAGAOKUDAwKK2jFRVkcGIrzrT5pMWio2mVDt5ZvReTTcSydSIx6Dk1RiPeREGWIHt3qPfLJ91do9W6/lT1iROQMn1PJqSgCIQLnLkufU9qloooAKKKKACiiigAooooAQ14d8Rv+Rxn/wCuSf1r3E14d8Rv+Rxn/wCuSf1rDEfAerk/8f5HKUUUVwn1QUUUUAFFFFABRRRQACuq+H//ACOFn9H/APQTXKiur+Hy7vF9sfRGP6VdL4kcuN/gS9Ge4elFHYUGvTPizEuf+Ph/96oRUtx/x8P9TUYrzJfEzy5v3mKaaelOPamnpUyJEopKKyA5fNJRRX1iifcXCijNJVJBcXNGaSiqSFcKKKTNFhXHKrMyooLMxwAO5ru9I01NPtAMAysAXb1Pp9BXLaBAJ9XiyAQgLkfTp+pFd10rjxM3flR5uNqu6gh1QXN1b2cDTXM8cES9XlcKo+pPFcF8S/iVD4MtVtLMJcaxOu6ONvuxL/ebH6Dv/P5u1nX9V8QXhutWvp7uUkkeY2VXPZV6KPYAVhCk5anClc+tP+E68J79n/CTaRn1+2x4/POK1LLVdO1JSbG+tboAZJgmV8fkTXxNU9leXOnXcd3Z3ElvcRMGSSNirKfYitHR7MrlPt+ivMvhX8SLjxlFLp2o2rDULWMO9zGuI5VyBk/3W9uhwSMdK9NrBpp2ZLVgooopCCiiigAooooAKKKKACiqt/fW+m2Fxe3cgjt7eMyyOeiqBkmvN7P46+Gb69t7SKx1dZJ5ViQvFEAGYgDOJOnNNJvYLHqVFFFIAooooAKKKKACiiigAooooAKKo6nqVvpGmXOo3snl29tG0sjegAzx6nsB3Nefab8cfDeqapZ6fBY6ust1OkCM8MYUMzBQTiQnGT6Gmk3sOx6fRRRSEFFFFABRRRQAUUUUAFFFFABRRRQBHLEk8TRyKGRhgqRkEV5prmmHStRaEZMLfNGT6en4V6fXMeM7YSabFcAfNFJjPsRg/qBXZgazp1UujA4WiiivpCWwooopkthRRRQIKKKOtIlsOvWlopaCWxKXpRQKBB2oopQKQrgBxRS0AUCuFLRRilcAHSndqQUuKQjX8MNt16AZ+8rD9Cf6V6D3rzjQH8vXLVj/AHyPzBH9a9Hz0rwsxX72/kdFJ+6B6GvnHxzF5PjXVF/6ahvzUH+tfR3rXz/8TofJ8c3JxjzIkk+vBH/steRXXuns5VK1ZryOPopTSVxn0QUUUUAFFFFABRRRQAV2vwo/5HpP+vST/wBCSuKrtfhR/wAj0n/XpJ/6ElaU/jRzYz+BL0PfaKKK7z5IKKKKACiiigAooooAKKKKACiiigCOSGOYYkUEds9qh8meI5hk3L/ck/oatUUAVFvFBCTq0Lnpv6H6EcVayCM5GPWkZVZSrAEHqDUK2kKE4DbT/BuOPyoAcZwTtjBkb26D6mk8uSTmRsD+6v8AjUwAAwBgCloAaiKgwqgfSnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhrw74jf8jjP/wBck/rXuJrw74jf8jjP/wBck/rWGI+A9XJ/4/yOUooorhPqgooooAKKKKACiiigAFdn8NY9/isHGdsDH9VH9a4wV6B8KYS+s3s2OI4VGfqT/wDE1pRV5o4sxlbDy9D1yk7ml70hPBr0T40wpzmeQ/7R/nTBTnO52PqSaaOtea9ZNnlSd5NinrTTTj1pp6VMhCGikorILnK5ooor7BI+4uFFJmiqSFcXNJmiinYLhRRRmnYVza8L/wDIVb/rkf5rXZuyxozsQFAySegFcZ4W/wCQs3/XI/zWuj8QO0XhvVJEHzpaSso9whxXmYlfvDyMX/EPkPxPrUviLxLqGqzMzG5mZkDfwpnCr+CgD8K2fh94DufHWryQCb7NY2wVricLuIyTtVR/eOD14GCfY8fX0X8AIYl8F6hMoHmtqDK574EaED/x4/nVzfLDQybsjcX4OeCU09rQaWxZlANw07mTPqDnAP0GPavLfFvwQ1nSd9zoTnVLQc+VgLOg+nRv+A4P+zX0jRXOqkl1IUmjjPht4OTwd4Wit5UH9oXOJrtxz85HC59FHH1ye9dbNNHbwvNNIscaAszuQFUDqST0FTV86fG3xndX2vSeG7WZksLML9oVTjzZSM8+qqCOPXJ7DBFOcgSuz07U/jD4L02YxDU2u3U4ItYi4H/AuFP4E1Ws/jZ4LupAkl3c22f4prdsf+O5r508P+HtT8Uasmm6Vb+dcFSxyQFVR1LE8AcgfUgd6u+KvBOt+DpoE1aBAkwPlzRPuRiOoz2I44IrX2Ub2vqVyo+ttP1Sw1azW70+8hurdukkLhh9Mjofao9Z1rTvD2mSajqtyLe0jIDOVLckgAAKCScnsK+XPhx4xufCXie3YTN/Z9y6x3cROVKk43Y/vLnIP1HevXfj5bSy+CLSdHbZDeqXQHggqwBP0OB+JrN07SSE1Z2Ogh+Lnge4njhi1vdJIwRF+yTDLE4A5T1q74i+InhjwvJ5Oo6kv2of8u8KmRx9QPu/iRXyMjvG4dGZWUhlZTggjoQa6aDwF4w1PT5NXTRbyWBgZWlfAeQH5twVjubPXIBzmtHSit2PlR7/AKV8YvBuqXKW/wDaElpI5wv2qIopPuwyo/Eiu9DAgEEYIyDXw3X0p8FdfuNb8Dz2FxIZJ9PcwozHJ8tlyoJ9juH0AqalJRV0Jxscp8Y/iPZ6na/8I5otwJot+68njPyttPyop/iGeSRxwME815Jo1xFaa7p9zM+2KG5jkdsE7VVgScDk8CtnxV4C1zwbDbTaukCpcOyp5UoY5ABOfzrnba3lu7qK2gTdLM6xouQNzMcAZPHU1rCMeXQpJWPqYfGLwH0/t3/yUn/+IrrtR1Sx0iya81G7htbZcAyTOFXJ6DJ7n0r5fHwf8eBgf7B/8nIP/i69k+Nsby/Dxo40Z3a7hCqoyScngAVhKMbpJktK+heuPjD4Gt3K/wBteYw7R20rD89uP1qoPjb4KLbftl1j+99mbH+NeBWXgDxbqIzb+HtQwejSQmNT9C2AafrHw88V6DYte6lo00Vqoy0iusgUerbWO0fWr9nDa4+VH07oPjjw54lkEWk6rDPNtz5JykmB1+VgCce1dHXw7BPNa3EdxbyPFNEwZHRtrKw5BBHQ19eeAfEEnibwVpuqT4+0SIUmwMZdWKscdskZ/GoqU+XVCasbt5e22n2sl1eXEdvbxrueWVgqqPUk1wV78bPBlpO0Ud1c3W04LQQEg/QnGa8c+KnjW68UeJ7m0SYjS7GVooIlOFZlOGdvUkg49Bj3zyOkaLqOvXws9Ls5bq4IJ2RrnAHcnoB7mrjSVryBR7n0fB8b/BcrgPc3kIPd7ZiB/wB85NegW13b3dpFd28yS28qCRJFOVZSMgg+mK+MdZ0LVPD161lq1lLaTjkK44YeqsOGHuCRXufwXstefwTqC3T/APEtnDLYRSA7skEMwPZST09QTx3U6cUrpg4pHPfGP4jWmtRL4d0a5822STddzJ92Rh91VP8AEoPJPQkDHSvMPDl3BYeKNJvLl/Lgt7yGWVsFtqq6ljgcnAB6VpeK/AuteDVtW1dIFFyWEflSBs7duc+n3hWBZ2k9/fW9nbJ5k9xIsUS7gu5mICjJ4GSR1rWEY8uhaSsfU8fxe8CyyJGmuZdiAo+yTck8D+Cu4r5Zs/hF46ivYJH0PaiSKzH7XCcAEE/x19TDgVzzUVsyGkthe1ctr3xB8L+GdRFhq+pfZrooJNn2eV/lOcHKqR2Peupr5m+O/wDyUNf+vKL/ANCaiEVJ2Ykrs9t0X4j+FPEWqR6bpWq/aLuQErH9nlXIAJPLKB0B71ta1rmneHtMk1LVLj7PaRlQ0mxmwSQBwoJ6kdq+a/gt/wAlO0//AK5zf+i2r2X40/8AJMNQ/wCukP8A6MWiUEpJDas7E3/C4vAf/Qd/8k5//iK7Kzu4b6zgu7d98E8ayRtgjcrAEHB56Eda+Iq+r59Ul0X4Nx6jbkrNDo0RiYDO1jEoU/gSDVTpqNrA42NHxB498MeGZPK1PVYo7gDPkRgySD6qoJH44rmP+F5+Dt23dqGP732fj+ea+aZZHmlaSV2eR2LMzHLMT1JJ6muitfAHiq+0iHVbTRZ7izmUtG8RVmYA4ztB3fpV+yilqx8q6n0x4b8e+HPFcjQ6XqCvcKMmCRTG+PUA9R9M4rqa+M9O0HW/+EksNOjt7yx1CadUiLo0TIxP3ucEY657Yr7Ft4jBbRQmR5CiBS7nLNgYyT6msqkVF6MlqxPWH4t/5F+b/eX/ANCFblYfiz/kX5v95f8A0IVWH/ix9RHnVFFFfWGbYUUUUCCiijGetIlsBzS0UuKCWwooooFcKKAKWkTcO9FHeloC4poFFApCDGDS0lKKBC0d6KWkJsmspPJvYJOm2RTn6EV6f2GK8qAr06yn+0WME2fvorfmK8fM4+8mb0HuiwDya8X+MNoY9dsboLxLCyE+6nI/9CNe0V5x8YLLztBtbsL80E4BPswI/nivGqq8WergJ8tdeZ4xSUooNcLPqBKKKKQwooooAKKKKACu1+FH/I9J/wBekn/oSVxVdr8KP+R6T/r0k/8AQkrSn8aObGfwJeh77RRRXefJBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIa8O+I3/I4z/9ck/rXuJrw74jf8jjP/1yT+tYYj4D1cn/AI/yOUooorhPqgooooAKKKKACiiigAHWvVvhPbFLC+uSMb5QoPqFX/EmvKhXuHw9tPsvhK1YghpsynPfcSR+mK3w8byueTm87UOXuzqqZK22Fm9ATUlVr1ttq3uMV2SdotnyknaLZj04DkU0U8DvXno8vdiGmHpTzTDUyAbRS96KzFc5PNFFFfZJH29wooJpKpIVxc0ZpKKpILhRRRRYVzb8Lf8AIWb/AK5H+a1113brd2VxbMcLNG0ZPsQR/WuR8LH/AImzf9cj/Na7WvKxWlQ8rFfxD4gu7aSyvJ7WZdssMjROPRlJB/UV6t8D/GNpo1/d6HqM6ww3rrJbyOwVVkAwVJPTcNuPdcd6l+Mvw+uLPUp/E+mQF7K4O67RFyYpO7kf3W6k9jnPWvHqpWqQMt0fcoIIzmkLBQSSABySe1fGdh4s8RaXCsFjrmoW8K8LFHcMFX6LnApuo+J9e1aMx6hrN/cxH/lnLOzL/wB8k4rL2L7k8p9a2PijRtU1ifSrDUIbm7t4/NlWE7lRcgcsOM5PQHI718q+PC5+IHiAydf7QmA+m44/TFd7+z5/yNWqf9eX/s61m/GrwvPpPjGTV0iJsdRw4cD5VlAwyk+pxu98n0NOCUZ2GtHY2/2eY4zq+tyHHmiCJV/3SzZ/UCup+PscbeBbR2wHTUE2H1ykmR+XP4V4f4P8X6h4L1r+0bBY5NyGKWGTO2RTg4OOQQQCCP5ZFafjv4j6l45+zRT28VpaW7FlgjYtuYjG5mPUgcDgdT61Tg3O4Na3OMr6b+LxZvhJK0n3y1uWz67lzXg3gfw1P4q8WWWnRRloN6yXLgZCRKQWJ+o4HuRX0D8a+Phle/8AXaH/ANDFKo/eSB7o+XK+z/DH/IpaN/14wf8AosV8YV9n+GP+RS0b/rxg/wDRYordAkfIfiRFi8U6tHGoVFvZlUDsA7ACvZv2d/8Ajz1//rpD/J68b8Uf8jbrX/X9N/6MavUf2etR2a1rGmn/AJbW6XAHpsbaf/Rg/KqqfAN7Gv8AtDf8grRP+u8v/oK14p4d/wCRm0n/AK/If/Q1r3b4/wCnz3HhfTr6NC0drckSkDO0MuAx9sgD6sK+f7G7ex1C2vI1VnglWVVboSrAgH24opawsEdj7dHSuU8e+NLLwToi3s8Pn3Ur7LaAHG9scknsoHU+4HevHz+0B4mJATTNJXJ/iSQ/+zitX9oaCcyaDcYJtwJ0zjhWO0/mQP8Ax01iqbUkmTbXU5DUfjP41vZ2eHUIbOMniKC3TA/FgzfrVxvid42i0W8tdfsnvLC9t3g8ye18kjcpUFWVQD16EHPqOtec2tw9ndw3UYUyQusiBhkZUgjI7jivTNU+N+savotxpkmj6d/pMTQuxDMCCMHCluvPGSea2lFLZFNdjy2vp/4Klh8MbYqMsJpsA+u418wV9IfATUBc+CLmzJ+a1u2AH+yyhh+u6lV2CWx84yO7ys8hJdmLMT6nrXvH7PKW/wDZ+tyBV+0+dEGPcJg7R9M7q8u+IHhe48K+Lr2zkjYW0sjS2rno8bEkc+o6H3HuKo+F/FmreEdSN7pM6o7LtkR03JIuc4YfXuMH3qmuaGgPVH1xrOh6Z4hsWstWsYrq3PRXHKn1UjlT7gg1ct7eGztYra3jWKCFQkaKMBVAwAB6AV823Xx28YXEBjjTTbZiMeZFbsSPf5mYfpXafA3XNU1688SXOq3895N/o2GlYkKD5vCjoo9gAKwlTkldktNIqftE/wCo8Pf71x/KOvI/CH/I7aD/ANhG3/8ARq17N+0Hp08+h6RfohMVtO8chAyF3gYJ9srj8RXhOmXz6Xq1nqESK8lrOk6q2drMrBgDjtxW1PWFhx2PtvtS1872/wAe/Ek93DENN0pVd1UkpISASB/fr6HrmlFx3JasFfM/x3/5KGv/AF5Rf+hNX0xXzt+0Bp0kPizT9Q2Hybi0EQbHG5GYkfky1dL4hx3ML4MMF+J+nAnBMcwHv+6NeyfGt1X4Z3ykgF5YVUep3g/yBr5p0jVrzQ9WttUsJPLurZ96MRkehBHcEEg+xrd8WfELX/GiRRalJEltCd6wW6FU3YxuOSSTz3OBk4xmtpQbkmU1rc5WvsHR9Ot9X+HOnaddKWt7nSoYnA67TEB+dfH1fTum6o9/8AGvI3ZZI9GmjDqcENGrJkH1ytTVWwpHkPij4ReJ9AupGtLOTU7IElJrVdzY/wBpB8wPrgEe9YGleLvFHhYm2sNUvLMI3Nu/zKp6n5GBAP4Vq6V8WPGekxrGmrtcxrwFu0WU/wDfRG79aTxR8TNW8XaV9h1PT9KyGUrcR27CVcHOFYscA98DpVJS2auPXqdh4a+POoRXEMHiOzhubckA3MC7JE9yv3W+g2175BPFdW8VxBIJIZVDo68hlIyCPqDXxAFLMFALEnAAGSTX2T4QsJ9L8HaPY3WRcQWcSSKeqsFGR+HT8KzqxUdiZJI3Kw/Fn/Ivz/Vf/QhW5WH4s/5F+b/eX/0IUsP/ABY+pDPOqKKK+sM2FAooNIlsXqaKKXFBLYCiiigVwoFAFLSJbClxRS0CuJ3pcUUUCA0tFFIVwFKBRiikK4tL2pBSikMQda73w1P52jRLn5oyUP4Hj9CK4Ouo8ITgG5tyfR1H6H+lcGYQvSv2Lou0rHVjn0Nc/wCONP8A7R8JX0IXcwjLr9V5/pW+D602aNZoXjYAhlIIrw5K6sd9OTjNPsfKx9aKvaxZNp2s3tkwwYZ2QfTPB/LFUa85qzsfY05KUVJdRDRSmkqSgooopAFFFFABXa/Cj/kek/69JP8A0JK4qu1+FH/I9J/16Sf+hJWlP40c2M/gS9D32iiiu8+SCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ14d8Rv8AkcZ/+uSf1r3E14d8Rv8AkcZ/+uSf1rDEfAerk/8AH+RylFFFcJ9UFFFFABRRRQAUUUUASRRtLKkajLOwUY9TX0XpdqtnplvbgYEcYX8hXh/gyw/tDxXYwkZVG81vooz/ADwPxr3wDAArsw60bPm86q3mqa6ah06VR1FsIq55Jq/3rKvm3XG3sBitKrtE+erytBlUCngfKaAtKRgCuRI4EiM00080w1nIljaKKKgRyeaSiivtbH21woopM00guLRmkoqkhXCikzRTsFzV8PTCHWI8nAcFM/qP1Fd5XmCOyOHUlWUhgfQiu/0nUo9Rsw4IEg4dfQ/4V5mOpNSU1sedi4O6kjQIDKQQCDwQe9cDr3we8Ja7KZxaSafOxyz2TBAx91IK/kBXoFFcKbWxxp2PGv8AhnrSM/8AIbvsenlrmr9l8BPC8Dh7m71G6x/C0iqp+uFz+terUU/aSfUd2ZWi+HtJ8PWv2bSNPgtIv4vLX5n92Y8sfck1Y1DTrPVbKSzvraK5tpBh45VDKf8A6/vV2ipv1EeVah8BfC91M0tpc6hZhjkRpIrov03KW/NjUFt+z94eRw1xqepSgfwqUQH/AMdNeuUVXPLuO7MbQfDWkeGLL7JpFjHbRHlivLOfVmPLH6n6U3xT4btPFmhS6RfyzxQSsrM0DAMCpBGCQR29K26Km7vcR5R/wz/4V/6CGs/9/ov/AI3XpdhZJp+nW1lCzGO3iWJC3UhQAM4xzgVcopuTe47nl9/8C/DWo6hdXs1/qyy3MzTOEliChmYsQMxnjJrf8G/DrRvA891Pps13NLcqqM1y6sVUEnC7VXGSRnOegrsaKHJtWuF2Vb+wtdUsZrK9hSe2mUpJG4yGBry2++AXh64nZ7TUNQtkLEiMlZAvsCRnH1JNeuUUKTWwJ2PLNL+A/haylEl5NfX5BzskkCIfwUBv/Hq7/W9C03xDpcmn6parcWz4JRsggjoQRyCPUVp0tDk3qwuzyG4/Z+8PvMWg1TUooyc7GKNj2B2j+tdN4Z+FfhrwtcC7tYJbi8UELPdOGZMjBKgAAH3xn3ruKSm5yelwuzyn/hn/AMK/9BDWf+/0X/xuu18I+ENO8GaS+naY07xySmVpJ2VnLEAclVAwABjiuhopOTe7C7MnXvDmleJtPay1azjuYTyu7hkPqrDkH6V5xdfs/wCgSSM9tqeowKTkISjhfocA167S0KUlswTaPH7f9n3QlkBuNW1GVB/CgRSfxKmu/wDDPg/RfCFvLDo9oYjNtM0jyFmkK5xkn0yeBgcmuhpKHKT3YNtlLUtOtNW06awv4EntZ12yROOGHX+eDn1rzC9+AHh+aZntNS1C3RiT5bFXC+wOAcfUmvXaKFJrYE2jy/R/gZ4X024Se5lvb6RGBVZZAiZHI4UA/rXp9LRSbb3Bu4Vi+JvDOmeK9KbTtVgMkJYMrKcPGw6FT2PUfjW1RQnbYR46f2fNE80EaxqAjzyu1M4+uP6V1tp8L/DNh4evNHtLaWIXkflz3QYGdhkH7xBA6DgAD2rtKWqc5Pdjuzyj/hn/AMK/9BDWf+/0X/xuvQdN0Kw0vw/BocUIlsYYPIKTAN5i4wdwxg7uSeMHJ4rVopOTe7C7PNdX+CHhLUnaS2W606Q84tpMpn/dYHA9gRWL/wAM9aVnnXL3/v2tey0U1OS6hzM4Pwz8JvDPhi7jvIoJby8jO5Jrtg2xvVVACg+hwSPWu8oopNt7ibuJXNeM7hYtKSDPzSyDj2HJ/XH510TyLGhdyFUAkkngAV5tr2qHVdRMiEiBBtjHt6/j/hXVgaTqVU+i1E3ZGXRRRX0pk2FLRRQQ2LRRRQJhRQBSikS2FLRS0CbCiigCkIMcUtBpR0oJbENLRS0guGOKCOlA6UUgCl70lLQAvetHQrn7Nq8DE4Vzsb8en64rONKrMjKwOCpyCOxrKrDng49wjKzTPTgeRTgeaqWNyLuzimA++gJ9j3H51ZBzXzbTTsz0E7q6PE/itpP2LxLHfImI7yMFiP768H9Nv5VwRFe8/EvSP7T8KySou6W1bzVx1x0P6V4PXDWjaR9Nl1XnopPdaCUlHelNYHeJRRRSGFFFFABXa/Cj/kek/wCvST/0JK4qu1+FH/I9J/16Sf8AoSVpT+NHNjP4EvQ99ooorvPkgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENeHfEb/kcZ/+uSf1r3E14d8Rv+Rxn/65J/WsMR8B6uT/AMf5HKUUUVwn1QUUUUAFFFFABSikpyKXYIBkscAUCbsrnpXwq0z5rvUnX0iQkfQn+leod6w/CumLpXh+1t9uH2Bm/wB48mtwda9KnHlikfFYyr7WtKQhOASaxmO+Rm9TmtO7fbA3qeBWcq1nVd7I8vEO7SEC0N1qQLUbVk1oc7VkRtURqRzUZrBmcmNoo70VBBydJmiivt0j7e4UUhNH0p2FcM0ZooppCuFFFFOwXCp7O9msZxLA2D3B5DD0IqDNGaUoKS5WTJKSsztLHxNaTqFuD5MncN0P0P8AjWkNVsSMi7gx/wBdB/jXnBorill8W7p2OWWGi3oz0j+1LH/n7g/7+D/Gj+1LH/n7g/7+D/GvNqKn+zvMj6qu56T/AGpZf8/cH/fwf40f2pZf8/cH/fwf415tRR/Z3mH1Vdz0n+1LH/n7g/7+D/Gj+1LH/n7g/wC/g/xrzakzT/s3zD6su56V/all/wA/cH/fwf40f2pZf8/cH/fwf415rRR/Zv8AeD6su56V/all/wA/cH/fwf40f2nY/wDP3B/38H+Nea5pKP7N/vC+rruel/2nY/8AP3B/38H+NH9qWP8Az9wf9/B/jXmlITR/Zn94X1ddz0z+1LH/AJ+4P+/g/wAaP7Usf+fuD/v4P8a8zpDT/sz+8L2C7npv9qWH/P5B/wB/B/jR/alj/wA/kH/fwf415lSE0f2Z/eF7Fdz07+1LH/n8t/8Av4v+NH9qWP8Az+W//fxf8a8xpKf9mf3heyXc9O/tSw/5/Lf/AL+L/jR/ath/z+W//fxf8a8wNFH9l/3heyR6h/ath/z+W/8A38X/ABo/tWw/5/bf/v6P8a8uoo/sv+8Hs0eo/wBq2H/P5b/9/V/xo/tWw/5/bf8A7+r/AI15dmko/sv+8TyI9S/tSw/5/bf/AL+r/jR/alh/z+2//f1f8a8sNFP+yl/N+AuVHqf9qWH/AD+2/wD39X/Gj+1LD/n9t/8Av6v+NeWUUf2Uv5vwFZHqf9qWH/P7b/8Af1f8aP7UsP8An+tv+/q/415XRR/ZS/m/ALI9U/tSw/5/bf8A7+r/AI0f2rp//P8AW3/f1f8AGvK6Sj+yl/N+Aj1X+1LD/n+tv+/q/wCNH9q6f/z/AFt/39X/ABryqij+yl/N+Arnqv8Aamn/APP7b/8Af1f8aP7V0/8A5/rf/v6v+NeVUUf2V/e/AXMeqf2rp/8Az+2//f1f8arXPiLS7ZSTdpIw6LEdxP5cfnXmlFOOVK+shORt6z4kn1PMMYMVtn7oPLfU/wBP51iCiivSpUYUo8sVYhu4tAo70VqQ2FLRRQSwooFLSJbClopaBNhRQKUUiWwoopaBNh2oFLQKQrhRRjmg+1IQooooFAXCloFB6UAKOlAoXk0pGDSA6rwtd7raS2J+aM5X6H/6/wDOuhHTFcDpF39j1GOQnCE7W+h/zn8K7xTnBB4rw8ZT5Kja2Z20ZXjbsLNCtxbvFIoZHUqynuCMGvmzX9Kk0XXLqxkBHludh/vKTwfyr6VBwa8x+LOg+bDDrEK/NH8kuPTsa82vG8T1surezqcr2Z5KRRSkUnSuFn0txDRS0lIAooopAFdr8KP+R6T/AK9JP/Qkriq7X4U/8j0n/XpJ/wChJWlP40c2M/gS9D32iiiu8+SCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ14d8Rv+Rxn/65J/WvcTXh3xG/5HGf/rkn9awxHwHq5P8Ax/kcpRRRXCfVBRRRQAUUUooAK6PwTpDat4jgBTMMJ82QnpgdB+JrnK9m+HOi/wBnaJ9qlXE1yd3PUL2Fa0Y80jz8xxHsaLtu9DtAMKAKKKRmCqSTwOa9A+QbKV426QIOg5P1qMLS8uxY9Sc1IErBq7uccvek2RkYX61A9WJOuKrOetZyMp6ETdajJ5p7Go652c8mAooFFSSciaKKK+4SPtrhRRRTsK4UUZpKdhXFzSE0lFOwri5pKKKdhXCiikzTsFxaKTNFFguLmkzRRTFcKKKM0CuFGaSinYVwoopKdhNgeaKKM0yWxKKKDQJsDSUUhpktgaDRSUyWwoNBpKCWwoopKZLYUhoNFBLYUUUGgTYGkoopkthRRSdaBNhQaU0lBLYUUUUyWwooooJbCiiigTFpDQfSlpENhSigUUCbCiilpEsKUUClAoJYUUUtIlsKUUClpCuJS0UYpCACgcUtFArhilFKOaKRNxBQKXpRzTAOlFGKXGBSHcBTiOMikApy+hpMY0e9droV59r09VJzJH8rf0P5VxmMHmtLRb37HfruOI5Plb29DXHi6XPC63RdGfLLU7UZI96r6lYQ6pps9pMoMcqlT7e9Tg8g9qeOOa8WSvoehGTTuj5m1fTZtJ1OexnUh4mIz6jsaoEV6/8AFPw559qus26fvIRibA6r6/hXkZrz6keWVj6rCV1Wpp9RlIaUiisWdQlFFFIYVteFfEA8M64NS+zG4xE0Xlh9v3ipznB/u/rWLRTTad0TOEZxcZbM9Y/4XUP+gC3/AIFD/wCJo/4XUP8AoAt/4FD/AOJryeitPbS7nF/ZuH7fiz1j/hdQ/wCgC3/gUP8A4mj/AIXUP+gC3/gUP/ia8noo9tLuH9m4ft+LPWP+F1D/AKALf+BQ/wDiaP8AhdQ/6ALf+BQ/+Jryeij20u4f2bh+34s9Y/4XUP8AoAt/4FD/AOJo/wCF1D/oAt/4FD/4mvJ6KPbS7h/ZuH7fiz1j/hdQ/wCgC3/gUP8A4mj/AIXUP+gC3/gUP/ia8noo9tLuH9m4ft+LPWP+F1D/AKALf+BQ/wDiaP8AhdQ/6ALf+BQ/+Jryeij20u4f2bh+34s9Y/4XUP8AoAt/4FD/AOJo/wCF1D/oAt/4FD/4mvJ6KPbS7h/ZuH7fiz1j/hdQ/wCgC3/gUP8A4mpYfjIJiR/YbLj/AKeQf/Za8iq1Zfef6Ch1p9yo5Zhm7W/FnrH/AAt7/qCt/wCBA/wo/wCFvf8AUFb/AMCB/hXmVFT7efc1/srDdvxZ6b/wt7/qCt/4ED/Cj/hb3/UFb/wIH+FeZUUe3n3D+ysN2/Fnpv8Awt7/AKgrf+BA/wAKP+Fvf9QVv/Agf4V5lRR7efcP7Kw3b8Wem/8AC3v+oK3/AIED/Cj/AIW9/wBQVv8AwIH+FeZUUe3n3D+ysN2/Fnpv/C3v+oK3/gQP8KP+Fvf9QVv/AAIH+FeZUUe3n3D+ysN2/Fnpv/C3v+oK3/gQP8KP+Fvf9QVv/Agf4V5lRR7efcP7Kw3b8Wem/wDC3v8AqCt/4ED/AAo/4W9/1Bm/8CB/hXmVFHt59xf2Vhu34s9M/wCFuf8AUHP/AIED/CuI8Raz/b+sPqHkGHcirsLZxjPOcD1rKoqZVZSVmzahgaNGXNBWYUUUVB2BRRRQAUtApaAZseF9GfW9cht8HylYPKfQD/GvfYY1hhWNFAVQAAOwrkvAHh4aTpK3EyYubgBmz1A7Cux716FGHLHXc+RzLE+2q2WyD2qvcvhQg6nk1OSACTwBVPJkkLHueKuT0seVUdlZdRUSnkYGakRMLUcpwMVNrIz5bRKznrVZzUztVZzzXPNnJUYxjTaCeaSsGc7YUUUVIjkqKM0lfdWPtbi5ptFFVYVwooop2FcKKTNFFguGaM0UUWFcKKKM0xXCikop2FcUmkzRRRYLhRRmkzTC4uaTNFFBNwoopKYrhmiijNArgaSig0yWwNJRSUyWwoopKBNhRRQaZLYhoopDQS2FFFFMlhSUUUiWwoopOppibDr9KKKKCWwooopkthRRRQTcKKKBQJhS9KSlFIlsKWkpaCWwoooFIlsUUopBS0CbFoFApRSJbCiloFIlsAKWgUtIVxAKWlFFBNwpccUUYpCuAo6UdKWgVxCO9KBS44o+lILiYpRS4oHWgdwpR1zRinAUmwuOYZAYU0CpE5+U0hXaxFRfoD7nXaJffa7MI5zJFgN7jsa1R0rh9NuzZXayjJU8MPUV20brJGHQghgCCO4rxsTS9nPTZndQqc0bPdBPBHd28kEqBo3UhlPQg18+eLfDsnh3WpLfBMDktCx7r6fhX0OPWud8ZeGo/EejPEAFuY/mhcjow7H2PSuCrDmR6mCxPsZ2ezPnsimEVYngkt55IJkKSxsVdT1UjqKiIrhaPpoyTV0MIpKUig1IxKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKtWX3n+gqrVqy+8/0FJ7Fw+It0UUUjYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApRSCloAK63wL4cOtaqLiZSbW3YMcjhm7Cud07T59Uv4bK2TdLK2B6AdyfYV73oOjwaHpUNpCPur8zY5Y9ya6KNPmd3seVmeM9lDki9WaSqEUKBgAYFO9qT3pruI0LHtXdsfLN21ZDcycBB1PJpsS1ApLsWPUnNWE4FZXu7nKpc0rk7NgVTlbOamlbAxmqcj0pSJqy6EbtUDHOae5zURNc0mcMpDTyaKKBWbM7i9qKQ0VIXMP8A4R7Vf+fQ/wDfa/40f8I9qv8Az6H/AL7X/GvQsUYr6H+0KvZH0v1mZ57/AMI9qv8Az6H/AL7X/Gj/AIR7Vf8An0P/AH2v+NdD4m8Z6D4QtDcazfxwEjMcIO6WT/dUcn69B3IrxPxB+0ZqU8jx+H9JgtYckLNeEySEeu0EBT7Zan9fq+QfWZnpf/CPat/z6H/vtf8AGj/hHdV/59D/AN9r/jXgZ+NvxCLZGv49hZwcf+OVJD8cPiBFMrvrUcyqeY5LOEA/XaoP5Gj+0KvkL6xI94/4R3Vf+fQ/99r/AI0f8I7qv/Pof++1/wAa4Xwz+0Wkk0cHibSlhVuDdWJJA+sbEnHqQxPtXtWj65pfiCxW90m/gvLZv44mzg+hHUH2IBo/tCr5B9Ykcf8A8I7q3/Pof++1/wAaT/hHdW/59D/32v8AjXoVFH9oVfIPrEjz3/hHdW/59D/32v8AjR/wjurf8+h/77X/ABr0OjFH9o1eyD6xI88/4RzVv+fQ/wDfa/40f8I7q3/Pof8Avtf8a9Coo/tGt2QfWJHnv/COat/z6H/vtf8AGj/hHNW/59D/AN9r/jXoVFH9o1uyF7eR57/wjmrf8+h/77X/ABo/4RzVv+fQ/wDfa/416AzKilmICgcknAFedan8b/BGmXrWv2+a6KNtaS1iLoD7NkBh7jIp/wBo1vIPbyJP+Ec1X/n0P/fa/wCNH/COar/z6H/vtf8AGuy0XWtP8QaTBqel3S3NpOMpIuR0OCCDyCDwQea0qP7RreQe3ked/wDCOar/AM+h/wC+1/xo/wCEc1X/AJ9D/wB9r/jXomKMUf2lW8he2kedHw3q3/Pof+/i/wCNH/CN6t/z6H/v4v8AjXouKMUf2lW8g9tI86/4RrVv+fQ/9/F/xpP+Eb1f/nzP/fxf8a9Goo/tKt5B7VnnJ8Nav/z5n/v4v+NH/CNav/z5n/v4v+Nei0Uf2lW8g9qzzn/hGdY/58z/AN/F/wAaP+Ea1j/nzP8A38X/ABr0eij+0q3kL2jPOP8AhGdY/wCfM/8Afxf8aT/hGdY/58z/AN/F/wAa9Hop/wBp1uyFzs84PhnWP+fM/wDfxf8AGk/4RnWP+fP/AMiL/wDFV6TRS/tKt5C5mebf8IzrH/Pmf+/i/wCNL/wjGsf8+Z/7+L/8VXo9FP8AtOt2QXPN/wDhGNZ/58//ACIv/wAVR/wjGs/8+f8A5EX/AOKr0iil/adbshXPNz4X1n/nz/8AIi//ABVH/CL6yP8Alz/8iL/8VXpFFP8AtOt2Qjzf/hGNZ/58/wDyIv8A8VR/wi+sf8+f/kRf/iq3PFXxF8M+DZFg1a/xdOMrbQqXkx6kD7o9MkZ7U3wh8RfDvjaSWHSLt/tEK72t5oyjheBuA6EZOOCcd+oo/tOv2X9fMLGL/wAItrH/AD5n/v4v/wAVR/wi2s/8+Z/7+L/8VXpFFH9p1uyFY83/AOEX1j/nyP8A38X/AOKo/wCEX1j/AJ8j/wB/F/8Aiq9Ioo/tOv2QcqPNv+EX1j/nyP8A38X/AOKo/wCEX1j/AJ8j/wB/F/8Aiq9Joo/tOv2QuVHm/wDwi+sf8+Z/7+L/APFUv/CMax/z5n/v4v8A8VXo9FH9p1uyFyI84/4RjWP+fM/9/F/+Ko/4RfWP+fM/9/F/+Kr0eil/adbsheziecDwxrH/AD5/+RF/+Kpf+EY1j/nzP/fxf8a9H5o5o/tOt2Qeyiecf8Izq/8Az5n/AL+L/jR/wjOsf8+f/kRf8a9Goo/tKt5C9lE86HhrV/8AnzP/AH8X/Gl/4RrVv+fQ/wDfxf8AGvRKKP7SreQexieef8I3q3/Pmf8Av4v+NH/CN6t/z5n/AL+L/jXof4UfhR/aVbyF7CJ54PDer/8APof+/i/40o8N6t/z6H/v4v8AjXodFH9o1vIXsIHnv/CN6t/z6f8AkRf8aX/hHNW/59P/ACIv+NegUUv7RreQewgeff8ACOarjP2Q/wDfa/41TuLO5tG23ELxk9Nw4P0PevTeajlijmjMcqK6NwQRkGqjmNRP3krEvDxtoeYYoFdFrfh/7KrXNoCYhyydSo9R7Vzwr1KNeNWN4nLOLi7MKKWlFamdxBSgUoFFK4XClxSgUoFK4XADBBqYrvQMOoqICpYm2tz0NRLuUmMAroNA1DH+hyN7xk/qKxXTady9DSIWVlYEgqcgjsawrQVSNioTcJXO9HpTh6Vn6ZfrfW4JIEq8Mv8AWtAV40k4uzPSjJNXR5p8SvB7XEZ1qwjzKg/foo5Zf7w9x/KvJStfUjKHUqwBBGCPWvGPH/gyTSLptRsoy1lKcuq/8s2/wrkrU+qPcy/Gf8u5v0PPyKaRUpWmlcVyntJkZpKcaQ0gEopcUlIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVasvvP8AQVVq1Zfef6Ck9i4fEW6KKKRsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSijFFABT0RmZVVSzE4AHUmkAzXpHgDwgzMuq38e0DmGMj/AMeNaU4OTsjlxWJjQg5M3PAnhY6NZfa7pB9smGSCPuL2H+Ndn3o6DA7UlehGKirI+Qq1ZVZuct2Gc/SqFzN5sm1T8o/U1LeXHljy1PzHr7CqSVM5dEefXq68qJ0qcNtWoYxgZP4UO/OBU7IiLsriO+Saru1Od6gZs1nJmFSQ1jTCaUnJpprFnK3cKUcUlKalgHeigUVIXOmrz/4n/Ee38B6Oqw7JtYuQRbQE8KOhkYf3R2Hc8diR2Or6pa6LpN1qd7IEtbWJpZG74AzgepPQDuSK+KvFXiG78V+I7zWbwnzLhyVTORGg4VR7AYH6969M94qarq19repT6hqV1Jc3U7bnkc5JPp7AdABwBwKz61NB0O/8SazbaTpsJlurhsIOwHUlj2AGST7V69Ynw14C1q08NeHdOtvEPjCaZIZb67XMFtITghQORt5zjBHOW4wADyrT/BnibVYRNYaBqdxERkSJauVP0OMGoNU8Na3ogzqmj39mvZp7dkU/QkYNfSQ+It3efGnSvB1lOjWVt5sd9MFG64mWByR/shWA4HcHsKzfCPxJ1nxHaeItDItrjXNP82a0WaPKXkSsQY2Ax82MAEYzkE5w2QD5profCXjDV/BuspqOlT7TwssLZMcyf3WHf2PUdq9Ak0Xwt8V7Ke68M2seh+KYIzJLpmQIbkDqY+gB+gHPUc7q8kmgltriSCaNo5Y2KOjDBVgcEEdiDQB9r+DfFun+NPD0Gq2DYz8s0JbLQyAcqf5g9wQa6Kvj/wCE3jQ+DfGUJuJdumXpEF2CflUE/LJ/wEnr6FvWvr8EEZByDQAtfNHxu8Z65ZfEJ7DSta1CxhtbWJHjtbp4lLtlySFIBOGUZ9AK+l6+KfiPqP8AavxG8QXW7cpvHiU+qodgP5KKAO6+DGueJde+I9tDfeINWu7SCCWeWGa9kdHAXaMgkg4ZlP1Ar6cr5t/Z8FlpkniLxBqNxDa21tBFAZpmCgbmLEZP+4vHfIrsdY/aI8M2U7RabY3uohf+WoAiRvpu+b81FAHsNFeU+G/jz4X1y8js76O40qWRsI9xtaIk9AXHT6kAe9eqghgCDkHoRQBxHxeGoH4X61/Znm+d5a7/ACs7vK3jzOnbbuz7Zr46VWdgqqSxOAAMkmvtTxt440vwJpkF/qkNzLHPOIUS2VWbO0nOGZRgY9e4rze0+M3w2h1BZ7Pwldx3rsNssWn2yuWJ4+YPnOTQB1XwW8Pah4d+HsUOpRPDPdztdCFxho1YKoBHYkLux1GeeeK9HorG8QeJ9G8LWH23Wb+K1hOQobJZyOyqOSfoKANmivE7v9pDRI7gra6HfTQg/fd1QkeoHP8AOuv8HfFrwz4ynWztpZbPUG+7bXQCl/8AdYEg/TOfagDvaK8ov/j/AOFNO1K6spLLV5Ht5niZ44YyrFWIJBMgODjjIFdR4I+IWl+Po72XS7W+gS0KK7XSIu4sCQF2s3TbznHUUAdfRXEeNvifongO8tLbVLe+mkuYzIotURtqg453MvU9MZ6GsfQfjj4a8Ra9ZaRY6fq4ubuQRoZIYgqn1JEhOAATwDQB6fRRXJeN/iBpPgK1tLjVobuUXTska2qqzfKASTuZeOR+dAHW0V5LaftB+Fb69gtIdM1szTyLFGDBFgsxAH/LX1NetUAFFebeJ/jX4T8N3D2kc0up3acFLMAop9C5IH5ZxXKr+0pppkw3h27CeouFJ/LH9aAPc6K4zwl8TvDHjJxDp94Yr3GfslyAkh9cckN+BNdnQAUUhIAyTgCvM/E3xx8KeHrlrW3ebVbhWIf7JgxqR2Lk4P8AwHNAHptFeMaZ+0Z4eubkR6hpd9ZRk481Ssqr7kDB/IGux8S/FDw54a0PT9YkknvrPUGK272IVy2Bkk7mXGOhHUHgigDtqK8ktf2hPCl5dw2sGma4ZZpFjQGCLlmOB/y19TXql1cR2dpNcynEcKNI5HZQMn9BQB8U+ORqI8ca3/avmG9+2SbzJnOMnbj/AGduMdsYxxXoX7P3hzUbjxc2veTJHp1rC8ZmIwsjsNoUeuOScdMDPUV1d/8AG/4capKkuo+GL68lQYV7iwt5GUexaQkV6X4K8T6b4t8OpqOk2dxa2SyGFI5o1Q/LjJAViMc469jQBL408TJ4P8J32uvb/aRahcQ+Zs3lmVQN2DjrnoeleP8A/DTP/Uo/+VL/AO1Vm/Fb4u6L4u8Ltoek298shu1eSSdECMi7vukMScttIyBxXiVAH3X4e1STW/DunarJbfZWvbdLjyd+/YGUMBuwM8EdhWpXkvhv42+Fr260nw/YadrIklaK0hLwRADOFBOJCQB1PB4r1qgAooooAKKytc8RaT4bsDe6zfw2cHQNIeWPooGSx9gDXlmo/tGeH7eZ0sdJv7tFOFkZliDe4HJx9RQB7RRXj2k/tE+GLyZYtRsb7Tw3/LXAlRfrt+b8lNerWGoWmqWMV7Y3EdxbTLujljbIYex/zigC3RRWJ4g8WaF4WthPrWpwWikEojHLvj+6oyT+AoA26K8Xv/2jfD8LMtjpGo3ODgNIUiB9xyT+Yq1o37QvhW+nWHUba903P/LV1EqD6lfm/wDHaAPXqKrWd7a6jZxXllcRXFvKu6OWJgysPUEdalkkSGJ5JGCogLMT2A5JoAkoryD/AIaO8H/9A3XP+/EP/wAdrpNP+LHhe+8KyeI55p9PslnaBFvFUSSsoUnYqsxb7wHHoc4HNAHd0V4zc/tG+HI5ytvpWpzRA48w7FOPUDcf1xXWeEfiv4X8ZXC2dlcTW183K2t2gRmx12kEq30BzjtQB3VFZet6/pXhzT2v9Yv4rO2XjdIeSfRQMlj7AE15jf8A7RXheCYx2en6ldKpx5m1Y1Yeoy2fzAoA9iorzjwv8afCnia8SxE0+n3T4CJeqFVz6BgSM+xxntXo9ADSAykEZB6ivPdXshYalJEo+Q/Mn+6f8OR+Feh1yfi6MCa1fHLKw/Ij/GuvAzcatujOfERvG/Y5vrSgUUoFe7c84SnCilApBcKUCgCnDpUtjTACnikFOApMdyeIhgVamMhRiD0poyCCKtqBNHjowrJuzuPcZaXL2k6yx9uCP7w9K6+2uEuoVljbIP5j2NcYUIYgjBFXdOvnspc8mNvvL/Ue9cuJo865o7m1GryOz2Otxzmorm2hvLeSCdA8brhlPcU6KRJUDowKsMgin15jXRnoxl1R4V408HT+H7xriFGewkbKsP4D6GuQIr6dvLOC/tnt7mNZInG1lYcGvEvGPgq48P3LXECtJp7H5WHJT2b/ABrlq0rao93BY1SShPc4simkYqcrTCK52j1kyOkIpxHekpDG0UpFJSGFFFFIAooooAKKKKACiiigAooooAKtWX3n+gqrVqy+8/0FJ7Fw+It0UUUjYKKKKACiiigAooooAKKKKACiiigAoopcUAJS0UAUAGKUClArufBngiTUZUv9RQpaqcpGwwZD6n2q4QcnZHPiMRChFykxfA/g19RmTUb6MraocojD759fpXraqsSKiAAAYAHamxxpBGI41CqBgADAAp33frXoQpqCsj5LFYmWInzS26IWobm4W3jyeWPAHqadNKsMZdzx6etY007zyFm/AegpylY87EV1BWW4u5nYsxyTyTU0S5Oe1QxqWbA6VZBCr7CskcMLvVj2YKPeoS1NZyxzUZak2OUwZqjJpSaYTmspHPKVwJpKKO9QzO4opKDSikwCiiipGcP+0NrTWPgW202N8NqN0FcesaDcf/HtlfL1fQH7TJ/5Fcdv9L/9o18/16R757r8ObfRPB3w4n13WtXbSL3Xy9ta3iQtLJFEpwdoVSQSQTnpwp9KvfDbw/8AD7TfEU+v6T4pudSk0q1luJVms5IxGm0hnJKjJAJ4GTzXHfFNivgv4dwp/qBpAkAHTcyx7v1Apnwv+XwZ8RHX740jaPoQ+aAOx+HuleAF+JNjqOleM7vU9XZ5pFglspIxKzRvuJYqAMAk9e1QeHrX4daF8RYdTtPG10+oi8dfszWEgVmcspQtsxj5iM5x3rhvgn/yV3Qv+3j/ANJ5K5m6dk8ZzMv3hqDEY9fMoA9Z1nw98P8Awt4+ublvG99pWq292bgQx2MjiAsd4UEKQVwwHU5Bwe9Y/wAaNO0rUJdM8baDKs2n6urxyyJGyAzRnbuwwBBYAjBHVSe+ayfjiqr8WdW29WSAt9fKQfyAq4CZ/wBm799/y76/iH6GPnH/AH01AHl1fafw11ptf+HWiahISZWtxFIx6s0ZKEn6lSfxr4sr62+BLM3wp08MOFmmC/TzGP8AMmgDv7+7TT9Our2T/V28Lyt9FBJ/lXwfNM9xcSTyHc8jF2PqScmvsf4rah/Znww1+cHDSW32ce/mEJ/JjXxnQBqabBq2rtFommx3N15splS1hBO58Y3ED0A6noM9MmtnVvhp4x0KwN/qGg3Mdso3PIpWTYPVgrEqPc4r6H+C/g+38OeCrXUXgH9o6pGs80mORGeUUeg2kEj1J9BXo7osiMjgMrAgqRkEHsRQB8CV9RfALxVc654UudJvHaSbSWRI3Y5JhYHav4FWH0wO1fOnie1t7HxZrNpZ4+zQX00UOOmxZCFx+AFexfs0xSfbvEUoz5YjgU+7EuR+gNADv2lNRzdaBpin7iS3Dj13FVX/ANBb868p8AacdV+IOgWZXcrXsTMPVVYM3/joNdT8edRN98ULmDdlbK2itx7ZG8/q5p/wD077b8TobgjIsrWWfPYEgRj/ANDoA+jfGfim18HeF7vWbob/ACgFii3YMkh4VR/M+gBPavjrxD4k1TxRq0upavdNPO5OAT8sa5yFUdlHp/XmvWf2jtaeXWtJ0NJD5UFu1zIoPBZiVXPuAp/76968u8EaAPFHjPStGfd5VzMBKQcERqCz4PY7VagB/h/wN4m8URGXRtHuLqIHb5vyomfQMxAJ/Hiq+q6Fr/g/UoP7SsrnTrtGEsDsMcqQQVYZBwcdDxX21ZWVtp1lDZ2kKQ20CCOKJBgKoGABXnfx3srW4+F97cTqpmtZongJHIYuFIH/AAFm/KgD5RkkeaV5JGLO5LMT3J5Jr6g/Z7077J8O5rsr815eyOD6qoVQPzVvzr5br7R+GOnf2X8M/D9vjBNosxHoZCZD/wChUAeAfH3UftnxNltwciytYocehIMh/wDQxUfwG0433xPtp9uVsraWc+gyNg/V65bx/qJ1X4g6/eBtyteyqp9VViq/+OgV6r+zXp+brX9TZfupDbofXcWZh/46v50AfQtfNv7SOo+b4l0bTQeLe0eYj0MjY/lGK+kq+QPjTqP9ofFPVtpzHbeXbp7bUG4f99FqAKHws07+1PidoFvjIS6E5HtGDJ/7LXvXx28T3Xh/wVHZ2MzRT6lN5LOpwREAS2D2z8o+hNeY/s8ad9q8f3N6y/LZ2TsD6MzKo/QtXr3xi8F3PjLwgF09d+o2Mnnwx/8APQYIZR7kYI91A70AfKGmadcatqlpp1moe5upVhiUnALMQBk9hk9a9R1P9nzxNp+jy3sd9p91NFGZGt4mYEgDJCkqAT9cV5Z/pWm3+f31td28nGco8bqfzBBH4V6/4b/aG1iyWO38QWMOpQgbWni/dykepH3W+mF+tAHjttdT2V1FdW0zwzwsHjkRiGVgcggjoa+1vA+uyeJfBWkavNtM1zADKV6F1O1iP+BKeK5vwlrvw48aDy9K0zS1uwu5rSexjSVR3IGMMB3Kk4rpvEN5b+E/BWp3lpDFbR2VpLJDHEgVQ+CVAAGBliPzoA8O+NnxMu7zVrnwro9y8NlbEx3skbYMz/xJkc7R0I7nOeAK8asrK61G7itLK2lubiVtqRRIWZj6ADk1FLJJNK8sjF3clmYnJJPJJPrX058AvCltpvhEeIZIVN/qLMFkPVYVbAUemWUk+vy+goA8QvfhZ430+wa+ufD10sCgklGR2AHUlVYsB+Fcu17cyWMVk8zm1hdpI4iflVmChiB6kKv5V97V8W/EyztbD4ka9b2SqsC3JKqowFJALADtgkjFAD/hfp39qfE3w/b7chboTke0YMnP/fNfUPxP1H+y/hn4guM4JtWhB9DIRGP/AEKvCv2edO+1fEGe8Zfls7J2B9GYqo/QtXpH7Qmo/ZPh5DaBvmvL2NCPVVDMT+ar+dAHy3X134C068034I2MFhCZL6XTpJ4YwQpeSQM6DJIAzuUZJxXyRFE88qRRgl3YKoHck4Ar7w02zTTtLtLGPGy2gSFfoqgD+VAHxN4j8K6x4Sv47LXbMWtzJEJVj85JCUJKg5UkDkHr6VV0bRtQ8QatBpelWxuL24LCOIOq7sAseWIAwATye1dr8cNR+3/FPUUDZS0jit1/BQxH/fTNWn+z5p32v4jPdsPlsrOSQH/aYhAPyZvyoA1fhp8J/FmjfEHTNT1vSBbWNqzyM/2mJ/m2MFGFYn7xHbtX0jRRQAVzPjrxfa+CfC9xq1wokkBEdvDnHmynOB9OCT7A101fMf7Q+uSXnjO10hZCYLC2DMnbzHJJP/fIT9aAPM/EHiTVvFGqPqGr3j3M7E7Qx+WMZzhR0Uewrb0T4W+MvEOnLqOnaM7Wsg3RvLKkXmD1UMwJHv096Z8NPDcfinx/pmmXEe+03Ga4XsUQFiD7EgD8a+zERY0CIAqqAAoGAAOwoA+EdR0680nUJ7C/t5Le6hO2SKRcFT/+rnPcV6v8APF9xp/ik+G55max1BWaJCeEmUbsj0yqkH1IWvbtf+GvhHxPqbalrGki5vGQIZPtEseQOmQrAfjiq+k/CnwVoeq2+p6dopgu7dt8Un2uZtpxjozkHqeooAj+J3j6LwJ4cM8e2TU7nMdnC3IJGMuf9lcj6kgd8j5K1fWdQ17U5dR1S7kurqU/NJIcn2AHQAdgOBXcfG/X5dZ+JF5bHIg05RaxDPcDcx+pYkfQCofg34UtvFXjyKO+jElnZRG7ljPIkKlQqn1G5gSO4BFAGRpfw18Za1Yi9sNAuntyNyu+2PcPVQxBYfTNc7f6fd6ZeyWd9bS21zGcPFKpVgfcGvvQAAAAYA6V85/tJ2trHrOhXMaqLqWCVZWA5ZVZdufxZqAMP4H+M7nQ/F8GiTTsdN1N/K8tiSscx+6yjsScKfXIz0FfQfxB1H+yvh7r94Gwy2UiqfRmG1T+bCvkLwcsr+N9BWA4lOo24Q+h8xcGvpH4+6j9j+GUluDg3t1FDj1AJkP/AKAKAPlKt/RPDniLxXttdIsLq+W2BwE/1cWTk8khVJPPXn8KwlUsQqgkk4AHevt3wb4bg8K+E9P0iFEV4YlMzKPvykAuxPfJz+GB2oA+QPEXgrxH4TMX9t6VLaLIcI5KujH03KSM+2c1jW9xNaXMVzbyNFPC4kjdTgqwOQQfUEA19bfGuO2b4Uau1wBlDC0RIyQ/mqBj8CR9Ca+QqAOy1HUfF3xV8QB/s81/cxptSG3QiOFe5x0XJGSSeT+Aqp4g8AeKfC9ol1rOjTW1szACUOkignoGKsQpPvivpz4SeG4fDvw70zbGq3V9Et3cPjli43KD9FIGPY+prW+ISW8nw68RC7VTF/Z8xwR/EFJUj33AY98UAfE9fY3wm1+58RfDnTbu8cyXUW63lcnJbYxCknuSu3J7nJr44r65+B1i1n8K9OdxhrmSWfHsXKj8woP40AejVy3i/wC9afR//Za6muX8X/es/wDgf9K6MJ/GiY1/4bOYxSilxRXvnl3DFAFKBS4xSuFwApRRinCpYXFApwFNFPHXmkwuOFPRijBhTQKcKhjTLjRrcR71+8O1VdpBIPWnxSGJtw6HqKtywrOnmR9ccj1rG/K7PYu11oLp2oNZybXJMJPI/u+4rpEdZEDowIIyCO9ccRgkHgjtV7T9Ra0ba5JiJ5H933Fc9ehze9Hc3oV+X3XsdNnv6VHPbxXcDQzRh43GGVhkEURyLIgdGDKeQR3p2elcDXQ9CL6o8d8YfD+bSWkvdMVpbM/M0fVovp6j+VcEVr6fO1wVIBB6g1554s+HMV35t9pCiOc5Zoeisfb0Nc1Sj1R7GEzDaNT7zyArTCuKu3NpNaTPDPG0cqnDKwwRVYrXM42PZjJNXRDikIqQrSEVNi7keKKUig8daVgEopcUmKQwooooAKKKKACiiigAq1Zfef6CqtWrL7z/AEFJ7Fw+It0UUUjYKKKKACiiigAooooAKKKXFACUYpaMUAFGKUCnAUANApyoWYKAWYnAAHJq1Yadc6jdLb2kLSyN2A4Hua9Y8LeBbbSNt1eYnu+oyPlT6D1961p0nNnFisdDDx7vsYfhDwCzSJf6smFHMduR39W/wr05EWNAqAAAYAFKAAMDjFHau+EFFWR8tiMROvLmkxOlNllSFC7nAFJLKkEZdzgfzrFuLhrh9x4UdF9KcpWPPr4hU1ZbhcXDXEu48AfdX0piKXbApEUucCrKKFGBWW+p5ms5c0hyKFXApjvuPB4FMkk3fKOlNBoZcpdEOLU0mkJppNZsxlICaSkoqGZthSikpTUsLh3ooFFSwuLRSUUgPOP2kNLa48OaNqigkWty8LEdhIoOT+MYH4183V9weM/DsXizwlqGiysFNxH+7c/wyAhlP0DAZ9s18UXtpcadfXFldRtFcQSNFKh6qynBH5ivRPoT2jSdI0T4hfCHTJtV1Z9Ofw00sM8ywmUiNiCpKjnGNvPONp961fh34Z8GxnXdF0jxl/acur6dJbvELRkZFwRvGfvEZPFeSeBPGU3gzXGuTF9p065QwX9m2CJojweDxuGSRn3HQmvQ7Dwg2h+JtO8d+AJDrOgrPultYTuuLdGGJIyp5YhWOP4hxkH7xALvw28L+CNN+IOmXWkeN/7Sv4/N8q0+xNH5mYnB+Y8DAJP4VQsvAngW/wDG0aQeOjPfPfFhZrYMCzB8lN2cdiM/jWlpXg+Tw1+0NpF5axMdG1Jri5tJgpC/NbyMU9iCTgHnGKzvh34dvNN1jXvHEunTz/ZHnj0uBI2LXNwzMuVUclQCQT0GSf4TQBY8e6D4D8QeOtUvr7x4LO9aURSWqWLyeWyKIyuR1OV/Osv4rWlj4N8G6B4Gsrhrh1lk1G5kdNjHJZUJXscFhj/ZHrT9M8L2fw9P/CX+PpYptZZjcWGkI4MkkpOQ8mOAA3PGQPc4WvL9e1u+8R63davqMvmXVy+5j2A6BQOwAAAHoKAMuvsb4P6dLpnws0SKYbXlja4x/syOzL/46RXy14L8MXHi/wAV2WjQZCyvmaQD/VxDlm/Lp6kgd6+2LeCK1toreFQkUShEUdAoGAPyFAHk37ROo/ZvAdpZA4a7vVBHqiqzH/x7bXy/Xuf7Seob9a0PTA3+pt5Lgj/fYKD/AOQz+teSeGdAuvFHiC10ayKrc3O8IW6ZVS3PoOKAPqP4V+ONH8QeENLsReQx6lZ26W81tI4VyUUKGAP3gQAcjpnFJ8Qfipo3hHS54bO9hu9ZdCIbeFwwRjxucjIAHXB5P6j5T1HTbzSL+aw1C2kt7qFtskUi4IP+HcHoRVGgB7u0jl3JZmJJJOSSa+r/AIHeGZfD/gCO4uU23OpyfaiCMFYyoCA/gN3/AAKvLPhd8H77XdQt9X8Q2j2+jxkOsEoIe5I6DHUJ6k9RwOuR9IateJo+g318AqpZ2sk2MYACqW/LigD4y8daj/a3jzXb0NuWS9l2H/ZDFV/QCvXP2atOzJr+psOiw26H67mb+S14GzNIxZmJYnJJ6k19Ufs/6d9j+GwuSvN7eSyg+oGEH6oaAPJ/j/FJH8TZHfOJLOJk+nzD+YNcv8O/EUHhXx5per3W77NC7LNtGSEZShOO+N2ce1e8/G/4f3firSbfWNKhabUdPUq0CDLTQk5IHqynkDuC3fAr5fdHjdkdSrKSCCMEEdQRQB90xa/pE+mDUY9UszZFdwuPOUJgjPJJwPxr53+NXxLsfFHkaDoknn2FvL5s1zyFlkAIAX1UAnnuTx0yfIbe3muriOC3ieaaRgqRxqSzE9AAOSa2/E3hO/8ACL2Fvqu2K9urf7S1t1aJCzKoY9MnaTjtx3yAAYtpbSXl3BbRDMs0ixoPUkgD+dfdqRLp2lrDAuVtoQqL7KuAP0r45+GOnf2p8TPD9tjIF2sxHqIwZD+i19o0AfAbyPLI0jsWZiSSe5PU19Afs7a/psFlqeiT3MMV7JcLPCrsAZlKhSFz1I25x15+teZfEbwJqHgvxFcRvbudMnlL2dwF+QqTkKT0DAcEe2Rwa4mgD7e8V+L9J8H6RLf6pcopVSYoAR5kzdgo759eg718XarqM2r6tealc/6+7med/wDeZixx7c1saP4O1jXdL1HWlidNNsbd5pbyYHaxUEhFP8TEgDjpnnFc1QB9Ffs2aft0rXdTK/62eO3VvTYpYj/x8fkK6/XvjT4W8Oa5d6RfJqBurVtkhigUrnAPBLDPX0pnwM08WHwssJCNr3k0tww/4EVB/JAa4H45fDjUZdYl8V6TbyXUEyKL2KNSzxsoChwo6qVAzjoQSeDwAdfY3/w5+Ml9c2zaU8l7BEHM0iCGUrnGQytlsHHByBketeefE34MW/hPRZte0fUnksoWUS291jeoZgoKsAA3JHBAOOcmvJrDUbzSrxLuwuprW5jOVlhcqw/EVoaz4t8QeIY0i1fWLy8iQ5WOWUlQemdvTPvjNAFLStTutG1W11KxlaK6tpBJG4PQj19QehHcEivrH4lSy6n8F9UuVTZJNZRTsn90bkZh+AzXgPw8+F2q+NNQguJrd7bREcGa6cFfMAPKx5+8T0z0Hfng/Wd5p9vfaVcabMgNrPA0DoP7jKVI/I0AfBdfUnwR8aaXf+C7PQZbuOHUrANH5UjAGVCxIZc9RhgCByCPcV4H418F6n4J12awvYXNuWP2a52/JOnYg9M46jqD+Brl6APsrxr8StB8GadM813DcajtPk2UThnZu27Gdq56k++Mnivj/UL6bU9Sur+5bdcXMrTSN6sxLE/ma2NF8H6trmmX2qw27R6ZYwSTTXcikJ8qk7VP8THgADpkZwOa52gD6J/Zs07bpmu6mR/rZordW/3VLEf+Pr+QrO/aU1Hdf6DpoP8Aq4pZ3HruIVT/AOOt+dd78DNOFh8LLGUja15NLcMD/vFAfyQGvFvjvqP274o3cOcrZ28VuP8AvneR+bmgDmvh7p/9q/EPQLQruVr2N2X1VTuYfkpr7Yr5T+AGnfbPiWlyRkWVpLN9CcR/yc19WUAfDni++bU/Get3zc+dfTMPYbzgfgMCvWv2dLrTLF9flvL23guXEKxrLIqkoNxYjJ5GSufTj1rgPid4PvvCvjG/863f7DdTvPazhTsZWJYLnpuXOCPbPQiuIoA++be6gu4hLbzxzIeN0bBhn6iuL1v4ueDNAv3sbrVfNuY2w6W0TShD3BZRtyO4zkVg+G7S/wBF/Z0B00Ot++my3KMn3suWbIx3CkY+gr5ZJJOTzQB91aHrum+ItKi1LSrtLm1l6OuQQR1BB5BHoea+V/jbDJF8WdYaQHEghdCe6+Sg/mCPwr139n3Rb7TfBl1e3avFDf3Akt0bIygXG/HoT+YUHpiovjd8OLzxLDBr+iweff2sZingUfNNEDkFR3ZSTx1IPHIAIB5L8G9fs/D/AMRLWfUJUhtriJ7ZpZCAsZYAgknoMqBntmvqvVdd0zQ9Kk1PUr2K3s0XPmuww3oF9SewGSa+FnR4pGR1KupIKkYII6gimUAfQUn7S0SSusXhV3iDEKzX+1mGeCR5Zwcdsn6133w2+Il18QYr24/sH+zrS2ZUExuvN8xzyVA2L0GCTn+IV86+Bvhlrvje6jaCFrXTM/vL6ZCEAHUL/eb2HHqRX1l4e0Gw8MaHbaRp0Zjt7cYBJ+Z2PJYnuSck/wCFAHyL8T7eS1+JviGOTOWvGkGfRsMP0Iro/gZ4p0/w34ynj1OZILe/g8lZ5GCqjghhuJ6A4Iz64r0f40/DC68SsviLQ4TLqMMYS4tl+9Mgzhl9WHTHcYxyMH5rkjeORkkUq6kgqwwQR1BHY0AfcuqeI9G0bTzf6jqdrb22NwdpB8w/2QOWPsM18j/Ejxm/jnxbLqQRorSJRBaxt94Rgk5PuSST6ZA5xXHV2Pgv4c6/41vY1s7Z4LEnMl9MhESjvg/xN7D8cDmgDoPgV4YfXPHsWoyoxs9KX7QzY4Mp4Rc+uct/wGuv/aV1HjQNMU95bhx/3yq/+zV6/wCEPCmneDfD8OlacpKr80szAb5XPVm9+wHYADtXzp8f9R+2fEt7UHIsrSKHHoTmT+TigDivBGn/ANreOdCsSu5Jb6EOP9kMC36A19wV8mfAjTvt3xStJsZWzgluD/3zsB/NxX1nQB49+0TqP2bwLZ2Kthru9XcPVVVif1K1802drJeXkFrEMyTyLGn1YgD+de1ftJ6j5mu6HpgP+otnnI/32Cj/ANFmvPfhdp39qfE3w/b7chboTke0YMn/ALLQB9kWtslpaQ20QxHCixoPQAAD+VcD8b9R/s/4W6kgbD3TxW6n6sGP/jqtXoteG/tKaj5eiaHpgbia4knYf7ihR/6MNAHzlX3H4P07+yPBui2BGGgsoUcf7W0bv1zXxh4c07+1/E2l6bjIuruKEj2ZgD+hNfddABXL+LvvWf8AwP8A9lrqK5bxaQXtB3AY/wAq6ML/ABomGI/hs5ulxxQKUCvePKAUtFApBcBTh1pAKcKTFcUDFOFIP0pwqWO44CnimCnipY0xRU8E7Qtkcg9RUApwqJJNWZSlY0JYFuY/MiIDenrVEoVYgjBHUGpLedoHyOR3X1rSaGK/i3IQHx1/oaw5nTdnsa2U1puU7K+ktH4y0Z+8v9RW/BcR3CB42BH8q5mWF4XKOuCKWC4kt5N8bEHuOxqKlGM1zR3NKVaVN2lsdVn1pwaqFpqEd0APuv3U/wBKtg1xOLTszvjJSV0YviHwnp3iGE+dGEnA+WVRhh9fWvIPEXhDUfD8hMsZltiflmUZH4+le9g+lNkijuIjHKiujDDKwyCKxnSUjuw+MnR03R8yFaYVr2HxD8MrS83T6S4t5jz5R5Rvp6V5jqmiaho05gv7Z4jn5WIyrfRuhrknScT3KGLp1Vo9TKK0hWpSnNNK81k0daZCRS4NPxSFeaVh3GUYp+000ilYBuKKXFGKAEopcUYpDEq1Zfef6Cq2Ks2YwzfQUnsXH4i3RRRSNgooooAKKKMUAFLiijFABQBSgUtFgEApcUuK1dH8PalrkoWzt22Zw0rDCr+Pf8KqMW3ZGc6sKavJ2RlAV1Ph3wTf60yzSq1vannewwWHsK7rw/8AD6w0wLNegXVyOfmHyqfYd/xrsVVUAVVAA6Adq6qeH6yPDxWbbxo/eZmjeH7DQ7cRWsSg/wATnlmPua1Cc0nOeetLXUklojw5SlJ80ndgTxxUFxcpbrljknoo6mobq/SHKR4Z/XsKyXdpGLOxJPUmk3Y4cRi4w0jqx807zvuc/QdhTUQseOnrTkjLcnhamAAGBwKi1zzrOT5pCqoUYFRySfwg/U015M/Kp+pqPNSxuSWiFFGaSgmpZm5Ck009aKSpZDYUtJS1LFcKKTrS1LC4tFFFSxhRRRSsO509eI/Gf4WSax5nibQbYvfj/j8toxkzKBgOo7sAOR3HuOfbqK9A+hPgEgqSCMEdQa1dE8Rax4duzdaPqVxZTHAYxPgOB0DDow9iDX0148+DOi+L5ZtRsm/szV35aRFzFKfV19T/AHhg9yDXgev/AAr8Y+HWdrrRpp7dSf8ASLQechHr8vKj/eAoA6iw/aE8W20IjvLTTL116SyQsrZ6Z+VgPyAqpq3x68ZajEYrRrLTExgG1hywH1YnH4AV5gwKkqQQRwQe1SQQTXU6Q28Mk0rHCpGpZifYDk0ASX9/eanePd391NdXEh+aWZy7H6k80llZXOo3kVnZQSXFzKwWOKNSzMT2AFd74a+C3jDxBNGbmwOlWbctPeDawHtH94n6gD3FfQvgj4a6F4FhL2MbXF+67Zb2bBdh3Cjooz2HtknFAGd8KfhxF4G0Y3F4EfWrtR9ocHIiXqI19h1J7n2Ar0WiigDI1HwzoGr3IudS0TTb24ChPNubVJWCjJAywJxyePemWXhTw7pl2l3YaBpdpcpnZNBZxxuuRg4ZQCMgkVtUUAZGseGdE8QbP7W0mzvSn3WniDMvsD1FVdN8EeF9HnSfT/D+nQTIcpKsCl1PsxGR+ddDRQAVBc20F5bSW91DHPBKpSSKVAyuDwQQeCD6Gp6KAOf/AOEE8If9Cpof/guh/wDia1rKxtNNtUtLG1htbaPOyGCMIiZJJwoAA5JP41aooA8bm/aL8OwzyQto+qkoxUkCPqDj+9Wv4a1nwL8WmvJZdBtmvLYgOt5DH5zKejBlJJXPHXg49RXiPxa8C3vhPxXd3axM2k38zTW8yr8qliSYz6EEnHqMH1xwtlfXem3S3VjdT2twn3JYJCjL9CCCKAPtaw8N+GfC0ct3ZaXp+nBFJkuEjVCFA5yx5A/GvlD4m+J4vFvjy/1K2ctZrtgtieMooxn6Ftx/GsbVPFOv63CIdU1rULyIEERz3LOuR0O0nGfepvDHhXVvF2rx2Gk2rSuSPMkIISFSfvO3YfqegyaAPSf2d9Ae78V3uuSRnyLGAxoxH/LV+OD7KGz/ALwr6YrnvBvhWy8G+G7fSLLLhMvNKRhpZD1Y+nQADsAB2roaAILm2t722e3uoI54XGGjlQMrD0IPBrnofh54Nt7jz08MaUJCc82ykD6AjA/AV1FFAFWaws7mwaxns7eW0ZdrW8kYaMr6FSMEe2Kyf+EE8If9Cpof/guh/wDia6CigCvaWlvY2sdraW8VvbxLtSKFAiqPQKOAPpViiigDn9S8E+GNXmM1/oGnXEx6yPbrub6sBk1BZ/D3wfYyiW38N6Ysg5Vmt1Yj3G4HFdPRQAxEWNQiKFVRgADAAp9FFAFa8srXUbVra9tYbm3f78U6B1b6ggg1zy/DfwWk/nDwxpe8YODbqVz/ALvT9K6qigCpLp1lcaebCazt5LJl2m3eJTGV9CpGMe2Kyv8AhBPCH/QqaH/4Lof/AImugooAr2lpbWNrFa2lvFb28S7UihQIqj0CjgD6VmXXhDw1f3Ul1eeHdJuLiQ7nmmsonZz6klck/WtuigDL03w7omjTPLpej6fYyOu1mtbVIiwznBKgZGa1KKKAIbi3guoGhuIY5om+8kihlP1B4rGk8EeFJXLSeGNFdj1ZtPiJP47a36KAIIIIba3iggiSKCNQiRooVUUDAAA4AA4AFYJ8AeEDfm9PhvTDcE7ixtlIznOcYxnPfFdLRQAgAUAAYA6AUtFFAGJqfhHw5rUpl1PQtPupm6yy2ylz/wACxn9aoWvw38GWc4mg8NacJB0LQhwPcBsjNdVRQAxVVFCqoCgYAAwAKfRRQAVh6t4Q8O67N52qaJY3cuMebLApbHpuxn9a3KKAOYtfh54Os2DQeGdLDA5DNbK5B9QWBrpVVUUKqgKBgADAAp1FABWJeeEfDeo3cl3feH9KurmQgvNPZRu7YGBksCTwAPwrbooAytO8N6Ho87T6Xo2nWMzLsaS1tUiYjIOCVAJGQDj2rVoooAyNQ8MaBq9z9q1LRNNvZwoXzbm1jkbaOgywJxyePem2PhXw9pd0t3p+g6XaXKghZbe0jjcAjBAKgHkVs0UAFZmpeH9F1p0fVNIsL54wQjXVskpUHqAWBxWnRQBh23hDwxY3MdzaeHdIt7iM7o5YrKJWRvUELkH6VuUUUAJ0rifEF2LnUmVTlYhsH17/AK8fhW5rWrrZxGGFgbhhjj+EeprkDknJOTXo4Gi7+0l8jhxVVW5UAFFFKK9Q4LhiiloApAKBSjmkpR1pMVxRTxTQOM04VLC4opwpopwNJgmOFOFNHSnCpZSYo4qWGd4XDocHuOxqKlqGk1ZlxlbVG5E9vqMWxwA47dx9KzrvT5bU5xuj7MP61VRmjYMjEEdxW3Y6qkoEV1gMeMnofrXNKMqTvHVHRFxqaPRmGCVYMCQR3FalpqxXCXHI/vD+tWL3RlbMlsQCedvY/SsWSN4mKOrKw6gimpQrLzF79F3R06OrqGRgwPOQaeGrmbe5lt2zG3HdT0NbFtqUU4Cv8j+h6H8awqUZR1WqOyliIz0ejNAMaiubS2voGguoUljbgq6gg04Hjg5p4OfrWDR0Jtao8/1v4W2lyWm0uY27nnym+ZT9O4rzzVvC+saM7C7spBGP+WqDcp/EdPxr6FBxSsiSqVdAQeoIzWEqMWd1HMKlPR6o+YCnXFNKcV77q3gPRNVDObYQyH+OL5TmuI1T4U38G59OuY51HIST5W/PpXPKjJbHp0sxpT+J2Z5vsoKnNbd/4Z1nT2IudPmUD+ILuX8xWU8ZQ4YFT6EYNZOLW53RqQlqncrkUhFTFaQpU2LuQ4oIqQrSbaLDuR4qzZj5m+gqErVm0HzN9BSa0Lj8RYxRTsUmDU2NxKKXFGDRYBMUYp2KciO7bURmb0UZppCcktxmKUCtix8MazqBHkWEmD/E42r+tdbpnwunkKvqF2EHUpEMn8zVxpSeyOSrjqFPeR52FyQAMn0re0nwhrOrsPJtWiiPWWYbVx7dzXrWl+ENG0lQYrVGkH8bjJ/Wt0AKMKAB7VvHD92eVXzhvSmvmziNG+G+n2W2W9Y3Uo5wwwoP0/xrtIoY7eMRxIqKBgBRgCpKMgdK6IxUdjx6tepVd5u4ZJo+gppIUEkgAdaoXGpquVhG4+vYf41oot7HNUrQpq7ZcllSFd8jAD3rLudQebKx5RPXuaqSSPK+52JPvSpEW9hWqpK2p5VbGSqO0dENAJOByanSIDk8n0pURUHApxYIMk1lKl2MUktZAcAc8VFJLu+UcCmPIXPoPSmVDhJdBSqp6IWkoorNxZnzIXNJRRUtMXMFFFAqWieZBS0maM0uVhzJdRRRSZozR7Nsl1YoWlzTaKap9yHW7C5opM0U+RE+0l3I/wDhNf8Apx/8i/8A2NH/AAmv/Tj/AORf/sa5Kivp/qFHt+J9x7KHY63/AITX/pxP/f3/AOxpP+E2H/Pif+/v/wBjXJGij+z6Pb8RezgdW3jJG+9pwP1kB/pSjxmqjA08D6SY/wDZa5OkNH1Cj2/EXs4nW/8ACbD/AJ8T/wB/f/saP+E2H/Pif+/v/wBjXJUU/qFDt+LFyROu/wCE2H/Pgf8Av7/9jSf8JsP+fE/9/f8A7GuSpKP7PodvxYckTr/+E2H/AD4H/v7/APY0f8JuP+fA/wDf3/7GuQoo/s+h2/EXJE6//hNx/wA+J/7+/wD2NH/Cbj/nxP8A39/+xrkKKP7PodvxYuWJ1/8Awm4/58T/AN/f/saP+E3H/Pif+/v/ANjXIUhNL+z6Hb8Q5YnYf8JuP+fA/wDf3/7Gj/hNx/z4H/v7/wDY1x9FP+z6Hb8Q5YnT3nim01G1ktL3R4rm3kGHimYOrD3BXBrgdQ8C+BL+UyL4emtGPJ+zXrKCf91gQPwAFa9FH9n0O34i5UYdn4A8CWsitJod3ckHOJ75sH6hQua73TNf0zRbUWml6Fb2duDny4CEBPqQF5Puea53NFP+z6Hb8WHKjsP+E4H/AD4H/v7/APY0n/Ccj/nwP/f3/wCxrkKKP7PodvxYrI7D/hOB/wA+B/7+/wD2NH/CcD/nwP8A39/+xrj6KP7PodvxYrI7D/hOB/z4H/v7/wDY0n/Ccj/nwP8A39/+xrj6KP7PodvxYWR2H/Ccj/nwP/f3/wCxo/4Tkf8APgf+/v8A9jXH0Uf2fQ7fixHYf8JyP+fA/wDf3/7Gj/hOR/z4f+Rf/sa47rSmj+z6Hb8WSdh/wnI/58D/AN/f/saP+E5H/Pgf+/v/ANjXHUUf2dQ7fixNnY/8JyP+fA/9/f8A7Gj/AITkf9A8/wDf3/7GuOop/wBn0O34sm7Ox/4Tn/qHn/v7/wDY0f8ACc/9Q8/9/f8A7GuOoo/s+h2/Fi5mdj/wnI/6B5/7+/8A2NH/AAnI/wCgef8Av7/9jXHUdaP7PodvxYnJnY/8JyP+fA/9/f8A7Gj/AITkf8+B/wC/v/2NcfS0v7PodvxZPPI7D/hOB/z4H/v7/wDY0f8ACcD/AJ8D/wB/f/sa4+ij+z6Hb8WL2kjsB44H/Pgf+/v/ANjR/wAJwP8AnwP/AH9/+xrkKBU/2fQ7fiJ1Wdf/AMJuP+fA/wDf3/7Gl/4TYf8APgf+/v8A9jXIUtP+z6Hb8WL2sjrv+E2H/Pgf+/v/ANjS/wDCbD/nwP8A39/+xrkaUUv7PodvxYvbSOt/4TUf8+B/7+//AGNL/wAJqP8AnwP/AH9/+xrkRSil9Qo9vxF7WXc6z/hMx/z4n/v7/wDWpf8AhMx/z4n/AL+//WrlKBR9Ro9vxJdaXc6z/hMh/wA+J/7+/wD2NL/wmQ/58j/39/8ArVygpQKn6jR7fiL28+51X/CYj/nyP/f3/wCtS/8ACYD/AJ8j/wB/P/rVyoFKKPqNHt+IvrE+51P/AAl4/wCfM/8Afz/61L/wl/8A05n/AL+f/WrlhSil9So9iXiJ9zqP+Ev/AOnM/wDfz/61L/wl3/Tmf+/n/wBauYopfUaPYX1mfc6f/hLf+nM/9/P/AK1H/CWf9OZ/7+f/AFq5kCnCl9So9hfWanc6T/hLP+nT/wAif/WqndeJLucFYgsKnuOT+f8A9asfFLTjhKUXexLxE2rXAksxJJJJySe9AFKBS107aIwbEpRSgUUAFApcUUibhSgUoopCAU73pKUUhXFFOpuMHPanDmkwuKKfTBTxUMaYtFJSikUmKKOlFFBakX7LVJrQhGy8Xoeo+lbBFpqcWeD79CK5gU+KV4XDxsVI7iuaph03eOjOiFdpWlqi9d6TNCS0X7xPbqPwqgVKkgjB962bXWFfC3A2n+8OlW5bW2u134Uk9GWoVWUNJouVOM9YMxLe8mgwA25f7rcitWDUoZcK/wAjf7XT86pT6VLHkph1/WqZRlYqwKn0IpuMKmqJVWpS0ex04OcEHinA+tc3FcTQkeW7AenUVow6sOBMn/Al/wAKwlRkttTphi4vfQ1QfQ07nvVeG6hm/wBW6k+nQ1OPY1g01udEZJ6pisqOpVlBHoRmsu98NaRfgi4sIWJ77ADWp9RQKlxT3NFKS1TscVe/C7RLjJh82Bv9hsj8qwrr4RSZJtdTBHYSR9Pyr1T8aOQKh04vobxxlaO0jxWf4V69Hny5LaX/AHSV/nWfL8OfEkf/AC5K3+7Ipr3rNBzUOjE3jmdZb2PntvAniNT/AMg2Q/Qg1LbeCvEKFt2mSr09K99/Cg0fV4mizWqneyPCx4K19+mnuPqQKnj+H/iGQjFoq/VwK9t/D9KKFh4lvN6/RI8gg+GWryEebNBGPck/yrWtvhUMg3GoMR3VEx+pr0nNGffmmqEF0MJZniJfaschafDjRLbBdJJyOfnbit600PTLIDyLSJCO4QZrRP1oyK0UIroc08RVn8UmxAqqMAAD2FOz1pBn0oPHU1Ri33F+tGfSq0t9bxdXBPoOTVKXVXOREmB/ePJ/KqjCT2Rz1MTThuzUZwqlnYADqScVRm1SNcrEu8+p4FZkkskpy7E/WkCE9BWsaKXxHBVx0paQViSa5lmPzsSP7o4FRhWY8DipFjUdeTUmKu6WiON80neTGJGq8nk1KKaWCjk1E0hbgcCluNuMdiR5AvA5NQMxZsmkoo2MZTbAUpoNJ1qWzNsKKKKlkOQUUUCoZLYUUUVLJuFFFFQ2IKKKSpbAWiijNS2MQ0UUUAcfSGrX9mX/APz5XP8A36b/AAo/sy//AOfK5/79N/hX1nt6f8yPvOZFWkzVs6ZqH/Pjc/8Afpv8KT+y7/8A58rn/v03+FP29P8AmX3hzIq0Vb/svUP+fK5/79N/hSf2XqH/AD43P/flv8KPb0/5l94uZFXNJVv+y9Q/58bn/vy3+FH9l6h/z4XP/flv8KPb0/5l94uZFSirf9l6h/z43P8A35b/AAo/svUP+fG5/wC/Lf4Ue3p/zL7xcxUoq0dL1D/nxuf+/Lf4Un9l6h/z43P/AH5b/Cn7en/MvvC5WJpKt/2XqH/Phc/9+W/wo/svUP8Anwuf+/Lf4Ue3p/zL7xXKlFWv7L1D/nxuf+/Lf4Uf2ZqP/Pjdf9+W/wAKPb0/5l94rlWkzVv+y9Q/58Ln/vy3+FH9l6h/z4XP/flv8KPb0/5l94XKmaKt/wBl6h/z43P/AH5b/Cj+y9R/58Ln/vy3+FP29L+ZfeK5Uoq3/ZWo/wDPjc/9+W/wo/svUP8Anwuf+/Lf4Ue3p/zL7wuVKKt/2XqH/Phc/wDflv8ACj+ytR/58bn/AL8t/hR7en/MvvFcpk0Vc/srUf8Anxuf+/Lf4Un9laj/AM+Fz/35b/Cj29P+ZfeBUoq3/ZWo/wDPhc/9+W/wpf7K1H/nwuv+/Lf4Ue3p/wAy+8RTo61bOlaj/wA+F1/35b/Cj+ydR/58Lr/vy3+FHt6X8y+8llOirf8AZWo/8+F1/wB+W/wo/srUf+fC6/78t/hR7el/MvvJZUoq3/ZWo/8APhdf9+W/wpf7J1H/AJ8Lr/vy3+FHt6X8y+8TTKdFXP7J1H/nwuv+/Lf4Uf2TqP8Az4XX/flv8KPb0v5l95NmU6KuDStR/wCfC6/78t/hR/ZOo/8APhdf9+W/wo9vS/mX3iaZTpatjStR/wCfG6/78t/hS/2XqP8Az4XX/flv8KPb0v5l95LTKlFW/wCytR/58bn/AL8t/hR/Zeo/8+Nz/wB+W/wo9vT/AJl95PKypSirQ0rUP+fG5/78t/hS/wBlah/z43P/AH5b/Cl7en/MvvE4vsVBS1b/ALL1D/nxuf8Avy3+FL/Zeof8+Nz/AN+m/wAKX1in/MieV9ipSirQ0vUP+fG5/wC/Lf4Uf2XqH/Plc/8Aflv8KPb0/wCZCcZdirS1a/svUP8Anxuf+/Tf4Uv9l3//AD43P/fpv8KXt6f8y+8XLLsVe9KKtf2Zf/8APlcf9+m/wpf7Mv8A/nyuP+/Tf4Uvb0/5kQ4y7FUUoq1/Zl//AM+Vx/36b/ClGm33/Plcf9+m/wAKXt6f8yE4y7FUU4VZGm33/Plcf9+m/wAKUabff8+dx/36b/Cl7en/ADInkl2K1KBVn+zr7/nzuP8Av03+FKNOvv8AnzuP+/bf4UvbU+6E4S7FalFWRp17/wA+lx/36b/ClGn3v/Pncf8Afpv8KXtqf8yJ5JditTgKsDTr3/nzuP8Av23+FKNPvf8An0uP+/bf4UvbQ7onkn2K9FWRp97/AM+k/wD37b/Cj+z73/n0n/79t/hS9tDug9nPsV6XFWP7PvP+fSf/AL9t/hS/2fef8+k//fs/4UvbQ7oXJPsV8UAVYFhef8+k/wD37b/Cl+wXn/PrP/37P+FHtod0Lkn2K9LVj7Bef8+s3/ftv8KPsF3/AM+s/wD37b/Cl7aHdC9nPsQYoAqx9gu/+fWb/v23+FH2G7/59Zv+/bf4Ue1h3Qezl2IKWp/sN3/z6zf9+2/wpRY3f/PtN/37b/Cl7WHdE+zn2IAKMVY+w3f/AD7Tf98N/hS/Yrr/AJ9pv++D/hS9rDug9nPsQdaUCphZXX/PtN/3waeLO6x/x7y/98Gk6sO4vZz7FcDvTweKl+xXP/PtL/3waBZ3P/PvL/3waXtYdw9nPsRCnVJ9kuf+feX/AL4NRsjI211KkdmGKFOL2YnGUd0ApaKBVCUgFLigUUi1IXFTQ3EsDZjYj27VEBQOtTJJqzKjNrVGzBqyOAsw2H+8ORVp44bhckKwPQjmueAqWKaSE5Ryvr6GuaVFbxdjojiOklc0JdMU5MTlfZuRVR7SaLOUJHqOasxakekqfitXEuIpR8rgn0NRzTjuNxpz20MYcVPFd3Ef3ZGx6HkVpPBHJ95FPvioHskP3WK/rT9pGW6IdOcdYsWPVXH30De6nFWo9SgYckqfcf4VntZOOhBqM28i9UP4VDhB7DWIqw31NtLmF/uyKT6ZqXI7GubKkdQRShmU/KxX6HFQ6PZmix0lujpO3Wk5rnxczr0lf8TmnC+uR0lP4gUvYyNFjo9Ub1FYJv7r/nr/AOOj/CkOoXX/AD1/8dH+FHsZB9fp9mbueKQ5rCN/df8APX/x0f4Uw3tw3WZvw4p+xkDzCHRM6DPvSM6LyzAfU4rnTPM3WVz9WNM5J55NNUX1ZEsxXRHQPe269ZV/A5/lVd9VgGQisx+mBWQFPpShTVKiluYyx9WWysXX1WZvuIq/Xk1VknmmPzyE+2ePypBH6mnhFHarUYrZHPKrVnuyIKx6CpBGe5qSjNDkRyrqARV6DmlppdR3zTTIT04qdWJtIkLBepqMyk8AYpnJootYiVR9BT+ZpKKKTZm2FLSCl71LZLYn1oooqWyGwoooqWyWwoooxUNiCiiipbEFFFFS2AUUUGobGBpKKKVwCiiilcDqePSkOAOcUOwVST0rzjxL4tlu5JLOxcpbg7WlU8yfQ9h/Ou2hQnWlyxPqMTioYeN5HTar4t03TGMYczzDqkXO36noP51zFz8QdQd829rbxp6Plj+YI/lXJGkNe1Ty6lFe9qz56rmlab912R03/CeawDkrbH2KH/Grtn8RJ1YLe2aOM/ehJBA+hzn8xXF001pLA0WtjKOYYiLvzHsmk6/p+rxg20w8zGWjbhl+o/qOK1sCvB4pZIJVlidkkU5VlOCD7GvR/Cni46mwsr4qLoD5XHAkx147GvLxOBlSXNHVHs4PMo1WoT0Z2OBRgelVNTvDp+lXl6q7zbwvKFzjO1ScZ/CvEP8Ahoe7/wChch/8Cz/8TXCouWx66TZ71gelGB6V4L/w0Rd/9C5D/wCBZ/8AiaP+GiLv/oXIf/As/wDxNV7OfYdme9YHpRgeleC/8ND3f/QuQ/8AgWf/AImuj8DfF+48YeKItHfR47VZI3fzVuC5G0ZxjaKTpySuwsz1fA9KMD0paKgkTA9KMD0paKAEwPSjHtXjfij44tofiW/0u10eO6itJTF5zXBUsy8NwFOMNkde1T+DfjLceKvFllor6LHbLc78yrcliu1GbptGfu4696vkla47M9dwPSjA9KWioEGBRgUUUAGBRiiigAwKMUUUAGBRiiigAxRiiigAxRiiigAxRiiigAxRiiigAxRiiigAxRiiigAxRiiigAxRiiigAxRRRQAUUUUAFJXm3xE+KY8EatbadBpyXs0sXmybpimwEkKOFPJw36etclB+0HdzTxRnw7CA7hc/ajxk4/u1ahJq6Hys93ooFFQITFH4UteQfFT4qroqy6FoMwbUiCtxcqci3HdVP9//ANB+vRxTk7IErnr2PajArxD4VfFfz/J8PeI7n96cJaXkjff7BHJ7+jHr0PPX3CiScXZg1YMCjApKKQrC4FGBSUUBYXAowKSigLC4FGBSUUBYXAowKSigLC4FGBSUUBYXAowKSigLC4FGBSUUBYXAowKSgnAyTgUBYMD0owPSvAvih8W5biZ9E8M3bRwxtie+hbBkYH7qMOgB6sOvbjr13ww+KEXimBNJ1WRItajXCngLdKB95fRvVfxHGQLcJKNyuXS56fgelGB6UUVBNgwPSopreKdNsiKw9xUtFO7WwOKejRzeoaS1uGliy0fUjuP8RWYK7UqCpB5zXK6ha/ZbtlHCtyv09K7sPWcvdZ5WLoKHvR2KtOFIKUV1nCpBTgKQCnCpuPmADmnCkpRzSZXMKKcODTRThUsfMTx3MicByR6HmrCX399PxFUhxSisnGLLVWS2ZpLcxN/Hj2NSghuQQfpWSKUMQcgms3T7FLEPqjUIB6gUwxoRyoqmJpF/jP4804XTjqFP4UcrK9rF7omMEf8AcFMMEfp+tNF3nqn60faF/umi0hOUGNMCeh/OmmJB2pxnQ+tNMqn1qlczbiMMa+lNKqO1PLr70wuPQ09SHyhtHpQBSF6Tf7UxcyHgU6odx7Um5j3NFg50TZA6mguo75qKgUrEubHmQ9hSFmPU0mKXNIhybClFJSik2S2AFBozRmpbIbCjvR1opNg2FFAoqGyGwoz6UdaKlsVwoNFFS2SAoooqWwCiiiobAKKKKhsYGkoopMAoooqWwCikzRSuMg8cauba1SwhfbLNzJjqE9PxP8jXnhrV8Q3hvddupT0VygHoF4/oT+NZRr67BUVTpLuxY7EOtVfZbDTSGlNT2lhdX8vlWsEkr9wq5A+p6D8a6ZzjFXk7HLCEpO0VcrUnXgV2un/D+aQK9/ciIdTHFyfzPA/I11ul6HpNjEr2dvESMgSfeY9jya8+tmMI6R1PToZVUqfFojx2SN4m2yIynGcMCDSJI8UqyRuyurBlZTggjoRXU+P3U6/Gi4+WAA/Xcx/wrlDXVSn7WmpSW5xVqfsarjF7HqcWov4g8C3rRKXuntJYmRBkmTYRgD3yCB7ivm+L4Z+NJsbfD14M/wB4Kv8AMivcPh1emPULmyJ4lQSKPdTg/mD+lek14NdOjUcVsfV4Gu6tFSe58b694M8QeGLeCfWdONpHOxWMmRGLEDJGFYkfjWFXv/7Q3/IH0T/r4k/9BFeAVUJOUbs707o7J/hV43VQx0CVgQCCs0bZH4Ma674UeDfEeh+P7a61PSLq2t1hlUyuvygleBkV7/a/8ekP+4v8qe8iRRs7sFRQSWJwAB1JrnlUk1YzcmSUV4x4r+O9pYXMlp4ds0vnQ4a6mJERI/ugYLD3yPbI5rjH+OvjF5Nw/s9B/dW3OP1Yn9aSpyYcrPpqkr550z9oDW4ZVGqaXZXMWeTAWifH1JYfoK9w8Oa7aeJtBtdYsg4t7lSVVwAykEgg4JGQQRSlBx3Bpo+YvipYLp/xL1qNQNskqzjHq6qx/VjU3wf/AOSqaL9Z/wD0TJU/xn/5KhqX/XOH/wBFrUHwf/5Kpov1m/8ARMldP2PkX9k+rqKYzKiliQFA5JOAK8f8W/HWy026ksvD1qmoSocNdSsRDkddoHLD3yB6ZrlUW9iErnsdFfMsnx28YPJuUadGP7iwHH6sT+taOmfH/XYZQNS0uxuos8+TuibH1JYfpV+ykHKz6JorE8M+IrTxVoFtrFiHWGcMNkmAyMCVYHBPcflg1ieP/iHY+BrKMPGbrUZ1JgtlbHA6sx7L+pPA7kQk27BY7akr5juPjl4xmuTJFJZQR54iWAFcfViT+ta4+P8ArI0fYdMsv7TWQfvSrGFkwc5UMGDZxzkg88DirdKQ+Vn0NSV84f8ADQHiv/oH6N/35l/+OV7ZpHiYXfgG38S3aKv+gfap1jBABC7mCg5OMg45P41Lg47iaaOkor5vPx/8V540/RgP+uMv/wAcq1c/tBay2nwJbaTZR3uD50rlmQnJxtXII4x1Y0/ZSDlZ9DUlfNVn8dvFUN6kl1HY3EAYb4REVyvcBgcg+hOfoa9P1r4tafp/gzT/ABHZWM15FeSmFYWbyyjAEkMcHoRjjIodOS0BxaPRqWvnK8+P/iSVyLTTtNt0PTcryMPx3AfpVD/hefjHdndYEen2fj/0KmqUh8rPpyivBvD/AMfp/Pjh8Q6bGYmODcWeQU9yjE5/Aj6HpXuFje22pWMF7aTLNbTIJI5FOQynkGocWtxNWLNJXknxL+LF94S8QRaRo9taTSJEJLlrlHIUtyqjaw7cnr94ehrnvDvx41GfW4o/EEOnW+mbXaWS3glMmQpKhcuRksFHI79utUqcmroLM99or561v4/avPcMuiafbWtuD8rXAMkjD14IUfTn60mhfH7V4LpV1ywtrm1JAZ7ZTHIo9QCSG+nH1o9lK1w5WfQ1FeO+L/jlZad5dv4biiv5njDm4lyIk3DIXAwWYdxkY6cnIHDp8dvGKShyunMP7jQHH6MD+tCpSaDlZ9M0tecfDz4qWfjKT+z7qAWeqqpcRq2UlUdSpPII6lT25yecejVLTTsxNWForxnx78Z/7H1uLTvDwhuvs8oN5K3KNjrGpH6t2PTvXo/hXxXp3i/Ro9R06TIPEsTH5om7qR/I9COaHFpXY7M36KKKQj59/aE09Yte0bUQAGuLd4T7+Wwb/wBqV5FZAm/tgBkmVeP+BCvbP2iuvhv/ALev/aVeNaNLbwa5p810+y3S5jaV9pO1QwLHA5PGelddP4DRbH2uOlLXz74h+PmpyX0kfh+yghtFbCy3Kl5H99oICj25Pv2qvo/x9123uFGrWFpeW5PzGEGKQD1ByVP0x+IrD2UrXI5WfRNfO/xY+F76PNP4h0SItp7sXuYF5MDE8sP9kn/vn6dPdtD1ux8R6Pb6pp0vmW065UkYYEcEEdiDkEV4541+M+s6R4q1LSNOsdNlsraQw5uYnZnYABs4YDG7cOnSlT5lLQI3uc38L/hjL4quE1XVY2j0aJvlXoblgeg9FHc/gOckfS6IqIEQBVUAADoAK8M8A/FrW9b8VaVoEunaTb2MpMeLWB0KBUYgLlyAPlA6dK9q1C/tdM0+e+vJVit4EMkjseFUDJp1HJy1CV7lyivnnxF8etWuLuSPQLWC0tVJCy3C75XHY4ztX6c/Wq2i/HnxDaXSf2tbWt9ak/PsXypAPVSPl/Ajn1FL2UrXDlZ9H0Yr5xl+P3ifzX8mw0jy9x274Zd23PGcSdcV3Xwt+JeqeNtUv7LVLayiMEAljNsjDPzYOdzN6j070OnJK7BxaPU6K8Q8c/GDxD4Y8Zajo9lZ6ZJbWzIEaaKQsdyKxyQ4HUntVj4efFnX/Fvi6DSb+002OCSN2ZoI3DAqMjBZyP0o5Ha4We57PS1znjnXLrw14O1HWLJIpLi2VWRJlJU5dVOQCD0J714l/wANAeK/+gfo3/fmX/45SUHLVAk2fSFFcz4D1668T+C9P1m9SGO4uRJuSFSFG2RlGAST0Ud64nx18aYPD2pzaVo1ol7eQMVmnlYiJGHVQByxHfkAH1pKLbshWuet0V8zy/HbxhI25V06IZ+6kDEf+PMTVqx+PniWC4jN7Y6dcwBh5iojo5HorbiAfqpq/ZSK5WfR9Fc54T8Y6V4z01rzTJH3R4E0Mi4eJj0B7HocEEiuP8f/ABdfwdrkmj2+kLczrGrmaSfao3DONoGT+YqFFt2FboepUV81z/HrxZIx8q30yEdgsLMfxJY1DH8dfGEbAt/Z8gznDwEA+3DCr9jIfKz6bqC6tob20mtbhBJDMjRyIehUjBH5GvLvBPxpsPEN7DperWo0+9mYJFIr7opGPQc8qSeADkH17V6uSACT0FQ4uLsxNWPlj4k/De58F3xurQPPo0zYilPJiY/wN7+h7/XNdf8ACP4Xu0tt4m1yJkVSstlbNwWI5Ejeg7qO/U8Yzkat8c9avJ7u3TStGuNPaRhGlzA7koGyu4bwCcAHoOa7T4YfE7W/GniO503UbawhhitGnU20bq24OigEszDGGPb0rVuXLqU72PTdX1O20XSbrUrx9lvbRtJIe+B2HqT0A7kivlvUPip4uvNQuLiHWLi2ikkZkhjI2xqTwBx2HFbnxX+It/r2pXnh6BPs2m2dw8TjOWndGK5Y9lyMhR9T2x5hVU6el2EYn2H4GvbnUfA+jXl5M01xNbK0kjdWJ7mujr5f0X40eI9B0a00u1stKa3tYxEhlikLED1IcDP4CvcPhv4ovvGHhNNV1CK3jnMzx7YFKrgYxwzE559aynBrVktWOwrD19RmE9+R/KtysXXvuRfU1VB2mjlxf8FmJilxQKUV6Z4FxBTqKAMUrhzC9qUUg64pwFJsOYUUtNpwqWPmFFOFNFHNSx8w8UUmeKXJqQ5gpaT60UBzC0lFGaA5hKKM0hoFzCGiijFFxcwhoIpaXtRcLjQKUCjHvRSuLmCijFHNAri0CilxSbJuLiik9u1FSxNi0lFKBUsVwFGKDRUtibCiiiobJbCiiipbEFFFFS2AUUUVDYBRRRUtjCkpTSUmAUUUVDYBSUUUmxhRRRU3A85ldnmd2+8zEn65qfT9On1S7FtbBS5G4ljgAeppdVt2tdVuoGGCsrAD2zkfpiqqSPFIHjZkdTlWU4I+hr7e7lC8Oq0OayjO01s9Tv8ATPAVrDtkv5TcN12D5VH9T+n0reubvTPD9lufyoIh91EUAk+gA6mvOoPFutW8Pli73jGAZFBI/Hv+Oags511fXIW1m7Yxsfmdjgey+ign0/8Ar15NTCVpNyqu6XY9mnjaEEo0Y2b7nWW1xqXi2ckGSy0kHB28PN7Z9PXHHbmuvt4Y7W3SGFAkaDCqOgAot0hjt0SFVWNQAoXoB2qRjhT9K82cuZ2Ssj2aUOSPM3d9zyDxbcfaPE16wOVDBB7bVAP65rENWL6f7Vf3Fx/z1lZ/zJNVzX0tFctOK7I+QxEuapJ92b/gliviq1AHDBwfptJ/pXrteWfD+2abX2m2/LFEcn0JIAH5Z/KvU68TMWnW07H0WUpqhr3PGf2hv+QPon/XxJ/6CK8Ar3/9ob/kD6J/18Sf+givAKzpfAewtj7gtf8Aj0h/3F/lXlXx28TTaX4ftdGtZCkmos3nEdfKXGV9txI+oBHevVbT/j0g/wBxf5V4N+0NCy6vocxJ2tBKo+qspP8A6EKwpq8kQtzxyCB7m5jgj275WVF3EAZJwMk9Otetj4c/D7T9O26t44jN/t+b7LcRlFbHTaAzEZ9wT7V5JAsTXEazsyQl1DsoyVXPJA7nFe32nwE02/tIru08UPNbyqHjkS2UqwPQg7q6Jyta7sW2eGEYJGQfpX0B+z/rfn6PqeiSPlraUXEQP91hhgPYFQf+BVD/AMM8Wn/Qxzf+Ao/+Krsvh78PbHwQt9Lb6gb6S6Kq0pQLsCk5UYJ7k5+g9KzqTjJWQnJNHifxo/5KfqP/AFzh/wDRa1X+D/8AyVTRfrN/6Jkqx8af+Snaj/1zh/8ARa1X+D//ACVTRfrP/wCiZK0X8P5D+yes/HHxNNo/haDS7SQxzam7I7L18lQNw9sllH0yK+cI43llSNBlmYKozjJPA5Ne2ftEQuLnw/NklCs649CCh/r+leJx7DKokLCPcNxUZIHfHvSpK0bhHY9ch+G/gHT9PX+2/G0X24rlxa3MRVDjptwzED14z7V5HIgSRkDqwViAy9G9xXt9h8BtL1OxhvbLxTJNbTKHjkW2BDKf+BVZ/wCGeLT/AKGOb/wFH/xVKNRLdiuhv7P2t77PVdDkbmNxdQr/ALLYVvwBC/ma8s8f61Jr/jnVr5nZoxO0UIY/djU7VAHbIGfqTX0H8PvhzY+CZ7+4g1A301wFiLlAvlhSSRwTySRn/dFfMGpI8eqXaSH51ndW+oY5ohZzbQLVmr4P8K3njLxDHpVm6xEoZJZnBIjRcZOB15IAHqR0611/xC+FUHgnw7b6pFqst0z3CwOjwhR8ys2QQTj7vTnr1qz8A7u3g8aXkEpVZZ7MrEWPLEMrED8AT/wGu8+Pv/Ig2v8A2EY//RclKUpKaQNu9j5tr7B8M2EFx8OdKsCMQzaVFGw9miAP8zXx9X2X4Q58FaF/2Drf/wBFrRW6BI+N5YzDNJGSCUYqSPUHFdx8Ofh0vjyPVC2pNZmzEYXEO/czbsE/MOBt6e/tXGX3/IQuf+urf+hGvbv2dv8AU+Iv963/AJSVc5NQuht6HF6l8GPFun6lBbpbR3dvNKsYurdtyoGOMspwwAzknGBjrXqHjz4dXmp+DtC8OeHo4gljKNzzOFVVCkFm6kkscnAPJNeqV5P8YviDfeGYrbSNJk8m9u0Mkk4AJijzgbfckNz2A45ORgpyk0ibtnNWn7PtwsYfU/EdvAe6wwFh/wB9My/yo174DrZaLc3uma0880ETSeVLCAJAoJIDA8Hjjg/h1ryF5r/WL5BLNPeXczBEMjl2ZmOAMk5ySa7+LwD8SfCdjNf2SSQxrGTPFb3Kv8uOdyZw3HYA1q1JbsrXuea19H/APUJLnwXdWUjFhaXjCMH+FGUNj/vrcfxr5wr6A/Z6/wCQHrP/AF8p/wCg06q90JbHKfHyxWDxtaXS4AubJd3+8rEfy215np1k+o6laWMTKslzMsKs2doZmCgnHbJr1n9oT/kYtI/69H/9CrzPwr/yN2i/9f8AB/6MWnB+4C2PStV+A15p/h64vodZS4vYImla3FuVVwoyVVt2c4Bxkcn0614/X27ff8g65/65N/I18RVNKTd7ii7nd/Dj4cP46lu5Jbw2lla7VZkTczO2cKATgYAyT7j8M/x/4Jm8D66lk1x9pt5o/Ngm2bSRkgqRk4II/Ij6V6r+z1/yAtZ/6+U/9BrJ/aHH/Ey0L/rjN/6EtJSfPboF/eseYeD76TTfGejXcTlTHeRZI7qWCsPxUkfjX2HdW8d5aTW0oJjlRo2CkqSCMHBHI69RXxhof/If03/r6i/9CFfaw6VNbdCkfLPjv4X6p4X1mJLCGa+0+7lCWrom5gx6RsB/F6HofzA9i+F/w7Pguxe8vpWfVLtAJURzsiXOQoA4Zs9W/AcZJ6zWfEmj+Hjarq1/FbG6lEUPmH7zevsBxljwMjJrYBBHHSolNtWYNtoWiiioJPDP2iuvhv8A7ev/AGlXh0UbSzJGpAZmCjPTJOK9x/aK6+G/+3r/ANpV4nZf8f8Ab/8AXVf5iuql8Botj1u8+AGoW+jSXFvrUM9/Gpb7MICFbAztVs5z6ZXnI6da8dr7euJ4bS1luZ5BHDEhd3Y4CqBkk/QCviWd1luJJFXarMxC+gJ6UqUm73Em2e3/ALPWqysNZ0h2JiXZcxr/AHScq354X8q4n4yWcVp8S9QMQwJ0jmYejFQD+ZGfxrpP2e4mbxHq8wztS0VT6ZZwR/6CaxPjd/yUm5/694f5UlpUYL4jM+E//JT9D/66P/6KavTv2gNbkttF03RYmKi8lM0204yiYwp9QWYH6qK8x+E//JT9E/66P/6Kauz/AGhVYa1ojk/IbeRR9Qwz/MU5K9RA/iPGa9l8P/AWXUNFgvNV1drS4njEiwRQhvLBGQGJIycHkAcHua8bUhWBIDAHOD3r7bsru3vtPgu7WRXt5o1kjZTwykAgj8KKsmrWBto+KLmH7PdTQFsmJ2TdjGcHGa9m/Z3iQ3uvykfOscCA+gJcn+Qrx7U/+Qtef9d3/wDQjXsn7O3/AB8+If8Adt/5yVVT4BvY4f4u/wDJUdb/AN6L/wBFJV74Jf8AJS7T/rjL/wCgmqPxdB/4WjrWR/FF/wCikqx8GbiO3+JmniRgvmpLGpPclGIH6UP4PkH2T3P4tf8AJMNa/wByP/0alfJ1fVHxjvYLT4Z6kksgV7ho4olJwWberED/AICrH8K+V6mjsKOx9VfCTcPhRpBQDfsm2g9M+dJivlmcym4kM+7zizF933t2ec++a+qfg+c/C3RvpN/6OeuV8T/CrQvGt1c6z4a1e3hupWLTIjCSF5MnJO05Ric5689s5qISUZO4k7M8p8E+GtB8Rm7h1bxJFpE67RAJVXbJnOTuZgOMDjIPNdRe/AnXRF5+kapp2owEZVgxjZvp1X/x6uf1n4T+MdFDO+lNdwrk+bZsJQf+Aj5v/Ha5vStf1bQpvN0rUbmzbOT5MhVW/wB5ejfiDWmr1iyvQ+ofhn4Tk8IeD4bO6RVv53aa62kHDHgDI64UAemc+tcT4/8Ahbr3jHx1PqFo9pbWRijQSTyHLEDnCqCfzxXS/Cnx/P400u5g1FUXUrIqJHQYEqtnDY7HIIIHHQjGcDzL4pfEvVtQ8Q3uj6XeTWem2chgfyWKNMynDFiOduQQAOCBnnPGUVLmfclXub1r+z7ApVb3xMPMb/lnFbAfkS3P5VynxD+FT+CdOh1O31H7ZZySiJg8e1kYgkHgkEHB54xxXHaB4d1bxXqxsdLgNxclGlfc4ACggEksfUj866LxR4f8deF/D62WsvMdGkmUqBMJY1cA4A5JXjPoD71quZSs2Vqupw4JVgQSCDkEdq+zvC+oPqvhPSb+Vt0tzZxSOfVioJ/XNfGNfYHw+/5J7oH/AF4xf+giprLRMUj5Z8XWcWneMdas4RiKG9mRB6KGOB+Vd5+z/wD8j1ff9g1//RsVcX49/wCR/wDEH/X/ADf+hGu0/Z//AOR6vv8AsGv/AOjYqqX8Mb2NX4p/DLTNG0jVPFEN9ePdTXfmtE5XYDJJkgYXPG445rxSvqL41/8AJM73/rtD/wChivl2ik246hF6HtXhj4Jabr3hjTtVl1e7ikuoFlZFjUhSewzXrXg3wpB4N0EaVb3MlxGJWk3yAA5bHHH0qD4cf8k60H/r0WuprCUm3ZkNsKxde+7F9TW1WPrn3YvqadH40cuL/gswx707r0ooxXp3PnLgBSikHvTqTYXDil5pMUtSFwpc0mfxpRik2FxeaXOKQH3pakdxetANAopBzC80vNJRkUg5hc0maTNFIOYDRRRQK4GkxQaKAuFHFGKMUXC4cUZoxS4ouLmE5oApcUtTcVxKWijFDYrhRSUoGam4XFoooxSbFcKKKKhskKKKKlsAoooqWwCiiiobAKKKSpbAWg0UlSxhRRRUtgFJSmkqWxhRRRUtgFFJRSuBjeOtLaG8j1CP/VygI/swHB/ED9K4817RqFhDqNnJbTrlHGD6j3HvXk+s6PcaPeGGZS0ZJ8uQDhh/j6ivqMvxKlH2cnqtjrzTByjN1IrRmaaQ0ppDXps8c3NC8U3mjOsZJmtc8xMfu/7p7fTp/OuxvvF2my6JPLBcr5rRlUjPDbiMAEfXv0rzGmmuKrgac5KWzO+jmFWnBwvdCGkNKa6fwp4XfVbhbu7QrZIcgEY80+g/2fU/h642rVY0YXZhRoyr1FFLc6rwNpLafpBuJRiW6IfHouPlH6k/jXVUiqEUADA7AUtfNVJucnJ9T7CjSVKCguh4x+0N/wAgbRP+viT/ANBFeA19leIvCeieK4YYdasvtUcDFo18102kjBPysM/jWB/wp3wH/wBAL/ycn/8Ai6uFRRjY3UrI6jw/M1x4b0udwQ8lpEzA9iUBNct8U/BkvjHwuI7NVOo2bma3DcbxjDJntuGPxA6V28USQQpFGoWNFCqB2AGAKlrJOzuhXPh2eCa1nkguInimjYq6OpVlYdQQeQa0dK8Ta5oilNL1a8tIydxSGZlUn1K5wT+FfVviDwP4d8UNv1bS4pZtuBOpKSY7fMpBOPQ5FcsfgV4PLhsagB/dFwMf+g5rf2sWtUVzI8DvvGvifUozHea/qEsbDDJ57KrfVQQDX0Z8Gv8Akluk/Wb/ANHPUmnfCTwXpsiyLo63Ei9DdSNKPxUnafyrtIYYreFYYY0ijQYVEUKqj0AHSs5zi1ZITaex8v8Axp/5KdqH/XKH/wBFrVb4P/8AJVNF+s//AKJkr6C1r4c+FPEWqSalqul/aLuQBWk+0SrkAYHCsB0HpTdH+GvhLQNVg1LTdJ+z3kOfLk+0ytjIKnhmIPBI5Heq9ouXlDm0sV/id4Pfxj4Va2tVX7fbP59sWOMsAQVz2yD9MgZr5UubW4srqW2uoZIZ4mKvHIpVlYdiD0r7hrnfEHgvw94nw2raXFPIFwJhlJAPTcpBx7Hipp1OXRgpWPk/SvEmt6IpXS9VvLNCdzJDMyqx9SoOCfwq1e+N/FGoRmO61/UZIzwyCdlVvqAQDXvZ+Bfg8tuA1AD+6Ljj+Wa09O+EXgrTpVlXSBcSL0NzK0g/FSdp/EVbqR3sPmRV+CmT8NLMn/nvN/6Ga8g+LvhC48PeLbjUY4SdO1GRpo5AvCu3LIfQ5yR7H2OPp23t4bWBIbeKOGJBhUjUKqj0AHArk/FHi/whZagfDviOeHM8SyNHPCXiIJIAYgEKeM84xwc1nGTUrolPU+T4J5rWeOe3leKaNgySRsVZWHQgjkGtDUvEet61CkWp6re3kcZ3Kk07OqnpnBOM84z1r6FtvhN8O9XX7Zp8fnQMc/6Nes6c9shj/OsL4kQeE/Avgq70fRrS2g1LUQsWFO+UIGViWZiW24GAM9SMdDWyqJtJLUu9zwOvsvwf/wAiRoP/AGDrf/0WtfGlfaPhy2az8L6VauCGhs4Y2B6gqgH9KVboKR8bX3/IQuf+urf+hGvbv2dv9T4i/wB63/lJXbyfCDwLJIzvoeWYksftc3JP/A62/Dvg/QvCYuF0Sw+yi5K+b++d923OPvMcYyenrUyqJxshOV1Y3q+ef2gNKuIvEmnasEY209r9n3YJCurM2Ce2QwwO+DX0LVLUtKsdYsZLPULSK6t3+9HKgYE9jz0I7HqKzjLldxJ2Z8VQTSW88c8LtHLGwdGU4KsDkEH1BrtU+JXj/WCmmQ6vcTvP+7WKC3jDvnjAKqG/Wvabj4J+CppxKllcQqDkxx3L7T+ZJ/Iium0DwZ4e8MZOkaVDbyMMNLy0hHpuYlse2cVrKrF9CnJHx06PG7I6lWUlWU9QR1Fe0fs83ki6hrlltJjeKKXOOFZSy4+pB/8AHa9Dl+EPgaaV5ZNE3O7FmP2uYZJOT/HW34c8IaF4TW4XRLAWouNpl/eO5fbnHLEnjJ/OlKqpRsJtNHjP7Qn/ACMWkf8AXo//AKFXmfhX/kbtF/6/4P8A0YtfVviLwP4d8VXMNxrWn/apYVKI3nSJtUnOMKwB59azLb4T+CrG8gu7bRdk8Egljb7VMcMCCDgvg8gdaI1Uo2BS0sdbff8AIPuP+uTfyNfEVfcckayRtG4yrAgj2NcP/wAKd8B/9AL/AMnJ/wD4uppzUb3CLscr+z1/yAtZ/wCvlP8A0Gsj9of/AJCOg/8AXGb+a17B4e8J6L4Uhmg0Wy+yxzOHkXzXfcQMA/MTj8Ki8ReCvD/iuW3k1uw+1PbhliPnSJtBxn7rDPQdaSmubmFfW58eI7RuHRirKQykdQR3r7St7u5uNAhvIrbddSWyyrA7bMuVyFJwdvPGccVy6/CDwKjh10IZUgjN1MR+IL4NdyBinUmpWsNu58b+MNW1rWPEt3Pr4kjvkYxtAwKiEA8Ko7AfrnOTnNe2/A7WfEOpaHNbahC0mlWwCWl3IcNkdYx/eUDv26c9uo8YfDbRPGV7aXl4rw3ELgSSQ4DTRj+Bj/I9RzXV2dnb6fZxWlpAkNvCoSONBhVUdABRKacbWE3dFmiiisxHhn7RXXw3/wBvX/tKvDQzKwYEgg5BHUV9jeI/B2g+LDbf23Yfavs27yf3zpt3Y3fdYZztHX0rEX4P+BFYONC5ByM3cx/9nraFVRjZlKVkfOWpeNvE2saf9hv9au7i1wA0bPw2P72OW/HNYFfVWq/CHwbq0zTHSzayMck2khjB/wCA/dH4CpdC+FPhHQblLqDTjcXCEFJLpzJtI7gH5QffGapVYpaIfMjJ+CvhWfw/4UlvbyMxXepOJNjLhljUEID7nLN9GFeWfG7/AJKTc/8AXvD/ACr6grlNc+HXhbxHqTajq2l/abplCmT7RKmQBgDCsB+lZxnaXMyU9bnzv8J/+Sn6J/10f/0U1e1/GLwjP4n8KpcWMZlvtOdpUQDLPGRh1X1PCnHfbjqa2dJ+GfhHQ9Ug1LTtJ8i7gJMcn2mVtpIIPDMQeCeorb17XLLw5o0+qajIyWsO3cVXJ5IUADuckUSneSaG3d6HxaQVJBBBHBBrWsvFGv6bYmzsdZv7a25xDFcMqjPXAB4z7V9AvpHww+Il19qge0kvpDlvIlMEzE9SycFj7kH61di+GvgDwxG2o3VjCEhG4y30xdFxz91jtJ/A1o6q2aHzHy4xYsS+Sx5Jbqa9s/Z3/wCPrxB/uQfzkryvxZq8ev8AivUtUiUpDcTsYwwwQg4XI9doFet/s72zCLX7og7WaCNT2yA5P8xVVH7g3scz8c9GnsfHR1Mo32fUIUKvjjcoCsPqAqn8a80imkt5kmhkaKVGDK6MVZWHIII5Br7O1vQNL8R6c1hqtmlzbsdwVsgq3qCOQeeoNcVH8DvBqTb2hvZF/wCebXB2/oAf1qI1Uo2ZKeh8+3mp+I/FhJu7q+1IWcLSnezOIkUZZj2AwOT3rFr7KtPCmhWWiT6NaadDBp9xG0U0UeVMisCDuYHcTgkZzn3rA/4U74C/6AX/AJOT/wDxdCrJdB8yMn4E3ctx8P3hkVglteSRxkjgghWOP+BM1fPU95dWGtXU1pczW0wmcb4XZGHzHuOa+w9F0PTfDmmR6dpVt9ntEZmVAzNyTkkliSeT3NUda8EeG/ELF9U0a1nlPWULskP1ZcN+tRGolJu24k7M+X4fiF4wgjKJ4j1EgjHzzlz+bZNc2WZmLEkknJJ6mvpqX4G+DZW3JFfRDOdqXBIHt8wJrR0v4ReDNLmWZdJFzKpyDdSNIP8AvknafxFae1itkPmRyHwC8O3dpYajrdzG0cV2Fit8jG9VJLMPbJAB9jXkXjjSbjRfG2r2dwjKwuXkRiPvIzFlb8QR+tfYUcaRRqiKFRQAFAwAB0AFY2v+ENA8Toi6zpkNyUGEkOVdR6BlIYD2zis41bSbYk9bnyTofiDVPDeofbtIvGtbnYYyyqpDKcEgqwIIyAeR2Fa+r+LvGHi7Sp11G9nvLC22yz7IFVEywALbVA6tgZr3eH4KeCYbgytZXMq5yInuX2j8iD+Zrp5PCGgP4el0D+zIY9MlwZIIcxhiCCCSpBzkDnOeKt1Y3ukPmR8b19VfB+8ku/hnpZkDAxGSIMejBXOCPYDA/A0v/CnfAf8A0Av/ACcn/wDi663S9Ls9F02DTtPgEFpAu2OMMW2jOepJJ5J6mpqVFJWQm7nyT49/5KBr/wD1/wA3/oRrtf2f/wDker7/ALBr/wDo2KvXL/4WeDdU1C4vrzRvNubiRpJX+1TLuYnJOAwA59BVzw/4C8NeF7577R9N+y3MkRiZ/PkfKkgkYZiOoHOM8U3UTjyg5aWK/wAS9EuPEHgHU7C0QyXW1ZYkHVyrBio9SQCB7kV8kEEEgjBHavuauL1/4XeE/Ed293d6cYrp+XmtnMZY+pA+Un3IzU06nLowTsfOll8RPFmnWEFjZ61PDbQKEjjVFwqjoM7c19BfCLWdR13wOl7ql3JdXJuJFMj4ztGMDiq9j8FPBdnJvks7i7IOQJ7hsD8F25/Gu303SrHSLNbPTrSG1t1JIjhQKuT1OB396Jyi1ogk09i9WNrn3Yvqa2awNYlD3Cxg/cHP1NOgrzRw42SVJ3MwClFApa9Bs+fCjFKBRSEFFGKWlcQg9qWgUAYpBcAKceelJS1NxXAUtJRSC4UUYopXC4tGfaiilcLhRilFFK4XDFAFGaM0XC4UYoo5ouFwoo5opXFcKSlxRxQFxKWilpBcTFLRRSbEFFFFS2IKKKKlsAoooqGwCiiipbAKKKKlsAoooNQ2MKSiipYBRRSVLYwoooqWwCikopXAKKKKkDq6qX2n22o27QXMSyI3Y9j6g9jWL/wmun/88Ln/AL5X/Gj/AITXT/8Anhc/98r/APFV6qw9ZO6iz7CUOZWa0Oc1fwNd27GTTmM8f9xiAw/Hof0NctcWlzakrcW8sR6fOpH869N/4TTT/wDnhc/98r/8VTD4y009be4/74X/AOKr0KWIxUVaUWzya2T05u8XY8uq3aaRqF8wFtZzSZ6MFwv/AH0eP1r0b/hMdN/59rj/AL5X/wCKpf8AhM9OHSC4/wC+F/xrR4uu1pTMo5JFPWRlaJ4CSMrNqjCRhyIVPyj6nv8ATp9a7iONIkCRqAoAAAGABXO/8Jrp/wDzwuf++V/+Ko/4TXT/APnhc/8AfK/4159WGIqu8kz1aGGhRVoI6aiua/4TXT/+eFz/AN8L/jSf8Jtp/wDzwuf++V/xrL6tV/lZvY6aiua/4TXT/wDnhc/98r/8VSf8Jtp//PC5/wC+V/xo+rVv5WI6aiuZ/wCE20//AJ4XP/fK/wCNH/Cbaf8A88Ln/vlf8aPq1b+VgdNRXM/8Jtp//PC5/wC+V/xo/wCE20//AJ4XP/fK/wCNH1at/KwOmormf+E20/8A54XP/fK/40f8Jtp//PC5/wC+V/xo+rVv5WB02aM1zP8Awm2nf88Ln/vlf8aP+E207/nhc/8AfK/40fVqv8rC502aM1zP/Cbad/zwuf8Avlf8aP8AhNtO/wCeFz/3yv8AjR9Wq/ysLnS0VzX/AAm2nf8APC5/75X/ABo/4TbTv+eFz/3yv+NH1ar/ACsV0dLmvkj4kQa2fGmo32s2Fxam4nYw+YuVMa/KoVh8rYUDoa+kv+E207/nhc/98r/jVa+8TaHqVq9re6fJcQOMNHLErK34E1cKFWLvyspNI+TYbie3JMM0kRYbWKOVyPQ4qIksSSSSeSTX0bL4c+G02d3hmQZ5+WRl/lIKuafp/gDTJVktfDKCRfutJEspHuNzHn3rbkqfysfOjy74X/De+8Rava6pf2zw6Pbusu6RcfaCpyFUHqpI5PTGR1r6dFcyvjTTUUKtvcAAcAKoAH/fVL/wm2n/APPC5/75X/GsZUK0ndxZLkmdNRXM/wDCbaf/AM8Lr/vlf8aX/hNdP/54XX/fK/8AxVR9WrfysV0dJRXN/wDCa6f/AM8Ln/vlf/iqP+E10/8A54XP/fK/40fVqv8AKxcy7nSUVzf/AAmun/8APC5/75X/ABo/4TTT/wDnhc/98r/jR9Wq/wArDmXc6Siub/4TTT/+eFz/AN8r/jS/8Jpp/wDzwuf++V/xo+rVf5WHPHudHRXOf8Jnp/8Azwuf++V/xpf+EysP+eFz/wB8r/jR9Xq/ysOePc6Kiud/4TKw/wCeFz/3yv8A8VR/wmNh/wA8Ln/vlf8AGl9Xq/ysXtI9zoqK53/hMbD/AJ43H/fK/wDxVL/wmFh/zxuP++V/xo+r1f5WHtI9zoaK57/hMLD/AJ43H/fK/wDxVL/wl9j/AM8bj/vlf8aPq9X+Vi9rHudBRXP/APCX2P8AzxuP++V/xo/4S6x/543H/fK/40fV6v8AKw9rHudBRWB/wltl/wA8bj/vlf8AGj/hLLL/AJ43H/fK/wCNP6vU/lYe1h3N+isD/hLLL/njcf8AfK/40v8Awldl/wA8rj/vlf8AGl9Xq/ysPbQ7m9RWD/wldn/zyn/75X/GlHiqz/55T/8AfK/40fV6nZi9tDubtFYX/CU2n/PKf/vlf8aX/hKLP/nlP/3yP8aPYVOzD20O5uV5J8dYNcvdAsbbT7C4nsVkaa7khXdtKjCggc45Yk4xwK7/AP4Se0P/ACyn/If40f8ACTWn/PKb8h/jTjSqJ35QVemup8bAkHI4NSzXM9ywaeeWVhwC7liPzr6g1PRfBOs3TXV94ejknfl3VdjMfU7WGT7nmqUPg34eQPvTw2SSc4eR3H5M5Fb2l/Ky/rNPufPGjaHqfiDUUsdLs5bmdv4UHCj+8x6KPc19XeBPCkXg3wtb6WjrJOSZbiUDAeRsZI9gAFHsBRp9/oulQeRp+mraxf3IIVQfkDzVz/hJLX/nlN/3yP8AGs5wqy0syHiKb6m1RWN/wklr/wA85v8Avkf40f8ACR2v/POb/vkf41n7Gp2F9Yp9zZorG/4SO1/55zf98j/Gj/hIrb/nnL/3yP8AGl7Gp2D6xT7m1RWN/wAJDbf885fyH+NH/CQ23/POX8h/jR7GfYX1il3Nmisb/hIbb/nnL+Q/xpf+Ehtv+ecv5D/Gj2M+wfWKXc16KyP+Ehtv+ecv5D/Gj/hIbb/nnL+Q/wAaPYz7B9YpdzYpKyf+Egt/+ecv5D/Gj+37f/nnL+Q/xo9lPsH1il3Neisj+37f/nnL+Q/xo/t63/55yfkP8aPZT7B9ZpdzXpKyf7eg/wCecn5D/Gl/t2D/AJ5yfkP8aPZT7B9ZpdzVorK/t2D/AJ5yfkP8aP7ch/55yfkP8aXsp9hfWaXc1qSsv+3If+ecn5D/ABqCbWnYERR4/wBpj/SmqUn0Jli6SV7mhe3aW0JOQWPQeprnHZncsxyWOSaHdpXLOxJPUmkrrpUlBeZ4+KxLrPyCloFFanGFKKKKkAoFLiilcAoopaVxBiiiilcApRRRSEFJg+tLS0rgJj3ox70tFK4gooopAGKKKWkAlLiikoAWikooAWkpcUUAAooopNgFFFFS2IKKKKlsAoooqWwCiiipbAKKKKhsAoopKlsBaSiipbGFFFJUtgFFFFS2MKKKSpbAKKKKkAooopXGcZR0opK+/Ps7imkoooAKKKKBBRQaTrQSHWlFHSkoFcKKKKBBRRRTFcKKKKBXCiiigQUUUUBcKKKKBXCiiigAooooAKKKKBXCiigCkTcAKWilFAgFFFFIQUtJSiglsUUoooFBIClopaRLAUtApRUiYCloFKKTJbClFApQKRLFFAoFLSExRSiigUiWKKUCjFLSJbAU4UgpwqRAKUUCnCkSwFKKQU4UmSxQKBQKWkSFOooFITADFLRSikK4UoFApRU3EApcUYpaQriUuKKKQgpaBS0CuFKKAKKQgFLRSikDYUtFKKTZICnCkFLUsQUtFKKlsQUtAoqWxBS0CikIKWiilcApaMUUriCiijFK4AKWiipEFFAFLSbAKKKKVxBS0lFIBaSilxQAlFLRQAYoxRRSuAYooqMyhbhYj/Em4VjVxEKbSk93ZG1KhOqm4rZXZJRRRWtzEKKKKQgoooqWAUUUUmwCiiipbAKKKKhsAoqG7kMEIkHZhn6d6lBBAYHIIyDXJSxUKk5QW6Outg50qcaj2YtBopK2bOUKKKKlsApKKKlsYUUUlS2AUUUVLAKKKKlsYUUUUAch9nn/AOeMn/fBo+zz/wDPGT/vg16zgelG0elfS/2rL+X8T7G55L9mn/54yf8AfJqVNOvZQGSzuGB7iNiP5V6lJJHEpZ2VVAySTgCsmfxLpluSBN5jDsgJz+PT9aiebtLZL5mcq0IbuxxB0bUwM/Ybj/vg1DJY3kOPMtJ0z/ejYf0rtB4xsSceVOB67R/jV231/TbpgqXKhj2cFf59aiOcNvoQsRSk7Jo86+zT/wDPGT/vk0fZ5x/yxk/75NesjaRxg0u0elbf2rL+X8TW9zyX7NP/AM8ZP++TR9mn/wCeMn/fJr1vA9KMD0FP+1Zfy/iKx5J9mn/54yf98mj7NP8A88ZP++TXreB6UYHoKX9qy/l/ELHkf2af/njJ/wB8Gl+zT/8APGT/AL4Net4HoKMD0FH9qy/l/EOU8j+zT/8APGT/AL4NH2af/njJ/wB8GvXMD0FGB6Cj+1Zfy/iHKeSfZp/+eMn/AHyaPs0//PGT/vk161gegowPQU/7Vl/L+IuU8l+zT/8APGT/AL5NH2af/njJ/wB8mvWsD0FGB6Cj+1Zfy/iHKeS/Zp/+eMn/AHyaPs0//PGT/vk161gegowPQUf2rL+X8Q5TyX7NP/zxk/75NH2af/njJ/3ya9awPSjA9KX9qy/l/EXIeS/Zp/8AnjJ/3yaPs0//ADxk/wC+TXrWB6UYHpR/asv5fxDkPJfs0/8Azxk/75NH2af/AJ4yf98mvWto9BRtHoKP7Vl/L+IuQ8l+zT/88ZP++DS/Z5/+eMn/AHwa9awPQUYHoKP7Vl/L+Iez8zyX7PP/AM8ZP++DR9nn/wCeMn/fBr1rA9BRgego/tWX8v4h7PzPJvs8/wDzxk/74NAt5/8AnjJ/3wa9ZwPQUYHoKP7Vl/L+IvZeZ5P9mn/54yf98mj7NP8A88ZP++DXrG0ego2j0FL+1Jfy/iL2PmeUfZ5/+eMn/fBpRbzf88ZP++DXq20ego2j0FH9qS/l/EXsfM8p+zzf88ZP++DSi2m/54yf98GvVcD0FGB6Cl/acv5fxD2C7nlgt5v+eMn/AHwaBbzf88ZP++DXqeB6CjA9BR/acv5fxF9XXc8tEE3/ADyk/wC+DThbzf8APKT/AL4NeoYHoKMD0FH9pS/l/EX1Zdzy8W83/PKT/vg077PN/wA8pP8Avk16dgelGB6Uv7Sl/L+Ivqy7nmQgm/55P/3yaPIm/wCeT/8AfJr03aPQUbR6Cl/aUv5RfVV3PNPs83/PJ/8Avk0ogl/55P8A98mvSto9BRtHoKP7Rl2F9VXc82FvN/zyf/vk04QS/wDPJ/8Avk16PtHoKNo9BS/tGXYPqi7nnAgl/wCeT/8AfJpwgl/55P8A98mvRMD0FLgUf2hLsL6mu552IJf+eb/98ml8mX/nm/8A3ya9CwKMD0o+vy7C+pLuef8AkS/883/75NAhl/55v/3ya9A2j0FG0egpfX5dhfUV3OB8mX/nm/8A3yaUQyf883/75Nd7tHoKNo9BR9fl2F9RXc4MQyf882/75NL5Mn/PN/8Avk13e0ego2j0FL68+wfUV3OF8mT/AJ5t/wB8ml8mT/nm3/fJrudo9BRtHoKX119hfUF3OHEMn/PNv++TS+TJ/wA82/75NdvtHoKNo9BR9dfYPqC7nEiGT+43/fJo8qT/AJ5v/wB8mu22j0FG0ego+uPsL+z13OJ8mT+43/fJpfKk/wCebf8AfJrtdo9BRtHoKPrj7B/Z67nF+VJ/cb/vk0vlSf3G/wC+TXZ7R6CjaPQUvrj7C/s5dzjPKk/55t/3yaXypP8Anm3/AHya7LYvoKNg9BR9cfYP7OXc44RP/cb/AL5NKIn/ALjf98muw2D0FGwegpfW32F/Zq7nHiJ/7jf98ml8p/7jflXX7B6CjYPQUfWn2D+zV3OR8p/7jf8AfJpRG/8Acb8q63YvoKNg9BS+svsL+zV3OTEb/wBxvyNKI3/uN+Rrq9g9BSbR6Cl9ZfYP7MXc5by3/wCebflQI5P7jflXVbF9KNi+lL6w+wv7LXc5Xy3/ALjflS+XJ/cb8q6nYvpRsX0o+sPsH9lruct5cn9xvypRG/8Acb8q6jYvpRsX0o9u+wf2Wu5y/lv/AHD+VIVZTggj611OxfSmtEjAggYNL23kJ5WujOYorXutMUqXhGG9Ox/wrJZWUlSCCDgg1pGSex59fDTovXYSlFFFNs5gooopCCiilpAJS4oopXAKKKKLgFFFFK4gooopAAGTWdqUhiuoXXqoz+taYHesrV/9ZH/umvjM4xjlXtF6R/M+0yTCKNL3l8X5GkjB0VxyGGRS1Q0ubfEYieV5H0q/X1GBxCxFBTR8xmGGeHryg+4UUUV03OIKKKKTYBRRRUtgFFFFS2AUCilUd65MZXVGi5M6sHQdasoIqamP9DP+8KZp0vmW+0n5o+Pw7VJqf/Hmf94VmWU3k3IJOA3ytXyWCxTp4lSb0e59tjMEq+CcEtVqvkbZooor7G91c+Bas7MKKKSpbAKKKKlsApKKKlgFFFFQ2MKKKKQBRRRSGdXWRrOuQaTHg/PM33UB/U+gqzqd/Hp1jJcychRwPU9hXmN1eS3dzJcTPmRzk+g9h7V04ityKy3PoMXivZLljuy3e6ndahIWuJSRnIUcBfoKqbq6DTfCU13ZrPPN5JcZVNmSB2J5/SsG9tnsb2W1kILRtjI7jqD+IIrgqQmlzS6nk1qdVJTn1G7qN1RZozWRz3NjTNeu9NdQGMsHeNjwB7Ht/Ku80/UYNSthNC2VPBB6g+hHrXlea0dG1V9KvllBJibCyKO6+v1H+etdVDEOLtLY78JjHCSjJ6HqFLWZqs0zeHr6axkAuDayNA684badpHrzivlEfEPxgFKjxHqOG65nJP59q9aEHPY92Kvqj7BpK8sbxLrOq/AN9atLx01VLf8AeTpgMNku1z7EqpOfevEx8Q/GAAA8R6jwcjMx/wAn6URpt3Glc+wKSuW1TXJ4/hlca5DLtuG0o3McgA4cx7lOOnUivmn/AIWF4w2lf+Ek1HBOf9ec/nRGm5bAlc+wKK+efGHi7xRpnw88GONXuY7u+jnmnnRtryKCpjyRyflcfXg1L8H/ABh4h1nx01rqerXV5A1o7GOV8qCCuGA7H/Gj2btcLH0DRRRUCCiiigAopCcDNeHS/tEIsriLwyzRhiEZr7azDsSPLOD7ZNNRb2Glc9yorO0TU11nQrDU0jMa3duk4RjkruUNjPfGa0aQgooooAKK+VfFXxJ8TXPirU3stbvLe0W4dIIoZCqqikqvA7kAE+5rOHxL8ZqAB4hvOPVgf6VqqUmrlcrPruiuc8DazL4h8FaVqlw4eeaHErAABnUlWOBwOQa6OsmraEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFQyzR28LzSuscUalndiAFUDJJJ6AUAS0V87eP/jLqF7qy23he8e0sbdjmdUG64b15HC+g79T2AvfCfx94n17xtHp+qao91avBIzI0aDBABBBVQf8A9dX7JqNx8rse+UUUVAgqKWaOFC8sixqP4nYAfmaoa9rVn4d0S61W+fZb26bj6segA9ycAfWvkzxb4w1TxjqzXuoy4QcQ26k+XCvoo9fU9T+QFwg5DSufY9JWFf3k+neBrm9hOLi205pVLDOGWMkZB9xXzAPiT4yBYjxFe/MSxywP5ccD2FEYOWwKNz69or5Aj+IvjGMkjxHfnPXdLu/nX0J8I9Xv9a8BW93qV1Jc3HnSJ5shyxAPGT360SpuKuwasd3RVW+vrbTbGa9vJkgtoVLySOcBQO9fOXjH4y63qOuE+H7yWw06H5YwEG6U92bIPXsOw96UYOWwJXPpeivFPg1418ReJfEN/aaxqLXcCWnmIGRVKsGUcFQOzGvaj0pSi07MGrC0V8qeIPiP4uTxNqYh126hjW5kjSOMgKqqxAAXGOg69T3rLHxG8YiUuPEd/uPYy/L+XStFRkx8rPr6q0N9aXE8sEF1DLLCcSokgZkPowByPxryr4H+JdZ8Qrrq6vqE155BgMZlOSu7zM49jtHFeO65qmoaN8RNZv7G5ltLyPUZ2V1OGGZGyD6g9weDSVNttCS6H2DRXI/D3xjF408Mx3pCreRHyrqMdA4H3h/skcj8R2rrqzas7CCiiigAor5++KPxU1SPxK2leHdQe2t7ElJpYsZll7jJHRen1z14qx8HvGniXxB41mtNU1SW7tvsbysjhcBgygEYAx1/Wr9m+W5XK7XPeaKSvkq6+JnjF7+4lXxBdpvdjtRgFUZ4CjGAPpSjBy2Elc+taWvkBfiN4xSQuPEd/k9jLkfkeK9t+CfiDVtf0LU5NVv5bySK5ARpTkqCoJGfTPbtVSpuKuwasepUVFLKkMbSSMqIqkszHAAHUk9hXz98QfjHe3Opiy8K3j29nbsd90qjdO3tkcKP1+mKmMXJ2QJXPoaivn74W+P/ABTrvju007U9Ve5tJY5S8bxoPuqSCCFBHIFfQNKUXF2YNWCikrhvixrupeHvBEl9pNyba68+NBIFUkAk5A3AjtQld2EtTuqK+S/+FreOP+hgm/79R/8AxNH/AAtbxx/0ME3/AH6j/wDia09jIrlZ9Z0V5T8FfEuueJrXWJtZvpLsRSRLEzqqhSQ24DAH+zXqM00dvC80zrHGilmdyAABySSegFZtWdhNW0JaK+dvH/xl1C91ZbbwvePaWNuxzOqDdcN68jhfQd+p7AXvhP4+8T6942j0/VNUe6tXgkZkaNBggAggqoP/AOuq9m1G4crse+UVFLJHBE8sjBI0BZmJwFA5JJr5p8bfGDW9a1Ge30S8l0/S0YrGYfkllH94t1GeoAxgdcnmlGLk7IErn01S18b2fjbxTYTCW38QamGU5w9yzKfqrEg/iK+hvhd8QD410qWK9VI9UtCBMEGFlU9HA7dCCOxx6gVUqbirg1Y9CpK5vx5qd3o3gfVtQsZPKuoYCY3wDtJIGcHjIzXzMPiR4yVCg8RX2Dnkvk/n1pRpuSugSufXtLXyAnxG8ZIpVfEd+Q3XdLuP4E9K+lvh1qN3qvgDSL2+nae5liO+VurEMQCffAFEoOKuwasdTWVqluCPOUcjr7itWoZ0EkDKe4IqYuzOfEU1UptM5uiiium58s1Z2CiilAoEGKKKKVwCiiikIKKKKhyS3ZSi3sgooAJ6A04Kx/hNZuvTW8kXGhUe0WNo708Rue1Gxl5NcmKx1KnSbi7s7MNgKs6i5k0gFZWr/wCsi+hrVrK1f/WRfQ/0r4SrJybk92fdYWKjJRXQpWs3kXCv2zhvpW924rnK2LW4At0WTIIGPw7V7OSZhCjenVdk9jy+IcvlWtVpK7W5coqMXER/j/SlEiHo6/nX0yx2HltNfefJPBV47wf3D6KQEHoQaWtFWptXUkYujUTs4sKKVVLDIwR7GneU/oPzrKWLor7SNo4KvLaLGUVIIW7kUvk/7X6VjLHUV1NY5biX9ki708DAp/kgd+aYQQcGvBzXGKqlGGx7uVYB0G5z3Kep/wDHm31H86xK3NS/48n+o/nWHXgSdmfVYZXg0zctJvPtlYn5hw31qbPNZdkzwKxPRv4TVz7X6p+tfS4XOKCpqNR2aPjcfktb2zlSV02WKKgF0ndTThcIfUfhXXHM8NLaSPOllWKjvBknNBqPzo/74H1pyuki7kYMOmQa6IYinU0g0zlq4arSV6kWvUdRRRVtmIUUUVLAKKKDSGBopKKQFLxxfEz29mpIAHmMOxzkD+TVzFiFm1C2icBkeZFYHuCQDWj4wmZvEUyk8IigfTGf6msHewIIJDDkEdRUVZXqtvodeJq3rtvoz2tQAox6VwvjmGNLu2uFIDyKysM9QMEH9T+ldPoOqpq+mR3C4DgbZFH8LDqP6j2IrhPF0N3DrkklwWaOQZhbHAA/hH0P88967MQ06V0enjJp0LpXTMjdRuqHdRuryzwLk26jdUO6jdQFz0nwfeG70XynOTCTHz3HUfocfhXydruntpXiDUdPKkfZrmSLB9FYgfoK+nfALkm+XsNh/wDQv8K8X+Nmlrp/xEmnQYW9gjuOOm7lT+qZ/GvewUrxVz6jBTcqSbO0+C06654B8QeG5GHBdRnskyFf5qx/GvCJEeKVo3G1lYqw9COtdl8N/FQ8K6jq07y7BNpsyx5OMzKAyfjkEfjXFnk811wjaTOtLU921HWzL+zTbur4kdI7Prz8su0j8VX8jXhcaPLIscalnZgqqO5PAFdVca4r/Cuw0QTDzF1WWVoweQqxrgkehLnHqVPpSfDbSP7b+IOj2xXdEk4nk9NsY3YPsSoH40orlTYLRHoPx309dP0TwnbR48u1jlgXHoFiA/8AQa8t8L+KL/wjrB1PTUgafymixMpK4bHOARyMCvW/2iWxD4dT1a4P5CP/ABryvwT4Wbxh4mh0gXP2ZXRneXZuKqozwMjOTgde9ELcmoLY3rL4zeNLXUFuJtSS6i3Za3kgQKR6ZVQR+Br6EsvFVvqPgY+J7SIvH9je4ETNg7lUkoT6hlIzXyZrulSaFr1/pUjiRrSdoi4GAwU4Bx2yMHFe/wDwbthqvwpu7CZisUs88GV6hWUZx/30aipGNk0KSR57f/HXxddM32VbGzU8KI4dzD8WJBP4fhVew+NvjS0kDXF3bXq5yVnt1XI9MoFrbl8HfDDwtK9pr/iW4v70HDJbKQE9iEDYPsW/CvP/ABhB4ag1pR4Vuri4sGhVmMysCr5OVG4AkY29u55NVFRlokNWZ7zbfF+xufAFx4k/s+Qz2sqwTWYkHDt0IbH3SMnOM8EY718zk5YkDAPb0r0TwRoF94j+Hniqx08I04mtpVV2wCF3kgH1x6151VQSTaQJWPpj4WeO7LV/CUltNbtaDQbKFZ5WbKsioRvHHHCEke/evL/Efxo8UarfS/2bcjTbLcRHHEilyueCzEE5+mBW14M8IavZfCrxVqEkahdUsUktkU5dkTcWJA6ZB4HU147UwjFybEkrnY2/xU8bW0m5NfnfBztlRHB9sFTX0/dap9k8LTarPtBis2uHx0BCbjivB/B2hfDfxfYWGmzPd6braqqzfv8AH2lx97aWyvPYAAj3xmvVfilcR6T8LdVji+UGFLeNc9mZVx+WfyqJ2ckkhPc+UiSzEkkk8knvV7WNIu9C1OTT71VW4jVGZVOQAyqw/RhTtCsxqPiHTLFhlbm7ihIPfcwX+td38dLVLf4hCRQAZ7KKQ49QWX+Situa0lEvyPTPgTei5+H5gLZNrdyR49AQrfzY1wvi/wCLnizSvGOrWFncW8drbXDwxo0CtgKcZyeSeM1o/s9ali41vTGPDLHcIPTBKt/6EtebfEIEfELXwf8An9k/9CrJRTm0yUtTprj43+K5NHhtoZYY7wMxlu/JUswz8qqpG0Y7nBJ46Y56n4e/Ga+v9Zg0jxL5T/aWWOC7jQIQ5OArKOME8ZAGD145HnWg/D+917wXrHiSO5jih07diFlJMu1Qz85+XCkY4OTnpXJI7xSLJGxV1YMrDqCOhq3CDTSHZM+iPi/4+13wjqWmWujyxRLNE0kjPEHJIYADnoP8a4Oy+OXimBLs3Jtrh5I9tuDCFWFsj5jjk8Z4J6kemDd+Olw15ceGrsgAzWBk49WKn+tcN4K8JT+NPES6VBcLbARtLJMU3bVXAztyM8lR1HWpjGPLdiSVjrNC+OPiixv0bV5ItRsy37xDCsbgf7LIAMj3B/rXvVz4r0i18JjxNLO39mGJJQ6qSxDEADA5zlgMdjXyJq+my6PrN7pk7BpbSd4WYdGKsRkexxmvVrC5nvv2adShCtJ9luRGABkqomjcn6DcT7ClOEdGgaR6DZfGXwdfX0FpHc3KvM6xqXgYKGJwMntz3r0Kvizw5bzXPibS4YImkka7iwqqST8wr6q8VePNF8Gy2kerPOpuQxTyo9wAXGc+nUVE4JNJEtW2G+N/G9p4HsLW7vLWe4S4m8oLDtyMAknkj0qv4G+Idh46F6LOzubdrTYXE2CCG3YwQf8AZPWvJfi38QdD8Y6Tp9rpMs7NDcNJIJIivG3AwT9aqfCHxvo3g06wdXkmX7X5Ii8qMtnbvznHT7wp+z929tR20PpevC/jr4k1y3kj0OO2kttJmVWe5HS5I5K56ALxlep4PTFek+FviFoHjC8mtNJnmaeFPMdZYiuVyBkHp1I/OujubS3vIhHdQRTIGDhZUDAEHIOD3B6Goi+V6oS0Z8bax4d1PQYrFtSgMDXsPnxIx+YLkgZHY8Zx6EV2vwMAPxFUntaSn/0GtX9oJ8+KtLTH3bLP5u3+FZXwMJ/4WMuP+fSXP/jtdDd4XLvdH07RRRXKZniX7QOtPFZaTokbYWZmuZueoX5VH0yxP4CvPvhN4bg8SeOreK7jElraxtdSxkZDbSAoPtuZcjuARW58fZt/jy0jycR6cgx2yZJD/LFaH7PUYOv6zJjlbVF/Ns/0roWlPQtaRPZPG3/IheIv+wZc/wDopq+PrIWxv7cXhYWplXziv3gm4bse+M19g+MoJ7rwTrlvbxvJPLYTpGiDLMxRgAB3J9K+S18Na81mbxdE1JrZQS0wtHKADqS23FKi0k7hE9m0fw98GtdvFs7C433DnCRyTzxFj6Lvxk+wr1bw94f0/wAMaTHpmmRNHbIzMAzliSTkkk18XgkEEHBHevqH4QeL7jxT4VaK+cyX9g4hkkY5MikZRj74BB9cZ70qkWle+gpJnnnxu8Ra9da6PD8lpLbaYjK8IAJ+1tgfNkdQCcBR0PJ5xjzTXdA1Dw5ex2epxCK4eFZvLzkqGGQG9D6ivsqa0trp4mnt4pmhcSRl0DFGHQrnofcV81/HFt3xGkX+7axD9Cf606Ur6WHF9DW/Z8Uf8JPqrdxZgf8Aj4r6HPSvnj9nzP8Awk+qjt9jH/oa19DnpUVfjE9z4o1v/kPajzn/AEqXn/gRr1Tw7p/wevtO0+G9u3TUngQTiaSaMCXA3AtgKOc9DivPb/wx4hudZ1HydD1KZo7hw/l2jtg7iecD05rBkjeGRo5EZJFJVlYYKkdQQehrdrmVkytz6/8ACvg3Q/CcdydEheNbwqzkyl9wUHbgk9OT+deO/Hzw/FZ65Ya3BGFF8jRTlRwZExgn3KnH/Aa1vgV4wubkT+GL2QyJDGZ7RmOSqggMn0+YEenzdsY1v2gY0PgvT5CPnXUVAPsY5M/yFYxvGdmStGef/A7WX0/x4NPLsIdRgaMpn5d6jcrfXCsB/vV9NV8ifDRzH8SNCYdTchfzBH9a+u+1FZe8EtxO1cb8S/F6eEPCc9xG+L+5zBaL6MRy30Uc/XA712dfMPxW1ybxh8Ql0vTt08dqwsrdF6PKWwxH1bC59FBqIRuxRV2edOsm0SOrYckh2B+Y9+e9en/APP8Awn9z/wBg6TP/AH3HVb4t6JB4bHhrRoME22nEOwH3mLks34tuNWfgGCfH10QeBp0hP/fyOulu8Gy27o+kz0r4ar7ilBMLhfvFTj64r40j8K+IZvN8rQdTkELFZClnIwVh1BwvBFZ0Wle5MT1XRdK+DOpLa232thduihhPLNECxAyCzALnPocelet+GPCWkeErOa30eBoop5PMfdIXJOMDknpivjllZXZWUqVOCCMEGvoT4G+MLjVdNuPD97IZJbFFe3djkmLO0qf904x7MB2pVItK9xyRT+OviTXLOKHRYLaS30q6QGS7XP75snMeR0AwCR1P06+Nar4d1LRLPT7nULcwrfxGWBWPzbQcZYds5BHsa+ybq0tr2Ew3VvFPESCUlQMuQcg4PHBrwf8AaEcHXNGTH3bZz+bD/CnSlskhRfQ534JqD8TLMntBMR/3ya+o+1fLnwTz/wALMs8dPImz/wB8mvozXvEWleGNPW+1i7FrbM4jDlGbLEEgAKCegPbtU1tZBLc16x/EXh3TfFGlnTtUiMtsXWTaGKnKnjkc+o/GudPxh8CA4Oujpni0nP8A7JXXaff22qafBf2Uoltp0EkTgEblIyDg4I+hrOzWotjhJPg34FtoZZprGZY0Bdma6cBVHJ79AK+adRa0bU7t7BGjs2mcwIxJZY9x2gk9SBivp34w6/8A2H4Auo43xPqBFomDzhgS5+m0MPxFfM+jabJrGt2OmxA77qdIhjtuYDP4ZzW9JuzbKj3PqD4TaKNF+HenKU2zXam7lyMEl+V/8dCj8K4L46+JNct5I9DjtpLbSJlVnuR0uSOSuegC8ZXqeD0xXuEMKW8EcMShY41CqB0AAwBUdzaW95GI7qCKdAwcLKgYAg5Bwe4PQ1ipWldk31ufG2seHdT0GKxbUoDA17D58SMfmC5IGR2PGcehFdr8DAD8RVJ7Wkp/9BrV/aCfPirS0x92yz+bt/hWV8DCf+FjLj/n0lz/AOO10N3hcu90e1fFW/k0/wCGmtSxuVd4lhBBwSHdUYf98sa+Too3mmSKMbndgqj1JOBX078byw+G1wB0NxEG+m7/ABxXzZpP/IZsucf6RHz6fMKmlpFsUdjtPiX8O4PAsWkvb3ctwt0jLMZMfLIoXJXAHyndwDkjHU0vwW1B7H4k2UQYql5FLA/uNpYf+PKtd1+0O2NN0FcdZpT+Sr/jXlvw2cp8R9BI6/alX8CCP61SblTuw3R9FfFf/kmOuf8AXJf/AEYtfLugrpja9YjWWcaaZl+0lM5CZ5+7z+XPpX1H8Ura5vPhtrMFpDJNMY0ISNSzECRWbAHoAT+FfL0vhzXILE30ujajHZhd3ntausePXcRjH41FJqzQR2PbNE8K/B/xJcm10qYy3GDiNriaNm/3Q+N34Zr1bR9JtNC0m20ywjKWtuu2NSxJAzk5J6nJJr4timkgmjmhdo5Y2DI6nDKwOQQexBr6x+GfiqTxd4NgvrjH2yFzb3BHALqAc/irKfqTSqwa1uKSsdjTX+4adTX+4axREtmcxS0AUV1HyMviYUUUVLZIUUUUhBRRRSuAh6elRNcTwNztZexIx/KpqQqGUqwyDXm5jgniYXg7NbHo5fjVhp+8rp7jU1FT99CPoc1Ol3A3RwPrxWdNAYzkcr/Koa+GrV8ThpuFVao+2oRoYiCnT2ZuAhhkEEe1LWGGZTkMQfY4qZLudcfPkehGaI5hF6SRo8M18LNF128jpWRq/wB6L6H+lXEvycB4wfcH+lVNSZW8uQoxC5+XAzz0/lUznCavBlUYuE1cqQQ5w7DjsKs1nvqDdEQD3Y5qB7uZs5cgei8VzulKTuzucZS1ZrF1QZLAD3NQveQL/Fk/7PNZRYsckkn1NJWkKFuoeyj9ovvqI/gQn3Y1Zslu7sh2cxQj+7wW+n+NRafpnmYluAQnVV7t9fatwAKowAAOAB2r6TLcrk7VKmi7Hy+cZrSpp0aKTfV9iKSDPzRkqw9+tQC5nj4Lnjs3NXailhWQejDoa0zTKXJOrh9H27nnZZm/I1Tr6rv2GpqLD76KfcHFTpfQt1yv1FZroyEgjBFJXyn1mtSlyy3Xc+tVKnUipR2ZtJKj/dcH6GlZdw96xKljlmBARmz6da2jjlLSSIlh7apk2pAizbPXI/nWXBFnDsPoDWlctK8BjkKl2GQMenrWHPLcgsC2AOu0Yx/Wokud6HTh0+WxpFgoySAPc1C93CnVwT7c1lFmY5LEn1JzSUlh11ZuqfcvvqK/wIT/ALxxUDXszdGC/QVXrWsNMziW4XjqqHv9f8K7MNg3VlaKObGYqjhIc838u5HZWMl0RJcM3ldQCeW/+tWyqqqhVAVQMADtSil619PhsLDDxstz8/x+YVMZO70XRBRRRXS2eeFFFFSxhmkooqbgFFFFFwOf8cwmHXFkCkLLEp3diwJB/TbXMbq9J8a6W19pH2iNSZrYlwB1K9x+gP4V5juqcTFxm33OnMKbp1W+jNrQNck0TUBKAWgfAlQHqPUe4/xHvXo9zbWPiTSwCyywyDKSKeVPqPQj/wCsa8e3VqaL4hvNElzCRJAxy8LHg+4PY+/55wKdCuorllsXhMYor2dTVMtav4b1DSWZmjaa3HImjXIA/wBodV/l71p6D4QOpWX2q8eWFX5iC4BI9TkdD2/+vXS6Z4v0nU1CmcQSn/lnN8pz7HofwNb4ZccEYrphh6Td07o76eDoSlzp3XY8u1bwpqOlq0qgXFuoyXQYIHqV/wAM1gbq9O8W6zbWGlTW5kBuJkKRxg5b5sjPsBz+VeXRK80qRxqWkdgqqOpJ4ArlxFOMZJRPOxtGFOoo0+p6D8P4CLS7nII3uFHvgZ/9mriP2gtIL2Gj6wi/6qRraQj0Ybl/La3516xomnjS9Jt7QEFlX5iO7Hkn8ya574sacNS+GuroFy8CLcKfTYwYn/vkN+deph1yJI97CwdOmos+T6eIZTCZhG/lBwpfadoYjIGemcAnHtTK9kTwoIv2c5bkx5uZJ11Lkcgbgg/8cyfxNd8p8tjrbseN17H+z7pol1zV9TZCfs8CwqxHGXO4498J+vvXjlfTXwP0n+z/AIfpdsuJL+d5snrtB2qPp8pP41FZ2iKT0Oc/aIA+zeHz3Dz4/KOuP+B5x8SIR620w/QV1/7ROPJ8O887rj+Udch8D8f8LIhz/wA+02PyFSv4Yl8JzXj5i3xB18nr9vmH4BiK73RNdudB/Z9u5rGQxXM+oNbiRDhk3AFiD2O0EZ7ZzXBePiD8QdfI6fb5h+O413Gi6Jca3+z7qCWatJPbak1z5ajJYKqggfRST+FOVuVXG9keYaXp1zrOq2unWihrm5lWJAxwNzHGSew9a1/Gfg+98E60um3k0UxkhEySRZ2spJHQ9CCp/SsjTNRuNI1S21GzYLcW0iyRkjI3KcjI7itDxV4q1LxhrH9p6oYRKI1iRIUKqigk4AJJ6knknrWmt9NgPVfgHzpPigA84h/9Bkrw+vdf2fED6d4jUEbi0IP02vj+teGzwyW88kEyFJI2KMrdVYHBB/Gpj8TBbs+ufh66f8K60JmICiyTJ7DA5rznx98F4J1uta8NTJF8rTPYv9xuMkxt/D7KePQgcVxvhzVdQufhF4zspb2Z7e1Wz+zxs5Kxq0x3BfQHHI6Vw6arqMVmbOO/uktWBVoFmYIwPYrnFZxhJSbTEk7lRXZWDqxVlOQwOCD6ivX/ABr4puNb+CHh6W7kLXdzdFJmJ5cRB1LH3Pyk+5ryKCCW5njggjaWWRgqIq5ZmJwAAOpr0H4lae/h3Q/CXhqVgJ7WzkuJlBzh5Xyw98FWAPtWkknJDe559BPLbzxzwu0csbB0dThlYHIIPYg1Y1HVL7V7s3eo3k93OVCmSZyzYHQZPb2re+Hvhe38X+L4NKu5Zo7Zo3kkaAgNhV4wSCBzjsa6T4pfDbTfBFjYXemXN5KlxK0UguWRiCFypBVV9/Wm5RUrdR31G/Au5EHxE8vdjz7OWMD1wVbH/jv6Vy/xAYt8QdfJ6/bpR+TGn/DvUP7M+Ieh3GcA3SxMfQSZQ/oxo+IQA+Iev4/5/JD+tJL94LqeofD68tovgN4iMjqPLS6RwTzuaIAD8cgCvCalS4nSCSBJpFhkILxqxCsR0yOhxW14L8N3HirxRZ6bDEzxGRWuHA4SIEbmJ7ccD1JA70KPLdjtY7P4yh1i8Jo4IK6UuQexwM/yp3wCljj8dXisQGk091XPciSMkD8AT+FaP7Qiqus6JgAYt5BgdhuFePQXE1rMs1vNJFKv3Xjcqy9uCOaUVzQsJao3vHs8Vx4/16WFgYzeyAMDkHBIJH4g17h8Bv3fw/uGfAU38jAngY2Jz+hr5wiiluJkhhRpZZGCqqgszMTgADuSa9/8TaHN4W/Z6bTHPl3CrEbgKerPMrMuR1xnb9BSqLRRE+x66l1byMFSaNmPQK4JNee/FH4eaj46n0t7G7tbcWiyh/P3ZbcVxjAP901846I7R69pzozKy3URDKcEHcORX2sOlZSi4NNMTVj5K8ZfDjWPBFrbXOo3NlNHcSNGn2d2YggZ5DKuOPc0ngj4e6j46F81jdW1uLTYGM+75i27GNoPTac/UV7T8Y/Cet+K9K02LRbT7TJBOzSJ5qJhSuAcsQDyP1qD4N+D9e8JJrK61aC3FyYTCBKr7tofd90nH3lHNX7R8t76j5tCT4Y/DLUPA+rXt9fXtrP50AiVYA2R8wJJJA9BXqNFFYNtu7JbufOf7QOf+Ez04dv7PXH/AH8eqPwKQt8QyQfu2UpP5qP61b+P84fxtYwgf6vT1JPuZH/wFVfgSwX4hsP71lKP/HlP9K6V/DKXwn0zRRRXMQfNnx8iKePbZ8cSafGc/R5B/QVofs9ToviDWIDje9qjj6K2D/6EK2vj/oMk+mabrkMZItXaCcjsrYKk+wYEf8CFeYfDPxJF4X8cWV5dPstJQ1vO+eFVv4j7BgpPsK6FrTsi1rE+qtS1K00jTp7++mSG2gUtI7ngD+pPQDqScVneGfFeleLtNN9pMzMiOUdHG10PuvbI5B/+vXnPx40vWL7SLDULJ5JdKttxuYoySFJxtkIHUYyM9s+5rwGKeWDd5Ujx7gVbaxXI9DjtURpqSvcSjdHQ/EA2B8e60dMMZtDcsVMeNu7A3Yxxjdu6V6b+zurh/EL4/dEW4z6t+8/x/WvEIo3mlSKJGeR2CqqjLMx4AAHU19U/CrwhN4S8IrHertv7t/tE6948gBUz7Ac+5NaVWlHlG9FY7vvXy78bc/8ACyrrPTyIcf8AfNfUXevlv41ziX4mXqjrFDCh+uwN/wCzVlS+IUdzoP2e0J8R6u/YWij82H+FfQLusaF3YKoGSScAD3r5/wD2e2A8Qawvc2qH8m/+vXpPxY0rWNY8C3FvozyecjrJNDGTuniAO5Bjr1Bx32470VFedge5p+HfHegeKNRvbLS7zzZrU/MGXAdc43J/eXPf6eorw747GwPjyI2hj+0fZFF1sxw+Tt3f7W3b+GK80R5YJQ6O8UqngqSrKf6U1mZnZmYsWOSSckmto0+V3TKStqei/BBHb4kW5QEqtvKW9hjH8yK9C/aCmC+EtMgJGWvg4HrtjYf+zVF8DvBl1pNrceIdQhaKW8jEVtGwwRFkMWI7BiFx7LnuK4/44+KIdY8Sw6Ratvh0sMsjdjMxG4e+0KB9d1R8VTQW8jm/hZC0/wATNDULkiZnx7KjNn9K+t6+dPgJoTXnie71mRT5VjD5aH1kfj9FDf8AfQr6LqKrvIUtyhrUz2+h6hPE+ySO2kdW9CFJBr4vtL26sb2O8tLiWG5jbcsqMVZW9Qa+2pYo54nilUPG6lWUjIIIwQR6Vzg+Hfg8Js/4RvTtuMZ8gZ/PrRTmo3uJOx8n6prGpa3crcapfT3kyIEV5nLMqgk4BPbJP50mmavqOi3TXOmXs9pOyFDJCxUlSQSMjtkD8q7n40aLpeh+MrW20qzitInsUkeOJdo3F3GceuFH5U34M6Lpmu+M7i11Wziu4FsZHWOVcru3IM/XDNW/MuS9i76H0ToV8X8IaZf39wNzWMU08zkAZMYLMT0Hc1T8M+ONC8Wm7XSblne1fa6Ou1iOzAHqp9fzxXM/GDRNVvfAqQaGHW3tHVp7WHILxBSAAB1C8HHoM9hXzPFNJBIHhkeNx0ZWKkfiKxhTUle5KVzvfjObA/Ea7NiYy3lJ9o2Yx52DnOO+NuffPetX4BK58d3jqDsXTnDH6yR4/l+leVEkkkkknua+kPgp4MufD+i3GrajE0V3qIXZCww0cS5Iz6Fic49AvvWk7RhYp6Kx6tXz1+0Jn/hJNJ9PsjY/77NfQtfO/wC0HOG8U6XB3SyLn6M7D/2U1lS+JER3Mb4IqW+JVsR/DbzE/lj+tewfF3w3q3ijwjBY6Nai5uUvElZDIqfKFcEgsQOrDvXkHwQYL8Sbcf3reUfpn+lfUFOq7SuOWjPlNvg747AGNEDZGTi7h49uXr6N8G6dc6R4O0jT71PLure1RJUDA7WA5GRwce3Fb1LUSm5aMTdz5y+PWum98VWujof3enw7nH/TSTBP5KF/M1m/BDTBf/EWO4ZNy2NvJPk9Axwg/H5s/h7VzHjjUf7W8c61e7iyvduqk/3VO1f/AB1RXqX7O9smNfuiAXHkxqe4Hzk/nx+VbvSmU9Ee6UUUVzEHzn+0Dn/hM9OHb+z1x/38eqPwKQt8RCc/ds5SfzUf1q38f5w/jaxhA/1enqSfcyP/AICqvwJYL8Q2H96ylH/jyn+ldK/hlr4T1n4zwNN8MdSZQT5TwuQPTzFH9a+ZNMmS31aynkOI450dvoGBNfYviTSF17w1qOlMQPtUDxhj0ViPlP4HB/Cvje/sLnTL+eyvIWhuYGKSRsMEEf561NJ3TQR2Paf2hbyJ00G1VlMn76UgHop2gH8cN+Rrz74V2zXXxM0NFGdszSH2Cozf0rk5Z5rhlM0skpVQil3LbVHQDPQD0r2T4D+FbltTn8S3MLpbRxGG2ZhjzGY/Mw9QACM+rexq2uSFhvRHtWu67p/hzSZtS1O4ENtEOT1LHsAO5PpUOh+IdL8S6Gmq2M6yWjhg27goR1DDsR/Lnoa8g+Pmk61Jd2WqK0sujpEIii5Ihl3HLMP9oEDd7Y9M+KpPLGjpHI6o4w6qxAYehHes4001e5KV0Xtf+xjxHqY04qbH7XN9n2fd8ve23HttxXuv7PiOPC2qsQfLN7hT7hFz/MV8/wBpZ3N/dxWlpA89xMwVI413MzHsBX1t8PvDB8JeELTS5SDc8y3BXp5jckD1AGFz3xVVWlGw5bWOq70x/uH6U6mv9w/SudGUtmczRRRXRc+Rm9WFFFFIkKKKKm4BRRRRcAooopXACARg9KqT25XLIMr3HpVujFedj8vpYyFprXozvwOPq4Wd4vTqjL5z7VPHau5yflHvVxIURiwUZPepK+Bng1Tm4yd7M+7p4p1IKSVrog2R26FsZI7nqaqf64Pv53dadczeY+AflXp702LofrWTknK0dkbRTS5nuZk8AVyjjkdGHeqrwsnI+YVs3UPmJuA+Zenv7Vn1spNHXTndFIDJwOtbWn6Xs2zXC5PVUPb3NN01I2uizIpYLlSexrYr6XKMFCqvbT18j5jPs0q037CnpfdhRRRX0u2iPi223dhRRRUsBkkayDB69j6VSaF1fbtJPbHetCnLXzmdYCjOHtdn+Z9FkuOrRqey3T/AqR2ZOC5x7CrBCQRkgAAVJVC6m3ttB+Vf1NfMSjGlG63PqouU5WYwO0kpY9T+lVryHB81f+Bf41PF978KlKhlIIyCMGs6bbV2b35XoYrxI/sfUVAYXVgApbPA285q9NEYpCp6dQfaiB9kyP6MM1003eSi9jepUcablHV2LVhpohxLOAZOqr2X/wCvWlSGlr7KhRhSglFH5njcXVxNVyqMKKKK1bOQKKKDUsYGkoopNgFFFFTcAooopXCxsa3fCw0e6uhjMcbFc9C3QfrivFQ2OBXsXiHSZtb037FFOIFZ1LsylsqOcAcd8d+1ZFn8PtMgw1zJNcHGCGbaCfXC8/rXViKUqkklsezjsNVrzSjsjzTdRur0fVfAFncr5mnyG1kA+42WQ/nyD/nFcpd+DddtWOLQTKP4oXDD8jg/pXHPDTj0ueXVwNam9r+hhk561PDf3luhSC7uIlPVUlZR+QNWB4f1ljgabc594yK07LwLrV0wMscdsmeTIwJx7Bc/ripjTqXskyIUcQ3aKZz5d5HLFmZ2PJJySa9C8H+F3tCupX8eJj/qYm6oD/E3+0fTsPfgaWieD7DR2EzA3FyP+WrjhT/sjt+p966VUruoYaz5p7nr4TAOEvaVNWKg71HcQQ3dtLbzxrJDKhjkRhkMpGCD7EGp6K7D1ThP+FO+A/8AoBf+Tk//AMXXVy6TYSaK2kNbJ/Z5g+z+QOF8vbt28cjjitCii76gcL/wp3wJ/wBAL/ycn/8Ai67GysrfT7KCztIlit4EEcca9FUDAFWaKLt7hcxNe8K6L4nSCPWbBLtYGLRbmZSpOM8gg4OBx04qro3gTwz4e1D7fpWkx29yU8vzFkc4U9QASQPqOa6Wii7C5yeofDjwlq2pT6he6JDLdTHMr73XcfUgMBn3xzWzoug6Z4d05bDSbRba2DF9isWyT1JJJJP1NadFF2Fzh9S+E/g3VL6S7n0kJLIcsIZXjUn12qQAfoKmb4XeCnhgiOgW+yEEJh3Dc9dxBy31YnHauxop80u47sxdB8LaJ4XWdNFsEtBcMGl2szbiM45JPTJ4HrWbq/w38I69qEl9qGixSXMhzJIkrxlz6kKwBPuea62ildiuc7pfgjw3ounXWn2OlQpa3YAuI3Jk80DOAxYkkDJxzxmsG4+DHgidgyaXLBzkiO5kwfwLHH4Yrv6Kak0O7Ob0HwJ4a8NuJdM0mCKdRgTtmSQZ64ZiSM+2KXxB4F8N+KbqO61nTEuZ40Eayea6MFBJAyrDjJJ/GukopXd7iuczoHgHwz4YvnvdH0tba5ZDGZDNJIdpIJA3McdB0rQ13w7pXiayWz1iyS6gVxIqsxUhhkZBUgjgnv3rWoouwOQtPhl4Osr2C9t9DhjuLdxJE/mOQrA5BwWwcH1FeDeO/B/iW48c61cQaBqc8M128kcsNq8ispbIIIBHSvqiirjNp3Gm0eL+AfhXo+qeCoX8S6HPBqJmk5kaSGULuGMjI9OMj+demeHvC2jeFrNrfR7GO1Vzl2BLO592Ykn2GcDPFblFS5N7g3c8O+Onh/WdX1bSp9M0u7vYo4WRzbQtJtbdnBCgkcVifCv4dvqGsX8firw5eLZi2/dm6ikhG/cv3T8pzgHpX0YaQVSqNRsF9LHJeH/hv4X8NXn23T9NAuhnbLLI0jJn+7uJA9Mjn3re1bSbLXNMm07UrZbi0mAEkbEjOCCOQQQQQDkHtWhRUNtiucXZfCrwVp95Fd22hoJ4WDozzyuFIOQcMxHUeldpRRRdvcAooooAKKKKAOd13wV4d8SXcd3q+lxXM8aeWrlmU7ck4O0jIyT16ZNM0XwH4a8Oai1/pOlpbXTIYy4kdvlJBIAYkDoOQM10tFF3a1wuFFFFAFHVNMtdY0y4068iEltcxmORT3B9PQjqD2Ir5a8X/DbXfCupvEtnPe2TsTDcwxFgR2DYHyt7H8M19Z0lVGbjsNOxR0iF4tEsYZVKslvGjKw5BCgEGuZ1P4VeDdWuWuZ9FjjlY5Y27tEGPuqkD8cV2lLSTa2Fc5nQPAPhnwzL5ul6VFHP/wA9pCZHH0ZiSPwxXTUUUm29wCuY1jwD4Y17UW1DU9IiuLtwFaQuykgcDIBAJAAGeuK6eihNrYDn9A8F+H/DFxcT6Npy2slwoWRhI7ZA5AG4nA+mK6Ciihu+4HLa78PPC3iSc3GpaRE1wTkzRM0TsfUlSN345qtpPwu8HaNdLdWujRvOvKtcO0oU+oDEgH3xmux5o5p8ztYd2FfLt74B8Q+KPiVrdvbWE0ETajM73MyMsSI0jENkj5sg5AHX6c19R0U4ycdgTsYPhPwzZ+EvDtvpNnlhGMySkANK56sf6DsAB2reooqW76iCiiigDnNc8D+HPEd/HfatpcdzcpH5Suzsvy5JwQpAPJPX1o0PwR4c8N30l7pOlx2txInlM6uzfLkHADEgcgdPSujoouwuFclrfw38J+ILprm+0eP7Q53NLCzRMx9W2kBj7nJrraKE2tgOR0X4aeEvD90t1Y6REbhTlZJmaUqfUbiQD7gZrrqKKG29wCue13wZ4e8TXUNxrGmRXU0SlUdmZSFznB2kZGSeDXQ0UJ22A5jRvAPhjw/qX9o6VpKW13sMYcSu2FPXALED64zXT0UUNt7gFFFFAHF33wq8FajfTXlzoatPM5d2SeVASTknarAD8BWz4f8AC2i+FraS30axW0jlYM4DsxYjgZLEn9a2qWhtvS47hRRRQI53XfBXh3xJdx3er6XFczxp5auWZTtyTg7SMjJPXpk0zRfAfhrw5qLX+k6WltdMhjLiR2+UkEgBiQOg5AzXS0UXdrXC4VzviHwV4e8UqDq+mRTSgYEy5SQD03Lg49jxXRUUJ22A4Ox+D/gqxlEn9kG4cHI+0TO4HttztP4g128UUcESxRRqkaAKqqAAAOgAHQVJS0229wvcjkjSWNo5FDowKkMMgg9QRXFX3wj8E39y076MsTNyRBK8a/gobaPwAruKWhNrYLnPeHvBfh7wuC2kaXFBKww0py8hHpuYk49gcV0NFFK7e4CEVXu5fKtmbvjip2IAJNYd/dCeTapyi9/U1UVdnJi66pU33ZUooorS58w3cKKKKQBRRRSuAUUUUrgAFLxSUUriDNFFA6isq8+SnKT6I1w8HOpGK6sfVa7m2LsH3m6+wqaRxGhY9ug9azGcuxYnJNfnOKravuz9Gw9KyXZCVLF0P1qMAscAEk9hVlIHVMkDPXFZYfDVal5Qi2kXWxNKnaM5JNiVn3UOx94Hyt+hrQproJEKHoatprRmlOet1sULN9l1GexO38+K3K551aKQqeCprfVg6K46MAa+nyCr7sqb9T5nial70Ki66DqKKK+ibPlAoopKlsBacPu0zqac7BELHoBXg53VtBRPocipXm5kNzN5abQfmP6CqFOkcyOWPU0iRl2wozXx7U60rRVz6+8KUbydh0f3z9Kmp0duEBJOW9u1DIV56j1rveX16UFKS0OGGZYerNwi9SvcQ+bHgfeHI/wrN6HB61sVRvIdreYBwevsa51oz0qcrrlZpQt5kKP3IGfrUlVNPfdbbe6sR/WrdfaYWpz0YvyPzrH0vZYicfMKKKDWzOQDSUUVLYBRRRUtgFFFFTcYUUUUXCxpf8JPove8P/fpv/iaX/hKdFH/AC9/+Qm/wrziivtP7Lp92fV8x6MfFGin/l7P/fpv8KQ+J9G7Xh/79N/8TXnVFH9lU+7FzHon/CTaP/z+f+Qm/wDiaX/hJ9H73h/79N/hXnVFL+yqfdi5rHow8UaMOl3/AOQm/wAKX/hKdG/5+z/36f8Awrziij+y6fdhzs9H/wCEp0f/AJ+z/wB+m/wo/wCEp0f/AJ+z/wB+m/wrzgClo/sun3YvaHo//CU6N/z9n/v0/wDhR/wlOjf8/Z/79P8A4V5xS0f2XT7sPaM9F/4SnRv+fs/9+n/wo/4SnR/+fs/9+2/wrznrS0f2XT7sXtWejf8ACUaP/wA/Z/79P/hR/wAJTo//AD9/+Q2/wrzmlpf2XT7sXtWei/8ACU6P/wA/f/kNv8KP+Ep0f/n7/wDIbf4V51S4o/sun3Yvas9E/wCEp0j/AJ+v/Ibf4Uf8JRpH/P1/5Db/AArzuij+zKfdh7Vnon/CUaR/z9f+Q2/wo/4SjSP+fr/yG3+FeeYoo/sun/Mxe2Z6H/wlGkf8/X/kNv8ACj/hKNI/5+v/ACG3+FeeUYo/syn/ADMPbM9D/wCEo0j/AJ+v/Ibf4Uf8JRpH/P1/5Db/AArz3FFL+zKf8zD2zPQv+En0j/n6/wDIbf4Uf8JPpH/P1/5Db/CvPaMUf2ZT/mYe2Z6F/wAJPpH/AD9f+Q2/wpf+En0j/n6P/ftv8K89xRR/ZlP+Zi9uz0L/AISfSP8An6P/AH7b/Cj/AISfSP8An6P/AH7b/CvPsUUf2ZT7sPbs9B/4SfSP+fo/9+2/wo/4SbSP+fo/9+2/wrz4Clpf2ZT7sX1h9j0D/hJtJ/5+j/37b/Cj/hJdJ/5+j/37b/CuAxQKP7Mp92L6xLsegf8ACS6T/wA/R/79t/hR/wAJLpP/AD9H/v23+FcAKWj+zafdh9ZfY77/AISTSv8An6/8ht/hS/8ACSaV/wA/J/79t/hXBClFL+zqfdk/WZdjvP8AhI9L/wCfk/8Aftv8KP8AhI9L/wCfk/8Aftv8K4Slpf2dT7sX1qXY7r/hItL/AOfk/wDftv8ACl/4SLTP+fg/98N/hXDClpf2fT7sX1uXY7j/AISHTP8An4P/AHw3+FH/AAkGmf8APwf++G/wriRSij+z4d2L65Lsdt/wkGm/8/B/74b/AAo/4SDTf+fj/wAcb/CuKApQKX1CHdi+uS7Ha/29pv8Az3P/AHw3+FH9vab/AM9z/wB8N/hXF0oFL6jDuxfXJ9kdn/b2nf8APc/98N/hS/27p3/Pc/8AfDf4VxopaPqMO7F9dn2R2P8Abunf89z/AN8N/hR/bunf89z/AN8N/hXHigCl9Rh3Yvr0+yOx/tzT/wDnuf8Avhv8KP7c0/8A57n/AL4b/CuQFLR9Sh3Yvr0+yOu/tuw/57n/AL5b/Cj+27D/AJ7n/vhv8K5MUtT9Sh3YfXqnZHV/23Yf89j/AN8N/hS/21Y/89T/AN8H/CuUpwo+pw7sn6/U7I6n+2bH/nsf++T/AIUf2zY/89T/AN8H/CuXFKKTwkO7F/aFTsjp/wC2LL/nqf8Avg/4Uv8Aa9l/z1P/AHwf8K5gClpfVI9xf2jU7I6b+17P/nof++T/AIUf2vZ/89D/AN8n/CuaFLil9Vj3D+0anZHSf2vZ/wDPQ/8AfJ/wo/tez/56H/vk/wCFc5iij6rHuL+0qnZHR/2tZ/8APU/98n/Cj+1bP/nqf++T/hXOYpaX1aPcP7SqdkdH/atp/wA9D/3yf8KP7VtP+eh/75P+Fc7iil9Wj3F/aVTsjov7VtP+eh/75P8AhR/atp/z0P8A3yf8K56il9Xj3D+0qnZHQ/2ra/8APQ/98n/Cj+1bX/nof++T/hXPAUtH1ePcX9pVeyOg/tW0/wCeh/75P+FL/alr/wA9D/3yf8K58UUvYR7h/adXsjf/ALUtf+eh/wC+T/hS/wBqWv8Az0P/AHyf8KwKKXsUH9p1eyN/+1LX++f++T/hR/alr/fP/fJ/wrBoFL2SF/adXsje/tO2/vn/AL5P+FH9p2398/8AfJ/wrCopeziH9qVeyN3+07b++f8Avk/4Uf2nbf3z/wB8n/CsKlFL2aD+1KvZG5/aVt/fP5Gj+0rb++fyNYdFHIg/tSr2Ruf2lbf3z+RpkmqQAfLlj7CsailyomWZ1WrJIs3F7LcAj7qHsO9VqKKNjhqVZ1JXk7hRRRRczCiiilcAooopXEFFFFABRRRSuMKVetJUcpdl2IOW6n0Fedmjn9XcYK7eh6OVqH1hSm7Jala5m818A/KvT3pIrd35Pyj361ZjgWPk/M3qalrw8FkLk/aYh/I9nG59Zezw6+YxI0jGFH496fRRX01KjTpx5YKyPmqlapUlzTd2NZFbr19ageNk9x61ZorgxmV0a6ulZ9z0MHmtbDuzd12My7h3pvUfMv6irVi++zT1XINSvEDyODUVtEYGkTGFY7l/r/SvMwGErYTE2ktHpc9bMMbRxuE916rW3Us0UUlfSNnygtBooqWMF+8Kp3MplfavIHp3NWmDFSAcE8Z9KYkSRj5Rz6968DH4Gri61torqfQYDH0sHQvvJ9CCO2J5kOB6CrKhQMAAClortwuAo4aNorXuedi8wrYmV5PTsFFFJXVKz0ZxJtO6GMgbkcGonTKlWGQRip+tGAa8nF5ZTq3cNGezgs4q0WlPVfiUbJTDcSRHuNwPrV7OajMQ81ZBwV/lUnQZrTA050qfJPoZZpXp16qqU3utRaSlpK7GzzAoooqWwCiikqWxi0lFFJsBaKKKQzi6KKK/Sj6cKKKKBXCiiigVwoFLiikTcKKKWgA+tHWjrRQIKBQKWkSFFFLQFwAoopaBBRRRSEFGKWigVwoopaQriYpcUUtAXEopaKBXDFFFGKQBRilooEFFLQBQK4UtFKKQgpQKBS0iWApRQKUUhMUUopBThSZLAUooFOFSyWApR1oFLSJYU4UCgUmJi04UgpalkgKXFFLSExaUCkFOFIQClFApRSZLFApRSClFSxMUU4UgpRSJYCnCkFOFSJhQKBSipZICnCkFLSJCgUoopAFLRRU3EFKKKKACgUYpaQgoFFLUgFKKBRSbEFLSClqWIKWigVLYgoopRUsAooopNgFFFFSIKKKKkAoooobAKKKKQBRRRSEFFFFIYUUUUgCiiilcAooopBcKKKKLgFFFFFwCiiikAUUUlJhcWiig1LGBpKKKTYBSUtJmpYBRRRUMYUlFFS2AUUUVDYwpDS0lS2MKKKKlsAoopKhsYtFFFJsYUUUlS2AtFFFFwOLooor9LPpgooooJClAoFFIQUUUooAKOtHWigQUUUopCCiilFAmwpaSloEFFFLSEJilooFAgpaKWkISlo+lFArhRijFLSEJijFLRQFwopcUUCuJS0UuKBBRRQKQAKUUUopCFFAopaQhRSikpaTJYopwpBSikSwFOFIKcKklgKcKQU4UmJgKWkFOFJksUUCilpEiilooFITFpaBSikSwFOFIKUVLBiilFIKcKTIYooFApaliFApRQBQKliFFLSCnCpJYCgUClpMQUtFLUtiCiiigQUClFFSAUCilpAFKKSlpMQUUUtSwCgUUtSxB3oooqWIKWgUUmAUUUVIgoooqQCiiii4BRRRSAKKKKQgooopDCiiikAUUUVNwCiiikAUUUUAFFFFIAooooAKKKKACiiikMKKDSUmAUUUVLAKSg0VLGFFFIahgFFFFQxhRRRUsYGkooqGAUUUVLGFJRRUtgLRRSVLYw60tFJSbAWiiipuM4uiiiv04+kCgCiikSLRRRQDFFHeiigQUUUUhAKWiigQCloooELRRRSEFLRRQJgKWiikIKWiigQUAUUUhC0UUUCFxRRRQIKXFFFABRRRSABS0UUCFFKKKKQmApwoopAKKBRRSZDHClFFFJkscKWiipExacOlFFJiYtOFFFJkMBThRRSExaWiipExaUUUUmSxRThRRUiYopRRRSZLFFKKKKTEOFLRRUskUUtFFSyQFOFFFSAUtFFIQUCiikxC0UUUgFoooqRCiiiikwAUtFFSIBS0UUmIKKKKlgLRRRUsGFFFFSxBRRRUgFFFFABRRRSEFFFFIYUUUUgCiiikAUUUVIBRRRSAKKKKACiiigAooooAKKKKACiiipYwpKKKTAKKKKlgJRRRUMYUlFFJgFFFFZsYUGiipYxKKKKlgFFFFQxhR3ooqWMDRRRUsA70UUUmMKKKKQz//2Q==" style="width:608px; height:608px"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The phrase &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; can sound straightforward, but it involves several different digital concepts that are worth understanding separately. A Gmail account has a creation history, authentication information, recovery options, connected services, and patterns of legitimate use. The words &amp;ldquo;old,&amp;rdquo; &amp;ldquo;new,&amp;rdquo; and &amp;ldquo;verified&amp;rdquo; describe different characteristics rather than a single measure of account quality. Learning how these characteristics work together can help beginners understand digital identity and help experienced users develop a more precise view of online account management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The subject also has practical relevance because email is closely connected with everyday education, work, communication, cloud documents, subscriptions, and online services. Understanding Gmail account history and verification can teach useful skills in authentication, privacy, digital organization, account recovery, and responsible use of online platforms. This article therefore examines when the topic deserves attention from an educational perspective, what readers can learn from comparing old and new accounts, and how those lessons apply to ordinary digital activities. The focus is on knowledge and practical understanding rather than commercial transactions or recommendations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;An old Gmail account is generally an account that was created some time ago. Its age is connected to its creation date, so an account can be considered old even if the person using it today does not frequently access it. This makes account age a historical characteristic rather than a complete description of how an account functions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding this difference is useful when reading online discussions about old Gmail accounts. A creation date does not automatically describe current activity, account organization, ownership, or the services connected to an account. Treating age as one characteristic among several gives readers a more accurate foundation for understanding digital accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A new Gmail account has a relatively recent creation date and may have little accumulated history. It can still be fully useful for communication, education, document management, subscriptions, and other legitimate activities from the moment it is properly configured and used.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying new accounts is valuable because it demonstrates how digital history develops over time. A new account can gradually accumulate messages, contacts, documents, authorized connections, and ordinary activity. This provides a practical example of how digital identity is built through continued use rather than simply through the age of an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Verification can refer to a platform process that confirms particular information or establishes appropriate access to an account. Depending on the situation, verification may involve confirming a contact method, completing an authentication procedure, or satisfying another requirement established by the service.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The important educational lesson is that &amp;ldquo;verified&amp;rdquo; should always be understood in context. The term does not have one universal meaning for every online service or every situation. Readers who learn to identify exactly what has been verified develop stronger digital-literacy skills and become better at interpreting technical language.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Comparing an old and a new account provides a simple way to understand how digital history develops. An older account may have existed through multiple periods of a person&amp;#39;s life, while a newer account may represent a fresh beginning for a particular activity, project, or stage of education.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This comparison helps learners distinguish historical age from practical function. The age of an account can be documented, but its usefulness depends on what the user needs it to accomplish and how the account is legitimately configured and maintained.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Older accounts can illustrate continuity. A person may use the same email address for years while changing schools, jobs, devices, applications, and communication habits. The email address remains a consistent point of contact even as the surrounding digital environment changes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This teaches an important lesson about digital identity. Continuity can make an email account an important part of personal organization, but continuity should not be confused with a guarantee of any particular outcome. The educational value lies in understanding how an account can become integrated into everyday activities over time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A new account can also have an important purpose. People sometimes create separate accounts for education, work, personal correspondence, projects, or other areas of digital life. Creating a separate account can help establish a clear organizational boundary between different activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The lesson here is that account creation can be an organizational decision rather than simply a question of age. Learning how to structure digital identities around legitimate needs is a useful life skill that can improve clarity and reduce confusion when managing online information.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Email accounts are widely used for academic communication, document sharing, course notifications, registration messages, and collaboration. A student who understands Gmail organization can use search, labels, archives, attachments, and other features to manage information more effectively.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning these functions develops skills that go beyond email. Students become more comfortable handling digital documents, communicating professionally, locating important information, and maintaining organized records. These abilities can support both academic work and future professional activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;In professional settings, email often serves as a central communication channel. Workers may receive meeting information, project documents, administrative messages, scheduling updates, and instructions through their organizational email environment.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding account history and authentication gives employees a broader picture of digital identity at work. It also helps them recognize the difference between personal accounts and organizational accounts, which is useful when learning about workplace technology and information-management practices.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Gmail can also function as a personal information archive. People may receive travel confirmations, appointment notices, receipts, subscription messages, family correspondence, and other records through email.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning how to organize this information provides a practical everyday benefit. Instead of treating the inbox as one large collection of messages, users can develop systems for finding information efficiently and keeping important correspondence accessible.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Authentication is the process through which a digital service establishes that someone has appropriate access to an account. A password is one familiar authentication method, while additional methods can include confirmation codes, authentication applications, security keys, or other supported procedures.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding authentication helps users see what happens when they sign in to an online service. It also provides a foundation for studying broader subjects such as digital identity, account security, privacy, and access management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account recovery refers to the processes a platform provides for restoring legitimate access when normal sign-in is not possible. Recovery may involve previously configured information or other confirmation procedures provided by the service.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This is an important everyday skill because people change phones, replace computers, forget credentials, and update contact information. Learning the official recovery process can help users understand how continued access to a legitimate account is managed.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account ownership involves more than knowing an email address or possessing login information. It concerns the legitimate relationship between a person and the digital service and includes the ability to manage the account according to applicable platform requirements.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This concept is especially important when studying discussions about existing accounts. A strong educational approach examines account ownership, identity, authentication, and platform rules together instead of treating access credentials as the complete definition of an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;An email address often becomes part of a person&amp;#39;s wider digital identity. It may be used to register for educational services, communicate with employers, access cloud documents, receive account notifications, and connect with applications.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying this relationship helps readers understand why email management deserves attention. The email address may be only one element, but it can serve as a central connection between many parts of a person&amp;#39;s digital life.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Many people benefit from understanding the distinction between personal and professional email environments. A personal account might contain family correspondence and private subscriptions, while an organizational account may be intended for workplace communication and resources.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning to separate these environments develops organizational discipline. It can make it easier to locate information, understand account responsibilities, and maintain appropriate boundaries between different areas of everyday digital activity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Digital identity is not created once and then left unchanged. It develops as people create accounts, communicate online, join educational services, use cloud applications, and change their technology habits.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This makes digital identity a useful lifelong learning topic. Understanding how information accumulates and how accounts connect with other services can help users make more deliberate decisions about their digital organization.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The phrase &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; contains several concepts that should be examined separately. &amp;ldquo;Buying&amp;rdquo; refers to a transaction, &amp;ldquo;verified&amp;rdquo; refers to some form of confirmation, and &amp;ldquo;old&amp;rdquo; or &amp;ldquo;new&amp;rdquo; refers primarily to account age.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Separating those meanings is a useful research exercise. It teaches readers not to assume that a phrase represents one simple technical concept and encourages them to investigate each part independently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A fact might be that an account was created on a particular date. An interpretation might be a claim about what that age supposedly means. These two statements are not equivalent and should be evaluated differently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This distinction is valuable across the internet. Whether reading about email accounts, software, social networks, or online services, readers can improve their understanding by identifying which statements are directly verifiable and which represent opinions or assumptions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Digital learners should develop the habit of comparing informal information with authoritative documentation. For Gmail-related questions, Google&amp;#39;s current help and policy materials are important references because requirements and account-management processes can change.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;General educational resources can help explain difficult concepts in simpler language. Resources such as bigusait can be treated as neutral informational material, while important questions about Gmail functionality and current requirements should be checked against authoritative Google documentation.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Imagine a university student who has used one Gmail account since secondary school. The account contains years of educational messages, document links, registration information, and communication with teachers and classmates. The student begins considering whether maintaining one long-term identity or creating a separate account for a new academic stage would make organization easier.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The educational lesson is not that one account type is universally better. Instead, the situation teaches the student to evaluate digital organization according to purpose. Account age, continuity, separation of activities, and information management are different considerations that can be studied independently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A beginner encounters an online explanation describing a particular Gmail account as &amp;ldquo;verified.&amp;rdquo; Instead of accepting the label, the learner investigates the terminology and studies Google&amp;#39;s relevant account-confirmation and authentication information.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The learner discovers that verification can refer to specific procedures rather than a general measure of account quality. This example teaches a transferable research habit: define technical terms carefully before using them to make broader conclusions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Imagine a person who has a personal Gmail account and an organizational email account. The personal account contains family correspondence and personal subscriptions, while the professional account is used for workplace communication and documents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The person learns to distinguish the purposes of each account and develops separate organizational habits. The example demonstrates that digital identity can be structured around legitimate roles and responsibilities rather than being treated as one undifferentiated online presence.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Consider a learner who replaces an old smartphone and needs to understand how access to a legitimate Gmail account is maintained. The learner reviews available recovery information and studies the official account-recovery process.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This situation turns a technical concept into a practical learning experience. The learner gains a clearer understanding of authentication, recovery, account settings, and the importance of maintaining accurate information associated with a legitimate account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A family may use Gmail for school correspondence, personal communication, appointments, and online services. During a digital-literacy activity, family members examine how email addresses connect with different activities and discuss why separating certain areas can make information easier to manage.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The example demonstrates how email can become an educational tool for understanding digital organization. It also shows that digital-literacy lessons do not require advanced technical knowledge and can begin with ordinary household activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Start by defining the central terms: old account, new account, verified account, authentication, recovery, ownership, activity, and digital identity. Write the definitions in ordinary language rather than relying on complicated technical terminology.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Once the meanings are clear, compare the concepts without assuming that one determines another. This creates a stronger foundation for understanding online discussions and helps learners recognize when different characteristics are being incorrectly combined.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Next, examine how creation date differs from actual account activity. Think about an account that was created years ago but rarely used and compare it conceptually with a newer account that is actively used for legitimate communication and productivity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This exercise demonstrates why account age is a historical attribute rather than a complete measurement of an account. The distinction is simple but important for anyone learning how digital records develop over time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Study verification as a confirmation process and authentication as a method of establishing appropriate access. Although the concepts can overlap, they are not always identical.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding the difference makes online account terminology easier to interpret. It also provides a foundation for studying related subjects such as multi-factor authentication, account recovery, privacy controls, and access management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Consider what an email account is intended to support. A person may use an account for education, professional communication, personal organization, cloud documents, or another legitimate activity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Thinking about purpose helps learners understand why account structure matters. It shifts attention away from abstract labels and toward practical digital needs such as organization, communication, continuity, and access.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;After developing the basic concepts, read current Google documentation about Gmail accounts, authentication, recovery, privacy, and account settings. Pay attention to the exact wording used by the platform.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This method teaches an important research habit. Instead of relying entirely on summaries from other websites, readers learn to locate primary information and use secondary educational explanations to clarify rather than replace it.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Finally, connect the knowledge to real activities such as managing academic email, organizing professional correspondence, maintaining recovery information, or separating personal and work accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Practical application reinforces learning. When readers can explain the difference between account age, verification, activity, ownership, and authentication using ordinary examples, they have developed useful digital-literacy knowledge rather than simply memorized definitions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;





&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The primary difference is generally the account&amp;#39;s creation history. An old account was created earlier, while a new account was created more recently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;That difference does not by itself explain how the account is used or organized. For educational purposes, readers should treat age as one characteristic and examine activity, purpose, authentication, and account management separately.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;No. Verification and account age describe different characteristics. A recently created account can complete a verification process, while an older account can also have verification associated with it.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding this distinction helps readers avoid combining unrelated concepts. It also demonstrates why precise terminology is important when studying digital accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account history provides insight into how digital identity can develop over time. Messages, documents, connections, and ordinary communication can accumulate as a person continues using an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying this process teaches useful information-management skills. It can help learners understand continuity, organization, digital records, and the relationship between email and other online services.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Yes. A new account can support ordinary activities such as education, communication, document management, and personal organization.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Its practical usefulness depends on the purpose for which it is legitimately created and how it is managed. Age is therefore not a substitute for understanding what an account is intended to accomplish.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Platform policies explain how a service expects accounts and associated features to be used. They can also describe account management, authentication, recovery, privacy, and other important areas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning to consult policies develops a valuable research habit. It helps readers distinguish official requirements from informal statements found elsewhere online.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The topic brings together several foundational concepts, including account age, verification, authentication, ownership, recovery, privacy, and digital identity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning how these concepts differ encourages careful reasoning and better information evaluation. Those skills can be transferred to social platforms, cloud services, educational applications, workplace systems, and many other areas of modern technology.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; is most valuable when the subject is examined through the broader principles of digital literacy. Old and new describe account history, verification describes a particular confirmation or authentication-related process, and legitimate account management involves ownership, recovery, privacy, organization, and compliance with platform requirements. Separating these concepts allows readers to understand online discussions more accurately and avoid treating simple labels as complete explanations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The practical lessons extend far beyond Gmail. Students can use them to organize academic communication, professionals can apply them to workplace email, and everyday users can use them to understand account recovery, digital identity, connected services, and information management. The most useful outcome is not memorizing whether an old or new account is preferable, but developing the ability to evaluate digital accounts according to their purpose, history, legitimate ownership, and actual functionality.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;



&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Continue learning about Gmail account management, authentication, recovery, privacy, digital identity, and online organization through current and reliable educational materials. Use official Google documentation when you need precise information about account features or platform requirements, and use neutral educational resources to strengthen your general understanding.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;As your digital knowledge grows, practice applying these concepts to ordinary activities such as managing email, organizing documents, communicating professionally, and maintaining legitimate accounts. Developing strong digital-literacy habits is an ongoing process, and the knowledge gained from studying email accounts can provide a useful foundation for understanding many other online technologies.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;b&gt;Meta Description:&lt;/b&gt; Learn how old and new verified Gmail accounts differ, what account age and verification mean, and how these concepts support informed digital account management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

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" style="width:608px; height:608px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_g8frnmx970w6"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Introduction&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The phrase &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; can sound straightforward, but it involves several different digital concepts that are worth understanding separately. A Gmail account has a creation history, authentication information, recovery options, connected services, and patterns of legitimate use. The words &amp;ldquo;old,&amp;rdquo; &amp;ldquo;new,&amp;rdquo; and &amp;ldquo;verified&amp;rdquo; describe different characteristics rather than a single measure of account quality. Learning how these characteristics work together can help beginners understand digital identity and help experienced users develop a more precise view of online account management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The subject also has practical relevance because email is closely connected with everyday education, work, communication, cloud documents, subscriptions, and online services. Understanding Gmail account history and verification can teach useful skills in authentication, privacy, digital organization, account recovery, and responsible use of online platforms. This article therefore examines when the topic deserves attention from an educational perspective, what readers can learn from comparing old and new accounts, and how those lessons apply to ordinary digital activities. The focus is on knowledge and practical understanding rather than commercial transactions or recommendations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_fcch9du2hcdm"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Understanding Old, New, and Verified Gmail Accounts&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_9jig66f53jue"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;What an old Gmail account actually means&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;An old Gmail account is generally an account that was created some time ago. Its age is connected to its creation date, so an account can be considered old even if the person using it today does not frequently access it. This makes account age a historical characteristic rather than a complete description of how an account functions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding this difference is useful when reading online discussions about old Gmail accounts. A creation date does not automatically describe current activity, account organization, ownership, or the services connected to an account. Treating age as one characteristic among several gives readers a more accurate foundation for understanding digital accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_qp433tiidn0t"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;What a new Gmail account represents&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A new Gmail account has a relatively recent creation date and may have little accumulated history. It can still be fully useful for communication, education, document management, subscriptions, and other legitimate activities from the moment it is properly configured and used.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying new accounts is valuable because it demonstrates how digital history develops over time. A new account can gradually accumulate messages, contacts, documents, authorized connections, and ordinary activity. This provides a practical example of how digital identity is built through continued use rather than simply through the age of an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_c0o0mxdy2p93"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Understanding the word &amp;ldquo;verified&amp;rdquo;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Verification can refer to a platform process that confirms particular information or establishes appropriate access to an account. Depending on the situation, verification may involve confirming a contact method, completing an authentication procedure, or satisfying another requirement established by the service.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The important educational lesson is that &amp;ldquo;verified&amp;rdquo; should always be understood in context. The term does not have one universal meaning for every online service or every situation. Readers who learn to identify exactly what has been verified develop stronger digital-literacy skills and become better at interpreting technical language.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_k6mnvst90g6k"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Why Comparing Old and New Accounts Is Educationally Useful&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_x4t4dkwm65l2"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Comparing account history&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Comparing an old and a new account provides a simple way to understand how digital history develops. An older account may have existed through multiple periods of a person&amp;#39;s life, while a newer account may represent a fresh beginning for a particular activity, project, or stage of education.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This comparison helps learners distinguish historical age from practical function. The age of an account can be documented, but its usefulness depends on what the user needs it to accomplish and how the account is legitimately configured and maintained.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_czw82hofl9tv"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Understanding continuity in digital life&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Older accounts can illustrate continuity. A person may use the same email address for years while changing schools, jobs, devices, applications, and communication habits. The email address remains a consistent point of contact even as the surrounding digital environment changes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This teaches an important lesson about digital identity. Continuity can make an email account an important part of personal organization, but continuity should not be confused with a guarantee of any particular outcome. The educational value lies in understanding how an account can become integrated into everyday activities over time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_ybhbkc78d1nq"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Understanding when a new account makes sense&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A new account can also have an important purpose. People sometimes create separate accounts for education, work, personal correspondence, projects, or other areas of digital life. Creating a separate account can help establish a clear organizational boundary between different activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The lesson here is that account creation can be an organizational decision rather than simply a question of age. Learning how to structure digital identities around legitimate needs is a useful life skill that can improve clarity and reduce confusion when managing online information.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_86vcwb5cazws"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Practical Applications of Gmail Account Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_qaja21u3x4hr"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Education and learning&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Email accounts are widely used for academic communication, document sharing, course notifications, registration messages, and collaboration. A student who understands Gmail organization can use search, labels, archives, attachments, and other features to manage information more effectively.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning these functions develops skills that go beyond email. Students become more comfortable handling digital documents, communicating professionally, locating important information, and maintaining organized records. These abilities can support both academic work and future professional activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_fhlzuu49tkab"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Professional communication&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;In professional settings, email often serves as a central communication channel. Workers may receive meeting information, project documents, administrative messages, scheduling updates, and instructions through their organizational email environment.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding account history and authentication gives employees a broader picture of digital identity at work. It also helps them recognize the difference between personal accounts and organizational accounts, which is useful when learning about workplace technology and information-management practices.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_odfnrwlnkpzq"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Personal information management&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Gmail can also function as a personal information archive. People may receive travel confirmations, appointment notices, receipts, subscription messages, family correspondence, and other records through email.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning how to organize this information provides a practical everyday benefit. Instead of treating the inbox as one large collection of messages, users can develop systems for finding information efficiently and keeping important correspondence accessible.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_i5iq6yiqzqyd"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Account Verification, Authentication, and Recovery&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_thy8znisf3z3"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Learning how authentication works&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Authentication is the process through which a digital service establishes that someone has appropriate access to an account. A password is one familiar authentication method, while additional methods can include confirmation codes, authentication applications, security keys, or other supported procedures.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding authentication helps users see what happens when they sign in to an online service. It also provides a foundation for studying broader subjects such as digital identity, account security, privacy, and access management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_f4wsvl3o48st"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Understanding account recovery&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account recovery refers to the processes a platform provides for restoring legitimate access when normal sign-in is not possible. Recovery may involve previously configured information or other confirmation procedures provided by the service.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This is an important everyday skill because people change phones, replace computers, forget credentials, and update contact information. Learning the official recovery process can help users understand how continued access to a legitimate account is managed.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_t5l1sjrtejkl"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Why ownership matters&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account ownership involves more than knowing an email address or possessing login information. It concerns the legitimate relationship between a person and the digital service and includes the ability to manage the account according to applicable platform requirements.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This concept is especially important when studying discussions about existing accounts. A strong educational approach examines account ownership, identity, authentication, and platform rules together instead of treating access credentials as the complete definition of an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_uke4vdjebxuv"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Digital Identity and Everyday Life&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_8nw1oox4l0re"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Email as part of digital identity&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;An email address often becomes part of a person&amp;#39;s wider digital identity. It may be used to register for educational services, communicate with employers, access cloud documents, receive account notifications, and connect with applications.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying this relationship helps readers understand why email management deserves attention. The email address may be only one element, but it can serve as a central connection between many parts of a person&amp;#39;s digital life.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_jw29tx5myn9h"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Separating personal and professional identities&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Many people benefit from understanding the distinction between personal and professional email environments. A personal account might contain family correspondence and private subscriptions, while an organizational account may be intended for workplace communication and resources.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning to separate these environments develops organizational discipline. It can make it easier to locate information, understand account responsibilities, and maintain appropriate boundaries between different areas of everyday digital activity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_rcyua0tkthz8"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Digital identity as a continuing process&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Digital identity is not created once and then left unchanged. It develops as people create accounts, communicate online, join educational services, use cloud applications, and change their technology habits.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This makes digital identity a useful lifelong learning topic. Understanding how information accumulates and how accounts connect with other services can help users make more deliberate decisions about their digital organization.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_2awoa6x2tcvd"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Building Digital-Literacy and Research Skills&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_w301q23mna8"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Evaluating terminology&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The phrase &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; contains several concepts that should be examined separately. &amp;ldquo;Buying&amp;rdquo; refers to a transaction, &amp;ldquo;verified&amp;rdquo; refers to some form of confirmation, and &amp;ldquo;old&amp;rdquo; or &amp;ldquo;new&amp;rdquo; refers primarily to account age.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Separating those meanings is a useful research exercise. It teaches readers not to assume that a phrase represents one simple technical concept and encourages them to investigate each part independently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_piz6dhc0bmdl"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Distinguishing facts from interpretations&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A fact might be that an account was created on a particular date. An interpretation might be a claim about what that age supposedly means. These two statements are not equivalent and should be evaluated differently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This distinction is valuable across the internet. Whether reading about email accounts, software, social networks, or online services, readers can improve their understanding by identifying which statements are directly verifiable and which represent opinions or assumptions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_w3w12v6mohy7"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Learning from reliable information&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Digital learners should develop the habit of comparing informal information with authoritative documentation. For Gmail-related questions, Google&amp;#39;s current help and policy materials are important references because requirements and account-management processes can change.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;General educational resources can help explain difficult concepts in simpler language. Resources such as bigusait can be treated as neutral informational material, while important questions about Gmail functionality and current requirements should be checked against authoritative Google documentation.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_gd17i7u54va"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Case Studies and Real-World Examples&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_kskmtoj088z6"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;A student choosing between continuity and organization&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Imagine a university student who has used one Gmail account since secondary school. The account contains years of educational messages, document links, registration information, and communication with teachers and classmates. The student begins considering whether maintaining one long-term identity or creating a separate account for a new academic stage would make organization easier.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The educational lesson is not that one account type is universally better. Instead, the situation teaches the student to evaluate digital organization according to purpose. Account age, continuity, separation of activities, and information management are different considerations that can be studied independently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_5t5pjrsogb7y"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;A learner researching verification&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A beginner encounters an online explanation describing a particular Gmail account as &amp;ldquo;verified.&amp;rdquo; Instead of accepting the label, the learner investigates the terminology and studies Google&amp;#39;s relevant account-confirmation and authentication information.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The learner discovers that verification can refer to specific procedures rather than a general measure of account quality. This example teaches a transferable research habit: define technical terms carefully before using them to make broader conclusions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_97laczd3ewip"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;A professional managing multiple digital identities&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Imagine a person who has a personal Gmail account and an organizational email account. The personal account contains family correspondence and personal subscriptions, while the professional account is used for workplace communication and documents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The person learns to distinguish the purposes of each account and develops separate organizational habits. The example demonstrates that digital identity can be structured around legitimate roles and responsibilities rather than being treated as one undifferentiated online presence.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_5nyico2ldrjh"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;A learner studying account recovery&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Consider a learner who replaces an old smartphone and needs to understand how access to a legitimate Gmail account is maintained. The learner reviews available recovery information and studies the official account-recovery process.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This situation turns a technical concept into a practical learning experience. The learner gains a clearer understanding of authentication, recovery, account settings, and the importance of maintaining accurate information associated with a legitimate account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_7lvwswsjicg2"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;A family learning about digital organization&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;A family may use Gmail for school correspondence, personal communication, appointments, and online services. During a digital-literacy activity, family members examine how email addresses connect with different activities and discuss why separating certain areas can make information easier to manage.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The example demonstrates how email can become an educational tool for understanding digital organization. It also shows that digital-literacy lessons do not require advanced technical knowledge and can begin with ordinary household activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_u7lmccv3oicy"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Step-by-Step Methods for Understanding the Topic&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_f0who4b474n0"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Begin with the basic vocabulary&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Start by defining the central terms: old account, new account, verified account, authentication, recovery, ownership, activity, and digital identity. Write the definitions in ordinary language rather than relying on complicated technical terminology.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Once the meanings are clear, compare the concepts without assuming that one determines another. This creates a stronger foundation for understanding online discussions and helps learners recognize when different characteristics are being incorrectly combined.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_gid4f99bxvif"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Study the difference between age and activity&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Next, examine how creation date differs from actual account activity. Think about an account that was created years ago but rarely used and compare it conceptually with a newer account that is actively used for legitimate communication and productivity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This exercise demonstrates why account age is a historical attribute rather than a complete measurement of an account. The distinction is simple but important for anyone learning how digital records develop over time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_6edyfla3o023"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Learn verification and authentication separately&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Study verification as a confirmation process and authentication as a method of establishing appropriate access. Although the concepts can overlap, they are not always identical.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding the difference makes online account terminology easier to interpret. It also provides a foundation for studying related subjects such as multi-factor authentication, account recovery, privacy controls, and access management.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_rlka0vufdecj"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Examine the account&amp;#39;s legitimate purpose&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Consider what an email account is intended to support. A person may use an account for education, professional communication, personal organization, cloud documents, or another legitimate activity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Thinking about purpose helps learners understand why account structure matters. It shifts attention away from abstract labels and toward practical digital needs such as organization, communication, continuity, and access.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_1n282ad47j84"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Review official platform information&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;After developing the basic concepts, read current Google documentation about Gmail accounts, authentication, recovery, privacy, and account settings. Pay attention to the exact wording used by the platform.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;This method teaches an important research habit. Instead of relying entirely on summaries from other websites, readers learn to locate primary information and use secondary educational explanations to clarify rather than replace it.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_un569k12g7uv"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Apply the concepts to everyday situations&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Finally, connect the knowledge to real activities such as managing academic email, organizing professional correspondence, maintaining recovery information, or separating personal and work accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Practical application reinforces learning. When readers can explain the difference between account age, verification, activity, ownership, and authentication using ordinary examples, they have developed useful digital-literacy knowledge rather than simply memorized definitions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_yi65tw2526ih"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Frequently Asked Questions&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_rvfed5yol9uu"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;What is the difference between an old and new Gmail account?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The primary difference is generally the account&amp;#39;s creation history. An old account was created earlier, while a new account was created more recently.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;That difference does not by itself explain how the account is used or organized. For educational purposes, readers should treat age as one characteristic and examine activity, purpose, authentication, and account management separately.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_wvtu7p6ojb61"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Does verification mean an account is old?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;No. Verification and account age describe different characteristics. A recently created account can complete a verification process, while an older account can also have verification associated with it.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding this distinction helps readers avoid combining unrelated concepts. It also demonstrates why precise terminology is important when studying digital accounts.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_9cs4ibfc4mu8"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Why is Gmail account history worth understanding?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Account history provides insight into how digital identity can develop over time. Messages, documents, connections, and ordinary communication can accumulate as a person continues using an account.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Studying this process teaches useful information-management skills. It can help learners understand continuity, organization, digital records, and the relationship between email and other online services.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_blt9avh5leo7"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Can a new Gmail account still be useful?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Yes. A new account can support ordinary activities such as education, communication, document management, and personal organization.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Its practical usefulness depends on the purpose for which it is legitimately created and how it is managed. Age is therefore not a substitute for understanding what an account is intended to accomplish.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_rc0dxfxkx11q"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;Why should readers study Gmail policies?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Platform policies explain how a service expects accounts and associated features to be used. They can also describe account management, authentication, recovery, privacy, and other important areas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning to consult policies develops a valuable research habit. It helps readers distinguish official requirements from informal statements found elsewhere online.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style="margin-top:19px; margin-bottom:5px"&gt;&lt;span style="font-size:14pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:#434343"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_x74335dr5jqn"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:13.0pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="color:black"&gt;How does this topic improve digital literacy?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The topic brings together several foundational concepts, including account age, verification, authentication, ownership, recovery, privacy, and digital identity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Learning how these concepts differ encourages careful reasoning and better information evaluation. Those skills can be transferred to social platforms, cloud services, educational applications, workplace systems, and many other areas of modern technology.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_lmad5tb5mqjz"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Conclusion and Final Thoughts&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Understanding &amp;ldquo;buying verified old and new Gmail accounts&amp;rdquo; is most valuable when the subject is examined through the broader principles of digital literacy. Old and new describe account history, verification describes a particular confirmation or authentication-related process, and legitimate account management involves ownership, recovery, privacy, organization, and compliance with platform requirements. Separating these concepts allows readers to understand online discussions more accurately and avoid treating simple labels as complete explanations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;The practical lessons extend far beyond Gmail. Students can use them to organize academic communication, professionals can apply them to workplace email, and everyday users can use them to understand account recovery, digital identity, connected services, and information management. The most useful outcome is not memorizing whether an old or new account is preferable, but developing the ability to evaluate digital accounts according to their purpose, history, legitimate ownership, and actual functionality.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style="margin-bottom:5px; margin-top:24px"&gt;&lt;span style="font-size:16pt"&gt;&lt;span style="page-break-after:auto"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="font-weight:normal"&gt;&lt;a name="_4f0c6tz0h2ek"&gt;&lt;/a&gt;&lt;b&gt;&lt;span lang="EN" style="font-size:17.0pt"&gt;&lt;span style="line-height:115%"&gt;Educational Call-to-Action&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;Continue learning about Gmail account management, authentication, recovery, privacy, digital identity, and online organization through current and reliable educational materials. Use official Google documentation when you need precise information about account features or platform requirements, and use neutral educational resources to strengthen your general understanding.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top:16px; margin-bottom:16px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;As your digital knowledge grows, practice applying these concepts to ordinary activities such as managing email, organizing documents, communicating professionally, and maintaining legitimate accounts. Developing strong digital-literacy habits is an ongoing process, and the knowledge gained from studying email accounts can provide a useful foundation for understanding many other online technologies.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description>
      <guid>235644</guid>
      <pubDate>Sun, 13 Sep 2026 19:27:12 Z</pubDate>
      <itunes:author>bigusait56</itunes:author>
      <author>bigusait56</author>
    </item>
    <item>
      <title>How do I get  x 1, x 2 value?</title>
      <link>http://www.mapleprimes.com/questions/225312-How-Do-I-Get-x-1-X-2-Value?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p&gt;Hi.&lt;/p&gt;

&lt;p&gt;I want to use canonical analysis or any other method&amp;nbsp;to get vlaue of X1,X2.&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;

&lt;p&gt;How do I get &amp;nbsp;x 1, x 2 value?&lt;/p&gt;

&lt;p&gt;please help!!&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Hi.&lt;/p&gt;

&lt;p&gt;I want to use canonical analysis or any other method&amp;nbsp;to get vlaue of X1,X2.&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;

&lt;p&gt;How do I get &amp;nbsp;x 1, x 2 value?&lt;/p&gt;

&lt;p&gt;please help!!&lt;/p&gt;
</description>
      <guid>225312</guid>
      <pubDate>Mon, 06 Aug 2018 02:33:06 Z</pubDate>
      <itunes:author>dumin</itunes:author>
      <author>dumin</author>
    </item>
    <item>
      <title>How to solve delay differential equation by method of steps in MAPLE software. </title>
      <link>http://www.mapleprimes.com/questions/221610-How-To-Solve-Delay-Differential-Equation?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p&gt;&lt;strong&gt;How to solve delay differential equation by method of steps in MAPLE software.&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;strong&gt;How to solve delay differential equation by method of steps in MAPLE software.&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
</description>
      <guid>221610</guid>
      <pubDate>Tue, 04 Apr 2017 10:53:03 Z</pubDate>
      <itunes:author>rkdevkate</itunes:author>
      <author>rkdevkate</author>
    </item>
    <item>
      <title>How to give a specific color in my plot 3d (MAPLE 8)</title>
      <link>http://www.mapleprimes.com/questions/219570-How-To-Give-A-Specific-Color-In-My-Plot-3d-MAPLE-8?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p&gt;I want to run a specific color red outside and yellow inside on my equation here using MAPLE 8.00:&lt;/p&gt;

&lt;p&gt;plot3d([(0.5+cos(5*u))*sin(2*v),(0.5+cos(5*u))*cos(2*v),0.5*(cos(5*u)-0.3*cos(15*u)+0.02*cos(25*v))],u=0..2*Pi,v=0..2*Pi,axes=FRAMED);&lt;/p&gt;

&lt;p&gt;is there some one here can help me? thanks...here is the example of color I want Eg:&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img height="87" src="/view.aspx?sf=219570_question/images.jpg" width="131"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I want to run a specific color red outside and yellow inside on my equation here using MAPLE 8.00:&lt;/p&gt;

&lt;p&gt;plot3d([(0.5+cos(5*u))*sin(2*v),(0.5+cos(5*u))*cos(2*v),0.5*(cos(5*u)-0.3*cos(15*u)+0.02*cos(25*v))],u=0..2*Pi,v=0..2*Pi,axes=FRAMED);&lt;/p&gt;

&lt;p&gt;is there some one here can help me? thanks...here is the example of color I want Eg:&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img height="87" src="/view.aspx?sf=219570_question/images.jpg" width="131"&gt;&lt;/p&gt;
</description>
      <guid>219570</guid>
      <pubDate>Fri, 28 Oct 2016 04:44:47 Z</pubDate>
      <itunes:author>jessica99</itunes:author>
      <author>jessica99</author>
    </item>
    <item>
      <title>How to perform 3d plot using three basic different plot</title>
      <link>http://www.mapleprimes.com/questions/219528-How-To-Perform-3d-Plot-Using-Three-Basic?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p&gt;Hi Maple expert,&lt;/p&gt;

&lt;p&gt;May I ask your time little bit, I am struggling with the 3D plot in maple, for basic 3D plot in maple is no problem for me, but this is a new case for me actually I want to perform a 3D plot based on these 3 different type of plots (or equations), here they are:&lt;/p&gt;

&lt;p&gt;1. plot(2*(exp(-0.15*(u)^1.5))*(u)^0.5,u=0..2);&lt;/p&gt;

&lt;p&gt;2. plot([0.2*(x-sin(x)),0.5*(1-cos(x)),x=0..10*Pi]);&lt;/p&gt;

&lt;p&gt;3. polarplot(4+1*cos(5*x),x=0..2*Pi);&lt;/p&gt;

&lt;p&gt;Can someone help me for this, many thanks for your help and time.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Hi Maple expert,&lt;/p&gt;

&lt;p&gt;May I ask your time little bit, I am struggling with the 3D plot in maple, for basic 3D plot in maple is no problem for me, but this is a new case for me actually I want to perform a 3D plot based on these 3 different type of plots (or equations), here they are:&lt;/p&gt;

&lt;p&gt;1. plot(2*(exp(-0.15*(u)^1.5))*(u)^0.5,u=0..2);&lt;/p&gt;

&lt;p&gt;2. plot([0.2*(x-sin(x)),0.5*(1-cos(x)),x=0..10*Pi]);&lt;/p&gt;

&lt;p&gt;3. polarplot(4+1*cos(5*x),x=0..2*Pi);&lt;/p&gt;

&lt;p&gt;Can someone help me for this, many thanks for your help and time.&lt;/p&gt;
</description>
      <guid>219528</guid>
      <pubDate>Wed, 26 Oct 2016 19:45:48 Z</pubDate>
      <itunes:author>jessica99</itunes:author>
      <author>jessica99</author>
    </item>
    <item>
      <title>Logistic map error</title>
      <link>http://www.mapleprimes.com/questions/205010-Logistic-Map-Error?ref=Feed:MaplePrimes:Version Maple 8</link>
      <itunes:summary>&lt;p&gt;Hello everyone,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In Maple8, I tried to plot this logistic map and an error occured (Error, (in Bifurcation) `plots` does not evaluate to a module).&lt;/p&gt;
&lt;p&gt;What is wrong into this code?&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;restart: with(plots):Warning, the name changecoords has been redefined&lt;/p&gt;
&lt;p&gt;&amp;gt; Bifurcation := proc(initialpoint,xexpr,ra,rb,acc)&lt;br&gt;&amp;gt; local p1,hr,A,L1,i,j,phi:&lt;br&gt;&amp;gt; global r,L2:&lt;br&gt;&amp;gt; hr := unapply(xexpr,x);&lt;br&gt;&amp;gt; A := Vector(600):&lt;br&gt;&amp;gt; L1 := Vector(acc*500):&lt;br&gt;&amp;gt; for j from 1 to acc+1 do&lt;br&gt;&amp;gt; r := (ra + (j-1)*(rb-ra)/acc):&lt;br&gt;&amp;gt; A[1] := hr(initialpoint):&lt;br&gt;&amp;gt; for i from 2 to 500 do&lt;br&gt;&amp;gt; A[i] := evalf(hr(A[i-1])):&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; for i from 1 to 400 do&lt;br&gt;&amp;gt; L1[i+400*(j-1)] := [r,A[i+100]]:&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; L2 := {seq(L1[i], i = 1..acc*400)}:&lt;br&gt;&amp;gt; p1 := plots:-pointplot(L2, 'symbol' = solidcircle, 'symbolsize' = 8, 'color' = blue):&lt;br&gt;&amp;gt; unassign('r'):&lt;br&gt;&amp;gt; return(p1):&lt;br&gt;&amp;gt; end proc:&lt;br&gt;&amp;gt; P1:= Bifurcation(1/2,r*x*(1-x),2.5,4,250): &lt;br&gt;&amp;gt; &lt;br&gt;Error, (in Bifurcation) `plots` does not evaluate to a module&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Hello everyone,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In Maple8, I tried to plot this logistic map and an error occured (Error, (in Bifurcation) `plots` does not evaluate to a module).&lt;/p&gt;
&lt;p&gt;What is wrong into this code?&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;restart: with(plots):Warning, the name changecoords has been redefined&lt;/p&gt;
&lt;p&gt;&amp;gt; Bifurcation := proc(initialpoint,xexpr,ra,rb,acc)&lt;br&gt;&amp;gt; local p1,hr,A,L1,i,j,phi:&lt;br&gt;&amp;gt; global r,L2:&lt;br&gt;&amp;gt; hr := unapply(xexpr,x);&lt;br&gt;&amp;gt; A := Vector(600):&lt;br&gt;&amp;gt; L1 := Vector(acc*500):&lt;br&gt;&amp;gt; for j from 1 to acc+1 do&lt;br&gt;&amp;gt; r := (ra + (j-1)*(rb-ra)/acc):&lt;br&gt;&amp;gt; A[1] := hr(initialpoint):&lt;br&gt;&amp;gt; for i from 2 to 500 do&lt;br&gt;&amp;gt; A[i] := evalf(hr(A[i-1])):&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; for i from 1 to 400 do&lt;br&gt;&amp;gt; L1[i+400*(j-1)] := [r,A[i+100]]:&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; end do:&lt;br&gt;&amp;gt; L2 := {seq(L1[i], i = 1..acc*400)}:&lt;br&gt;&amp;gt; p1 := plots:-pointplot(L2, 'symbol' = solidcircle, 'symbolsize' = 8, 'color' = blue):&lt;br&gt;&amp;gt; unassign('r'):&lt;br&gt;&amp;gt; return(p1):&lt;br&gt;&amp;gt; end proc:&lt;br&gt;&amp;gt; P1:= Bifurcation(1/2,r*x*(1-x),2.5,4,250): &lt;br&gt;&amp;gt; &lt;br&gt;Error, (in Bifurcation) `plots` does not evaluate to a module&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <guid>205010</guid>
      <pubDate>Sat, 08 Aug 2015 09:42:34 Z</pubDate>
      <itunes:author>Raluca84</itunes:author>
      <author>Raluca84</author>
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