<?xml version="1.0" encoding="UTF-8"?>
<feed xmlns="http://www.w3.org/2005/Atom">
  <updated>2026-09-26T01:49:27Z</updated>
  <generator>https://njump.me</generator>

  <title>Nostr notes by </title>
  <author>
    <name></name>
  </author>
  <link rel="self" type="application/atom+xml" href="https://njump.me/npub1qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqzqujme.rss" />
  <link href="https://njump.me/npub1qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqzqujme" />
  <id>https://njump.me/npub1qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqzqujme</id>
  <icon></icon>
  <logo></logo>


  <title>Nostr notes on buzzbuild.communities.buzz.xyz</title>
  <link href="https://njump.me/r/buzzbuild.communities.buzz.xyz" />
  <link rel="self" type="application/atom+xml" href="https://njump.me/r/buzzbuild.communities.buzz.xyz.rss" />
  <id>https://njump.me/r/buzzbuild.communities.buzz.xyz</id>
  <icon>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAgKADAAQAAAABAAAAgAAAAABIjgR3AAAO2UlEQVR4Ae1dCZAVxRnuXfZkZVFSkVhEjSXGoIlHYhQEk5Q55EYCIhCiIIqIQllECpEzKioJVSinhIDcdzhcDk0JYuXQEJRULIvSpIrEM4QkJW&#43;BfW93WTL/m/3f69c7PdM90zPT/d7rqlczr6f7P7/pu3tKjh277jwphoK1QGnBal5UPG2BIgAKHAhFABQBUOAWKHD1ywpV/3&#43;faCENDecJtIBra0tJp04lBWmKggNA/zs&#43;d3X0nlcvdH2ebw8Lqg3g5XxwrkiafAJBQQEgnxynSpe8rgImjq8nx4&#43;fS9tKtmjHkqBHz3IyfVaNKntrRycvAYDOU2HtN//QlKkWZEGkgn/YNPIKACod72R4oF9dXUK27ero9NjIuLxpA4TtfPQudB2j4oU8w7waD4B33m5u4xAoquEXZt2dLyAwGgDz550ls544nXlBftS7Iu14iDhvjfDMffJM5lkYNwCCM2fMnkw1tg1QtytFDh1szPiVbaAN6O0&#43;4JPJGPDm7h&#43;fIi/vv5CUGvoqGSn2Oatnt3xZQ8Z1rPOjLp4H9okGbBmFFd4YCYBBfbMG37Und&#43;g2auejL&#43;Lii/z9Xo0DAG3o9u1LSFl5VnX6WTY2urvBA05Fx0wRJ&#43;MAQOu9dWc4/fGWFpqL&#43;H1To3kNwhKT1gTSb3jc9b4bLFjZ3NLG/czoEiBu4&#43;UDf2MAYMrbD6AYPsSctoAxADDpbTt92py2gBEA8NsoMwk0cclqBADogZZ27XJNRVcNuU/i/ddoSI/AiF6Ark72gpgJvQEjSgAw5Pd/SI34eFm&#43;&#43;FzYAlqXADDkC&#43;P&#43;pgedSwJtS4DJk&#43;rzwvkAXp2rMG0B8MH7efDqG1B0GbseAHoD02bWkO494msb3DMyQf73X58TB5qAwxgAzJhtOftWvrOXLGwgBw80klQynEGYiooS0u2admTuvAsyrlu7sTZzjzeH32oiT84OdyUS8lJx1boR&#43;N67zeTab&#43;RiVNeG4Y3fLCNPPZsFBzgHBrBgDEPnRqDWAECE69yIQhnZ67DhleSeMdVstHb/tW0EoqVG3JXAW6OuWzenyLt/bdZeZu0BUJ8wt5E1bUp2xbKuSNAeALoaLl/kKgIgXzzpUw&#43;tAZBM&#43;tNqzP3VZNoMdTt6e/etIA9O0L9B58dauX0sPxRCzLNhbXbtvwgbtruF//32Ir5udUGfm5/t2g0YVJkWwy89ER2iTqN1CfDnw&#43;Kt6Gd&#43;kXUUa0QEAhvv9Z92Pp3WLz2ahi73oZcARywnLltylrRYQ/udv1RKRoyqItffIMb244/E5wOuu16MpqjhVTk5lSKk0i44PFnv/E2K7NqRSm8zu6V7ORn3UHXoW87UWs1SccWLDWT3Tktrh3DyZAuZPjW3a9S5cylZubbtkKpDdq2ibv9BBTn4WnZvIk&#43;4E9ZpZJdd5lzQPj3nDHnrzSbHrHteThH40QF4Tp7Sno4KfK8MALAZE3bkygYwENapqt46WRn8pD/2nlj1VH8KxjFyAYD6yvIFwCHoVNkqVzJZiaz0Bw/YR6j4cT7LDgyz8ldyDT&#43;Whqr/f/&#43;be/Xz2WdiA1T09nGYKPLrfFYvoLNwwVk2Wvp/oLkAVco4SQ0Il6XPeytk6aA8PHonT54nY0aJrf2H7mjP28qldUEZRK48OUXy&#43;i4B/BpVRCi/aZxkcooTpe&#43;Ud9KEhLDzgU9Tk496UVTA1nROcoqS8NUGCMJQVDC/6VTLFpReVHsaQE4/JYF0CRDUIH4da2o&#43;FW0jUd39&#43;EYKACPvEqv3RAUuhHQt4dcAOWaUBYEUABKJiLXJUS3Yn34DKslFF4mp66co5UkXZQnAk8EtXswiFgVZZLkxjePZQ49Uk3Wba8nufblHyrCyoPNv7cVff8jm0e2/jK&#43;EAaCbkrLyrFttTy3CamJw8viHc2f3IA6dD7T/&#43;HvnETpZvnGlp8cf3GQQ6gXIIMqNWZzPtmxKkkOvN5KVa&#43;xh5/4DKwn8nEI&#43;6AvH19GAdtIT4gqmBABlT/zLHnbetjV3jB2eQV0Njs8H54M&#43;okGoBBAlZkq6NSsbCPzyPfzzH&#43;fI5V9h9tMzSnsCgD6Tj8lb/GtZoLy8hOzc0/a0MtgPENUgEM8RDz9Y71kNeFYB&#43;bA7l2egIPFXXNEubVza&#43;X852kxgwgcCHB9rQvAsAUxQImoZ6caVU5uBfh61bLL8igCQtBg6d8f2FFm1om07gl6ZhGklWUSavAgACXMvX9Uhndpt1RNvbSINBqdSQ0IMpUk92wBKuQkSo40lmCWSZF262C1q3pI3UblF00WhlHYlABqHPhkMDYHP8H8cV97bW/eKd6MPlpF1u1Yvk2tVAqCDx92XaNOF2rKjbVcrDgDweJZ4fHl2hDWTOmXyaXKgdSEpe9wdj27Y8Z4A6NuvImwZ0vSHDrOHZVOp8&#43;TTT9qut6up8bBwJFL6YwKfrqlvnUl9dZ&#43;9krjXbeHb9dJLPd3rPRQ8YZLaZcg8E44ea0/ODBmo75qDhrP86fCZ03KXu6OeWzcnCXx7EEOXL9tOOXo0G4fPVF&#43;X/dp7ub03RFRL5UAPi35e/eqQJZaoyip&#43;KXT0nWYy/7nco2E2bUiStS/lbnCEjTEQbr5Fj&#43;lmoRbJd2&#43;vIG9QH2gKw/r79vA3WejyoUavD0Mder3JmnH83NU8F19sv3OP/qw9ee23fJ1diQg8rK3lg5XOLlQCTJkaXjWAb//SRfw17vC1zrjDqhVJ5TOFYQ4Xb9wm1mgWAgAYv&#43;tXhQoLKT/hGzXhgXqpfFEnhqppx/bcotyPDJu22XUyTrCh/n5oueXx6pHQeYUB8Pwi/u5bmqDMPb4BH37ovgtHhqbqtCrbJR1qbXPDBBvSXbLcHl1UKbfImATyk3qtobhGwZFA2FcASVg8oS9eav3alZaQCqtX1ukLpWTxi7ZDmq2tf3f2c6/PZXTHqo7VxWu&#43;XoYHpMWXSjSfcAmABB9T1B7odo2NPdYgyAevYRWTQB/exCarHZa0DpeEFc/o/HH31Yfi/GHWMi06HDmstivYo2e59HZyaQB8z&#43;oRXP01qYKD1jlz/8sF6quUDHHJmzFjqzILJwCQn34iViUBOPHNZlmWWSaCZ/j8zn6nyFnmO8NzZtrdxsuttQVBQ8eOpb4&#43;lu17c&#43;hKayp0pzUl6jegYbxKAEinujimZUY5IM5LFjrfJZeUkhWrvQdavOgCfyiBhg7KLR1oXl73V11dRhYs9PdCSZcAKMzYB6qJTGMD88le&#43;1vnDsDbJNOyFeWBzsfFoqL5Zsyp8XQ&#43;bgUXAVWVywCTl0ywz8Gv84F2oLIcnAJGFFHSSxHu89bRVwCbynV26HzZs4dhCRisAxx7byK9ypgrdwQPUIcgrHyXADRTEESFMDRN&#43;h4BBi3cu0fYQ6n0c5n7dZs7ZmQFujJrHkFHcD7kg1IjrqDS3oFKANYACIKgdRpLF/6D0aEU&#43;OnoqvQPQeGUlheH8iE9Xjqn&#43;J6tW8X88HWiR8cdEhhmX2R1T2EhqurguxGoShBZg8JZfXho44ihp0h9PX&#43;GjpYRnb9&#43;bZJstiZpZAPml5XXjc8LSzqQK7uqd6obT/aZ0hKAJR7G/7rdKQI/cMim7fZ4t5tT2lvrCLa2LiZxSyci67LFbReBiuTjpYnb&#43;SBX7ADo06&#43;S7N8r350EZ9707XIy5&#43;maTJ3OMzTEyzp/8JBKMnZc7gbSvXXycvJkwlNHec&#43;jio&#43;9CgBFZZ3DGmeTNfO1YV0yc64efN5lR112NqxudyNZvpQ/28jSg7aGU7dz9KgE&#43;Y911qGKgFWKClpBaGgBADiS7dFHwpkRREPD52emPua8aoc2IKan4&#43;j7oGAFWl48aH5h3yvpBgYVsutV4TWE0GHst4ecZI7CMVHwcNKNF6cFAEC4MA2DIODxwAEtnpHoeB4NOo3TPXxtzG9eJ3qq4rQBACgUpoF4S86emFUjPaQtIyfMnkJ60QOyVTlWlI4WbQBW2Ff2p8ji59V2uYAHOAJ28M543G4LyDiSlRH/s8PTMEbh1MIf/ZMEWb1BbPIIaUdxjb0b6KRk7z6VBH5YdDul8Rt3w422yiqcDzJ4LcAIQwe/ujvl06oKQAGXLLS7bOAk&#43;Dl1yTCtn6sq53vx1t35IL&#43;WJcD&#43;vY3W4FBjum4G5&#43;O0c5O1gGZw/&#43;DLtExwjBe4VD3XEgCoHHyDAMK3biojP597gTUTl20oyjqx13fsjRiy&#43;VCWfL1qWQWwxn77SHO6PRDEeY9PV/cVMVY&#43;kf&#43;w4FTHoKdULvtAEAQy9TimnfdM7tatKB3i9KXxKPnzeGkJgBcWu6&#43;VlwEBOh8M8Ls31K7C5RnVpHgtASAyTYoHSICDnbpi67dkV/6AQxA0JjknClm1bgS6GQDO4AOnAgDclmf7/ZiVG&#43;98emYsANAJ&#43;GYDCGDHLeyK3bg&#43;RT54X&#43;yrXkgnzOvCpe5VWpi8vWhrORSMQqNz8b&#43;pV7odopsOWrYBdDNSPsujdQkA9Tw29tAJOr9NICNbaukur9YlgNPG0CBbqBBEYV1Z53&#43;x9TSQsPipoKs1AEBB9g2CPQfj70&#43;o0F0pDdb5QPyldfpN/7JKaw8AEJg97uTjj7LfG2YViuO/k/NZ4MYhlwhPIwAAXTs8Xo1Wysnw9POw72F20kkGU5wP9tG6Ecg60PVz69aAUJTByfHAn7ekPErZZHgZBQBQDE7chGNXeSHMt&#43;/48XNk4nj&#43;8nXTnA82NG4ksIPH&#43;Xf0mznq3ioyfGSw3cRPzT5D/tT6FRAe6DBe9colpBvm1TgAyBhj/ZokgV8x8C1gRCOQL37xSVALFAEQ1IKG5y8IAMCBTrLh5u56HOYsK7ds&#43;rxuA6AxRE/zwvR4pRuUGJdvV/lXI0YL4OddYxTBlbWJgDEGADAziMvEXb0Q80PTQGAMANhp4Zj97MreJBAYAYDh1mFQpoWUNWtpQjACAKcFTwLTyeBDAhz9GqUeRgAgSoOo4jVhYnhfWVElI9AxAgBBJnjiytu3f/ifhVMBBCMAAIqyi0JElA/ifKS/yseqHhV8kX/YV&#43;Omg8M2SKHRN6YEKDTHRKVvEQBRWVpTPkUAaOqYqMQqAiAqS2vKpwgATR0TlVj/B2SCcFjnd7JOAAAAAElFTkSuQmCC</icon>
  <logo>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAgKADAAQAAAABAAAAgAAAAABIjgR3AAAO2UlEQVR4Ae1dCZAVxRnuXfZkZVFSkVhEjSXGoIlHYhQEk5Q55EYCIhCiIIqIQllECpEzKioJVSinhIDcdzhcDk0JYuXQEJRULIvSpIrEM4QkJW&#43;BfW93WTL/m/3f69c7PdM90zPT/d7rqlczr6f7P7/pu3tKjh277jwphoK1QGnBal5UPG2BIgAKHAhFABQBUOAWKHD1ywpV/3&#43;faCENDecJtIBra0tJp04lBWmKggNA/zs&#43;d3X0nlcvdH2ebw8Lqg3g5XxwrkiafAJBQQEgnxynSpe8rgImjq8nx4&#43;fS9tKtmjHkqBHz3IyfVaNKntrRycvAYDOU2HtN//QlKkWZEGkgn/YNPIKACod72R4oF9dXUK27ero9NjIuLxpA4TtfPQudB2j4oU8w7waD4B33m5u4xAoquEXZt2dLyAwGgDz550ls544nXlBftS7Iu14iDhvjfDMffJM5lkYNwCCM2fMnkw1tg1QtytFDh1szPiVbaAN6O0&#43;4JPJGPDm7h&#43;fIi/vv5CUGvoqGSn2Oatnt3xZQ8Z1rPOjLp4H9okGbBmFFd4YCYBBfbMG37Und&#43;g2auejL&#43;Lii/z9Xo0DAG3o9u1LSFl5VnX6WTY2urvBA05Fx0wRJ&#43;MAQOu9dWc4/fGWFpqL&#43;H1To3kNwhKT1gTSb3jc9b4bLFjZ3NLG/czoEiBu4&#43;UDf2MAYMrbD6AYPsSctoAxADDpbTt92py2gBEA8NsoMwk0cclqBADogZZ27XJNRVcNuU/i/ddoSI/AiF6Ark72gpgJvQEjSgAw5Pd/SI34eFm&#43;&#43;FzYAlqXADDkC&#43;P&#43;pgedSwJtS4DJk&#43;rzwvkAXp2rMG0B8MH7efDqG1B0GbseAHoD02bWkO494msb3DMyQf73X58TB5qAwxgAzJhtOftWvrOXLGwgBw80klQynEGYiooS0u2admTuvAsyrlu7sTZzjzeH32oiT84OdyUS8lJx1boR&#43;N67zeTab&#43;RiVNeG4Y3fLCNPPZsFBzgHBrBgDEPnRqDWAECE69yIQhnZ67DhleSeMdVstHb/tW0EoqVG3JXAW6OuWzenyLt/bdZeZu0BUJ8wt5E1bUp2xbKuSNAeALoaLl/kKgIgXzzpUw&#43;tAZBM&#43;tNqzP3VZNoMdTt6e/etIA9O0L9B58dauX0sPxRCzLNhbXbtvwgbtruF//32Ir5udUGfm5/t2g0YVJkWwy89ER2iTqN1CfDnw&#43;Kt6Gd&#43;kXUUa0QEAhvv9Z92Pp3WLz2ahi73oZcARywnLltylrRYQ/udv1RKRoyqItffIMb244/E5wOuu16MpqjhVTk5lSKk0i44PFnv/E2K7NqRSm8zu6V7ORn3UHXoW87UWs1SccWLDWT3Tktrh3DyZAuZPjW3a9S5cylZubbtkKpDdq2ibv9BBTn4WnZvIk&#43;4E9ZpZJdd5lzQPj3nDHnrzSbHrHteThH40QF4Tp7Sno4KfK8MALAZE3bkygYwENapqt46WRn8pD/2nlj1VH8KxjFyAYD6yvIFwCHoVNkqVzJZiaz0Bw/YR6j4cT7LDgyz8ldyDT&#43;Whqr/f/&#43;be/Xz2WdiA1T09nGYKPLrfFYvoLNwwVk2Wvp/oLkAVco4SQ0Il6XPeytk6aA8PHonT54nY0aJrf2H7mjP28qldUEZRK48OUXy&#43;i4B/BpVRCi/aZxkcooTpe&#43;Ud9KEhLDzgU9Tk496UVTA1nROcoqS8NUGCMJQVDC/6VTLFpReVHsaQE4/JYF0CRDUIH4da2o&#43;FW0jUd39&#43;EYKACPvEqv3RAUuhHQt4dcAOWaUBYEUABKJiLXJUS3Yn34DKslFF4mp66co5UkXZQnAk8EtXswiFgVZZLkxjePZQ49Uk3Wba8nufblHyrCyoPNv7cVff8jm0e2/jK&#43;EAaCbkrLyrFttTy3CamJw8viHc2f3IA6dD7T/&#43;HvnETpZvnGlp8cf3GQQ6gXIIMqNWZzPtmxKkkOvN5KVa&#43;xh5/4DKwn8nEI&#43;6AvH19GAdtIT4gqmBABlT/zLHnbetjV3jB2eQV0Njs8H54M&#43;okGoBBAlZkq6NSsbCPzyPfzzH&#43;fI5V9h9tMzSnsCgD6Tj8lb/GtZoLy8hOzc0/a0MtgPENUgEM8RDz9Y71kNeFYB&#43;bA7l2egIPFXXNEubVza&#43;X852kxgwgcCHB9rQvAsAUxQImoZ6caVU5uBfh61bLL8igCQtBg6d8f2FFm1om07gl6ZhGklWUSavAgACXMvX9Uhndpt1RNvbSINBqdSQ0IMpUk92wBKuQkSo40lmCWSZF262C1q3pI3UblF00WhlHYlABqHPhkMDYHP8H8cV97bW/eKd6MPlpF1u1Yvk2tVAqCDx92XaNOF2rKjbVcrDgDweJZ4fHl2hDWTOmXyaXKgdSEpe9wdj27Y8Z4A6NuvImwZ0vSHDrOHZVOp8&#43;TTT9qut6up8bBwJFL6YwKfrqlvnUl9dZ&#43;9krjXbeHb9dJLPd3rPRQ8YZLaZcg8E44ea0/ODBmo75qDhrP86fCZ03KXu6OeWzcnCXx7EEOXL9tOOXo0G4fPVF&#43;X/dp7ub03RFRL5UAPi35e/eqQJZaoyip&#43;KXT0nWYy/7nco2E2bUiStS/lbnCEjTEQbr5Fj&#43;lmoRbJd2&#43;vIG9QH2gKw/r79vA3WejyoUavD0Mder3JmnH83NU8F19sv3OP/qw9ee23fJ1diQg8rK3lg5XOLlQCTJkaXjWAb//SRfw17vC1zrjDqhVJ5TOFYQ4Xb9wm1mgWAgAYv&#43;tXhQoLKT/hGzXhgXqpfFEnhqppx/bcotyPDJu22XUyTrCh/n5oueXx6pHQeYUB8Pwi/u5bmqDMPb4BH37ovgtHhqbqtCrbJR1qbXPDBBvSXbLcHl1UKbfImATyk3qtobhGwZFA2FcASVg8oS9eav3alZaQCqtX1ukLpWTxi7ZDmq2tf3f2c6/PZXTHqo7VxWu&#43;XoYHpMWXSjSfcAmABB9T1B7odo2NPdYgyAevYRWTQB/exCarHZa0DpeEFc/o/HH31Yfi/GHWMi06HDmstivYo2e59HZyaQB8z&#43;oRXP01qYKD1jlz/8sF6quUDHHJmzFjqzILJwCQn34iViUBOPHNZlmWWSaCZ/j8zn6nyFnmO8NzZtrdxsuttQVBQ8eOpb4&#43;lu17c&#43;hKayp0pzUl6jegYbxKAEinujimZUY5IM5LFjrfJZeUkhWrvQdavOgCfyiBhg7KLR1oXl73V11dRhYs9PdCSZcAKMzYB6qJTGMD88le&#43;1vnDsDbJNOyFeWBzsfFoqL5Zsyp8XQ&#43;bgUXAVWVywCTl0ywz8Gv84F2oLIcnAJGFFHSSxHu89bRVwCbynV26HzZs4dhCRisAxx7byK9ypgrdwQPUIcgrHyXADRTEESFMDRN&#43;h4BBi3cu0fYQ6n0c5n7dZs7ZmQFujJrHkFHcD7kg1IjrqDS3oFKANYACIKgdRpLF/6D0aEU&#43;OnoqvQPQeGUlheH8iE9Xjqn&#43;J6tW8X88HWiR8cdEhhmX2R1T2EhqurguxGoShBZg8JZfXho44ihp0h9PX&#43;GjpYRnb9&#43;bZJstiZpZAPml5XXjc8LSzqQK7uqd6obT/aZ0hKAJR7G/7rdKQI/cMim7fZ4t5tT2lvrCLa2LiZxSyci67LFbReBiuTjpYnb&#43;SBX7ADo06&#43;S7N8r350EZ9707XIy5&#43;maTJ3OMzTEyzp/8JBKMnZc7gbSvXXycvJkwlNHec&#43;jio&#43;9CgBFZZ3DGmeTNfO1YV0yc64efN5lR112NqxudyNZvpQ/28jSg7aGU7dz9KgE&#43;Y911qGKgFWKClpBaGgBADiS7dFHwpkRREPD52emPua8aoc2IKan4&#43;j7oGAFWl48aH5h3yvpBgYVsutV4TWE0GHst4ecZI7CMVHwcNKNF6cFAEC4MA2DIODxwAEtnpHoeB4NOo3TPXxtzG9eJ3qq4rQBACgUpoF4S86emFUjPaQtIyfMnkJ60QOyVTlWlI4WbQBW2Ff2p8ji59V2uYAHOAJ28M543G4LyDiSlRH/s8PTMEbh1MIf/ZMEWb1BbPIIaUdxjb0b6KRk7z6VBH5YdDul8Rt3w422yiqcDzJ4LcAIQwe/ujvl06oKQAGXLLS7bOAk&#43;Dl1yTCtn6sq53vx1t35IL&#43;WJcD&#43;vY3W4FBjum4G5&#43;O0c5O1gGZw/&#43;DLtExwjBe4VD3XEgCoHHyDAMK3biojP597gTUTl20oyjqx13fsjRiy&#43;VCWfL1qWQWwxn77SHO6PRDEeY9PV/cVMVY&#43;kf&#43;w4FTHoKdULvtAEAQy9TimnfdM7tatKB3i9KXxKPnzeGkJgBcWu6&#43;VlwEBOh8M8Ls31K7C5RnVpHgtASAyTYoHSICDnbpi67dkV/6AQxA0JjknClm1bgS6GQDO4AOnAgDclmf7/ZiVG&#43;98emYsANAJ&#43;GYDCGDHLeyK3bg&#43;RT54X&#43;yrXkgnzOvCpe5VWpi8vWhrORSMQqNz8b&#43;pV7odopsOWrYBdDNSPsujdQkA9Tw29tAJOr9NICNbaukur9YlgNPG0CBbqBBEYV1Z53&#43;x9TSQsPipoKs1AEBB9g2CPQfj70&#43;o0F0pDdb5QPyldfpN/7JKaw8AEJg97uTjj7LfG2YViuO/k/NZ4MYhlwhPIwAAXTs8Xo1Wysnw9POw72F20kkGU5wP9tG6Ecg60PVz69aAUJTByfHAn7ekPErZZHgZBQBQDE7chGNXeSHMt&#43;/48XNk4nj&#43;8nXTnA82NG4ksIPH&#43;Xf0mznq3ioyfGSw3cRPzT5D/tT6FRAe6DBe9colpBvm1TgAyBhj/ZokgV8x8C1gRCOQL37xSVALFAEQ1IKG5y8IAMCBTrLh5u56HOYsK7ds&#43;rxuA6AxRE/zwvR4pRuUGJdvV/lXI0YL4OddYxTBlbWJgDEGADAziMvEXb0Q80PTQGAMANhp4Zj97MreJBAYAYDh1mFQpoWUNWtpQjACAKcFTwLTyeBDAhz9GqUeRgAgSoOo4jVhYnhfWVElI9AxAgBBJnjiytu3f/ifhVMBBCMAAIqyi0JElA/ifKS/yseqHhV8kX/YV&#43;Omg8M2SKHRN6YEKDTHRKVvEQBRWVpTPkUAaOqYqMQqAiAqS2vKpwgATR0TlVj/B2SCcFjnd7JOAAAAAElFTkSuQmCC</logo>



</feed>