blk_diagram.kicad_sch

(kicad_sch (version 20230121) (generator eeschema)

  (uuid 063608dd-bd79-45ec-9616-03b3273d457a)

  (paper "A4")

  (lib_symbols
  )


  (image (at 120.404 110.8715) (scale 2.48769)
    (uuid df20ca05-3319-44f8-bc8e-a6b9e6e13067)
    (data
      iVBORw0KGgoAAAANSUhEUgAAA24AAALcCAIAAAAQRnT6AAAAA3NCSVQICAjb4U/gAAAACXBIWXMA
      ABJcAAASXAFoxDaJAAAgAElEQVR4nOzde1yUddo/8GtODMcBhvNBAVFRERUVwTQUzTQ8pKm5VObm
      2q5kPk+7Fbj6q921X65Qu0/Pz0y3fDSzHjMtWk3SPKCTBxQLFfGMgHIUGGQ4DHP+/TGc5x5EnJl7
      Dp/3qz/g+73v73UNL9OL+/7e1006Ay0tLRqNxnBco9G0tLQYjuvdvn2bcVyhUCiVSsYpBEIgBLL7
      QGPHjq2vr7dAIPv70SEQAiEQAtlEIC4BAJiHSqVSq9UqlYrtRAAAwFxQSgKAuWg0Go1Go9Vq2U4E
      AADMBaUkAAAAAPQTSkkAAAAA6CfO7du3ewxpNBoul8vhcHqM63Q6rVbL4/EYF5LL5S4uLobjOp2O
      iAxXQyAEQiBHCLRw4cIdO3aIRCK7+UQIhEAIhEAI1G01w2dz7OaRIgRCIARiPRCe4EYgBEIgBLLv
      QLjBDQAAAAD9hFISAMyl43dWthMBAABzQSkJAOaiUChUKpVSqWQ7EQAAMBeUkgAAAADQTyglAQAA
      AKCfUEoCgLnweDwul8vl4u8ZAAC7xVcoFIajvbwzl/F4ItJqtYxTWq2Ww+EYe3MaAiEQAtl3ID6f
      r28eYe5A9vejQyAEQiAEsolAfMMLBvqDGFtZEpGxCwwcDodxSqfTMTbGRCAEQiBHCGQslu1+IgRC
      IARCIATquhpfIBD0OEitVvP5zCWmRqMxPL4jJOOUTqczNoVACIRADhLIcNbWPxECIRACIRAC6WEP
      EwCYi0qlUqvVvdxYAQAAW4dSEgDMRaPRaDQaY3t3AADADqCUBAAAAIB+QikJAAAAAP2EUhIAzEUo
      FDo5OTk5ObGdCAAAmAtKSQAwF047thMBAABz4cvlcsNRY/0qiYjxeCLSaDTGpohIrVYzjiMQAiGQ
      fQfS6XStra3GZm3xEyEQAiEQAiFQ10B8oVBoGE8gEDD2H1KpVIbH63G5XMYppVLJ5XL5fL7hFAIZ
      C9SqapbJ6+ob7zcrH7QoZc2KBrmqSaFsUarlSo1Co1XpdDrGCz06ItKRsWtAGq2Wd5ex3SgRhxhP
      MjaFQAjUx0APFFW7c9e7uPf8w2+7nwiBEAiBbCiQVqvl3uURcQQ8gYDvLOS7CAVurk4ezgJ3kbNY
      5OojcvERufryuZ1dEm2uZmA9EEPLSv35xrqfP2pXdH1L9F5WQyCFpqm0tvC+7G5NY1l9U1WzokHA
      E7oKPZ2d3J0F7gK+i7urv5gfJuA7C3hCPlfA5TL8QQGwTp+5nXwyeqmHyIPtRADAoWm0KrVGqdIo
      VOpWpVquULWUNdxR1hbIlY3NrQ+0Oo2nq5+Pe5CfaICn0D/YJ9KZ78q4Dus1gxUGQlHCAq1OUy69
      VSa9WVFfVCO7x+c6e8sC3Z3F3u6hA3xHOTvhH10AAABT4nEFPK5AKHAzdkBza31jq7Sy4e5Neb7s
      2n0OhxvgGR4qHhziPdTfc6AlU7U5KCUtp1x6q7im4G7tNZm8TuwR4uUWGOobMzLsKWK+lg8AAAAW
      4ubs7ebsTRSp/1atUdQ3V1U23LtWfl4mr/UTDRjoMzzYc2iIyyB287RCKCXNS6mW366+eKvq1wrp
      bW/3IB+P0KjQJ92dxWznBQAAAEbxeUI/UZifKEz/bX1TRW1T+bWKcwpVc7jfyCGBY8P9RrKbofVA
      KWkWKrXieuX5GxXnaxsrgrwH+3iEDQudwnZSAAAA0B/e7sHe7sGDAuNUGkVNQ0nenZ8OXdo+0GfY
      sJCEQf6j2M6OZSglTezO/UuF5Wcq64uCxUNDfEfGhM9kOyMAAAAwDQFPGCyOChZHEVFV/e1fio/9
      dPnzwQGxXtzwjpvjjoav0WgMR7VarU6n6zGoH2E8Xj/LONX7WXYTSCavvXxPcq38rI9HaKD3EFyD
      BNDDRmAAsFeB3oMDvQdrtOrK+puFNceuSo5Fh06KGZDI69JoxRGqIL5SqTQ8TqVSMa5LRIzH67M0
      NtVLonYQqEx643LZyfrmygF+0ZOHvyDgOxs7BYBF2qZiVuIOGSjgtN7VcpnbapgV1z3C8kEBwNHw
      uPxQnxGhPiMa5XXl0uvni7IH+Y2OCZ3i7RbYcYwdV0FExHdxcekxLZfLhUIhYytLhUJheLwej8dj
      nFIqlRwORyAQGE7ZeqCr5Wd+KT7K5zqF+kSPDJ/OuAiA9eDXHLV80L+8MZ7XfIaaLR1X6RqJUhIA
      LMnDxScqZFJUyKSy2sJDV7aJ3QLGR870d4+w1yqoYwR7Jfuj4J4kv/Sol3tgVMgkT9cAttMB6KtB
      0S+ynYIl1JT9XGf0N3AAAPMK9Y0O9Y2ufnDnxLW9fI5gfMTMwUFj2E7KjFBKPprLd0+eu53tKxoQ
      OyjZzdmb7XQAAADAGgV4DQrwGlQru3u++MdfSg4nDJkb5juC7aTMAqVkX92ozDt7c7/I1X9c5BwU
      kQAAAPBQvqKBvqKBtbK7p25kXbjz0+So+QGe4WwnZWIoJR+usr5Icv1b4nBGDEzydPV/zNWUann1
      gyJpU0Vza71KozBJhmBWTnxnd2cfsUdIoFckj8uwDQUAwEZpm4q0ZVlsZ2FB3uP5AVMtH1ZfUFY/
      KMrO3xbkPejJYYvchCLLp2EmKCV706pqOXntm4r6osFBE/w9H3cLv1zZeLvy3P2GkmDx0CDvIR4u
      PgIeHve2fjqlulUmr62VlV6793OwOGpIcLyAJ2Q7KwAA0xA6e4VGzmY7C0uov39RqmYzgQCvyACv
      yHu1Bbt+/kts+IxRIUlsZmM6KCWNKnnw65His4MCxj0xbMnjr3avtvBG+ZkhwfExYU89/mpgSXye
      0FXoGegVOXLgtKKqC5LCL0YOnBbg5aCtaAHA/giEnmyn4EAG+MYEeQ+9XXn+Wvnfk0YsCfOLZjuj
      x4VSkkFdU8WxK1/ptJyJw553Frg//oK3K8/Xyu4+OeIFocDt8VcDFkUGjvf3jLhY/KNC1TLQL4bt
      dAAAwPbwecJhoU9KG8tOXPsmqCpyevQLXbua2xx+UVFRjyGNRsPlcjmcnm+p0Ol0Wq2Wx+MxLiSX
      yw2Xovau6IarWW2gW/W5d6R5IwZMCRIPYUzgUd2tKahrvJcQtcgkqwHrPFx8EqIW597YKxS44tok
      AAD0j9gjNCFq8e2KvE+PpY3yfzrQva3qsLlyix8Z2fPfwv61siwqKjJciszQM9N8gR601Px0+XMB
      z3lqzDJTPV3R1Fp/syI3MXqpSVYDKyHgCcdEPHP+1ndij1DsmwQAgH4bHBzn7xV+veznFm7NjJil
      ZIPlVs91HVbBvZ+/PvN3f6/IEQOTTPiU7q2Ks8NCJzvhbYp2x8PFJ9w/9lbFObYTAQAA2yZy9Zsw
      9DmVVv35yXcqH9xhO51HhlKSiOjQpR1X7p1OiFoc5D3UhMs2Kx40yutCfYabcE2wHpGB4yukNzRa
      h32tSsEGUTxftCO3Y6D88GJRPD+jgPJ28JcdrmIxNQAAWxMZGDc0+IkDv2z5pfgntnN5NI5eSkqb
      K3f9/Dct0djIOS5OHqZdvKr+drB4mGnXBKsS6D24qp5hK4nDSFqwYOvxvLZvqs7mtLWni3tFvXNm
      IGtZAQDYJB/RgEnDU0pqrx4p3KHfkmgTHLqUvF55fn/+pnD/2MjAOHOsX9dY5uc50Bwrg5XwFQ2U
      NpWxnQWbnpu7Mr+0joiI6nIO0Pp1SUTUeVUybwdfFM/XX6qkut3L4jdk7OCL1uwu7zEFAABERHye
      06jwp50E7l/8/Ne6xnK20+kTxy0lT9/8Pq/oUHzUQn+vQWYK0SSvE7n4mWlxsAYiF99GuZTtLFgV
      FkwHLlQRUfmF7yhpWrct2gUbpm9df+ycWpa96+qKDXlERO/SeLVsYwodXjz9xq5rbVOL99WxkjsA
      gHWKCBw7KHD83nP/uFX1C9u5PJyDlpLZF7dVPShJiFrkJvQyXxStTsvhOOhP2EE48V1Umla2s2BV
      8PjnKCennKrO5tDc8eFdp8or8mnltDgi8knZeW5tHBHRgshgIqKKiqwFSUkhROSTNDcpq6jC4nkD
      AFg1f8+IuCHzT93IOl90iO1cHoKvUDC8BlqlMvokAePx1P5IOeM4h8PRarWMZ1k+kEqjOHhpq5uz
      eCTeOgMmYTO7WczEJ2kurT5bQAfouQ0+dJbtdACALeWHFw9/t8v7vFeekr2SwF46dsDdWZwwdPGl
      4sMNzTWJUc/rB62w3OIaIiIOh2M4rm9HyXBC++wjjbMSqElRvy/vA7HHgCHB+OMNYBqBE5PowFff
      ZUVFhHSfCAmOJf1DOXW7l8Uv3lffORUcvCArJ6eciOpyDuS0XaoEAJuXtOvaObXsnFp27tS6rZOx
      E/qxcbm82MjkZqXs8JXt1ltuCQwQEZ/PNxzn8/lEZDiup+9XaUgflXHKwoEeyKv25X0YETAW77sD
      MKWQ8c9RTta68Qa/n8WsvbY+f3o8X5S8lNZvWuTd5ZSZe49FLR0ezxclLx2xbe8iH0vmCwAWkDBt
      JV2tYH78Lo+IKDcjXr9PumrfGn5GQXt/sfi2J/OoYINozYaMNd06jjmq4QOm8HnCf/+6ic/nW2G5
      ZcPvfHwklQ+KDvy6ZWTYdD9RGNu5ANiHmLWyjUSk3wqZQkREgYs2qomIYtQ7iYgoZOZe2cyOEzoO
      IyKKe0Ute8ViuQKAheUe30ojtgWWtz1jlxJSt3tZ8uJ92ZvmJi09XrA2LriYVsYWXaiimSVFOQsi
      V+xe9iIdO6eOI8rbwV97OGlnMFFOfmS2WoZfNYmIIoMmlNy/+PXZjWP95rOdS08O8VBIxYPbB379
      ZHT4TNSRAAAAZpOzdLj+ymL85PdXnkqPMXzGLjAsiq5WVJVf+I7GT6OKEqorvpr03ER5cRa9Oz2e
      L4rnT99KbRtgKDYMdWSncP8xfp4RZ8p2K1QtbOfSjf2XkmXSmz9d2T4mIlnsEfLwowEAAKCfOvdK
      qo09cxM3fn1WRUlFRey0mPDIG8f3XfiO9LVm13M3puBfbCYDfEeG+A7/JvdDhVrOdi6d7LyUrKgv
      +uHXrbGDkr3dg9jOBQAAwMEwPGMXHLHgxj8+vhERrH9oLydrRHAgBUcsyFn6ZQGRfm8l9kcaFeYf
      EyyO2pf7D7VGyXYubey5lKyR3dv/y+bR4TNRRwIAALCA4Rk7n6S5lKXv+RASTFk566fFEPmk7Ny2
      /v0VfFE8f/qNXdfQRag3ob7R/l6R+87/F9uJtLHbUrKhpTYr779Hhk3HfW0Ac9I3+qnr+q3+8cyq
      fWvaHtsUtR/Q8SAnXpkIYH9CZu5lvDEd90rbbev0tvYpgYs2tt/+jlkra3t/gf7rLne3u05BTwP9
      Yrzcgr7L+4jtRIiI+HI5w+12Y/0qiYjxeCLSaDTGpohIrVYzjpspkEqj+O6X/x4aMgnP2QCwo/zw
      6uW069q5lBB94+LkDWHn1hJ16VpcsEH01e6XsCMKAKA/IgLG3iw/e+CXfz014uWOQQuXW3p8oVBo
      GE/fN6jHuFarValUhsfrcblcximlUsnlcvW9iywW6MD5jwf4Rgd5D2FcAQDMrqIii6Le1JeJHS2B
      8lhNCQDAvgwNmVh49/i54gOJwxaxUm7p8Q2XpvbW58aWZhzXdz9nPN7YlJkCZV/c5uYsHuA7kvF0
      ALCEuFdOrYufLNpKROuPdb1LtVU/qB/HJUkAgMcRPXDaL0UHLt7NGRn8pIXLrc6RR0/bqp2++e8W
      ZdPgoHi2EwFwdAnp59Syc+q2F97oX19BRCtPtW2H2kbT23ZVAoBNqdu9rH3H87LDVWYMVLCh868O
      MGpU+NO/Fh8prS1kKwG7KiVvVl24XfVrTNhTbCcC4Dh8Ikb0Oh8yc6/s3Kl1Od+dres+ETNtHeWX
      1jGfBQBWqmCDKPm7udn6J2nK5uaEmq+aLK/IN9PK9kXAE44Kf/rY1V0yOTt/o9pPKSltrpTc+CYm
      bAbbiQA4lvDIpKwDF9r+LcnbvzQrKSJY//h2t85wBm+tKDj+Pl5lAWBr8i68u2D9pkVt/+cGLnq7
      7PXxRNTlDdr6//E73qDdflMibwd/2Y4Ny7pdy8zN6N7kofN655rd5XW7176bRTlL1x6u6tIRostr
      u3dsEHVtH+HQPF39h4VMPnR5GyvR7ecd3D9d2TFyQJKbsxfbiQA4lsBFG08VxYeK3tV/27YDctHG
      U0XxHdsiF2zP3hunf+ymc68krdumRqcPAJvS9mbtzgGfwDgiqtu9bEX+9mz1Ip+qfWtClx0u63yD
      9sbcjPjJXxakTCPKuhFx7Zx6Z8EG0Yrtr89cXrpmMm1Ty2KICjaIPtg9cWPS2Q+W0voy2czAvB38
      tRfKNqxfkJXz3IaZgXk7+MujTsk2JlDBBlHyhrBzy4nofZom0/eFACKiIPHQZkX9TwU7n45ZZuHQ
      dlJKHr68w9djoL/XILYTAXBECenn1Ol9GIx7RS17xVJJAYDphUcmUZHhcEVxVtJzG3yIKHBi0oLl
      FSU7g6n9XkSXU6IiQogoOGIBFROVFOXQ+zn899uWWHC2LqIoZ8HctwOJKO4V9U6i8sP6qarSG7Tu
      RX0fymnr6B/6jTELgsPN+EFt0uCg+F+Lfrh8TzJqQKIl4/I1Go3hqFar1el0PQb1I4zH62cZp3o/
      yySBCstO1zVVjYucy3g8AAAAmERgWBQdqKiimPYLk3W7lyUXv97P+6oLtmfvXdS5yyU34/ETdHQj
      Bkw9fWNPkGek2C2w67hZ6zqu0gARqVQqw3GVSkVEhuN6Wq3W2LhGo2GcMkmg2oaK0zezRgyY2v8f
      PAAAAPRF3Pj1We+ubt+hWLXvg6W0fnlccMSCtkfrqs7mZPXtemF4ZFLW8v3tGyvjN+R12Xjd/TXc
      gWFR9P4F/ZHYY907Zyf3EQOm/HT5c5OXW13He9R1fBcXlx55yOVyoVDI2MpSoVAYHq/H4/EYp5RK
      JYfDEQgEhlMmCfTDpT3DBzzp4uTBeLAduPjPmN9k6r9c/XXV78e0Ddf+8GrSWweIiGhuxqnPksv0
      h6V9ef1Po/u0oP7IyuzVselH6KkP8/9rzqO/qLw2649/o3WbFvh2G/3l02GzN5Hhmm3jbZ+iNuuP
      k1OPtk0ZSbvLZ+9ibsapz5K7huy2FNEbBwtWjtN/eWlr4EtMb5Xq+pMEAIC+i1kr27ZBlMxfTkRE
      C9aX7ZwZSJSyc1tx2+DKU7KZgfTw16IGdtlR3badOq5z4/X6Y+cSQgpiKWfp2sNJO18p274mVBTf
      cWRVqTk/oo0L9Brc0FR14e6PT0Y9px8xd11n23slzxf9yOMJg7yHsp2IZWzK/eX3Y/RFUuX5wwdY
      zkZf583Ysq7nxLj4N2jTR3T0cG7tnC5V5sWTm4iI0uLHGNaImS8No4cXwW0OpE9+ldqryS4ldbuP
      Zsd89JCSetNvAgnVJABAv8SsZXjepcdgzFrZOf1XgYs2qomIYtQy/YBPys62KcMd1d1Huqy5aKN6
      Uedhgd2/hR6iQiefuvpVpP+oYO/BFghnw82ApE2VvxYfiQqdzHYillN4t1b/RW3ukSPdp8b8qeB6
      VUFfqrG+H9lfoxPSiIiOZJ+v7Ry8lJtJRPTGlNGdXx8suF5VcP3gaiKizM9/qDSyXtqX16sK2v7T
      H3zgSG4lEdHFf+rryNVftx/wdRoREWW+tPWXzgXaAun/y8+YQUS0KfeXnnEAAADsw7DQJ49e+dIy
      sWy4lDx25avhoYl8LsOtczs096kZXYqzsuKjRDRjbmcz9ov/jBkWGDPsn5eIiCqzVwfGDAv84w+V
      l7YGxgwLjBkWGLM6q5bhyA4V+lNihgXGbO1WY9X+8GrbeJep2h9ebbuseCQ1aVjgH3tUgWOmdCv4
      iIh+OfcREdHqhHHdvyb9Vcw+azv4aFkFUWX2/2QS0VMf5ndeXxzzpy/f6HaP20DQhJlzibrU5QAA
      AHbGVzTQ2y3o1I0sC8Sy1VLyYukJDocXaJErt1Zh+IyZc4kOlJURtV/VWz0zufdzjr4V27lT8Ehq
      0laj1+GOvjU7veMy50ezO0rGS1sDu90+/mh2Z0nam64FHxF1v7tN435/vargesf95bbKcnhoXzZr
      th38VGgwUUXZESKaOyOh24mjV1YZryOpY2/AUzMTfI0fBAAAYNuGhDxxtex0baPZXz1pk6WkQtWS
      e2v/kOCJbCdiSSGhw6nttmxleSERzQ0NfehJbbeGv9Rf9vvo5KWHHZnz4Vwioo+2ZtcSXfynvhJt
      v318cDURHUl9/4dK3zmftd1KnrEl53qV4SM7bfe42yN2vbvdw6Wts7tUmYwyX+q4LDqs7eDfzgmi
      2rvXHvoD0PtodueF1WGx6UeI3jjYn8eMAAAAbAWHOFEhk3Oufm3uQDZZSp68tndQwFhnJ3e2E7Eo
      /V3jj05e0m+UnJE84WGl5FMfpuhLt7bCrg9H+s5Zqb83XVbWuaOx/fLhuOc+nEtERw/nPvzCZNs9
      7sxzF8ngjnanjiesV3/d572bM7bkPP5Gz49mf3rxMZcAAACwboHeg3U63Y2q82aNYnulZL28vLz+
      Vpi/4z19Gxw6g4iunduXfdTU92e73FzWR+n0VGhwx9e+ocP7vGTbPe5Nub90v7vdqaOO7LbZkUHX
      x26qCjp6D/kO7Gs23R67abvyuuk3/zR+jRYAAMAuRAZNOHfHvD1f+EVFPV+BpNFouFwuh8PpMa7T
      6bRaLY/HY1xILpcbLkXtXdENV+t3oKs1JyKDJzBO2bmgCTPn0pEDmx5hZ2FfXSurpDH6BfUbEDsd
      LasgaotVW9bXW8rUdik0kz46+ekbDHe3a394tePueX+b8gSHziA6cuBIbmVyl7vVtT+8mnQ4Oadn
      t8tOvnNWrn7rwCa6Vl5Lox1tv2RN2c9spwAAAJbj7iwO9Bzy44Uvhvk82WPKVHUdPzIy0vDkfrSy
      LCoqMlyKTN2i/GblBZ5AEOCg79r2DR1OpP/VIi1+DJHpnkA++tbuS3P+NJqo9oetHVcQR5O+Fpz9
      aYK+2vvlu7cMHlg5UlxOxFyPjZmymjI3Ueamj4hobsaiLne325v4POx6ZO+Ckn+Xln4k8+hbsZ+G
      ttejbSsfSNo60NjDN+2f0fEoXSPrVJYOWl4hDQ7yZvxlEgAALGBoSMLJws+njl7gJvTsOm6qus7G
      WpSfvbV/eOgUtrNgTVtxRjQjIsTES2e+NKxLz3D9FcQxKRkzMtOP0KbfBHbWXjO2rOv2wErmS8My
      jTTfaetVTkQ0I3lCZ73Z1sSHiI6+FRvzVttof964M+ZPX76R+dJH3TMkIkr7sms+H82OMXznzRsr
      kx3qkiTXPYLrHmHhoIWXr768+M9r/pq2+KWFFg4NAAB6XC5vUGDc6ZvfPx2zzCzrm2NRM7l8V+Lh
      4uvpFsB2Iuxp28ho8kY2T314MKNji2RnXRiUvKn9me6OqY4bx/oOjr3qeNynW8KG/dUfw+iVVQWn
      tjzVdeiNgw9vwN5b40kwnc//tau5qeXTTdv0N0QAAIAVYX6jSmsK65urzLE4x/CveKu9wf0/OWvG
      DJrt7uzdy+exKkcvffbU6FfZzgLMSK1Rnr729ZSRL7OdiDUqvHz19y+k1tVK3d3d0v/6Ni5MAlgh
      bVORoDYnNHI224lYQv39i1K1Cz9gKtuJsKO87lqrsiF5zIqOEYe7wX3p7gmxR6gN1ZEADu7zf+2q
      q5USUVNT86ebti168TnsmASwQorWB0WFX1k4qKyh0c3djcez+K1R7/GWjmg1QnyG/3z1S2lTldg9
      0LQr20wp+cudn0ZHzGI7CwDok8LLV8+cPENEIk9Rq7xVWivd99V3uDAJYG247pHcYW89/DhTe232
      S5t2fOTn71Bb1tkXETD2fFH2rNHLTbusbeyVvFae6+ka4O4sZjsRAOiT99ZuaG1VzFs0JyDQf/HS
      hRwu558bPpLLW9nOCwDAcYX6jCitvdrYKjXtsnyFQmE4qlIZbRnCeDy133FnHOdwOFqtlvGsPga6
      cOenoSGTjB0JANbm1dd/FxQcOGLU8BfnLXv19d+t/I9XP/90l4uLM9t5AQA4tAj/MedvHZo8tPMe
      0ePXdXzGp144HA5j53AiMjxej8PhME7pdDrGPuR9D1QmvcHjCrwc+cFtAFszfVZS12/9AvzefudP
      bCUDAAB6A/xiTlz5fHLUc1wOz1R1Hd/w2Wq1Ws3nM5eYGo2G8VlsfUjGKZ1OZ2yqj4Eu3TsR6hvN
      GBQAAAAA+ojL4YX6DL9SfmpcxFOmquusfa+kTF5X23jPUV9vAwAAAGBKIeLhBXdPmnBBay8lL5We
      HOA7ku0sAAAAAOyBm7O3s5P73dprplrQ2kvJq+VngsXD2M4CAAAAwE4EiaMum+7CpFWXknfuXxa7
      BzvxmfuwAwAAAMCjCvQaXCa9qVSbpkGbVZeSV+6dCvAazHYWAAAAAHYlRDzsWnmuSZay3lJSrVFW
      1N/GAzcAAAAAphXgHXm98pxJluLL5XLDUWP9KomI8Xgi0mg0xqaISK1WM473Eqig9HQgLkkCAAAA
      mJqna0CLorGxVUrE/CrBvtd1fKFQ2GNaoVAIBALGdo8qlcrweD0ul8s4pVQquVwun8/wsu/eAxXV
      5Af7jDD2GQAAAACg34LEQ25X/5owdDbjbN/rOoYO4frzjXU/f9Su6PqW6L2sxjil0ihqG8tiwp9m
      PAsAAAAAHoe/Z8T1ez8/MWwu42zf6zor3StZUlsQ6I272wAAAABm4eHi26publY8eMx1rLSUvFNz
      2cdjANtZAAAAANitAM9BRdWXHnMRKy0lKx/c9veMYDsLAAAAALvlIxpon6VkRX2Rl1sA21kAAAAA
      2DMfj9DqhpLHXMQaS8mS2iu4uw0AAABgbt5uQeXSm4+zAl+j0RiOarVanU7XY1A/wni8fpZxqvez
      GAPdrb02NGTSwzK3ARwO2xmAmel0Wo6R7gQAAADWT+wecuf+lUDPyB7jfa/r+Eql0vA4lUplLCTj
      8USk1fWsxYoAACAASURBVGqNTZHxUtIwkE6nbWip8XDxMbaUDRHwnJXqVie+M9uJgLnIlY3OAne2
      swAAAOgnb4/gm+VnlGHP9Bjve13Hd3Fx6TEtl8uFQiFj53CFQmF4vB6Px2OcUiqVHA5HIBAYTjEG
      KpPe9PEIMZa6bfF09X/QXInnh+zYg+YqT1c/trMAAADoJw8XX5m81rCE63tdZ3X35sqkNz3t5Zkb
      X8+w6gd32M4CzKi64Y6vKIztLAAAAPrP0y2g8jHKFasrJSvqizxdA9nOwjSCxVHVDXfUGqPXh8Gm
      NbVKWxQNPh6hbCcCAADQf16uARX1Rf0+3epKyfsNpXbTCYhDnHD/MTcrzrKdCJjFzYrcyMDxbGcB
      AADwWDxc/R7nqiT/4YdYULOiwYnvwuFYXYHbb4MD405f211VfxvvgbQzpTWXtVp1qM8IthMBAGtR
      WnS35Obd2qq61lYF27k8Gi6X4y5yDxoQMHTkYJGXiO10wNI8XQNulp/u9+nWVUrWyO55uvqznYWJ
      jY6Yee7mt3yek69oINu5gGlUSG8UV+c/Mex5thMBAKtQWVZ1+kiuyMNz7JixA6cPdHV1ZTujR6PT
      6aRS6c2bN//9ZXbYkIGJM59gOyOwKCe+s1LdqtFqeFxeP063rlLyvuyeu4uY7SxMzN1ZPD5y3oWi
      HwYHjg/zH812OvC4bleer6y/NWHIAic+czcDAHAoN6/cOnP03JIlvxk6dCjbufSfq6traGjotGnT
      Dh0+9O3n/577QrKTE0PrFbBXnq7+tY1lAZ79eZDUum4l1zaWuQm92c7C9DzdAp4c8YK0qTz3xj48
      0227KqQ3Tl37X7mycfLwFFch7gEBAFXeqzpz7PyqVa/bdB3Z1ayZs+LGTji07wjbiYBFuTuLpU0V
      /TuXX1TU85kdjUbD5XI5Bq9q0el0Wq2Wx2O++CmXyw2Xovau6IarMQaqlt4N9ol+pA9gK5z4LrGD
      kmtl9+7WXC4oPSZ2D3Zz9hage7kN0KnUrY3yugfN1X6igSMHTvNys5MOAwDw+E4dyV3y/BKx2K7u
      p02aNOle+b1L5wtGT4hhOxewEBeh5+2yq06tnZsM+17X8SMje74qp38tyouKigyXokdsUX6kuNnF
      yZ4v9viKBviKBmh1mvqmyhbFAxX6BFk9DnHchN7+nhHe7sFs5wIA1qXk9l0vTy+7uR7Z1cwZMz/Z
      +glKScfh5uzdJK/pWsj1va6zor2SCrWcz3NiOwtL4HJ4Ph6h6EcIAGDTSm6Wjosdx3YWZuHt7S0W
      i+9X1vgH4YVeDsFN6NXQUtO/c61or6SspdZV6Ml2FgAAAH1SU1U3cKDdtuYYOGBgbXUd21mAhQgF
      rnJlY//OtaJSslEudXHyYDsLAACAPlG0ttpc35++c3N1UyiwC8uB8Lj8/u27s6ZSsrVeKHBjOwsA
      AAAAh+Pi5NHUWt+PE62rlESjPgAAAADLEwrcmhUN/TjRikrJZkWDE99u7xQAAAAAWC0nvkuLQtaP
      E/kKBcOrQlUqlbETGI+n9lZBjOMcDker1TKe1TVQc6vM0z3kIfkCAAAAgKkJeM6NLQ86arm+13V8
      xv6RHA6HsUU5ERker8fhcBindDodY8Nzw0BKdYsTDy27AQAAACyNz3NSqFs6arm+13V8w+bharWa
      z2cuMTUaDWOzcX1IximdTmdsqkcgpaaVzxMyfz4AAAAAMBs+X6jStnYUbH2v66xor6RKreDz8PJ4
      AAAAAEvjcwVKdWs/TrSiUlKtVfK4KCUBAAAALI3HFdh8X0n9XkwAAAAAsDAul6fRGn3qurcTTZ4K
      AAAAANgWDoer1Wr6cSJKSQAAAABHxyGOjvpzfxilJAAAAAAQ9auU5MvlcsNRY33IiYjxeCLSaDTG
      pohIrVYzjncNhL2SAAAAAGzRaLQdtVzf6zq+UNizlaNCoRAIBIx9JVUqleHxelwul3FKqVRyuVw+
      n2841SMQYxtzAAC7pNNq646ebLxUqG5sskxEob+faEKs14SxlgnnkKQH0+Zn5HZ+v+RjyapRpg5y
      eXPi63vavk7ZIkmNNppNdtr80mWSVNqcuDP828zZfj3mCzcnppI5MgSb1bWW63tdx9CKXH++sbfa
      POrbbvQt0XtZzdgUAIC9aq2oKt/+VdCwkUPmLXYWeVomqKyqsjT/fNmlwtBXl1omomNKWPN9ZrKY
      SF/zbZ4qWWW01uuPws2v72mvUAs3J6amhbWHMyBOzpQQUc3BUqJwU8TWarUb/k/G2395Uyh0MsV6
      YHU4HHro224M6zqUcQAAFqXTasu3fzU8aWbkpCkWqyOJSBQYFPPMs76+QRVf7Hn40fD4Rk1dQqUl
      NURUuDlRb3MhkTQ7LXFLIRHR5c2JaQelRFRzMC1xcyFR4Za249KypdR25ObN7d8SEdWUlFJCeJD+
      m+hVEklmMh1MS9x8mYiocEvXEwul2WmJW84e/CAjl3IzPjgo7bK+/ngiotP61NIO1vT2UbRa7Te7
      9j2dMDvrm39nff29yX9UYNNQSgIAWFTt0ZNBw0b6DBrMSvSIhMm6B43NRcWsRHcsl0/sobBwP+nB
      tNTSNd9LJJLv15Smph2kuCkJu08UEknLaElEydkaosqS3IRw5+y0VNoikUgkki1hGze21Xa7aapE
      0nnd0W/2mjWUsbCz3CQST5yasOd0IZG0hJaElZ6VElWW5iaE6etN0ey30xMoIf3t2eLLm1N3L9ki
      kUi+TS99fXMhERHtoakSiWRLSm7GvkLGD9FRRGau/7DsbtnwkcN+s+x58/7cwNYwbGEEAADzabp4
      ZeizbP5jHDJ8VPXla26RESzm0EdVldVb/utTNzdXthNh5iFkuKicu3F+4sa2r5d8LImmwhO5CVPe
      FhOROG5KwsaSSr+pYXSypEZacoKmvkQnKklaVpowNaW1NIN25ybubjs3IU86kajzEmQ7cXKmJJmI
      Cjcnzk/cSEs+lqwKDaMTJdKakpM0dRmdqCRpSXHClEViyut2orSslFKWRROR3+xMCREVniBaMima
      iILCEqiU4QOW3y1ftXy1UqloamwmIldXF7GPd+bf/tHfH1inqoqqx18ErARKSQAAi1I3NVvyvrYh
      N18/VckNFhPou4t5F2vv1zyxaC7biTC7d6PCcLBzr6RR0VNTck9UVlLE1NlBJTv3HTxbTFPeFlNp
      z3Ol2b0tskoiSclOm3+6cFXq1CW5JyorKWzS7KCynbuzz5bSlDU9H7LpDy6XGxM78srFQn0pqdXq
      fPx8R48zwXM6o8eN8vP3ffx1wBqglAQAcCwcDpHtNF8LjwyfOWcG21kw+/Lu1304Kig8IfdknnR2
      sliadzI3YcoaIgpLKP1yJ01dQ35BU2jjydywZX4UFJaQu3F3YfKq6PZnq1MMF7u8OfH10vQuj2Pr
      b2SHJ5Tu/JKmvE3ioCn0wcnciGViImn3U8WhYbTxRGFqdHTNwbSFJ6d8u+zhqYcG/evLzVcuFn7+
      6a6zkty62rozJ8/8ZeO6PnxqcCBcjQEi0mq1huNarZaIDMf1dDqdsXFjUz0CsfyTAAAAMD3x7Mwt
      YRvnJyYmzt8YtiVztphIHDeFcnPDQsVE4nDKzU2ZGk0kTs7ckrInNTExMTG1dM33zD16Rq36vn2v
      ZGJi4vzSZZnJYiLxxKmUmxsW7kfkF065ufrb1m38wsP0j92MWvX9mtLUxMTEhRm0Zo1BbyCjRo6J
      /vCTjf/6cvOc52bX3q/d+JcPHv+HAtZJp+ss8/pe13FaWlpMEv7evXsDBgx4nBU+P7V22qjfmSQZ
      ALASL85b9o9/ZQYGBbCdiBW59e7GxNQ3WEygsbry+vmfQ3//Mos59NGh/YcLLhW+/c6f2E6E2Zef
      fP2nN9401m7Z1p04cUKmfhAb362k3b/vh3mL5rCVEpjVg+aqsporyaP+oP+273Ud38XFpceQXC4X
      CoWMLcoVCoXh8Xo8Ho9xSqlUcjgcgUBgONUjEFqUAwAAWDPUkfaNx+N21HJ9r+vQDAgAAAAA+gml
      JAAAAAD0E0pJAAAAAOgnlJIAANatYLtnbJz+v6WH6qoPpXmmHaruMn/+s7ilh+pYSw8AHBv6SgIA
      WLXq8uv02vaGV2PaB5a+8+ddkupZi/WPxVcf2vRJ0rxDPqzlBwCODVclAQCsWum9nHkDgrsMxCS+
      lrM/v+0yZHX+8f0zpiWi2xIAsASlJACANSuQfEL7/zzLMzbOM3b7eSIimpCQuv94XjURUZ3keM47
      S2ehkgQAtvCLiop6DGk0Gi6Xa9jlUafTabVaHo/HuJBcLjdcSn8WGekZ2SOQ/m06AADQRcxb+Xlv
      ERFR9aG0oWmHbmbOCoiJe+fI8l0Fs97yz9t/JHV1JsspAoB96FrL9b2u40dGRhou1I8W5UVFRYZL
      0aO0KOcW4xIpAIBRASHD6EhFKVEAxSS+RjNyC5YOOL7/taW72E4MAOyDi4tLRy3X97oO1RsAgDUr
      +LD9vvb53C30WtwEIiKaMO+9eZ/seus4bZsX09vZAABmhie4AQCsWcxbX+R5xsYREVHqkfz2wjEg
      bt6Md1bQex9imyQAsMq2S0md8gHbKbThOHmxnQIA2KmY5Q35yw1GfRZn5i1mIRsAgG5su5TU1F/k
      1uexnQVR6HMoJQEAAMAB2XYpSUTefiP9BkxhMYHiq/+rYjE8AACwhqN/mtUu6XQ6ht4rAAbw2A0A
      AEB/uHm4NjQ0sJ2FuTxoeODq7sp2FmAD+AqFwnBUpTJ6oY3xeGpvFcQ4zuFwjPWM7BrIjn+3AwAA
      +xMQElBUVBQQYJ+PPhUX33l67HS2swCL6lrL9b2u4zP2j+RwOIwtyonI8Hg9DofDOKXT6RgbnjME
      wpV0AACwHUNGREiyzzzxxBNsJ2J6xcXFPAHP01vEdiJgYZ21XN/rOr5h83C1Ws3nM5eYGo2Gsdm4
      PiTjlE6nMzbVIxAHtSSAvWhtbXV2du46UlNd4xfgx1Y+AObgF+jn4e1x5owdVpPZPx6MnTiK7SzA
      0rjczoKt73Ud9koCgInpdLo/vLhq5UurCi9fJaK6mrr/+vv/+82cpfpvAexJ4qwnjuccv3LlCtuJ
      mNLefd94B3hFDA1nOxGwDTb/BDcAWBsOhzNnQfL/Xff3gotXWprlv120Qi6XT5+ZFD1qBNupAZiY
      s4vz3Bee+WHvgcrKyhkzZrCdzuOqqqraf+Dfbl6uiTMnsZ0L2AyUkgBgeotefO7TTdvulZYREcnJ
      x1f8+/9YwXZS0EanI2Lavw79I/b1fuEPz58+lvu39X8bMWJE2MAwFxcXtpN6NDqdrr6+/satG/X1
      0nGTY6NGDmE7I7AlKCUBwPQ4HM7vV6/Y+NcPmpuaieiJKU/gkmQHvrtbq6zBWeTJVgLNtTUCXx+2
      otslDpczecbEhKlxxbdKSqvuKBVKtjN6RByOm4fr6CdGBg8IZDsVsD0oJQHALPQXJpubmn18xb/9
      w1K207Ei7mNGlhdcjJzE2rsVyq9d9pqNJi+mxxfwh4wYPAS/NIGDwWM3AGAW+guTQqEQlyR78H1q
      SuX1K3V3brMSvTj3FMfLwy0ygpXoAGB/+HK53HDUWB9yImI8nog0Go2xKSJSq9WM410DoUU5gJ1Z
      9OJzP2T9OPe5ZLYTsS4cLjdk+YvXtn8VVFkeEjPGYne6ZVWVpfnnWzXK0FdxkRgAGGg02o5aru91
      HV8oFPaYVigUAoGAsa+kSqUyPF6Py+UyTimVSi6Xy+cz3EnvEYixjTmA9ZA9aKypqpXWSGX1jY0N
      Tc1NLYrWViIiHRrsGzVlcuLty8W3LxeznYjV4bj5hhReC8z/ladW6f/643A4xOFwOBwul+ElEY9P
      6O8nmhAbOmGsyVcGAPvQtZbre13H0Ipcf76xt9o86ttu9C3Re1nN2BSANWiSNZXcultWUlFxt0Ik
      8gwNDQkKDI6OHOXl5SUSiWzuOU2wTgqFoqmp6cGDB3V1dZVVleXl5TU19338fULCg8MGD/AL8GU7
      QQBwCBwOPfRtN4Z1ncM+dlOwQXRhmuyVBLbzAOukaFVcu3yzqPCOUqEcMSJ66qSkyJcj8WsPmIlQ
      KBQKhT4+PpGRkR2DZWVlN2/dPHP4vKxRNmTEoKiYId6+3iwmCQDAyGFLSQBm1RX3r1y4Wlp0b/y4
      cc8vWhIcHMx2RuCgQkNDQ0NDpyVNk8lkFy9ePJKV4+zqHD1ueOQwPDEDAFbEYUvJmLXHLizeV7d3
      EZqrQZvKe1W/nrnU2qJInJz42xeXs50OQBuRSJSYmJiYmHj79u1Tp3++8POvsRNHDUUTaQCwDg5b
      ShZsmL41i7byOwuGladwv9tRyR40njtxQSaVPTV9xsiRI9lOB4DZ4MGDBw8eXFZWduz40YILV+On
      jg8ND2E7KQBwdA5bSsaslW0j0Yp3275FHem4fjmTf+nclVkzZ8XHx7OdC8DDhYaGLnv5t7du3TqY
      ffB2wJ3JT0/kCxz2b3IAYB9fo9EYjmq1WsMuj/oRxuP1s4xTvZ/FGMgi6nYvW5G/PVu9yIeIqvat
      CV12uGznTLwxyqHU1z448eOpQL/ANelrjHW5ArBOQ4YMeeM/38jJydm1efeUZ54cFBXOdkYAYPN0
      us6Cre91HV+pZHhVqEqlMhaG8Xgi0mq1xqbIeCnZNZBla8qK4qyVb+5s2ygZuOjF9csvlOwklJKO
      49rlG2ePnZv/7ILRo0eznQtAPyUlJUVFRX2z95vq8vsTp01gOx0AsG1da7m+13V8w8Z4crlcKBQy
      tihXKBTGGunxeDzGKaVSyeFwBAKB4VSPQJZtUR4zbd2KySI6JXslgQo2iFa8u27bWguGB3adOX6u
      tlz6H6v/09sb3VXAtgUHB7/xn2/s+3Zf9p7DTy+czvg+CACAvuDxuB21XN/rOsf9Sych/dwpip8s
      2kpEtG6bOj2G7YzAQo58f9xN6LHqtVVsJwJgMosWLpJIJPu2/zv5+adFXh5spwMADsRxS0kiSkg/
      p05nOwmwrB++PhQWGp78DN4KDfYmMTHRw8Pju537577wjI+fmO10AMBROOzbOwo2iHbkGv0W7NOB
      //1xyKChqCPBXsXGxi58buG/vzworalnOxcAcBQOWErW7V4WzxeteJe2ThbF89v+W/HuguBwtjMD
      s/px75HBEUOemv4U24kAmNGIESMWLVz0w9c/Nsma2c4FAByCA5aSPik7z6ll29bTglcXrC+TnVNf
      W79gwXp0ArJvJ7J/DvANePrpp9lOBMDsoqOjZ8185sd9P7GdCAA4BAcsJfWCIxZkfTYiOJCIQoJj
      s94NzShgOyUwl1/PXtS06p6dN5/tRAAsZNy4caNjxvz03TG2EwEA++ewpWRFcdbKU21PbceslW1b
      //4F7JW0S3fvlF2/eOulF19iOxEAi5o+bbqzk+uFU7+ynQgA2Dl+UVFRjyGNRsPlcg27POp0Oq1W
      y+PxGBeSy+WGS1F743HGnpE9Amm12kfNHqB3GrUm56Bk6YtL0WwPHFDKkpTMDzKDBgSGhAWznYtd
      eVD3oLrifkuznKW3tTk0Lpcr8vIIHhjs7IJXlJle11qu73UdPzIy0nChfrQoLyoqMlyKHqVFObfY
      kpdIY6atWzE5Y7y+nWRuBlqU26eTh05PmvhEWFgY24kAsIDL5S5etPjbrH0pf1jMdi52ouh6cf7Z
      SxwdJyJikJcnOi6xQKPVVBfX/Hz4bGCo//gnx6LvlWm5uLh01HJ9r+sc91JNQnr2rmXJfBERES1Y
      X7YTLcrtTfGt0kZpU1LKNLYTAWBNZGTk8GEjcnPOJyTZ0msV71fdX/Xb//zbB+92fPv3v3wwb9Gc
      pBlTWMxKcui0rK7xuWcX4rdTa5Cfn//vL/dPmDJu5NgRbOfi6Bx2ryQRVRRnERGtP5a9i3JyytlO
      B0wt9/j5eXPnsZ0FAMvmzpl7o+C2tNaWOk3qdLrbN4t+t+QPO7bu/PnYqblTF0iO/dzcxGZ7oxPZ
      PzvzXFNXvoY60krExsa++ac3b166ffXidbZzcXQOW0rW7V62In979ql1ROST8nrU0rWHq9jOCUzo
      4rnLgyIiBw4cyHYiAOx7ZtYzeSd/YTuLRxAQFPDS715oaW6+9GtByZ3ShgeyYdFRcxaw9nKB65dv
      KppUC59byFYCwMjd3f23y17JzTnf2NDIdi4OzWFLyYrirJVvLvJp+y5u/PqsihI28wET+/XMxadn
      oIskABHRuHHjmmXyinuVbCfyCF5anuLs4kJESqXS28f796t/x2IyF07lz50zl8UEwBhPT8+nZ8z8
      5fQlthNxaDZTShbdvLPqt/9RXVltovWCIxZs/ce+Ov03uRl4241d+fXsxdjYsSKRiO1EAKzF9GnT
      L561pe65AUEBzy9dJBQ6EdGgwRFTnkpkK5Py0go/X7+AgAC2EoDeTZw48c71O2xn4dBsppS8V3rv
      rCR3XtLCf7z/kSkKSp+UndtilydPfp/enR4/+f2Vp/C2Gzty6fyVKYlsbs8HsDYjR45sljXXVtex
      ncgj0F+Y9PL2YveSZGVZ9dAhQ1lMAB4qMDiopqqW7SwcF1+hUBiOqlQqYycwHk/trYIYxzkcjrGe
      kV0D9d6ga+qMKWPjx57KOf3FZ19+s2vf80sXvbQ8xeexKuGYtbJzaABkf25euTU4crCnpyfbiQBY
      l0lPTC789dqUZyaznUhfBQQFTExMKLh4hcVLkkTU0tg8OASlpFXz9vJukjX7BfqynYjN61rL9b2u
      47/88ss9DtLpdIwdxXufam5udnNze6RTekzduX/pB68bjEfqKZVKVzfXluYWRavii093ffk///u/
      u97wGebdyym9qNq3JnR5TpeBladkryQ8+joatWbzP7YWVzJ/xr7gEL35f/4YHBrU7xWgq+uXbj3z
      NGvb8wGs1oQJEw4d/jFx1iRjfydbjPxeeePFK8qqGtI95M0Uvx0a4T12ZNmnXzx0Tb63l1t0lMeI
      KBPl2EmnI8NGy2BVuByOmdrF1+deaL1VrJHLTbUgRyAQhod6jY/le7ibak2T4nT8aedwOIx/8nU6
      XY8X2fD/+Mc/9jhIoVA4OTkxvu1GqVQKhcz95cvLy0NCQgzH1Wo1ETG+a6RHoKy8/x4X2du+5h/3
      H76Sf4WIhEInZxeXeYvniDxcezm+VwXbl+esP3ZubVx/F+hi5pyn5dT/bTR/TX/PBEkAERE1NjQ1
      yZoGDRrEdiIAVofD4YwYMeLGlVvDYti8xla1b7+yuCw0ZozHuCEc05VoLfXSSsn5ByfPBr+8mMd0
      XQPgkTTfLKr8+ju/yKFhkdFOrv0uNnrSqJT190qLP/jYd9Y07yesrtsrl9vZe9zY+2X01wG7tShP
      SOh5JY6tt91cbPpmdMwo5g9HJG+Rr/7dH9VqtaeXp/7udkBQgLr6BFG/f1dYOc0UdSSPzxscNYjr
      zvDZ+8jdSn81sUm3rxWNHj2G7SwArNSY0bHHJcdYLCWrvs5y1fFjX1pu8pU9AgIDho0ov5R/9187
      w//0msnXB4civ1de8eXeMfMXi4IYrpE9Jq/QgaFjxl/cv5fD53lNGGfy9S3PZi7a/9ff/19jQ+Oy
      P7y8P+fbN9e9ERD0mA/TxSzffqPjCW6wGyU378aMxIuLAJgNGTKkqryarTdHN924rblfFzV1hvlC
      hIyO9Q0Jr/kp5+GHAhhXs//QiKdnm6OO1BO4uIxKnl/zwxGdkSdJbIvNlJJr30vfsfczUxSRegXb
      l+dkLU/mi+Lb/9uRa4p1gUVqlfpB3QPGjRYAoBcZOai06B4roRsvXAwbY4qbQb0KGx8vO/+ruaOA
      HVPW1lGLwjdyiFmjCD1E/kOHyfJtqUWXMbb0Du4x40ebbjE8vm2HykrKIwcPZjsLAKs2dEhUccnt
      8MEsvAiqtbzSMyHJ3FGcXN1Iq9OqVFymjVUAD6WorBYFWuJBWM/A4PsVVTTOhLUNO2zmqqTJVe1b
      0+WSJK5K2oPKsurIQf3ftArgCCIiIirLTPWuh0ejU2u4PEtcv+Dy+aSxh/uGwAqdRsPl8SwQiMvj
      69QaCwQyN1u6KmlSpnyCG6xETUXtpHFPsp0FgFXz8/NrqG9gOwsAsB98OVO3JGN9yImI8Xgi0mg0
      xqaovSVQ74EsvhPcNE9wg/WovV8bHBzMdhYA1k4sFj+QNniJ0cYfALrRaLQdtVzf6zq+YZ9IhUIh
      EAgYmwGpVCpjfSW5XC7jlFKp5HK5xvpKdg1k2a65Mcu3f7V6X93eRT4WDApmpFKqBAIB672XAayf
      v39AfW09SkkA6KFrLdf3uo7P2Mqcy+Uaa+5vbNxYV3R9S/ReVmPpLQIF25fnZFEOv7O7WT/fdgNW
      QvagUSwWs50FgA3w9fGVPWhkOwsAsDocDj30bTeGdZ3D7pXEE9z2pqmxGe/dBugLT0/P2rL7bGcB
      AHbCcZ/gJirYgMe37Uhri9zd3YPtLABsgLu7e2tLK9tZAICdcNhSsm73shX527PVsnNq2bmy7Tcm
      LztcxXZO8DiUCpWz0JntLABsgLOzs1KpYjsLZuc/i/OM1f+Xtre6bm9a3NJDXV9LVvBhbNpednoZ
      PZ6ag2mJ7bYUSrPTEtMOSrvMF25JTMuWGj2dmbRj0c2Xiahwc9sXXYNuLux5WLeg3XRP6VEz6bF4
      9xzsRt3etLY/oh8WEBVs94zdfr7LdPWhNM/PCqj60NK2P8bdZu2Vw5aSFcVZK99sf+YmcNGL67Mq
      SlhNCB6TWq1mfNU7APTA5/M1VtrNrq70Fr3zRV5Dfl5DfubiAJ/FS1P3H8/rKB2rD+16b8a0RJO8
      8syIemm9WdatLMlNSP9eIpFIJJLUaHHysiW5J8/WtM/WHNy5O2FK3KPt9pZmb8yI2CKRSCQfL9nz
      +uZCik5Zk7DndGfZVrgvIzdlalDPw7pL2SJps2VJbsZuxnLwcVSWWPlNv4u/XOr7wdWHMlYM2d6Q
      E2bYcwAAIABJREFUn9fwRep7L28/H/PsthlbJJ0vrCnY9eecdxKC9/7jndFf5DXk5x15bcuMz+zh
      fTa9c9hSMmbauq2T2+5rF2wQrXh33Xg8c2Pr8Pg2QF9wOBy2XsP9MBWlR5LC/LsMxMS9c+S4pK2W
      rJMcz5k3Lc58leSK3/zhqbhZ//rvbc3NLaZdWVpWShHhXUrF6KkpuSfz2i4CSvNO5iZMmejHdKLB
      9csO4uRMSWp02zcJ4UFE4rgpCbtPtBeLhSd205JJ0YaHGRE9NYVKy6RtQdsvoOqzaLuuuWXz5sS0
      gzVdsyrUj3Tk23n1Ne2glAo3v76HaE/qlsIuU/rjpQfTEjdv2ZzY7XRL+59Pdvx24e/+mvZe6Z27
      fTk+YFZmw6sxbd/MCA4jn8RpSe/ltheLBXnvUWpijM/izLy32o+aN8D+W9RxNQaISKvVGo5rtVoi
      MhzX0+l0xsaNTfUIZOFPnpB+7tS6rZNF8XzRinfXbVOnxzz8HAAAMJ+CvPcoZ8WsOM/YOM+2azkx
      ia/l7M+vIyKqztt/JHX1LDN2cFv7f9dwebxP/rllRvwz//rvbc1NzSZaWHr2RC7tTu1SSFH0pCW5
      J85K22eXvDSb8ZqkODlT8jZtZLo9rV/5YFpi4ut72k73mzglYc8J/WGXT+xJSE8ZxXQYs8ITuyks
      VEyXN88/MeV7iUQi+T69OHXzZZJmb8yg9O8lEskk2tP7B62pDH+74xrnybM10as+XkK0ZEtqdOGW
      +e0XR8MyFrZdHN1DUyWSzNlMNbRl/O61V4JCgr7+4pvFySl/TXuv9E5pH06q25sW5/nylneWzgog
      CoidNu+TPP1d7PO5W+b9/dkJ+qOqDy2NjZvxiXn/xJqcTtdZ5vW9ruMrlUrDtVQqo9toGI8nIq1W
      a2yKiIxVil0DWf635IT0c+p0C8cEAAAjYpY35Os7tNXtTZu19NChXbN8JiSk7n/53+dnLQ/LP77/
      taW7+rCMWq0uuHiF+rXjZcLE8ccO5ygU0k/+uWXnZ7vmL543NnZcP9bpTjw7UzJb/+XlzYkLN4dL
      VkWPmrokN3X35dmrgs6ezF2yLNP42X5tZxduSUw8vaXzEmPnyoWbExM3fyxZNUo8cWpCxpcHUzJn
      V57ekzD1ezHzYV0W2J2auLv965QtklEkzS6l3D3zEzPaBiPOhhfnJkxdIyaiUVOX0M7ePqhfdDRJ
      D6bNz8glooQu/8BKS4ppyUvR1L5ISQ0RUUKYaV51rdXpiouKG5tk/Th3zoLkzzZvlz2Qff3FN9n/
      PvT0nBkp0yYN6O0Mn8WZeYup4MPYuA+/yHsrJm7ejFmbDj27a1aF5JOkeYfaC8eAWbvyZ+k3Ux7J
      Xz6hH5mxoWst1/e6ju/i4tJjWi6XC4VCxhblCoXC8Hg9Ho/HOKVUKjkcDuMmth6BLHh3sm73suTi
      19vempibET+ZcFUSAMB6+IQNof33Koh8KCbuHVouKXg27HjOO0t7Kbg66bS6//18T/8eLCovr3R2
      dm5tbVUolFpd49c794yNHduvlYwICk+gkyU1FO0XPTWFUk8XpoSdzE3pXkle3pz4+h4iopQtktRo
      qjmYtjAjl2jJxxLJKOOLlklplFgcNyVh48mzNeEluxOmfCs2dljnmD4EFW5OTKVJ0d0H9aQH0/r8
      6S5vTnx9z5KPJZLMws2JvRadpnbs8IlWhdFXs/SiqbGJ1/7GbVmD7IfvDk4eFjnA7aGt5YLDZtD+
      8jqK8UmclrTieF51SMV7M6bd7LH9wj94Hh0vraYJ5tzga0I8Hrejlut7XeeIfSVzM5K/m5u9t/2t
      iQnp505lxPMzUE0CALCqYLtnblzDqzFEBZJP6J0v9H8nxyz9e9LQXRnz6L0P+/aXtMBJ8PeP3uM6
      M7+brXezn3y2tbXVSejk7uG+7PdLX1qecuHn/H6s0530YNpGejtztl/btsg1fkRE0YvSExbu3JhA
      6W9Hdzt81CqJZFXbmdlp+tvNhjempdlpG2lNZrKYas6ezE2Y8raYiMhv9rKUjJ0fUG7KMomf8cN6
      il71bXrawrSD32bODg2jjTsPLsqc7Sc9mDb/5NTv10xNyDhxVpo8W3z5xB6idCJxaBjlllQSdYx0
      0t9V7zkuDo+gjNOFq0ZF0+UTeyhsix+V9PvHaYDL4ax47ZVBUeH9OPf/vPkX/U4Gkaco+dlZr6x8
      2Vsmo6vFjAdXH0p7i9J3zfKh6rz9R5LmvelDRAGzlr7z511vUc47S/MCiIjq9qZl0JuZiwOoOv/4
      /hnTPrSROrLfHLCULDj+/so3Zd32LiSkb1svupCbHoMnbwAAWBOz/EhunGcsERG9tr2hvXAMiJ02
      78/v0N/Tzf0v8s5Pd5XdKxf7ipf9fulLv3vBzc3VRAuLZ789JW2h/p5xQvq37RsW/SZOScjIoPQ1
      xjcLipMzJcnGptZMSZufuJGIaMnHko4dh9GTluTu3rPkpczeD+vJb/aaNSfnL0yjbzO/X5M2X59t
      yhZJsphoTfqJ+fMTMyhlyRL9waOmLqHU1MQ9nSMd47mp8xMzKCU9PWFPSaX+SmhG6papktTv09Pm
      JybqfwKZ0SQt6f1nZhFXL187mPVjWxGZuiwsYiARyS4afeY6YFb6vLRZnn8mInrni7zFbX8iYxJf
      y3nvk9TVbT9yn8VvTls6K24FEVHqkfxZ9l5JOmIpGRyx4EZxOSWEdBkrr8gnmsZaSgAAQEQ04dW8
      hlcNRvXbzszP20c8//ln0/7ypumKyHZ+nbsluxAzjvaZkdO7XNTsPUp0qkTS9biOsrVn/dq+wuXN
      ibvDtvgRUXRnjFQiIsrUr9RlnPQxO4N3T+MxP7tp+Af5j4gZvuGj9/RFZB/oN0r21PPPraX+xFoJ
      BywlfZLmUujwNXRtY4q+miw/vHj4u7Q9G5ckAQAc2byFs+ctZL28sTrS7LT5G9u6Qy75WBLd+9E2
      xdfP56t/W3RPp11ywFKSAhdtVIft4A+PX9o+sv5Y2yM4AAAA0FUvN9kByDFLSSKiuFfUslfYTgIA
      AADAtjns224AAAAA4HHxi4qKegxpNBoul2vY5VGn02m12o72Sz3I5XLDpai98Thjz8gegfRv0wEA
      AAAAy+tay/W9ruNHRkYaLtSPFuVFRUWGS9GjtCjnFuMSKQAAAAA7XFxcOmq5vtd1qN4AAAAAoJ9Q
      SgIAAABAP6GUBAAAAIB+QikJAACWwBe5tzbKLBBI3dravxdwAxARz929tanJAoEUjTKep7sFApkb
      SkkAALAE12FD7t+4au4odXduuwwIefhxAEa4DY5oKLurVavNHai66IbbEIbnWmwOSkkAALAEceIT
      ZQX5sqpK84XQajQ3T+V4T5tsvhDgCLwnx984ccSsIcryL3A8Pezj1x6+QqEwHFWpVMZOYDye2lsF
      MY5zOBxjPSO7BtJ3KgIAALvEdRIEvbDo4ld7oqbOCBhu+jc5N5SXXT/xk0f8WLfICJMvDg7F9+mk
      ii++KTx0YPDkqUJ3D9MurtPpis/+XF1ye8Bry0278uPrWsv1va7jM/aP5HA4jC3KicjweD0Oh8M4
      pdPpGBueMwRiOAQAAOyHe9TggauW38s+euPkUXc/f46Rf1AemU4nb3jAdXURJ0/3GBFlmjXBsQW/
      /Hyd5Mz53TuFbm4CF1dTLatRKVvq6jzHjQ5/8zVTrWlSnbVc3+s6vmHzcLVazeczl5gajYax2bg+
      JOOUTqczNtUjEAe1JACAvRMG+Ie88oJOpVLU1JHOVC854/h6ivjubiZaDYCIyCfxCZ/EJ5TSeq1c
      bqo1OQKB0N/PVKuZHJfbWbD1va7jWyg7AACAdhyBwDk4kO0s+kQg4Le2trKdBfSmVdEqcGK+zvX4
      nMTeRN5mWtw+4LEbAAAAo7z9vMvKy9jOAnpTUVEp9kO1xxp7uCrZUHOZ7RQAAMA+hQ0euPd/sp6d
      9yzbiQCziooKvoDn5m6y7YzwqGy+lJS2tFBLC5sZ8LyxxxMAwF65urkMiAg5c+bME088wXYuwODo
      saMj40awnYVDs+1Skh8wle0UAADAzk2cNmH3p3tDQkLCwsLYzgW6+fnnn1sUzcNHoZMom7BXEgAA
      oDcubi4zn3vq8507rly5wnYu0Ono0aMX8i/MfG4624k4Or6c6RF3Y33IiYjxeCLSaDTGpohIbeQF
      RF0DoUU5AABYp5Cw4GdfnHP80LG8C3nxE+IjIyOFQrzmmx0NDQ3Xr18/feaUb5DPolewh9WUNBpt
      Ry3X97qOb/g/g0KhEAgEjH0lVSqVsf95uFwu45RSqeRy/z979x4XVZ3/D/w9MwcQRNThIje5iHcE
      7wHqjmiZhmkqGlGZ5brflZ/ubpubuLrZrpuu2tbWJmGb2dJFlrxgFynLC06okHcI84YDCIIiqAgO
      cz2/PwaGkTkDA87MmWFez0d/MJ/POefzJkpfnMv7CBmG40p6m4U425hDZ6nV6qJT58svX6utqbX1
      2iy59XALCAkYPCIiOKw7vAwKAEDP208894VZVy+W5p88lv1ltlqpQjdkXnj09AgKC4x/cpKvv/02
      aHRQhlnO/FzH0Ypct7+pt9p09m03upbo7RzN1BR0QfGZXwpyT4wbN37u7HlBQTyEufv371+6dOn4
      0eOFPxXHJ0zywCN1ANC9DBgSNmBIGN9VAFiFQEAdvu3GONc59mM3YCg/90Rd9Z2X//DH3r1781WD
      h4fHqFGjRo0aVVBQ8MX27Keem9nXuw9fxQAAAIC14YxgN1F85pe66ju//c1vecyRhmJiYubMnrN/
      9wG+CwEAAAArQpTsDjRqTUHuiWeefobvQh4QFRU1fFhkwZGTfBcCAAAA1oIo2R0UnSoeO3acnZyP
      NPTYo48Vnz7PdxUAAABgLYiS3UHZlWujRo7iuwoObm5uISEhlWXX+S4EAAAArILRaDTGo1qt1rjL
      o26Ec3vdLOdU+3txLgSdVXuzNjg4mO8quAUHBdfW1AWFBvJdCAAAALSHZVsDm/m5jlEqlcbbqVQq
      U8twbk9EWq3W1BSZjpKGCyFTdp0d/5vr0cO98f49vqsAAACADhhmOfNzHePu7t5mWi6Xu7m5cbYo
      VygUxtvriEQizimlUikQCFxcXIyn2iyEFuUAAAAAfBGJhPosZ36uw72SAAAAANBFiJIAAAAA0EWI
      kgAAAADQRYiSAAAAANBFiJIAAAAA0EWIkgAAAADQRYiSAAAAANBFTElJSZshjUYjFAqNuzyyLKvV
      akUiEeeB5HK58aGopfE4Z8/INgtptdrOVg8AANAN3Km9c+P6zfuNcod7W4e7h7tfgK+3n5jvQsAC
      DLOc+bmOiYiIMD5QF1qUl5SUGB+KOtOiXCjDKVIAAHAuJRdkZ46dE5AgPHxAn96OF8jq79TnnTt+
      Xy4fHRc1NHoI3+XAQ3F3d9dnOfNzHWOj6gAAAOBB0u+O1tc2JM6dHxISwnctD6W6uvrb73KuXa2c
      Nmcq37WAreFEIAAAAA9yc37sIfJIWZri6DmSiPz9/V96cXGgb/B3u37guxawNURJAAAAW7tQeFHR
      qEqcl8h3IZY0Y8aMXh5ep4+f5bsQsClESQAAAFs7+eOZ2U/O5rsKy5s966mz+YV8VwE2hSgJAABg
      U5Vl1339/Pz8/PguxPI8PDyGDRt+qfgK34WA7SBKAgAA2FTVterBAwfzXYW1DB40uLriBt9VgO0w
      CoXCeFSlUpnagXN7amkVxDkuEAhM9Yw0XMjhmmkBAAB0QeO9+4P6O17fHzOJxeLG+ka+q4CuMMxy
      5uc6hrN/pEAg4GxRTkTG2+sIBALOKZZlORuecyzEsQkAAEB3w7Lcb+7oHgQCAc4NOazWLGd+rmOM
      m4er1WqG4Y6YGo2Gs9m4bknOKZZlTU21WUiALAkAAADAE6GwNbCZn+twryQAAAAAdBGiJAAAAAB0
      kWO/OFFz+wzfJRARCVy8hJ4c76kEAAAA6N4cO0qyyrue2pv81qBS1Kt8pthsuRvVN/v5d8NWZAAA
      AOCIHDtKEpGbay/f/pN5LEB2fofN1qoor1z24u8nSOJe/O0L/QIQKAEAAIBnuFfSkQSHBEVGDf90
      2+ezp8x7e/07N6p4PiMLAAAATo6Ry+XGo6b6kBMR5/ZEpNFoTE0RkVqt5hw3XAhtqMzx25d/c+C7
      Q3fv3M348LOsT3clLVwwK3Em30UBAACAw9NotPosZ36uY9zc3NpMKxQKFxcXzr6SKpXKeHsdoVDI
      OaVUKoVCIcNwXElvs1A37tfavpCw/s/OXigSiczcXtHURESKJoWiSZHx4adnT52LnxRvxfoAAADA
      CRhmOfNzHUcrct3+pt5q09m33ehaordzNFNTzmP9v9aZv3GZrHzBjGSFQunm5trD3V13VvLHnGPW
      Kw8AAACcgUBAHb7txjjXOfxjN87mg3c/vN/Y2LtP76SFC55bnKx7+AZREgAAAHiBKOlIKsoriwvP
      L1zy/ItLX0BLIAAAAOAdoqQjCQ4J+s+OdIRIAIBurjBNsjyr9WNs6t7NM8UWXaE4XZJC6dKUyAdG
      Mg03SUqXLqMHB5O2SJdFW7QOcHyIkg7GmjmyOE2SGy9dFtnxlgAAYG1J6c1/INftWzlnY07c5gTL
      hkkuyQ+ESyIqNhys2bcyUZKGNAkPcvZHXgAAAOybOC4+Nr+siojqclZKJBKJRLIyp46oOE2ycl8N
      EdXtWylJKyQiKk6XrMypo5p9zdtJ0oqJdFumpa9s+dhVvjNXrYrNOvpQx4Duh9FoNMajWq3WuMuj
      boRze90s51T7e3EuBDyJXLYld2VOnS1+8QUAAHPVHc/Nj41fRYVpczaGpks3R1JxmmROWrA0Pjk/
      40TdzISq0vAkOlpM0QGlMgqdWJWWeGTybulmX6rLWTknvViaQkT5ZaF7pdKO/njPTJHoL2fHpu7d
      3LZvsTg4lHJL6ygSf090SyzbGtjMz3WMUqk03k6lUplahnN7ItJqtaamyHSUNFwImZJvxWnLs/Ip
      S7JRP6K/vAIAADaWlSJpuV0yNnVvgrgup4ySF0USEUXGJ1NGRV1AaGx+WRUV5paFxk8uK60jKs1P
      in+1NIPysxIlm5p3Di1OiSei0GAz4p/RBe4qy30/YP8Ms5z5uY5xd3dvMy2Xy93c3DhblCsUCuPt
      dUQiEeeUUqkUCAQuLi7GU20WctoW5XYjcplUuozvIgAAgIiMf5mvM9pCPH5ybG5pcShNHh8ZVpZx
      PKc0Kzl+GZUa7Vuca6Ga6irKKDwepyS7K5FIqM9y5uc6p71XsmiD18f5fBdhf4rTdDfXFNbtW6m7
      BQcAAOyCODiUMnN19z7mZlJosJh8w0Lzj2TkUpgvRU4MPZJbFhsaQL5hoZSVkVNHunsrV+4zzqBd
      VLNv48b8pIm4WAUPwBPcoFe3b2VK2aq96WVzckk88/lQyZv74izdfgIAALooetneVSvnSCREFLtq
      7+ZoIoqMT85PkU1eRUQBYZRfNvlVMZF42e7UlYlzJBuJKCldOlNMJh6UMbgzMmmLNP7BEc5BNAMC
      Y04bJaNWHzy5YFftzvnefFdiP6pK85MWbRZTOhERRccn5edWESFKAgDYWvQyqZRjWJywWZrwwEhk
      SsuGvjM3S1uekjH8mkh3/1KbQ0WmSKUpbRY1GjE1CGDAiS9wP7o1e3EC4xXT8g+udweExTZfEyGi
      4vSUrNiwAH4rAgAAAPvmxGcl6wtW812EnRHP3JxeKpmTQkSZkqzmyyIAAAAAJjltlCSiog1eS9Y2
      f700r/6lWF6rsQ94iBsAAAA6wWkvcNdmLlpyZnuOur5AXV9Qsf3ipEX7q/muiW/FaQ+8CKHNRwAA
      AIC2mJKSkjZDGo1GKBQad3lkWVar1YpEIs4DyeVy40NRS+Nxzp6RbRbSarWdrf4hXJdlL12R0fzM
      jf/859YtPlmaQf42rMCeHF8hST1BRERZ+o64RBSbmsxTQQAAAGBjhlnO/FzHREREGB+oCy3KS0pK
      jA9FnWlRLpTZ8hRp1NQ1SyZ5UV79S7G6K91rtjnxrZNeAyhpsTTkHclXs6UfzuK7GgAAALA9d3d3
      fZYzP9c5772SsakFeRQzyWsrEdGaberUKL4r4lFkfHJKioSI6E2J5M3Wcbw4EQAAANrjvFGSiGJT
      C9SpfBdhHyJTpNKU4jRJbjyyIwAAAJjNaR+7afPiRLxHkYgilyFHAgAAQGc44VnJ2sxFCQuziYjW
      6q5u68xdt5ivivinOx8ZnytJyXpgHBe4AQAAoD1OGCW9kzMKkjPynvFasav5FsmiDV5L1g4PdNbH
      t4kocpk0kogi0VQSAAAAOsMJo6RO72ha+nLzozZRq+u3kdfJ/NQoJ+9SXpezcs5Gw+v8OCsJAAAA
      7WEUCoXxqEqlMrUD5/bU0iqIc1wgEJjqGWm4kK5TEfCnOHNjftIW6bJovgsBAAAAmzPMcubnOoaz
      f6RAIOBsUU5ExtvrCAQCzimWZTkbnnMsxLGJ9URNXbNk0qZxuh5A+ZucvK+kXlI8ciQAAMBD0FT/
      QPfL+K6CBP0eF/YM6exO+ixnfq5jjJuHq9VqhuGOmBqNhrPZuG5JzimWZU1NtVlIYNssGZua8+mi
      BMaLiIjmrqvIcOa+kjqRyasyNubUbU4Q810JAACAA/PuG+rRK5jHAqrKpZrO7yUUtgY283Od094r
      SS3P3/BdhV0oTmt9dnuOZKN+HPdKAgBYnosr09TUxHcV1tLU1OTiyn3Wyal4eIXyXYKNOHOULNrg
      tWQt0bqDOeFb3qQNG5OD+K6IN5HL8Ow2AICtiH37VFRWjB07lu9CrKKysrKvT1++qwDbcdoW5bWZ
      i5ac2Z6Tt4aIvJOXD1m4en813zXxqjhNIkkrJCIqTpdIJBKJJK2Y75oAALql0IGhP/9cxHcV1nKu
      8FzYoP58VwG247RR8rose+mK+d7Nn8aPW5d9vZTPenhWnJ6SFZuaHE1UmJaSmZQule5dVZaycl8d
      34WB3SlMk+ilFxPV7VspaWNlTsm+lRKJZOW+Gv1uxWkSiUT3X5T+CM3/gRkcIR2/v4BT8OjpHhQW
      dOzYMb4LsbzCwkLXHi4+/Xz4LgRsx2mjZGD43K1v7arVfcjftGTt3MAwCx161+e7Y4dNOlVw2kLH
      s4Hi3Myk9M0zxUTFR7NiVyVHEokTFiXll1ZZYbHcA9JpsQmffPh5l4/w2fbMx2JmHP7+iAWrAvMU
      py3PStoilUqlUml6UmbKyhyauVkqlUqlu1NjKSldKpVKpZsT+hJRbCwdOdHyy0hhblbrEcpSd0ul
      0r2ptGljTl1dzsZN4ekGB8TvL+AU4qY+8sOB78vK+H/O14Jqamqy92bHPfoI34WATTntvZLeyRnb
      ZF4Jk4hofcxaWppXP/3h33az6/M9H7y37daNW96+3mNjxjx8lTZXVyqj0InWeoI794D0w/c+unr5
      qlKp+tWUiV0+zq+mTHx7/Tur//haeETYb5b/esrjky1YJLSnprSMYicH6D5ELpNK29k2NH5yWVkV
      kZiIio9mJSUnZcl0e21u3SZYLI7e3HKUyPhkwoNw4CQ8ero/PvfR/2Z8nDhv/ogRI/guxwKuXLmy
      I3OHZMZEbz+0AXEujFwuNx411YeciDi3JyKNRmNqiojUajXnuOFCNm9RHrW6vsBSvSR3fr77P+99
      VHerrrGh0aOnx8urfmehA9tGQFhsVm7hskjK3ESpe6OJavatTNyUn5xuqWdxcn+QfrjlI9kVWV3t
      bSJ6+vn54QPDuny00PCQ2YlP/u+TL27X3l7zx7VhEaG/Wf7rPl59LFQsmOY7c9WqI3MSJZuIYlft
      7aBvVHBY6Mbc4pTISCrOzUyK30JZspapwjTJ8iyKTd37QB/T4tzM2Mm78ZcQOIvgsKCnnnvy4LcH
      Tpw8EfNITEREhJubG99FdZpKpZLJZCdOnrhefX36vEcDQwL4rgi6TqPR6rOc+bmOGT58eJtpXccg
      zj3bmVKpVKb6DxER515tjnZPXrfe9QtTRXOa97jP6lee79QuetW7VgUvPmwwsDSv/qWuvTgxY/tX
      /34nU36/+d+4QCD41z/e/dc/3u1aYV2wIHHBwx1APPPV1JWJEglR0hapmOr2vbkpPzZ1b4plGgHV
      1tT+ecVfGhsadR89e3ke/O7w0SPHQsNCykrLu3ZMRZPC09OzoaGhrraurrbu1WWr3njzb71DkEKs
      TpywWZpARMVpkjmSjdTu65Ei45NTcguXRVJuVnL8MsptnYleJpUuq8tZOWcl7d08U0xEVLdvZQpt
      kc70tfZ3AGBHvP3E8xbNvnqxNP/ksewvs9VKlW07LD80loSMyD/Qb8CwcMmsOL6rgYclFAr1v88Y
      fm1IqVQKhUKGab2szchksjYbyeVyNzc3zhblCoXC3d2dc/mSkpKIiAjOJU11uWyz0NYDr0yJWsz9
      zZmgvpFLZDIyt6to++LD6w4WrB7fpb0ftGjxbE/vEP1ZSZZl//jnPzw5L8EChzbP9rc/edhD+M7c
      LJ3Z8kFs+OHheft6v5W++cMtH129Irtde7vhXkPCUzPW/fP1hznmX1f+/X+ffEFEYu++YRFhOCtp
      c5HLpNLknJVzjhYvizb5K0fkxKSUo8XxlJU0cRkZRkkiIhIHh1J+aRWRmIrTJBlhu6XLkCPBKQ0Y
      EjZgSBjfVQCQQEAdvu1G96obwymnfeyGiJZOtUSO1FnwXOIP+Tmr/vZq/7D+Wq323Y3vWezQ3UL8
      NMnnX2b84503xsaM6Svus2/vt7IrpV0+Wpms/Kvd3/QV9xnzyOj17/x9x1ef4HZJGylMe/C5bIoN
      bfdiVnR8UmZGhiw2rHWr4rSWPlPFR7MoOT6SitMkufHSzTgfCQDgiJw2SkYt3n5R/wS3pegC5Zo3
      Vt271+BQT3DbSHOgfHe92Fv84+G8Lh8n7/BRsY94w7tv7PjqkynTECJtKHrZ3lW0KbG5dc9IJQMG
      AAAgAElEQVScskUdvWYzMj45P58mx7XGxMhlWyhFIpFIJCmy1L0pkcXpKVmUldLaSAhPcAMAOBKn
      fYK7aPviw9l0mGm9ot71eyXbWPBc4oLnEi1xpO4pfpokfprkYY7w3OLk5xYnW6oe6JSWeyWN+M7c
      3Po8t1j/ITKl5THv6JZHt6MfeLmSOEUqTbFSsQAAYHVOGyUt+fi24zN8B7chvIMbAAAA2uO0UdKS
      T3A7PryDGwAAgHdFG7xOTnW0NMJoNBrjUa1Wa9zlUTfCub1ulnOq/b04F7IJSz7B3Y00n55M2rI3
      7LON9CqehAAAAHAWLNsa2MzPdRxRUiQSabVa3dfGs0qlknN5rVZraorzODoqlapNcTZkySe4u4W6
      fStTylbtTS+bk0vimc+HSt7cF9fc8w8AAACsLWr1wZMLdtXunO/Ny/KGWc78XMe4urqav0A7fSVF
      IhHnlPl9JU01P7eOqMXbP/8dfz8tu1RVmp+0aLOY0omIKDo+KT+3+bV3AAAAYHVFGx7dmk1brfFM
      sDlEIqE+y5mf65z2XkkrPsHtsALCYrMycpIXERFRcXpKVmwqHpMGAACwFYd8Jthpo6RD/rSsTDxz
      c3qpZE4KEWVKsigpXYqr2wAAALZUtMFrydrmrx3jJJfTRklyxJ+W9eFRbgAAAL7UZi5acmZ7jnq+
      N+lazSzaX5Ex3Z/vstrntG+7aflp1Reo6wsqtl+ctGh/Nd818a04De8aAQAA4M11WfbSFS1PcfjP
      f25d9vVSXgsyh9NGSYf8aVlZ5DLp3sm5c5pfYJdezHc9AAAATiVq6pqtk7w+zidqvna6Zpz9XzJ1
      2gvcUVPXLJnkRXn1L8U2/7S24dZJ3fvuZuq+LEyTSHLxthsAAACbiU0tyKOYSV5biYjWbFOnRvFd
      UcecNko65E/L+gzeoJicLpUiRgIAANhUbGqBOpXvIjqjgyh59epVfedwlmW1Wq1IJOLcUi6Xl5SU
      GI/rdufsGanRaIRCoX5K3xfdZhzup2VlxWmSlLJVe6UJeG4bAADA9tq8ONHW71E0zHLm57oOouSA
      AQP0X7fforykpCQiIsJ43PwW5UKZzW7crM1clCBb3vzWxPxNMZMIZyWJKHKZND1NMkeyES9OBAAA
      sKXazEUJC7OJiNbqrpfqzF232NQeVuDu7q7PcubnOmd87CZ/U8KeWTn6t2/Hphbk0RJmUxGvRdmD
      lhcnJhOReObzoZve3IfHuQEAAKzPOzmjQF3/1nwiWrNNXV+grt+2joiGB9p5JyByyihZdGh967Pb
      OrGp29atP5nPV0X2oqo0P2mR/up2dHxSfmkVrwUBAAA4k97RtDSv+TJp1Op6xwgnThglA8PnXpRV
      PjhWef0MP8XYFd2LE5tPRBanp2TFhgXwWxEAAADYNyd8gtt7yiwKHraKftmYHERERJX7FwxbS9tz
      7L91k5XhxYkAAAA8ipq6ZsmkTeN0z2/kb3KMToVOGCXJf/5GdejHzLCYhS0j6w4W6G+ddG54cSIA
      AABvYlNzPl2UwHgREdHcdRUZDvBMsDNGSSKi8S+p61/iuwg7V5wmyY1Hi3IAAADb8U7OKEjO4LuK
      zuggSioUig5HdHStgjjHBQKBqZ6RKpVK/7W+gSUAAACAUyra4LVkLdG6gznhW96kDS0349mEYZYz
      P9d1ECX1TR+pJeoZjhgSCAScUyzLGvYhN66mdYpjEwAAAAAnUZu5aMmZ7Tl5JQmHyDt5+RBm9f4p
      GdNt2A+oNcuZn+s6iJKGLSi1Wq1Go+FsNq5bknOKZVlTU2q1mmGY1qKRJQEAAMChfPf19zNmPW6h
      g12XZS9dkeFNm4iIaPy4ddknSzPIZlFSKGwNbObnOme9VxIeYPDq7Qckxdu6EgAAAIfxt9Q3vtr9
      9eH9uYt+u3B41LCHPl5g+Nytb+2avYKIdE9w2/ZtN12DKAmEB7cBAAC64C8b/iw9lPflrq9/zD36
      q/iJDx0ovZMztsm8EiYR0fqYtbQ0r96WV7e7CFESAMDp3Km7s/+bH/iuAmwkZkwc3yW0p+D0cb5L
      eCgTJ8d9tevrult1ukAZPXrE63+a5B3i09XjRa2uL7D/XpKGECUdzI3qm/38/fiuAgAcW2XF9es1
      lR1vB93C/ISkwIBAvqvgduLUT+dOFfJdxUOprakVMQyRgogUTYqiMz8TTezy0ap3rQpefNhgYGle
      /Ut2/goVRElHUlFeuezF30+QxL342xf6BSBQAkAXeXi4/+4vKXxXATbi4+1NFTsS+z+3R/d53TH2
      NUudpzy+XjDhL81fv3GMXRNH1TueDnhup36DN46xa+IqdiR+HL77tTgiqs5MDHi2uZA3jrO/HzVk
      5esrLFQMP5558vnGhsaenj29fcT/9/sl85+dp6nu8in/ou2LDzvca1Oc8B3cDiw4JCgyavin2z6f
      PWXe2+vfuVF1k++KAADA/t3Y8cruxGuszjGasD7fIoc9vl7wz/CWw7LHacLTO6qJiN441jJWteP0
      PzOr9TtUZyYGZCdW6QuJE7z5k0Uq4U3Gfz69cuFKSFj/P69b+X1+zvxn5z30IZdOdagcSR1GSbkB
      XadKuQkajcbUuFqt5pwiIoVCof+IFuXm+O3Lv/Ho6XH3zt2MDz+bPWXe2+vfvXzhCt9FAQCAPesX
      HrVHVtH8Ie41dk0sUf76xL+vTxQIBAJBYmY1ER3/u6DZ0zuqqXrH04mJT+u+Pr6+eWK94V2N1Zn/
      PL0j7dngls+xa9gvnm33GZHqQ9ljjrVuE7fm2ufn3t15y7Lfq20lPjN3/vOJFgqRRBS1ePvFt3bV
      WuJQXaHRaLuQ6zq4wO3m5qb/WqvVqlQqwxFDQqGQc0qpVAqFQobhWEihULi4uBg2wzT3e+1e1vxx
      7dEjx0QikZnbK5qaiEjRpFA0KTI+/PTsqXPxk+KtWB8AADi4uNdY+rtAoLus3XKBe09ReBXL7qbj
      6wUfHU+eStNY9jUiqt7x9LJDFVOJKPFtdncwHf+7gI6zbCxRxY7Ep3ektWRB2ZU9Y6btJiKDy9xv
      HGN/TfSXCYKWi94LPq/6wp+aU6xMRuFTDcsKDh9JxVb/5q3J08tz1V9ftdzxirYvPpxNh5nWDkA2
      vVfSMMuZn+s68bYbUyM6prqi61qim9pLKBSamnIe5aXXdnz1aWBwgDkbl8nKF8xIViiUbm6uPdzd
      kxYumJU488ecY9YuEgAAHFrca7qkSNWZiYmZabvDad7cqf5ERHFT1/1TVrHmWVovaI6A8z5/m4jG
      hAcTUbWsiP6yVp8N3/gTNXfMDh8477SsmmL9ieLWsOwaqt7x9Ee6bY6xa7huxgwPp0MyMmi4XSE7
      RzTdOt+vY4pavH3K2gceu7EpgYA6fNuNca5z9hjncD5498P7jY29+/Re9H8vfHV4zytr/jBo6EC+
      iwIAAHtWsN7g2rR/+BjdF3uyD1UTER0/tHZMOO1I/GGq7v7GzxcY7usfHkVvHG+5+dEgI/on/2nM
      s8t2tFw3p4pDu3dSu/ynzj3dcj8lER1f3/+5kX9Y0OWuOd1R82M36nr9P/b++DYhSjqWivLK4sLz
      C5c8/1XunlfW/AEPcQMAgBli1lwL/2fLnZCCt8PTkv2JaF6UbJlAIBBMoONr4oLDx6ydIBAIBIJl
      sijS31hJRHGvHaM4w9soW2fWsH+S9W+Z6i/7E/fJyFb+ybur5u4OaN5hAh1nX33EOt+xA3O8x24c
      vhmQQnmvouQbvquwkeCQoP/sSEdfSQAA6JzgZ3ezz7YdHPjr3eyalg+6i9QGvjA91cp4yv/ZL4y2
      DX5292st08m72eTWmXtN5lTvPKIWb//8d7tqd8735ruSTnDsKClw7d1IvXkuogfZ8nEh5EgAAIBu
      iufHbrrGsaOkqO9ovksAAACwa0qNUqlRth0d/fuM0dSguMdHRWCK4701kTqMkhqNRv+1ru+j4Ygh
      lmU5p9rfS6vVop0kAACA9VTeKeO7BDBf0QavJWubv7b1KUmWbQ1s5uc6hqX2rs8qlW1/jzEe0dFq
      taamyHSUVKlUbYoDAAAAcEq1mYuWnNmeo57vTbr3cS/aX5Exvd3G75ZkmOXMz3UdnJV0d3c3XECh
      UBiOGBKJRJxTSqVSIBC4uLgYT8nlcjc3N7QoBwAAACC6LsteuiKj+Zkb//nPrVt8sjSDbBYlRSKh
      PsuZn+vQDAgAAADAHkRNXbN1ktfH+UTNV7rXjLPzZ26IiMGZQAAAAAB7EJtakEcxk7y2EhGt2aZO
      jeK7oo459hPcAAAAAN1JbGqBOpXvIjoDF7gBAAAAoIuErFrLsqyWVbNalmWJZbVa0vJdFQAAAIBT
      qc1cFLPhRPOH/E0xzKYiXusxl/D6gR2NNeWkZbUCARFr0ze3AAAAAABR/qaEPbNyVre8gDs2tSCP
      ljhEmmTKsv/rdfRbr6jx4olzegYGESsSCHDVGwAAAMBmig6tX7qi/oFXb8emblvndTI/NcrOH+Jm
      RPduK5oa6m9W1f18KeDxBT7jJghcXUnAsiQgAVt6tVTfOZxlWa1WKxKJOA8kl8tLSkqMx3W7c/aM
      1Gg0QqFQP6XV4sI6AAAAOKHA8LkXZZUUG2QwVnn9DNFUGxZhmOXMz3WMq1BNivv3G2sYeVXFe99U
      h46LWPy6a/8QkYsnMcIBAwboN22/RXlJSUlERITxuPktyoUynA0FAAAAJ+Q9ZRYFD1tFv2xM1qXJ
      yv0Lhq2l7Tm2PCXp7u6uz3Lm5zpGQG4Cd8Z1QKxKqBA03aGay1c2vegycJw4+pE+E+e4i31tVD4A
      AACAs/Kfv1Ed+jEzLGZhy8i6gwX6WyftGSOXK7yGx/k++ZyrVx9l/e2aH3c1/fC5Z6XLdVmRqv/I
      kL4+hPcZAgAAAFjb+JfU9S/xXUSnCQ/VqivO/qS5dbunp7cH00MhKxMPGq+8XXd77CxNX3/kSAAA
      AAAwhWm8e1/g51n47l9Z7f3evXqI+3jKb5a7TF8UEPtkQEAA3+UBAAAAgP1iBoyLYct+cm+s9XBj
      RPUKjTqAmb64Z3xiSMggVwavVQQAAAAAkxgaOrqEcZVobzQW/cAGDfKYneI54Unf/v1dGBe0KwcA
      AACAdjBDR42tqaloOHuA9Q7tkfiKZ9zjAaEhgpYUqVAo2uxgPKKjaxXEOS4QCEz1jFSpVPqv9Q0s
      AQAAAMDGDLOc+bmOuX/kW99zX9937SGe/4c+YyQ+AYECVp8kSd/0kVqinuGIIYFAwDnFsqxhH3Lj
      alqncBIUAAAAgDetWc78XMe4F+wiL6/ec34rjp3eLzjE1dXNcAfDFpRarVaj0XA2G9ctyTnFsqyp
      KbVazTBMa9HIkgAAAAA8EQpbA5v5uY5RuzG95qT4TnwisH+wSMggzTkkO/6xNTXJXVy5f/0AAAAA
      Ryfs80yq/4QZQf2DRCKG8zI02D9vP++Kigq+q+BWUVnh7SvmuwoAAACwCqFv3GP9gvsLRS64vuy4
      Qgf2P3vuLN9VcFAoFOXl5UGhgXwXAgAAAFYh9A8OdnFBjnRsUWMjT506effuXb4LaevAwQORY4bz
      XQUAAABYi1DEuPJdAzwsESOKiR//vy/+x3chDygqKjr/S3HM5HF8FwIAAADWIsTtkd1D5OhhYv8+
      H3z4gZ2cmywoKNj71d7piY/xXQgAAABYUQevRpTL5R2O6Gg0GlNTRKRWqznHDbtfokX5Q4qNH198
      5pd33v3XuHHjR40cFRQUZPsa7t+/f+nSpeP5x4UugqcXz/Xw9LB9DQAAANAFGo1Wn+XMz3UdREk3
      t9Y2k1qtVqVSGY4YEgqFnFNKpVIoFDJcr/NWKBQuLi6GzTDbL8aY+kau9saBzu5lccyAl4SeEXxX
      QUQUOXrYkKhBRafOZ3+1p7am1tbLs+TWwy0gJGDUxBHBYTwEWQAwU5Nc8ej46XxXQUqFcubcJ1b9
      bSXfhQBY2M1rR25eO8JvDUy/Tu9imOXMz3UdREnjRuedfduNriW6qb2EQqGpKTP5Bk307T/5YY7w
      kGTnd6g63sp2GIYZHRM9Oiaa70IAwH4Nixr66vqX+a6Czpw8+/lHmXxXAWBhIv9pIv9pfFfRFQIB
      dfi2G+Nc91AxDgAAAACcGaIkAAAAAHQRoiQAAAAAdBGiJAAAAAB0EaIkAAAAAHRRB09wazQa/de6
      vo+GI4ZYluWcan8vrVaLdpIAAAAAvGPZ1sBmfq7rIEoqlcoOR3S0Wq2pKTIdJVWq1kY6yJQAAAAA
      fDHMcubnug6ipLu7u+ECCoXCcMSQSCTinFIqlQKBwMXFxXhKLpe7ubk9TItyAAAAALAIkUioz3Lm
      5zrcKwkAAAAAXYQoCQAAAABdhCgJAAAAAF3Uwb2SAAAAzuZ+o/xi0aXrZdX1d+5ptVq+y+kcVzcX
      bz9x6MD+EUMH8F0LOAVESQAAgFYFuSeKz1yIiYl5YlqCj4+P/tlQR9HU1FRRUXH23NmC3FMTH4sJ
      HRjCd0XQzTltlCza4HVyav1LsXzXAQAA9mNf1v5+3v3WvrbWcZuKuLu79+3bNyoqqry8PGtn1t3b
      9dHjR/BdFHRnDvbLFgAAgJX8sPdweP8Bc+fOc9wcaSgkJOR3y3534dzlqxdlfNcC3VkHZyWvXr2q
      7xzOsqxWqxWJRJxbyuXykpIS43Hd7pz/W2o0GqFQqJ+y7f0oUasPnlywq3bnfG8bLgoAAHbqyvkS
      jVI7ffp0vguxpB49eiQnJW//ePuAIeF81wIOwDDLmZ/rOoiSAwa03rTbfovykpKSiIgI43HzW5QL
      ZbY8RVq04dGt2bSVWawfWZqH690AAM6q8ETxnFlz+a7C8gIDA4cOHVp85pfI0cP4rgXsnbu7uz7L
      mZ/rnPYCd9Tq+m3rWj8iRwIAOK/7jfeb7itCQ0P5LsQqxo4ZW3qpnO8qoNty2ihZm7loyZntOer6
      AnV9QcX2i5MW7a/muyYAAODFrRu1wcHBfFdhLSEhITera/iuArotp42S12XZS1e03CjpP/+5ddnX
      S3ktCAAA+KJoUnp4ePBdhbWIRCJW42DdMcGBOG2UjJq6Zuskr4/ziYiKNngtWbtmHC5wAwAAAHSK
      0/aVpNjUgjyKmeS1lYhozTZ1ahTfFQEAAAA4GOeNkkQUm1qgTuW7CAAAAACHxSiVyjZDWq1W36BH
      31RST6FQcB5I1yqIc1wgEJjqGalSqfRfG69lTW3edoOX3wAAAIBTM8xy5uc6xrh5uGHzScNZ3bip
      t5EKBALOKZZlDfuQG1fTOmWjlwvUZi5KWJhNRLRWd3VbZ+66xab2AAAAAOj+WrOc+bmOMW4erlar
      GYYx3l+r1Wo0Gs5m47olOadYljU11WYhgY2ypHdyRkFyRtEGr33X5o5+PWO6f+X+BavpvYzp/jZZ
      HgAAAMAOCYWtgc38XOe0T3AHhs/N/nB4oD8RBQWOzl4bvKmI75IAAAAAHIzTPnZzXZa9NC9D99R2
      1Or6beR1Mj81CvdKAgAAAJjPac9KQjdk2ye3AByV7voU31UAQDfhtFEyauqarZNaLmrnb0KLcofH
      MIxhQwAAMEWtVosYEd9VAEA34bQXuCk2NefTRQmMFxERzV1XkYEW5Y7N1c1F3tjEdxUADqCpqcnV
      lfsBSgCAznLeKNnyKDffVYCF9PBwrymv47sKAAfQ0NDQw6MH31UAQDfByOVy41FTfciJiHN7ItJo
      NKamiEitVnOOGy5k8xvdijZ4LVlLtO5gTviWN2nDxuQg264PFuXZq+fdu3f5rgLAAdy9e7dnLw++
      qwAAu6PRaPVZzvxcx7i5ubWZVigULi4unH0lVSqV8fY6QqGQc0qpVAqFQobhOP3ZZiHb3gZem7lo
      yZntOXklCYfIO3n5EGb1/iloLenIvPr0qqvDWUmAjt2qvRUQ4ct3FQ6mOF2Sktn6MWmLdFk013aF
      aZLPwvZuninu8iqULk2JbBmo27dyzqZ8gy1iU/dujjv+wGBs6u7NM/HzBEswzHLm5zqhMe7RjqZ0
      XdE7NdXmaO1/ewqF4o3VG0y9gLHzrsuyl66Y7938afy4ddnXSy10aOCFi6uLSqXCQ9wAHbp580Zf
      n758V8GnPyx5pbHxfqd3S06X6uxOLVsuSSu0QmVcYlftleq1hNTWwS2hmxJX7quxUTHQvQkErcGs
      E7mO77LNlf2/vdlffPV4bELWpzstESgDw+dufWtXre5D/qYla+cGhj30QYFfPn4+169f57sKAHtX
      V1fXR9yb7yp4c/C7Qz8ePjrtkSc+eHdbY0NjVw7hO3PVqtiso8VEVJezUqKTXtwyXZqpG1u5r063
      wcp9dURExWkSXear26fbID2tZeQhRC9LT84/cgLXZIA3DhMln1mUNGzE0IryyjfXvfV47MyHDpTe
      yRnbRi9OmLSe1j4aM2n90jxc3XZ8voE+165d47sKALtWU1PTu6/z5kgienTG1KnTp9TV1r3/dvq0
      mISuBUpxcCjJSusK0+bkTt4rlUqle1NlKc3nKfOz6HmpVLo3lTZtzOFIeHU5GzdR6l6pVDqRssxY
      K3/jHIlea2BtFRAam19W1dlvAcBSmFdffbXNkFqtFolExncusiyr0Wg473okojt37vTp08d4XKPR
      EJFIxNHDrM1CZ8ukJ3xut1Or2Luvu4d7w73GhnuNb657692N7733r5emju1iAqze9fna1k9bJ3lR
      Xv1LXWgtqVFrMv/7RWWta9fKIKJrZRVd3hcMBQT3K7lQEhuLDqEAJslksoDgfnxX0er8zxc2/+0t
      Gy8qFAjcPdzl9+UKRd37b6d/uOWjFatfGRQyuLPHuV1RRvlZcySbmj+HFy+bSERJ8dFEJI6Lj91U
      VkWhbXaqO56bHxu/SkxE0fFJ1HEbkdhVezcnGN57iROQYF+YmJiYNkNKpdLFxYUzSqpUKldX7sx0
      48aNfv04/nhSq9UCgYAzSrZZ6K7HhREhnLcxN5PL5WzLmUg3tx4jRkU+RJfdou2LD687WLB6fFcP
      YCBi8AAfZdfusSYiGjk2OjA4wAJ1OL3gsKDD30j5rgLArl26fDF0eH++q2g2etyoP6Qut/26P58t
      1v+t1MO9x8AhEX06eaa2rqKMwuP70hFKNnxKhqgw13JlmquqLD82dJXt1wXQYebPn99mSC6Xu7m5
      Gd9GqdVqFQqFu7s754FKSkoiIiKMx5VKpUAgcHHhaIfbZqFbfY5NiZrWTq1vr3+nqUnh7eMdJ4l9
      8f8WjhgVqb6RS2TySfWOLJ1qiRwpYkSPTBgn9OT43sHGGBemj3efysrKoCA0dgLgVlJyVTJrAt9V
      tJr+ZHt/7FtJxgefNNxr6N3Ha8TIyKUv/9/4uHGXz5fcrWowd/+afRs35idt2SymUNqYsW/+5pm+
      dftWzjkSv3dzMBFl5RYui4xuOfsYHEr5pVVE4sLcLKJU3dnK3ON1CTNbRh5OYVpKZmzq7q6fzgB4
      SIzuAnQbWq3W+ElY3Qjn9tRy+ZtzvJ29OBfi9I/XN9+qufXkvJm6EGnOLu2KWrz989/tqt2pf4gb
      uoWwwSFFPxchSgJwunz5sn9QPyd/Afd/P/jkwvlLEyfH6UJkJ/bMTJG09ANqaQa0bO+qlXMSJZuI
      KDldmiCmQiJKoqMSyXKi2NS9CWKi+CRKSZFkUXJSEhERiRNWpebOmSPZpB8xvcreMN29khv107Gp
      u1fRA4NoBgQWw7Ktgc38XCe4f7/zDRG4XLt2rX//h7po8t+81VOjf93OBl/t/mZ24pOGI+obud6M
      3Lf/5M6v1tyf3MDSrt0rKTu/Q+UzBWcl7cS9uw1f78hJXYlrPQAcdu76ok+g19CoTt8U2M3s3rEn
      8dl5hiO6s5Jz58y1aR2FaZLllC5d9vBnRzr0t7/9dfErL1h/HXBgdxqrK2p+Toj+re6j+bmOMb5g
      3bUL3CKRiHPK/AvcHf6i3CZHPpyo1fUFqy13OLATvXp7enp5Xr16dcCAAXzXAmBfWJY9f/78S48v
      5LsQ/rXJkTZWl7NyzsbmDuNJW6Q2yJEAZhKJhPosZ36uc953cFfvWhW8+LDBQBfPSoK9GTpyUH5B
      PqIkQBs//fRTxNABTn512x6IEzZLE/guAsBynDZKWvIJbrArg0cMOnqw4O7du717O3XzPIA2jh7L
      mzJLwncVANDdOEyLciuwzBPcYIdGPjLiiPQI31UA2JGff/65p1dPn3540BAALMxpo2TU4u0X9S9O
      hG5mTNyoM2dO19fX810IgL04eOjgqLgovqsAgG7IaaNk0fbFh7MXJzBeMS3/fJzPd01gQWMmjPr+
      h+/5rgLALpw6daqnl3tgf7wKAQAsz2nvlcQT3N3cqJjozA92lpeXh4SE8F0LAM++/e7bWc8+wXcV
      ANA9Oe1ZSSIq2oBTkt1a7NRHvvr6K76rAODZ1998PSRqoNinL9+FAED3xJSUlLQZ0mg0QqGQ8x3c
      Wq2W823aRCSXy40PRS1d0TnbT7RZSNvyfm2bqM1ctOTM9hz1fG/SNQZatL8iY7q/DSsAawsfFCq7
      WHb48KEpU6byXQsAP0pKSn65cD75twv4LgQAHIBhljM/1zHGL87m6x3cQpktT5Fel2UvXZHR/DCj
      //zn1i0+WZpBiJLdzOQZEz9LzxowICI0NJTvWgBsTavV7ty1M37mJL4LAQDH4O7urs9y5uc6p73A
      HTV1zdZJzde1izZ4LVm7Zhz6k3c/IkY0Zabkf1n/U6vVfNcCYGuZWZlDogcGhQbyXQgAdGdO+9gN
      xaYW5FHMJK+tRERrtqlT0SajewoZEDx01KDPPv/sxUUv8l0LgO0cPHSwSXlfMimO70IAoJtz2rOS
      RESxqQXq+gJ1fQFyZPc2Jm6UqIfgy6/28l0IgI2cOnXqXNHZx+c9ynchAND9OXWUBOcRn/CrG7du
      fP89Ok1C91dcXPzd/m+fmP8434UAgFNwzihZm7koZsOJ5g/5m2KYTUW81gO28MSCacTTlcEAACAA
      SURBVFdklw8cPMB3IQBWdP78+V27dz35zBOeXj35rsWRCATNz6V2WxxtVAAswxmjZP6mhD2zcla3
      vIA7NrUgj5YgTTqDWc8+cfnqpZxvc/guBMAqzpw5s3vP7qeenyn2RRfJzvHo6VFff5fvKqxFLpe7
      urryXQV0W4xCoTAeValUpnbg3J5aWgVxjgsEAlM9Iw0XstVvhEWH1i9dUe9tOBSbum2d18n81Cg8
      xN3tPfnMjB/2Hsr6Iivp6SS+awGwJKlUWnCiYN6i2V59evFdi+PpF+j3XVm3vWRRUlLiH4xmd9Ax
      wyxnfq4TGiMigUBgPK5rR8mxQ8tsp8aNF7LV6ffA8LkXZZUPjlVeP2ObxcEOTJszldy0ae+n3b59
      m+9aACxj1+5dv1wqnr/4KeTIrhExoqCQgMLCQr4LsYqCnwoGDg/nuwpwCK2pzPxcxxg3D1er1QzD
      CLlalGs0Gs5m40Rkqg85y7KmptosJLBRlvSeMouCh62iXzYmBxERUeX+BcPW0vYcnJJ0HhOmxvxS
      ePHf770756m5I0eO5LscgK67fv36Fzu/CAzzT0iaznctjm1UXHTOlzlRUVGcr2dzXIWFhfcVjWGD
      8JoG6JhQ2BrYzM91zthX0n/+RnXox8ywmIUtI+sOFuhvnQQnMSx6iH9gv9xvj1y8dPGp2U+5ubnx
      XRFApx0+fPjHPOnkJ341YEgY37U4vH6BfkOiBmZ88t8XF73Edy0Wc/Xq1ezsPXNfmMV3IdCdOeNj
      N0RE419q7ihZX6CuR450Un19+sxd+KSrl2jjpo0FBQV8lwPQCZcvX37n3XcqbpQvXJaMHGkp4yaN
      8fT2ePff75aWlvJdiwXk5eV9+tknMxZM6+uDx7DAipzxrCSAobETRg8aPrAg9+Tx/GOPPTptxIgR
      fFcE0J6KioqDhw7cvns7Zuq44LAgvsvpbmImjy8NLNuzd3cPtx5Dhgz18fYxvt3LzikUimsV134u
      KgodFPLs0qd7uPfguyLo5hAlAcirT69pc6ZUXavOO/bjgUMHJJMkY8aM4bsogLauXLmSd/THW7W3
      RsdFTx0h4bucbitsUGjYoNCbVTWVZddvXK5iWe4OJHaLcXUR+/V95rfzESLBNhAlAZoF9PefmeR/
      4/rNwpNnv/7m63Fjx44ePSYwMJDvusDZ1dfXnz179sTJn3p49IgcO+zRoZP5rsgp+AX4+gX48l0F
      gANAlAR4QL9Av36z/RRNil8KL32xK0upUA4fHjlk8JCIiAiHu84FDq2iouLS5Uvnz5+vv1c/aPiA
      aXOn4I43ALBDjFwuNx411YeciDi3JyKNRmNqiojUajXnuOFC3fylVeBQ3Hq4jXokatQjUQ31DaWX
      y3OPHt6R+bmXV+/g4KAA/0BfX98+ffp4eXm5u7vzXSl0BwqFoqGh4c6dO7W1tVXVVZWVlTU1N739
      vIPCAidMf8S3nw/fBQKAU9BotPosZ36uY4x7oCgUChcXF86+kiqVylTPFKFQyDmlVCqFQiHDcJz+
      bLNQN2vlBd2Dp5fniLHDR4wdTkT1d+7VVN+6WVN1pezSvbsNjQ33FU1NRESshd9v2yRXMC4Mw4gs
      eVB4aP/9+L8vvvSihQ/KEgnIxdXVo6e7p5enV99efX36TIgc7+3n3fG+AAAWZZjlzM91HK3IqeWV
      NqaW4RzXdT/n3N7UVPsLAdgbrz69vPr0ihhq9ZdGvP7qumkJj06aMtHaC4H57tU3ZO/NXvzHF/gu
      BADAWgQCMjzBZ2auQ4wDsDsssYST9HamRw+3Jt1JaAAAMIAoCWB3WC0rRJS0My6uLu4e7vL7Ju8c
      AgBwToiSAHZHq9UKRfh/0+54+4hv1dTyXQUAgH3BX1cAdkej0YhEeObG7vgH+l+vuM53FQAA9gVR
      EsDuqNVqREk7FDYg9OoVGd9VAADYF0aj0RiParVa4y6PuhHO7XWznFPt78W5EICTU6vUjAteH2B3
      Bg8bdPiHI3xXAQBgLSzbGtjMz3WMUqk03k6lUplahnN7ItJqtaamyHSUNFyoy5nyfn1Z13YEsE8q
      lcrFxYXvKqCt6NFRb294l+8qAACsxTDLmZ/rGOPXdcjlcjc3N84W5QqFwtTrPUQiEeeUUqkUCASc
      fy+2WahrLcrr7lbW3a3swo4WhEdtwbKUCqWrqyvfVUBb3r7eg4cOOiY9PkESx3ctAACWJxIJ9VnO
      /Fzn2BfRmH7xRPF8VwFgYQqF0tUNUdIeTZ0x5buvvkeUBADQw2M3AHZH0aTo0YP7DaXAr5lznrhy
      qaTo7M98FwIAYC8QJQHsjlwu7+Heg+8qgNvzi5M/ev+/fFcBAGAvECUB7I78vtzdg/umZOBdwpwn
      vL3F6f/6gO9CAADsAqIkgH3R3SjJMI59H3P3tvKvK375+cK2Ldv5LgQAgH+IkgD2pbGhsadnT76r
      gPa4ubn949/rr16Rvbbir2Wycr7LAQDgE6IkgH1puNfg2cuT7yqgAz17emx45++R0cP/3wu/++ff
      /3XmxFm+KwIA4AdTUlLSZkij0QiFQuMujyzLarVaU+9zk8vlxoeilsbjnD0j2yyk1Wo7Wz1A93Pv
      7r1eiJIO4plFTz85L2Hf3m+3pX1cJisfPHRgYP/APn1769qCuri69Ozp0btvH79+vsEhQb28evFd
      LwBAewyznPm5jomIiDA+UBdalJeUlBgfijrTolwowylSALp7t96rtxffVYC5PHt5Ji1ckLRwwd3b
      d0suX626Xl1/p16pVBIJGu413qi6ebv2dnXVjXJZeVBI0KixI+MksWMfGc131QAAHNzd3fVZzvxc
      h1v7AezL3Tt3e/fpzXcV0Gm9+/Ye025GvHKp5MTxk//59zaRSPTMoqclUyfZrDYAAOtBlASwL3fq
      7vQRI0p2QwMHRwwcHJG8KOnokePb3//43KnC3736//guCgDgYeGaMoB9qaut6yvuy3cVYEUTJ8d9
      uGNr7a3adza+x3ctAAAPC1ESwL7U3qoTe4v5rgKsSygS/nXTaxeKLx7+PpfvWgAAHgqiJIB9uVVT
      6+2LKOkUXvjN83v+t5fvKgAAHgqiJIB9qblR4+vnw3cVYAsTJLHVVTeqKqv5LgQAoOsYhUJhPKpS
      qUztwLk9tbQK4hwXCASmekYaLqTrVATg5G5W3/Tr58d3FWAjg4YMlJWUBgT5810IAMADWc78XMdw
      9o8UCAScLcqJyHh7HYFAwDnFsixnw3OOhTg2AXAu1VU3/AP8RQz3iwDAUdRcvVd79X5TvcnfyfUm
      hD2puNTz7K2K9jcTCAU9vV39Bvfy6tfDQjUCABhrzXLm5zrGuHm4Wq1mGO6IqdFoOJuN65bknGJZ
      1tRUm4UEyJLg9KoqqnCCyqEp76t/3lflInQNCuvnEeLe4Z9qQ6MGmXNYVsverW24sP9672C3IVP7
      WaBQAAAjQmFrYDM/16GvJIAdqbxWGRgcyHcV0HVndleED+rff5Dlfx/o49MrdEjAzyeu/PJD9bBp
      +H0DAOwFHrsBsCPXyiqDQoL4rgK6qOTYLb8AH2vkSL0R4wfKb2nqyhuttwQAQKcgSgLYkfLS8pDQ
      YL6rgC6qKr47YLjVf3xhQ4Krz9dbexUAADMhSgLYkbKrZSHhIXxXAV2hUWmFQoGrG/fd5BYk9vO6
      V8PdSQMAwPYQJQHsRcO9hoZ7jUH9ca+kQ9JqWIGJBheWJRQKtRq0TgMAe4EoCWAvrlwqGTB4AN9V
      AAAAdAIjl8uNR031IScizu2JSKPRmJoiIrVazTluuBBalIOTu/zLlUFDIviuAgAAnJRGo9VnOfNz
      HePm5tZmWqFQuLi4cPaVVKlUxtvrCIVCzimlUikUChmGo+tQm4U425gD2K268saKs3fvVDWShX4J
      6t00ROw6vPCr60Eje3uH9rTMQQEAAMxjmOXMz3Ucrch1+5t6q01n33aja4neztFMTQHYsys/1twp
      bxo0Imz8RLFlj3yzou5yXmld2f1BEl/LHhkAAKAdAgF1+LYb41yHGAfQaeWn6+Q12okzxvgFWzhH
      EpFfsHjijDGKWrbsVK3FDw4AAGBZiJIAncOyVPpT7ci4oVZdZWTskLITdawWNxADAIBdQ5QE6Jxb
      V+/5BYldXK370lHGlfEL9q652mDVVcB2buxJifz1lzeI6OaXr/iHR/qHR/qHbz3ZMm0w+MqeGh7r
      BADoJERJgM6R31V5etnimZheXj3ld5U2WAhsqSbnzy8P/kZWXC0r/mbFe0+m5NwkOrklMvq7xwpl
      xdWy4uqfHtv3CNIkADgO655ZAeh+WJa1UbcBAVnq2XCwH74JH8mavxw34XdUTETn8t6a/v5PCX4t
      G/zjJ7yGHQAcB6PRaIxHtVqtcZdH3Qjn9rpZzqn29+JcCADACZw89t7MGYf8TmdvpMHfGDyu7+c7
      kr+iAMCJsWxrYDM/1zFKJccVNJVKZWoZzu2JSKvVmpoi01HScCFkSgBwGje/fOVJ2lH9VD+qCZlJ
      5XyXAwDwYJYzP9cx7u7ubablcrmbmxtni3KFQmG8vY5IJOKcUiqVAoHAxcXFeKrNQmhRDgDO4eSW
      yPT+h6qX9yMi8g2KogPlNTSu5cTkzS9fib62qHo5zk0CgG2JREJ9ljM/1+GxGwAAWzq5JTJvQvFH
      T/VrGRg5acX+/7c256buU03On1+m95OQIwHAQeCxGwAA2zm99cm3iN6K3Kj7OOPNwvSEccuLv9kS
      GR3+KhERTX//p7fn4U1HAOAoECUBAKyv37z04nlEREurZUuNp8ctL65ebuuaAAAsABe4AR7CuXfC
      I985bfixtSPgzS9fMdGDurU99cktkQ8ORvpvOWfrbwIAAKDLcFYSwDpu5H1Hq1ZcyjtN48a0jM14
      szBd1z7wxp6Uqelfzv2o+VzUuXfCM0JwWRMAABwOzkoCWEXNqX302LNJjxV92PI4xQP6TZoxfd+1
      apuXBQAAYFGIkgDWcPPYgajfJPj5jp1JB/I4XoJ3I++7/TP7+9u+MAAAAEtiSkpK2gxpNBqhUGjc
      5ZFlWa1WKxKJOA8kl8uND0Utjcc5e0a2WUir1Xa2egA7dSPvu8GT0omo36QZ9OdjN+bpOr9892rL
      U7pEM94sbG0HAwAAwDfDLGd+rmMiIiKMD9SFFuUlJSXGh6LOtCgXynCKFByNf8gMrheVnM7+f9+9
      R+HvNX+c8djNpxKI9PdK3tiTMnXfjLF+NiwUAACgA+7u7vosZ36uQ3oDeAj9QiJp47HmZ65vfpmx
      kQaH+NLJY+/NfOdQtay4WlZcLTv0Pr264/QDe81L3xH18tR3TnMdEgAAwIHgCW6AhzFu+aH3U6b6
      h+s+TX//p6Xj6Nw7b02f+ZP+4nW/STOmRx8792x/w/1Gvrz7d/6JkbS7+OUxBAAA4KgQJQEejr71
      tN7Il2VvG372e+rtaiKit6ufMhgdY9iquu0uAAAAjgEXuAEALMClh0ilUNtgIXmjwq0nzgIAgL1A
      lAQAsAwvvx41129be5WqspviMA9rrwIAYCZESQAAywgZ1/eXMyWslrXeEndu3SsvqQoZI7beEgAA
      ncIoFArjUZVKZWoHzu2ppVUQ57hAIDDVM9JwIV2nIgAAByUO6dlveNPR/Wcixw3s6+tl8eNXym6e
      P1kyIiFQKOLo1AsA8JAMs5z5uY7h7B8pEAg4W5QTkfH2OgKBgHOKZVnOhuccC+HPRgBwcGHjvHuK
      XYvzL6kVrIenm6UOy7Jsfd39PkHuY5/u31NsscMCADyoNcuZn+sY4+bharWaYbgjpkaj4Ww2rluS
      c4plWVNTbRYSIEuCI1A0KRjy5LsKsF++A3r5DuilvK9WNDzUUzhrXnn95dTlvv18iUggII++AUIG
      f0gCgBUJha2Bzfxch8cAAcylVqk/+fCzy8erlv/mj3zXAvbO1YNx9XioP2C1Loomaujl17/jTQEA
      +IPHbgDMckx6/MUFS27fvvPc4mTcjQE2ENQ/8FrZNb6rAADoAKIkQMc+/WjHvzenLVuRsmLNy169
      vWz0iBiLyOrUhgwffL7oAt9VAAB0ABe4ATqw5Z/vX70iS/v4XW9fbyJy7+1SW9log3Xv1TeKA11t
      sBDYp7ExY3Z+tpvvKgAAOoCzkgDtef9fH1Reu/7P9zfpciQR+QzodbOyTqW07ntN1Er1zYpa3wF4
      vsd5hYaH+Pn7HT1yjO9CAADagygJYFLWpzt/+fnCun++btjQQCCgsEe8zx237pXHc/kXQ8eLBUJc
      4XZqs+YlZGd9yXcVAADtYeRyufGoqT7kRMS5PRFpNBpTU0SkVnOfwjFcCC3Kwa6cyD+V9cnOtP/+
      27gbQsgY8ZXGmqPfnR40Iswv2MLvHblZUXf559Le/XuEjvW27JHB4TyW8OiXu775IefAtITH+K4F
      ALo/jUarz3Lm5zrGza1tt1uFQuHi4sLZV1KlUhlvryMUCjmnlEqlUChkGI6bMtssxNnGHIAXKqVq
      y5vvv/zn3wcE+XNuMPBXvnXljWVnr53Lv0AW/CVIQH0CeoZPEnuH9rTcQcGB/XrZi+tWrR89fpSP
      rw/ftQBAN2eY5czPdRytyHX7m3qrTWffdqNrid7O0UxNAfBoW9r20eNGSqZOamcbcUhPcQgCH1jX
      qLEj5yY99ea6tze9t4HvWgCgmxMIqMO33RjnOsQ4gLYunr+0/5sflixfzHchAEREC5c85+0j3vj6
      m3wXAgDAAVESoK3M/2YtXPKcZy88PQ32YuXrf1Iqlf9Yu5nvQgAA2kKUBHhA0dmfr1wqSUyey3ch
      AA9Y+481DCNauXz17drbfNcCANAKURLgAV/u/HreM3P4rgKAw6trV4wYOTzlheX5eQV81wIA0AxR
      EqBV5bXKn46deGrBLL4LAeD2wm+e//3K5f/elPb+21s1Gg3f5QAAkFBjhIi0Wq3xuFarJSLjcR2W
      ZU2Nm5pqsxDP/yYAiL7/5sATs6eLRCK+CwEwacLkuP9kpisUyoVzXvx+3wG+ywGA7oNlW2Oe+bmO
      USqVxsdSqVSmluHcnoi0Wq2pKSIylRQNF0KLcuDdwe8O/e3NtXxXAdABT8+ef/zz70//dOazj3bs
      y855ZtHTcb+K5bsoAHB4hlnO/FzHuLu7t5mWy+Vubm6cLcoVCoXx9joikYhzSqlUCgQC4/eFGC+E
      FuXAr1MFp3v37R0xOILvQgDMMuaR0WMeGX1o/+FPPvws65Odc5OemvyYhO+iAMCBiURCfZYzP9fh
      XkmAZkePHPtVuz3JAezQ1OlT0j/ZMifpqa92fbMo8ddZn+68e6ee76IAwIlwvM8QwDkd/7Fg8xa8
      UAQcUvxjkvjHJEVnf97/zQ9PP5E8acrER6dPmTA5ju+6AKD7w1lJACKiC8UXPTzc+4f257sQgK6L
      GjXiT3/5454fvhg1buTu/+2d+9iCtze8W3D0BN91AUB3hrOSAEREp386MzZ2LN9VAFhAT8+es+bN
      nDVv5vWKqqNHjmV98sXfV2+ImTj+kbhx42LHevt6810gAHQriJIARETnThXOSXqK7yoALCkwOGDB
      c4kLnkusrak9cfzkifxTW/+9zdfPZ9TYkSPHRkePHtHLqxffNQKAw0OUBCCWZQvP/vz6pr/wXQiA
      VXj7es+YPX3G7OlEVFx4vvB00Td79m18fbN/QL/h0cOHjxg6dMTQ0PAQvssEAIeEKAlAvxRdCA3r
      79HTg+9CAKwuMnp4ZPTw5BeTiOhC8cVffr5w+sTZzIys2lt1g4YOGjQkYuDgiAGDBwwYGI4GbQBg
      DqakpKTNkEajEQqFxn+IsCyr1WpNvQhELpcbH4paGo9z/pHUZiHd23TAMbDsveILyto6slRfeQG5
      isWekUMERg1NbeDC+YvDRgy1/boA/BoaOWRo5BDd13du371y8UrJpasn8k9lfbZLdkUWFhEWNiA0
      NDykf1j/kND+waFBbm5u/BYMYIzVaBrOX1TW3bbk30fe4l6RQ8n5fpsyzHLm5zomIqJtQ+autSgv
      KSkxPhR1pkW5UIbHyR1DrfRY3QGp94CIXn19LHXegmXZBlnxlZ1fiqf+yjt+okWOab5LFy6PGhNt
      40UB7Eqfvr3HxY4d1/LwmUqlKrtaXiYrLy8t//FQXkVZRUV5Za/evYKCAwODAwKCAvwD/f0D+/UL
      6OeD53iAP7W5eXWH8rwjBvbq423Rv49+vvzFl+LHJN6SCRY5pqNwd3fXZznzcx0ucEPn3Pzme6qs
      mfDSUqZHD4sfXK1QnP9h3836e36zZ1j84O0ouVgy/9l5tlwRwM65uLgMHBIxcMgDf5FUX79xvbKq
      qrKqurI6P6/gRtWNG1U36+pu+/Xz9fXz8dH94+Pt7SsWe4vFPn37ivt69vLk61uAbu/ml98Kbt6Z
      8OsUxtXy58tVTfLi7/fV3Gvwnfm4xQ/ezSBKQic0Xi5RXLz6yLMvWun4jJtb9JPzTvwvo+Hi/2/v
      zuOiuu/98b9nY9iXGZDdYXHDCRgXBKMOuEalSUnVUNomfmtsbyz2Lr+0YE2T9tobv0Lafu/v23BJ
      m9TWxIQQTbQ20KQxBicaQTQaCO4IyO7AsM8w+/ePAUTmDLLNnJnh9bx59Dqfz+ec95tE4e055/M+
      t73nz7FRlFF0Wt2d23Wxc2PsEw7AeYWEBYeEBVPioyMHdVqd4p5Cca+9/V5Hh6JDcU9x/eoNZUdn
      Z0dnp7JTrVL7B/j7Bfj5+fv5+fv6+vn6+vn4+Jr/8fb28fb29vby8fLy8vTy9mLr6wJn1Hf9lra2
      ITHjWRudX+Du8eiT28rf/Uv//Dtec/ADYiwoJWECus5diEmy+d3nmKRVtWfL7VZK1tfejYqVYIcB
      wOQI3ARhEWFhEWGMs1qNtquru7uzu7urp6e7p6e7p7ent7Wl7faNmr7evr7evr6+/v6+/v6+flW/
      yk0o9PT08DD/4+Hubv7H3V3oLhQK3YRCoZvQzU3o5ubmJnATuAkEfDeBgM/nCwR8Pp8v4PF5fB6f
      x+PxeDwul8fj3scZRsQhDnGIDAYjEXE45me+OBwOh8PlcDkcDpfL5XIGj+NxeVwej8fj8riWD30B
      u7rPlscst/mrbmOWr7x77gJKybGhlIQJUNXWizem2zqKODq2+pO/2zrKsLv1DZIotEEBsAk3odus
      4KBZwUHjWazqV6lUarVKPaBWq9UDA+qBgQGNZmBAM6DRaLQajUar0XZ3dmu1Op1Op9PqdDqdfvD/
      DAa9Xm8wGPR6g8FoMBiMRqPRYDAaTUaj0WQymowmo8lEQzsGyPxLosERk8lkMhlNQwuNpsGjzWcy
      GMxbTnl8Hn+YgC8wc+MLzMWtmdBNKBQK3d2E7kJzEezu4e7h4e7u4eHh4e7p6eHh5enp6eHp5enl
      5cXloTydPNXdRnHaNltHCYyZc+2zf9g6irNDKQkTYWLejG+LQHbTdLcpQhJhv3gAYIWnl6fD9uQy
      Go0GvUFvptPr9Hq9TqfT6rTm/9VqtRqtVqM1l7yaAY1GoxlQa5QdnQPqgQG1Wq0aUKvUKpVapVKp
      +lWqflV/n8rL28vbx8vb28vbx9vH19vb18fX18fHz8fXz9fPz9fP388vwM8/wM/P34/tr37m4nC5
      ZLTjDyTnhFISZrqmxubFyx59+DoAmMG4XC7XjStwY+hGMmkqlbq/t6+vt6+3t6+3p7e3u7enp7en
      u6e1qbW7q6erq7u7s6tL2a0eGAgQ+YvEASKxSBQoEgeKAoPE4qDAoFmBQcGBvn6+05gSwCTwNRqN
      5ahOp7N2AON6GmoVxDjO4XCs9YwcGWjwvgOAfbU2tYalh7KdBQDMOJ6eHp6eHkEPu/tvNBiVHUpl
      R2dHu7KjvaND0XG9+qbi3peKewpFm4JDnFmhs0JCg4NDg0PDQ0LDQ8LCQ8MiwtyEbvb5KsCVjKzl
      xl/X8Rn7Rw49nvwAc6ln7dFj88PKluMmk4mx4TlDIGx7ADa0tbSFhAaznQUAADMuj2tutMQ4q+pX
      tba0tTa3tjS1tjS1Xir/qrmxubGhOSw8JGJ2RGRU5OyoSEn07KgYCRozwTjcr+XGX9fxLZuH6/V6
      Pp+5xDQYDIzNxs0hGadMJpO1qVGBOKglwe70esO9tvaHXhUAAHBMnl6eMXOiY+ZEjxpvamhuqG+4
      W9tQXXm15MQ/amvqAoPEMXNiYufFzJkfO3f+HGu1KcxkXO79gm38dR2elYQZrUPRHoTvpwDgcsIj
      w8Ijw5JXJQ2PNDU03b5Rc/tGzYn3T968dsvL2ytOOj8uPm5hfNzw+zMBJgGlJMxoHe1KcZCI7SwA
      AGwuPDI8PDI8Zb3M/LGpoelq1bXqymslf/tY0aZIWBL/6JJFjy5bFDsPPRRhYlBKwozWqewUiVFK
      AsCMY64sN2xZT0TdXd1XLn59ueLKiaMniWj5imXLVyYmrVzOdo7gHNAfFaas7eNnFif6LU70W3zo
      wqipqkN+5qnsj9uI2j7ONv9i2IU3Ep/5uMOeyY7S1dntH+DPYgIAAKzz8/dLWS/791/869vH//Jf
      v/v1rJBZhX8temr99t+98t8V5y+ynd1EOPPPI+eFUhKmqOPo715a9FZF9+WKT39SsOGNqhFTVb99
      9vqbH1d0X/74TXrpZx93BG965qVPT8uH/+y2ffyH/1nz5GIxC1kP6e7q9gtAVzYAgEGSGEnGs9v/
      +43f/emd/5FEz/7rH9969js/fOuNI63NbQ8/mGXO/fPIeeEGN0yReHtexfCHJyNHvoc3/meX84Y/
      LAoXE4llP/n8D5c7tm8SE1Hb5dMnN6z9Lat9eHq7ewPEAWxmAADgkIKCg7Z97zvbvvedW9dvf/z3
      f/7w6R+lrl/9xNZvLYyPYzs1a5z755Hz4qvVastRa33IiYhxPREZDAZrU0Sk1+sZx0cGQotyJ9b2
      8TObXjpJuz+9bPFXuqpDfs8W0Ibf3IwnIlqevPvk2xVtmzYFU4f89OcvPZPHY4O6fwAAIABJREFU
      7p/c3t6+2dF4ATcAgFVzF8yZu2DOv/zrrhNHT+7/xSsL4+Myntk+f+E8tvOywml/HjkCg8E4XMuN
      v67jCi0QkUAgsBw39xCyHDfjchlOJRQKORwOj8djnBoVyE4vdwZbCN709uWK7rdog+XjKfE7uy9X
      3Fx7ep75qZT4xJc+fentKqK2ipOf7pbFs5HtCP29/d7eXiwnAQDg8NyEbk//YNt7Hx1ZGB+X89N9
      r/32f/r6+tlOionT/jxyBCNrufHXdVxL5nMxGmPK3BV9QlOjzsbyvz+YullhT9L1eqbHaYLDF9Cn
      zfVERPGyn9BvyqraLp8++ZNE1vcHqvpVnl6ebGcBAOA0tn3vO4UfHSGiH333eflnX7CdjhVO+PPI
      EXA49wuzCdR1bKcNzq7jaHb20TaioWdNZPfvEFT9dugvhRfKCmjoD+ryJ3/z5P+8/bPT9OaT7P8d
      UKVSo5QEAJgQDw/3PT/7yQu//Pc//eHPf87/C9vpDHPun0fOC6UkTJF4+wtrT25K9FucOO8XCz7N
      2xRM1PZx9jMfdxDF/+wt2rA40W9x4oZbv7n5o6E/qMGJT274/CSN/EPOmoGBAXcPd7azAABwPsuS
      l/7xSP6d27UHf5X38NX24Nw/j5wXdnDDlAVvevvypgcH8t42/yp+Z/flnRYHiLfnVWy3S2oPpRnQ
      uLsL2c4CAMApeXl7vfJ/9v/vX+UdeCl3329y2E7HuX8eOS9clYQZTaPRuAlRSgIATN4v/jNbrVK/
      mX+I7USAHSglYUbTaXVubgK2swAAcG45v/7ZZ/84fbHsEtuJAAv4BoPBctRoNFp2eTSPMK43zzJO
      jX0UYyAAu9Hr9HwBHvMAAJgSbx/vXXuee/vNd5YlL2U7F5g8k+l+wTb+uo6v1Wot1+l0OmthGNcT
      kdFotDZF1kvJkYFQU4L96fV6Ph+lJADAVK3btOboOx9cuvDV0uVL2M4FJmlkLTf+uo7v4eExalqt
      VpsbTloG0Gg0luvNeDwe45RWq+VwOOb25mMHQotysD+D0cDj8djOAgDAFazZmHKu9EuUks6Lx+MO
      13Ljr+vwrCTMREf+/G5dTR0RGQ0mLpdbf6f+rTeOsJ0UAICz+usf36qvvfvo0kVXq64RUW1N3bt/
      KWQ7KbATlJIwEx1+48h3Nma8/PP9apX6V9m/+c7Gp9964x22kwIAcFZH3nz3qfXb3/3Lex0K5b5/
      f3nbxu/+9Y9vs50U2AlKSZiJfvlfe92Ebu+/fdRkMha99b6bm/DF/9rLdlIAAM7qF7/JEQqFRW8f
      ra2p+/C94wKh4JcH9rGdFNgJSkmYCI69dkfZ+LnZlPWy2LkxRNTRriSi6DlRazam2DYkAIDrWrdp
      TVTMbCLq6+0jojnzYmVrV7Gd1DQwGY3ExUaOh0ApCRPgGS3puHPb1lE6ams8Z0faOsqPf/pcgDiA
      iETigB/tsXwFAgAATMCuPc+JxCIiChAF/Phfd9k6nOfsiI7aO7aO0n7ntle0xNZRnB1KSZgA/5XL
      75Sfs3WUO+Vn/VYl2TpKynpZzJxoIoqKjVqzMdXW4QAAXNu6TWsk0ZFEFDsvxg6XJP1WJd25cNbW
      Ue5cOOe3crmtozg7lJIwAV5zY4XzY74++YF+YMAW59drNJUffegWK/GeP8cW5x/lxz99ztvHC5ck
      AQCmxa6fPuft422HS5JE5L1grlt0ZOVHx/VajS3OrxtQXzl5zGNBrNecGFuc35Vwbt8efb/SYDBw
      uVzLLo8mk8loNFprwqdWqxn7D5kfrWPsGTkq0Cc1f1i3yB6//2CKOuRfKk/JxTGx3gGB09UN1GQy
      dbff67hzWzN3rmH+vGk553h0d/X4+fvaLdz0ErgJxEGisNmhbCcCANOm6W6LUqHUaa2+KMTBdXd1
      +/n72S0c78YN4a3b4pg5foGzpvHnUV9ne8edGtF6mVj22LSc0yl09bfeabq0PGyb+eP46zqO5S6K
      ybUor6mpiY2NtRwff4vy10/9f2vicX3ISZhMl97/qPV6jb+/v7+vv2Aa3j3I4fj48MIlZPEbD6zR
      aAYamxobGhqkSxcmyZaxnQ4ATEn5mYvVX12NjJwdER4uFLqznY7zMBoNTfWm3l6iqe4K1en0Xd1d
      Xd1dIQvmLH06jWbYm1O6+ltblFfTl/2r+eP46zq8Mg4mrEvZ/ckHp+bPW/C/fvAv7u74fseygYGB
      zz479d6fjj2+dX2A2J/tdABgwjrbuz758NTCOOnenF8IhUK205np1Gr1qc9Ovf/n449vXe8X4Ky3
      rewJV4BgYtQq9cl3ijeuf/yJbz2BOtIRuLu7p6V9a9PGzSffKVb1qdhOBwAmpr9P9bd3Ptr8+Ja0
      LWmoIx2Bh4fHE996Yv3aDX97p3hAZZONAS4GpSRMTGnJ2XVr1yckJLCdCDwgPj5+w/qNpSU2388I
      ANPrTPEXj2/c9Mgjj7CdCDxg0aJFa1PXlv4D31QfDqUkTEBTfbN+QJ+cnMx2IsAgKSnJqDM11jWx
      nQgAjFdDbaPJwFm+HO1mHNGKFSs0Km3z3Ra2E3F0KCVhAm59U7MieQZtZ3M6K5JX3Pymhu0sAGC8
      bn1T89gKfFN1XI8lP4Zvqg+FUhImoLmhZe7cuWxnAVbNmzcPf4EGcCJNd/FN1aHNnTu3pQHfVB+C
      r9Ew9PbU6ax2tGJcT0OtghjHORyO0WhkPGpkIDu93BmmYEA94O3tzXYWYJWnp6d2wCbdegHAFnRa
      rbUWe+AIfHx81Co121nYz8habvx1HZ+xfySHw2FsUU5EluvNOBwO45TJZGJseM4QaGb1b3JOqPYd
      H/4cAQDAJN2v5cZf1/Etm4fr9Xo+n7nENBgMjM3GzSEZp0wmk7WpUYE4+BkIAAAAwBIu937BNv66
      Ds9KAgAAAMAkoZQEAAAAgElCKQkAAAAAk4RSEgAAAAAmCaUkAAAAAEwSSkkAAAAYP2Vxtiy7RElU
      nS+TyWT51cMziuJsmUxWUE2K4mxZdrFi5PiIZeBa+Go1Q+9Na33IiYhxPREZDAZrU0Sk1+sZx0cG
      QotyAAAAp5KcnFxUWpklTSAiUlacKWM7IZgKg8E4XMuNv67jC4XCUdMajUYgEDD2ldTpdJbrzbhc
      LuOUVqvlcrl8Pt9yalQgxjbmAAAA4LBSUjPONCopQUSkPF9KGZnJRWynBJM2spYbf13HtcQ8+rAp
      c1f0CU2NOps9/iUBAADANIqIotLzSiJSnD9DKakStvOBKeBw7hdmE6jr2E4bAAAAnFboihQ6c15B
      yoozlLoilO10wP5QSgIAAMCkiVak0pmK6vOllJIoGhwLisLVyZmD4RFGANeiLM5Ozx16FDzjNXlW
      ApGiOHtr7ojHwzMK5FlSIqrMl+0Zes4ns0C+W2rnXAEAnI4oMYVePXymTLIjaHgsNCq57EyFMm2L
      iIiqj+WWJefsZS9DsCmUkuDalMXZ6bnRBfI8KZG5gswu/iAvjYgoOeeDvLQgIqLqAtnuglT5bsrf
      UzRYa1J1vmx3tuRE3hbRGGcHAAAKWpFCubmZO/KIlINDorS8gjpZuuyg+WNGgTwN30xdFUpJcGmV
      hbmUc2L44mJQ2o7M3NIWogcf55GuzKAjdUoF1VNyyuCUNEsut2+uAABOQZSWJ08jIhJlyfMeHCHR
      lryhb53SLLk8i5UEwb74BoPBctRoNFp2eTSPMK43zzJOjX0UYyCA6aJsrKfo1JF/FZbulkuJSPHA
      supzRRRdIAqS7t17Jn2rLJcoeS+uRwIAwMxiMt0v2MZf1/G1Wq3lOp1OZy0M43oiMhqN1qbIeik5
      MhBqygn5+lKl/YNa++/oFKoLZLsLiYgos0C+jYjKcrfKcgcnMwrkUjL/fXoLEVXny9JlB4cerAQA
      AJgBRtZy46/r+B4eHqOm1Wq1UCi07BNkNBo1Go3lejMej8c4pdVqORyOQCCwnBoVCC3Kx+/TklO/
      P/B/4x5ZYOe486Lm2TniFIkiJFRapySpiEi6Wy7fTcqS7PR68+T9ZyUtSLPk8syS7PRz1VkJ2HkD
      AAAzAo/HHa7lxl/X4VlJZ5WyfvXeX//czkEP/f4tO0ecqoTMHEpPL4ga2outPF9aRtE7mBdX5sv2
      1I+sL5MlaJEGAAAwFpSS4NpEaXnyqAKZTDY0YG7xo6hjWJuQdWJvdvrwXe/MAvluPC4JADPPyLZo
      NPRtszJfdr/HBVFlvuxI1Im8NNGD60c8aD7ciI2h29rgMuYDwcmglATXZ761/YCg4e2GDxh6VhIA
      YIYbqv+oOl92uHibuYcaFR0pzsx7sK3P4P0ceVqQeXF6Np3I2yJSlhw0N2KrLpAdLsnM2yJSNtaP
      6tdrOQLOCG+7AQAAgPHIyEk9c7BEOWJEWXykKHnv3qHngqRZr2WUHSysJuX50jLzM0LSlRllpeeV
      RC31ZaOeGrIcAWeEq5IAAAAwStFu2eCt54zX5GlBRC1ERFFbdtTJCqu3ZA1dSGypKyPJD0ZcpkxI
      zaDDdQoiIknE0HhZXQtVlxZSGZmblpsveVqOgFPCVUkAAAAYJaNAblZAe2T597vPSbNeo8MPXJgc
      J2nW4AnlJ/bW784uVjKMgFNCKQkAAADWSFMzqb5xRJmXkJlSerC40fwhNCr5wdnK0iKSRAUR0Yjx
      5KiRt7FFERIqq2sZcwScCL+mpmbUkMFg4HK5ll0eTSaT0Wjk8XiMJ1Kr1ZanoqHG44w9I0cFMhqN
      E80eAAAAbKm6tJAkr43caSNK+3lK9tZcSs4hEqX9ICN3z8HixLzBbTd7ipL3npCSKDQ1Obe+hUhU
      fa4oOfWEiKrzZaWp8iyp+QVjmQVShhFg2chabvx1HT82NtbyRJNoUV5TU2N5KppIi3JuLS6RAgAA
      OIL7z0pSZoE8gWjkG9aC0nZk5pbVEhFRQpb8g+LsoTZqwz19RFv25mSny2REyTkndouIRFmvlQ41
      Zht8wZjlCLDLw8NjuJYbf12HbTfORNGmeP6ZPftf/dXgx3vtub9+ddMTG9dvXsduYgAA4DoSsuTy
      LKbB+5+ku0d8Ym6vJho9anlaxkDgbFBKOhMOh3Pn1p1d33t+dlSkqk/1YeEJo8Gwes1KtvMCAACA
      GQr3lJ1J4KzAHf/yrKqv/+tLlfW1d3u6e+bGzf329ifZzgsAAABcAMPOlodCKelkfrAzU+guJCKt
      VisSi3605zm2MwIAAACnZzIZOZzJlIUoJZ1M4KzA7/0wUyh0IyJJzOy1j6eynREAAAA4PaPJyONM
      5rlHByoleVy+0WRgOwsnYL4w6S/yxyVJAAAAmBYGo57Pc5vEgXyNRmM5qtPprB3AuJ6GWgUxjnM4
      HGs9I0cG4nEFBqOOa6VvJQwLnBUoW7f6UvllXJIEAACAaWEw6nic+2Xh+Os6PmP/SA6Hw9iinIgs
      15txOBzGKZPJxNjw3DKQG99db9AKeO6M53clxv56U9unUznDK/8WzePPNdx5cyonMXlG80PQRQgA
      AABIb9AKBR7Dtdz46zq+ZfNwvV7P5zOXmAaDgbHZuDkk45TJZLI2NSqQu8BLp9d4TObaqvMRcAwh
      kTIWE1D1NrQzX18GAACAGUdv0AR4hAwXbOOv6xyor6SHm5fWMMB2Fvbj6SthMbqqt2Eyh02mSwAA
      AIBTMplMM+cnn96gdXfznsSBDrTtxtPNV6tTsZ0FjEU8S9zY2Mh2FmBVc3OzKFD08HUA4BgCxAEt
      LS1sZwFWNTY2BgaL2c7CTrR6taebzyQOdKBS0tvdX6tHKenQJHMir3x9he0swKorV65I5kaynQUA
      jJdkbuSVK/im6riufH1FMmemfFPV6lWeQt9JHOhQpWSARqdmOwsYS/xS6aVLF7u7u9lOBBj09PRU
      XLwQv1TKdiIAMF7xS6UXLpT39vaynQgw6Orq+uqrSzPnm6pa2+ft7j+JAx2olPTxEGl0fWxnAWPh
      8XlJqYnvvf8e24kAg6L331uesowvcKAHoAFgbAI3QWLKUnxTdUzvFb2XvCaRy3OgSsmmNLp+L6Hf
      JA50oH9Bvh5ilaaH7SzgIaSL40Qh/n9844+4Nuk4enp63njzT36zfB9ZspDtXABgYuKXSv0Cfd74
      8xu4Nuk4urq6/vin1wPDAhY+Gsd2LnZiNBm4nEk29uar1Qz3lK31IScixvVEZDAYrE0RkV6vZxwf
      GUhAnioNqhMnkJyaWH352n////9n2bLERxc9Gh4eznZGM1dTU9PXX1+puFixPGUZ6kgAJ7Vi7fKq
      S9W///3vEpcvX5SwCN9UWdTY2Pj111cuXrqYlJooXTxT6kgiUmm6fdxFIwu58dd1fKFQOGpao9EI
      BALGvpI6nc5yvRmXy2Wc0mq1XC6Xz2e46WYZSMBzMxh1PC5z60pwHNLFcfPj51Zdunr85Icdig62
      05m5REFiyZyIZ/d8D/e1AZxa/FLpgoT531yq/vDkB0qFku10Zi5xkFgyN3LHT7/P48+sd+/1D3QG
      eIeMLOTGX9cxtCI3H2/trTYTfduNuSX6GGcbOeXvFdw3oPTzDGZcDA6Fz+cvTkpYnJTAdiIAAK5A
      IOAvTl60OHkR24k4gZvXbh146eD+V381O3o227m4CJWmO9AnbGRJNv66zoGelSSiQJ/wXjX+NgYA
      AABWnTz20ZWLXx9//yTbibiOfk1noM8kn6xwrFJylm+kaqCL7SwAAADAQbU0tx5794OBAc07h97F
      E1bTpVfVIXaNUjLIN7J3QMF2FgAAAOCg3vlz4YB6gIg0Gu2RQ4Vsp+MiBnR9Pu4BkzvW4UrJHlU7
      21kAAACAI2ppbj327ocDAxoi0uDC5DTpVXcEeE1+m4pjlZJE5CX0U2vRW2tCqg74/qWM7SQAAABs
      7a9/fHtgYMBf5O8mdPPz91P1qw6/cYTtpJxed39bsH/UpA/nGiwQkdFotBw3Go1EZDluZjKZrI1b
      m2IMFOwX1dWPd9sDAADAA1qbW8vOln97+xOFJ98KCQ1+76O3t3x7s/yzL3Bhcop61IpQv5hJ13V8
      rVZreVKdTmctHuN6IjIajdamiMhcOI4nULBPdJ3yamjAPGunAgvx+z67uP1Yx9FtYlbCd3V06XTM
      LegdikDA9xdP5u2iAADgCELCQv7w5u9nR882FxXRc6Lz8v93U0OzOIidH38uo7OvWewZOaqKG39d
      x/fw8Bg1rVarhUIhY4tyjUZjud6Mx+MxTmm1Wg6HIxAwdB1nDBQVvPBywylrqQOTqgPrXj9Or/N3
      Do88f7bnh8k2jtpQ2/jNxWstjS1icaDQnblxvUPRaDQd7e2hESHSpQtnx0SwnQ4AAEyYZSPJ8Mgw
      VjJxGXqD1mDUBfqHjBoff13ncG/I8PMM1OpUeOeNWVlu0qpXRg4w1ojx+3rK99kvKSKiz4u/6Ono
      Wbd2fVyck71X6vr166dOn7p99c7ab8nYzgUAAIBlHb2N4aK5UzmDw227IaJw0bz2nga2s3AEVadf
      WfP2tfLGQ2v2f1beeGjNU4eetHKtseqAbxJ/8B+bb8EpKfok0DdwT9ZPna6OJKIFCxbs+cmeWQHB
      xe99zHYuAAAALOvqb5EELpzKGRyxlIwKknb2NbGdhYOYHx1OIZL5L5+uCtn2/cU7TzKViR2FO3Zd
      PlSi7ynX95Q3HrqxascnrTZL6MvPykNmhW7ZkmazCPawedPmsJCIc6ew8R0AAGa09p67s12vlJSI
      pYqeerazcARh0U+Z/3/YU6/s4vvuepl5WXPt8edfGNpzE7Lt+/uPN9fZJqEuZXfNtTvffjLdNqe3
      qyefeLL2Rn1nB96uBAAAM9SAto/L4U66ObmZI5aSnkJfAc+9X4Of8eLMPWG1TUThjx/97HmiNW9f
      Y9xME7/2xddXDd7Xrjrgu+vlF5fZaM/N9a9vrF7lOo8Yrl61+trXN9jOAgAAgB2KnnpJ0CNTPInD
      bbsxixJL27vrvWbN+NYtiY9nDv7ih/oeq6uSc8rPUtIq39eJiF58U58Tb6N0Gmqb1q7cYKOT29/C
      hQvLD5fRWrbzAAAAYEN7T/2qed+e4kkc8aokEUUHLVL01LGdBetGvcZmrLfaJOeUm5+VtF0dSUS9
      3b1iseu07xKJRH29fWxnAQAAwAKTydjZ1xIhnj/F8/BrampGDRkMBi6Xy+FwLEKajEYjj8djPJFa
      rbY8lfkoIrI828MCUa+qU6tXu/GZ21i6uo7CHVueOU5E9LL5WqPZU/t3MiyuOuB7ce39JkGjPk4r
      ky1OCgAAwOCrC5e/+bractxoNPbiQsCUtXbdDvSMYizeaCJ1HT82Ntby4Em0KK+pqbE8FU28Rflw
      oAX6ZW1dNZGBU72F75zEmYfLMw8/tCicUMXpKKoLZLtrc07kpYkYpxXF2VvrdsizQkuy0+t3yHdL
      7ZweAAA4iP/OfU0aHxcaPrp7NpfL3fPCblZSciWK7roESUpsBEPxRhOp6xz0WUkiWhCefOqbIzO1
      lDSL33nonQjfpBEjo1qUmyvOs9/1feHY4COSVQd8d728MGz0HzsHUl1amJGReea8Ii0tiGm+pa6M
      aAeRaEue3N65AQCAAwkQ+aelb37kUVxTmH5Gk6Gjt3G2eEptgMwc9FlJIgrxi9LpB1Qa65tNXF/V
      oZ2f7/9s6CHInnI98xVKvwR6/uzgI5Lx+3re3P/KRcftl1hZWpSZmrVSknts6J6FojhbJpPJZLLs
      YiVV5+8pIiraXVCtLMmWFVRXF8iyS5RERFSdL5PlV45YL8tnuO0BAAAAD9OivBkza9G0nMpxS0ki
      WhCW1Np1i+0s2PX82kS2U5hW1efqc7ZJKSE1o7C0mohIWfxqLu09IZfLC6JzD5aEZr2WQZRRMHRf
      W7oyo6z0vJKIFHX1yTmZCdX5W8+kfCCXy+Un9tbvLkAxCQAAMGGtnbcWhj82Lady6FLykYiVTR3X
      2M6CRfE7D9343bGOhy5b++Lrq3KrzB/Kcm3YV3LKqktrU1YEEZE0NbOotJKIWurKklMSRUQk3S3P
      22Lx/GRCakZZXQuRsuIMpa4QKerqqSx3q0wmk6UfLKPBehQAAADGS6Xp0uhVYQHMT0lOlOM+K0lE
      Ph6iAK/g9p67gb6z2c6FFVWHdn5+nD7n399EM+pZyUHJOSVv79jC9yUioqf2Nx62YT+gqVCWHC4q
      KyuS5Q4NVGclPPQgaWrm7tLKzKhSSvm5udDMKJBn4cEZAACAyWlW3pRGrJyuszn0VUkiWiRJaVHO
      2PeRxO/rGfmgpLVnJcm8/2ZwzeHHHXXPjfJ8aVnGa/IhBRmFh4sVoVHJZWcqlERUXSCTMd2wlq7M
      KDpy8AylrAgiCoqSUNHhEiURKUuyZdnFSnt/FQAAAM6tof2bhNnT9u46vkajsRzV6XTWDmBcT0Md
      fBjHORyO0WhkPOqhgSL9paf7Cge0fe5u3tZWurDWY3sjdn4+YoD5quTgxm2i/Z+VRL/2Kh04mBlu
      rxTHT3H+TFnGjrzhz9LUzLLDFZSXV1AnS5cdJKKMArmUFHXJlLu7IPWEZGhhQmYOpZ9J3SsiIpJm
      fZCTvXV4vZWOQgAAAMCkRXkzPGA+x8jXGXU0HXUdn7GtI4fDYewcTkSW6804HA7jlMlkYuxDPv5A
      j0SubuyonhOaNPp41ze4g3vfQ3bedBTu2HX5UMnZmi2nSZy5Zz5/3ydrHPDaZFDaqO4+0t3yPCIi
      UZZcnvXAsjQiIhpeLhoeenABAAAATExDe3Xqgqe5XO501XV8y+bher2ez2cuMQ0GA2OzcXNIximT
      yWRtapyBlsVsOFT64owsJWl8O7iba48//8JhMZkfQUxctv/4xbrD5HClJAAAALBK2dck4Akig+bT
      9NV1jv6sJBG58T3mhCxpUFSxnYj9jXMHd1j0U68PLyvL3fXyU2FRNs4MAAAAnE5je/WS6PXTe06H
      3sE9LDHm8ffLfhsZ5KAbk21mnDu4xZmH36z13bKKiF5JepmeP9vjeHe3AQAAgFW96o7+gc55ocum
      97TOUUr6eQaFi+Y2Ka+Fi+LYzsWe4vf1lO+b5pUAAAAwE91VVC6N3jjtp3WCG9xmSXO21LZ+xXYW
      9ld1wDeJ75t0oKKjcMfewibmRa3H9vJ9k0b88xdHenGisjibucvPsBFvRwQAAIDp1zeg7Oxrjp+9
      etrP7DSlpNg7LDQgZoa9/GZoa/aLRCTO3DP/mX2ftDIsG+erulmiOH+GMjJqx3gtjbKu1o75AAAA
      zDz1964sj91sizM7TSlJRCvmPlnTWsF2FvbUXHv8+Re2iQc/JS7bf7y5jnml476qW1lxhlIzM1Pr
      Dw9ed6zOl2XnF2TLZDKZLLtYQcqSg7llVHbwYLGClCXm8aGrmJX5suz8/KG1SnNb8oL8/JFrFMVD
      x+DSJgAAAINu1b0elSJ++tqSj8RXq9WWo9b6VRIR43oiMhgM1qaISK/XM45PKJA71zdStPBO61cx
      IUusHeVazFuzn3yBiAa3Zu/fybAsfuehd356rOPocNHpQJTnSyU78kQiRQq9el65xdxRvKxeckIu
      F1UXyHYfq5bv3ptTmn4mdW9aS76sNOWEPE9EyuLs9PxKeRYRldVHfSCXB1Xny3YXVqZlElEhpcrl
      WYri7K2Hi7flrWiJ2iuXi4ioMl92ZDgEAAAADKptvbRE8jhjnTb1uo4vFApHTWs0GoFAwNjuUafT
      Wa4343K5jFNarZbL5fL5DPt7JhFo9YLv/FX+0uygR/g8N8Y0XMs4t2aP91XdLFCcPxOdmkZEQStS
      6OB5RVpaEBGRJEJERKGSZKq/v1bZWE9lRenDb+iOrs5aSUSSqCAiCo1KpjrzeHJUKJnfoHiGiEQJ
      UlIUZ2/NLSOi5Bw7fV0AAGCd0WC8eO7yneu1qj4VMbyiZLziYheeP1Vx4fNLU0kmbHaYdMmCyOiI
      qZzEqSm664wm/SOzHxs1Pl11HUOHcPPx1rqfT7Qrurkl+hhnm1AgL3d/2nkWAAAWTElEQVTfmIBl
      d1or5oVP22vIHdt4tmbH7zy05uUH3q/oKKqP5ZYVkqxw8GNyhTJty5gHZBbId0vvf6wsfXiIAtnu
      wowCuTyvMl92ZPKpAgDAtFC0KkqOfpq4LPFHz/3Y39+f3WRMJtP169f/eeqfjbVNK9bOzHed0O2W
      inXS79murnOmZyXN5okeu9dd16NSsJ2IHVQdeGAv9qiP98cdddtNdWlhcs4H8kEf5NDBwjE2cosi
      JFR4uFhB5k3f43/wMXlvppSo+lzRdOQMAACTZzAYSt7/dPvW7Y9vfJz1OpKIOBxOXFzcv/303/o7
      B65cqGQ7HRY0tH8j9g4LF821XQjnKyWJaPWCrbdbytnOwqY6Cnck8X13vUyvr7rf4meM19g45Lab
      ytKi5JQVQUMfg1akJBeVMvxBFkVFU9nBg8WhWSf2Uu5WmUyWnhtdkLdlXA89SldmlB1Ml8lkpZKc
      5LK6lulLHwAAJuri2cvLE5fPnz+f7URGe3r701+du8J2FvamM2hut5Q/Fvttm0bhmF/mPZJarRYK
      hYyPMGo0Gg8PD8YT1dTUxMbGWo5rtVprr3GcSqATF1/z8woJEy1gXOPgjP31/Hsfx0ifedjCqgO+
      F9eO4xJj67G9P6WfT2jbTXvT2XYNjx+ybvyHENGh37/1q1/9ekKHOLj/3P/rnf/xLNtZAAC4iHdf
      P/r8j5/38/NjOxEG7xa+GzE/NHquhO1E7Odaw5nwgNhHwlJsWtc55VVJIlqz8Ls3mr7UGaxuAHcJ
      8TsP3Vj18N7jVYd2fn585xZHbVEOAAAzxYBa7Zh1JBGFBIf0dPawnYX9KLrr+zWdibGbbB3IOV6c
      aMnPM3BpzMabTV9KZ69hOxfbGXwIct9Dbl7jrYkAAAAPweFwTMbRd2Jd2I2ms1sW/8gOgfgGg8Fy
      1Gg0Wt74No8wrjfPMk6NfdRUAi2RbKhp+7q183ZIwBzGlS5hnA9BVh3w3fXy0CGO0gkIAAAA2HCz
      6cs5wYtn+UjMJZNN6zq+Vqu1XKfT6awlx7jenKW1qTESnWIg2dyn/3b5/4p9IwU85q5ITm6cvccH
      36+o3yYmotZjeyN2fNJ4mLEDJQAAALg4RXd9Z1/z+rhnhuslm9Z1fMvHLSe3G4bH4zFOTfu2m5GB
      PDyil8duvt4oj5dsYFzs5MbZe7y59vjzLxweLDdDtn1//86LdYfJYUpJZXF2eq754c3knBN5aSKq
      zpcdjvogLy3oIUeOMHjIiors9PodD/SeBAAAgCFGo/5qY+mTS34yXCzZuq5z1m03w5bGbORz+Y3t
      37CdiC3E7+sZ0S3ys+etLVv74uurBrfaVB3w3fXyi8sc5gZ3db4s/UzqCXNnyROpZ9Kzi5UkzZJP
      qI4kGjqkpR4bigAAAKy61ihfNDs1xD/abhGdvpQkok2Ldt5qudCtamM7Edto+mS7eV/2OrL2EGRy
      TvnZF80dKHe9/OKb+px4eydpTWVpUXLO3qEOkaIte0/8YAVRdb4su1ihLM6W5Rfky2TZxQqqLpCZ
      5VcSUXX+4C9IWZItK6gePESev7uQqHB3fuX9Y//0u6Fm5oribFn+GC3QAQAAXFtjezWRKWlOmj2D
      ukIp6S7wejzhf31Tf5rtRKaXuUt5En8f/eGz5586VDL2O2ySc4YuXjpOHWl+A0101IhW4yJRgmhk
      5/EiSpXL89Ja8s0vP5R/kFO/x3o5GJdVkEmUWZCVcP/YH2/IKKtvISJlxZmyzFTc+QYAgJmpq7/1
      dsuFzYues3NcVygliSh6VsK8kGXf1H/GdiLTpeqA76t0oFzfU6535g00oZKH3GlPloQSkbKxnsxV
      YFBanjxrnOWg+VhKSM0oLK0maqkvy1iJShIAwClU58vuvyBXWZItk+WfL8mWjZJdrCTzTafBW1U0
      +DG7eCa8PnkiDEZ9Vf1nmxbt9HDztnNoFykliWh5TBqPy6+7d5ntRKZF/L6en9O+8fQb7yjckXSg
      YvBDWW4SP7fKDvmNkyhCQrV1I96lrSzOHvHtYHpIUzOLSiurSwszUhOm98wAAGAj0qwPcuhgYTUR
      KYoPHpQUyLNWbMkzP1efk0wZr8nlcrk8L01EpKw4Q5kZ9efwBNNYvqk/9Uj4SkkQC5dUXKeUJKLN
      CbtaO2+3ddWwnci0EGceNt+zXnZ63evml9lsP9YxalFZ7pYPnygZ7mGenFN+lnY5UDWZkJpRlnvw
      /t87D+ZSTqZFwSeKkFBhqfkbSrYsu1gRGpVM9Y1KIuX50ofvs5Fuy6Ejh4twdxsAwIkEpe3dW7+7
      oLr6WK7ktTHuRynPl1LKtsyU2sO4EmlNTcsFb6H/0ujHWYnuUqUkl8N9YsnzVxvOdKvusZ3LNBre
      x/3m4p0nHyysqk6/8vwLD3adTM55c/8rFx1mn7M0S14gOZhuvlORXppyIi9NZLkqIevE3vrdMpls
      ay7t3ZsWJFqRmlx2MF0mO1gX/cAt8lBJMhXuHn1dM2hFFOHuNgCAkxFtySug3YclJ7LGuKekOH8m
      ekdakGhFKp2pUFpfN3M1dVzrUSvWS59lKwF+Tc3oa3gGg4HL5XI4nFHjJpPJaDTyeDzGE6nVastT
      0VBXdMuz2S7QolmbL9eUrFjwtFDgyXgGpxW/r2fUlpqw6Kdu1DZRcviIsabmy0Rr7ZrY2KRZcnnW
      6JE8IqI8+fAeM9GWPPmW+ytGfjQfO3jI8PiIY0lx/kxZxo48G+QOAAC2oyg+XEhlVFi9xepVSWXF
      GcnKNCISJabQq+eVW5iuR8xg97rrbjWVyyQ77t69S/Ytt4ZH+LGxsZYHT6KVZU1NjeWpyAYtyh8a
      KJZive66fV378fJ532E8gwsRr3mCIuL20rWDmeZqsumT7XEv06ESh+kraXuV+bI9Rcl7T+CaJACA
      U1EWv5oreU2+tzE7vaDayrsnqgsPlhWRrGjwY/J5RZpd+9w4tm7Vveq7p7cm/UeQb6T9y63hEf4U
      vgTHlTA7pV/Tc6X2H49Gb2Y7F9sK2XZQL/kLPy7pmaGR/Z+V7xvXa7snheFvO2xLsLjoCQAADk9Z
      cjA3ukCeQJSwNyc7PbvkRN4WiwuOlaVFg69JMx+SnX6sOm2b3XN1SCpN9+U7xZsWPRfkG8luJi71
      rORIK+Y+Mcs30oXaA1mX+EP9iJfi2LCOJPLx8+noGL31x3kplUpvH3s3TQAAAGVJdvpBScHglUhR
      2s9z6GC6ZX+P6nNFyakrhgtMUWJKsnmPJpXlbn2wYdAMo9WrL98pkS14OoqNLdujuOZVSbM1C7/7
      z6rD1xrOxEWmsJ2Li4iMDr969erq1avZTmR6XL16NSIm/OHrAABgWo16Pp6C0kY+PJ+WJzf/Srpb
      /sBj8EGDMyOflp+B9AbtVzUfLY3ZEBeexHYuRC58VdJsY/wOocD9WoOc7URcxIJF87846zr/Mr84
      +0XcovlsZwEAADBeBqPuUs3f4yNXL5qdynYug1y8lCSizYue43P41xpdpwBikb/ILzYu5m8nT7Cd
      yDQ4+feT0fMlAWJ/thMBAAAYF71BU37juDRixZLo9Wzncp/rl5JEtG7hM+5896sNpWwn4goeW5fU
      eq+lpKSY7USm5B8f/6O5tXHl+hm00x0AAJyaRqequP23SN9HlkZvZDuXB/A1Go3lqE6ns3YA43oa
      2lLOOM7hcIxGI+NRdgu0ZsH3z1wvqqz7Z0KUY/0HcEZbMh7/vPiL1/L/sG7t+ri4OLbTmZjr16+f
      On3KJ8A77bub2M4FAABgXPo1XV/VFC+VbPA2RDpaucVn7DPE4XAYW1kSkeV6Mw6HwzhlMpkYG2Pa
      P9CahZlf3jpx6fbJR2M287gMjZdg/NakrW6obfzivPz9o0VicaDQXch2Rg+n0Wg62ttDI0IWr0yY
      HRPBdjoAAADj0tXfevlOiWzB9rnBy+rr6x2t3OJbdrPU6/V8PnOJaTAYGLtfmkMyTplMJmtT9g+U
      snD7xTuflN/88NHoTZ5CP8bzwzhFRkdERkcQUVdHl06nZzudhxMI+P54MhIAAJzKve7a6rufpy3+
      UaQ4jhyy3HLlZkCMlsU87u3uX3q1KCFqo9gHl6amAeozAAAAW2ho/6ZBUbU9+Wdi7zC2c7FqxpWS
      RLQgLMnPI/DvXxXMCU0KFzvZo34AAAAwE9xs/nJA2/v9Vb904zO/29BBzIgd3JZCA2J/sOrle913
      bjZ9yXYuAAAAYHPmO7NsZzEuOv3A5TvF7nyP7UkvOHgdSTO2lCQiT6Hv00k/F3Ddvqr5SKPrZzsd
      AAAAp+fu4dHd3c12Fsxa21p9A3zZzuLhOnobzl0rnB+auCH+GbZzGZeZW0qapczPkEas+PJ6kaK7
      lu1cAAAAnFtsXHR5eTnbWTDo7++/detm9FwJ24k8RP29K9ca5BsfeW5x1Fq2cxmvmV5KElHC7JSt
      y/+jtu2r2y2O+LsfAADAWSxbtfhCxYUbN26wncho7x99f8nKR9nOYiwanerr2o+1+v5nV/9niF80
      2+lMAF+tVluOWutXSUSM64nIYDBYmyIivZ65WYyDBPIWBG5blv3FzaNlN47FRcr8PGdZWwwAAADW
      8Hi8LU9vOHr0aOKyxKTlSf7+LLf4MJlM169f/+epf4bOnvXo8gR2kxlDa+etqw3yZVGbH4lYrdcZ
      yKnKLY7BYLCMJxAIGPsP6XQ6oZC5GfWdO3diYmIsx7VaLZfL5fMZtoo7YKA7bVdOX31XEpQQFbyE
      Mfq0MPbX62vesN35x4k7aw0/ZB3bWQAAgKsxGowXz12+c71W1acitje6hM0Oky5ZYG6E7ID0Bu2N
      pnM6vXr9I88EeAWTE5ZbDC0riYjL5Vrrfj7RrujmluhjnM2hAs0JXRIdHP9p1ZELNz+cF/6Yv1cI
      4yFTxPWSuCX8ly3ODAAAwDouj7tctnS5bCnbiTi6ls6b1xvPLonesDx286gpJyq3ZmJfybHxuIJN
      i354517lqcp3wsRz5oQlc1j/KxUAAAC4kP6BrlvN53lcfsaKHPPFSOeFUpJZzKyEddFezfqvz1T9
      dV74Y2Gi+WxnBAAAAK7gTuvFekVlUswTi6JSrF0UdCIoJceyev53Hol4TH7tWLPyekzwMpFPONsZ
      AQAAgLNqVl6/1Vw+L3TZj9e9qhnQsp3O9EAp+RABXiHfXranVlF17saJJqV31KwlPh5itpMCAAAA
      Z6LorrvTdsnfM2hb0gsib5vsxGALSslxiQ6Kjw6K/6bhXPntYpF3mCT4US8hyw0OAAAAwPG19zTU
      K67wuYK10swI0Ty205l+fMtmQERkNBpNJtOoQfMI43rzLOPU2Ec5V6C4sOS4sOTLdacv3f57oE9E
      ZFACrlACAAAAI0V33V1FJYfDTY5NkwRKyaLkcK4qyNpRfK2W4Va9TqdjPC8RMa43Z2ltaoxEnTGQ
      NGyVNGzV1eYvK+s+9XIPiAiUin0ctFsVAAAA2F+L8ma9otJD4JUYtTlCtICsFBvOWAVZBuJ7eHiM
      mlar1UKhkLGVpUajsVxvxuPxGKe0Wi2HwxEIBJZTTh1oaey6pbHrbrV+9VXtp7dbyiPE0nDxAsbz
      AAAAwEyg1aubOq7VKyojRPMeT9gR4h/tqlXQyEB4VnJK5oYsmRuypK277nLd6c+rDoWJ5oeJ5vt4
      BLKdFwAAANiPoqe+tfNWR2+DNGLV91f+0tt9Bm2oQCk5DYL9ojYt2qkzaC/fOX2tQW4iU2jA3JCA
      OW58T7ZTAwAAAFvpVXe0dd1uUl73FogT526cG2LDty47LJSS00bAc4uPSFkWu7Gjr/lq05dlN455
      uQfM8oue5RcjFKCmBAAAcBG96g5Fd11r120Bz21B2PI1cdtbGhWxIbFs58UOlJLTL8g3IsX36ZS4
      p1s6a663VFTcOi7guwf5SsS+kX6ezv1yJAAAgBmrvae+o7fxXneth5v3nOAlK+Zs9veaNTSpYDMz
      VqGUtKHQgNjQgNg1C7+r6Gm81fJVXdslZV+r2CfC3ys0wDsMjYQAAAAcXGdfc1d/q7KvqUelCPaN
      nhv66DppppfQl+28HAhKSXsQe4d5zxY/Nv9Jk8nY0HG9vv3areYvu1UKP88gX89gHw+xr+csDzcf
      ttMEAACY6frUHd0qRd9Ae1d/m0rTPct3doR4/mKJLMhn9hj7nWcylJJ2xeFwZwcunB240Pyxrbu+
      tevO7aZv6u9d6dd0eQr9vN1FHkI/DzdfT6Gfh5uPGx+/ZQEAAGxiQNun1vaoNN1qba9K09Wr7tDq
      1b4eQcF+knkhi4P9ogK87j+WZjQaWUzVkXFu3749ashgMHC5XA6HM2rcZDIZjUYej8d4IrVazViq
      m7uiW54NgSwDqXRdvZqOPp2yX9ep0nWpdD06g5qIIxR4uvE9BDyhgCfk8QQ8roDL5XI5PGLKAQAA
      AIiIyGQymUxGo8FkMBh1BoNOp9foDAManUpnGCAid763h8DPS+DvJRB5u4l83MRCvpez1AyOE4hj
      +SKdybWyrKmpiY1l2Ls07T0zZ1ogPp+n0vaqtb0DOpVWp9YaBvQGrVqj5nI5xCGiB/7zmUwmvV7P
      mBsRdbR3iAMZHtA06A3E4fB4o9MmIp1Ox+fzGX//IRACPTSQwWBsbmoKCw+3PKGTfkUIhEAI5FSB
      OMqOjllBIXyegM9zc+O5CwUe7gIvDzcfHrm5ZM3ASiDc4HZ0HA7XS+jnJfQbOTjJ3xbGmthou/z+
      QyAEIiKigYEBdVN5QkSSu7u7a3xFCIRACOR8gSTMgRjXwyQwFP4AAAAAAOOBUhIAAAAAJgmlJADY
      ilAoDA0NFQqFbCcCAAC2glISAGyFw+HweDzGHYUAAOAaUEoCAAAAwCTxNRqN5ahOp7N2AON6GtpC
      xTjO4XCsNfZEIARCIBcOZDKZdDrdwMCA5YVJJ/2KEAiBEAiBEGhUID7jvnoOh8PYuomILNebcTgc
      ximTycTYGBOBEAiBXD6QRqNpa2uLiIiwfFzSSb8iBEIgBEIgBBoViG/ZvUmv1/P5zCWmwWCw1m6U
      Y6URlMlksjaFQAiEQK4dyGAwEBGfz/B9xkm/IgRCIARCIAQaNYVnJQEAAABgklBKAoCt8Hg8Ly8v
      ay94BQAAF4BSEgBsRSAQBAQEWLt7AgAALgClJAAAAABMEkpJAAAAAJgklJIAYCs6na6zs3OMfmYA
      AODs+Gq12nLUWr9KImJcT0QGg8HaFBHp9XrGcQRCIARy4UAajaa/v7+/v9/aa7id7itCIARCIARC
      oFGB+Jbf4jUajUAgYOw/pNPprP1I4HK5jFNarZbL5fL5fMspBEIgBHLtQOb+t25ubpazTvoVIRAC
      IRACIdCoQAwtK83HW+t+PtGu6OaW6GOcDYEQCIFcNZB5kPEoJ/2KEAiBEAiBEGjUFJ6VBABbEQqF
      oaGh1v7KCwAALgClJADYCofD4fF4jO+EBQAA14BSEgAAAAAmCaUkANiKyWQyGAzmzTcAAOCSUEoC
      gK1oNJqWlpYxmlAAAICz4xsMBstRo9FoeSHBPMK4noYuPzCOj3EUAiEQArlwIKPRaP5fy1kn/YoQ
      CIEQCIEQaNRRfK1Wa7lujLdTMK43Z2ltaoxEEQiBEMiFA5kHtVqttZ03TvcVIRACIRACIdCoQP8P
      r8lWTE1/Y3EAAAAASUVORK5CYII=
    )
  )

  (text_box "%3CmxGraphModel%3E%3Croot%3E%3CmxCell%20id%3D%220%22%2F%3E%3CmxCell%20id%3D%221%22%20parent%3D%220%22%2F%3E%3CmxCell%20id%3D%222%22%20value%3D%22%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23d5e8d4%3BstrokeColor%3D%2382b366%3BarcSize%3D15%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-375%22%20y%3D%22-820%22%20width%3D%22930%22%20height%3D%22780%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%223%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Bcurved%3D1%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.25%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3B%22%20edge%3D%221%22%20source%3D%229%22%20target%3D%2213%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%224%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Bcurved%3D1%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.75%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.5%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dnone%3B%22%20edge%3D%221%22%20source%3D%2243%22%20target%3D%2211%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%225%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D0%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.5%3BentryY%3D1%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dclassic%3BstartFill%3D1%3B%22%20edge%3D%221%22%20source%3D%229%22%20target%3D%2218%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%226%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D1%3BexitY%3D0.75%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.5%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dnone%3BstartFill%3D0%3B%22%20edge%3D%221%22%20source%3D%229%22%20target%3D%2237%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%3E%3CArray%20as%3D%22points%22%3E%3CmxPoint%20x%3D%22155%22%20y%3D%22-465%22%2F%3E%3C%2FArray%3E%3C%2FmxGeometry%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%227%22%20value%3D%22Spare%20GPIO%22%20style%3D%22edgeLabel%3Bhtml%3D1%3Balign%3Dcenter%3BverticalAlign%3Dmiddle%3Bresizable%3D0%3Bpoints%3D%5B%5D%3B%22%20connectable%3D%220%22%20vertex%3D%221%22%20parent%3D%226%22%3E%3CmxGeometry%20x%3D%220.3987%22%20y%3D%22-5%22%20relative%3D%221%22%20as%3D%22geometry%22%3E%3CmxPoint%20as%3D%22offset%22%2F%3E%3C%2FmxGeometry%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%228%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D1%3BexitY%3D0.75%3BexitDx%3D0%3BexitDy%3D0%3B%22%20edge%3D%221%22%20source%3D%229%22%20target%3D%2239%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%229%22%20value%3D%22STM32%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-155%22%20y%3D%22-660%22%20width%3D%22310%22%20height%3D%22320%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2210%22%20value%3D%225V%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f8cecc%3BstrokeColor%3D%23b85450%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22105%22%20y%3D%22-700%22%20width%3D%2250%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2211%22%20value%3D%22IMU%26lt%3Bbr%26gt%3BBNO055%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22305%22%20y%3D%22-200%22%20width%3D%22160%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2212%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0%3BexitY%3D0.5%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D1%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dnone%3BstartFill%3D0%3B%22%20edge%3D%221%22%20source%3D%2213%22%20target%3D%2236%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2213%22%20value%3D%22GPS%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-215%22%20y%3D%22-200%22%20width%3D%22160%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2214%22%20value%3D%22UART%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23e1d5e7%3BstrokeColor%3D%239673a6%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-115%22%20y%3D%22-300%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2215%22%20value%3D%223.3V%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f8cecc%3BstrokeColor%3D%23b85450%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22425%22%20y%3D%22-240%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2216%22%20value%3D%223.3V%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f8cecc%3BstrokeColor%3D%23b85450%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-215%22%20y%3D%22-240%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2217%22%20value%3D%22Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D-90%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-375%22%20y%3D%22-525%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2218%22%20value%3D%22Micro%20%26lt%3Bbr%26gt%3BUSB%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D0%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-45%22%20y%3D%22-810%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2219%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D1%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2220%22%20target%3D%2241%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2220%22%20value%3D%22Power%20Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D0%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22355%22%20y%3D%22-805%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2221%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.75%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2222%22%20target%3D%2227%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2222%22%20value%3D%22Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D-90%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-375%22%20y%3D%22-655%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2223%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BentryX%3D0.25%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2224%22%20target%3D%2227%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2224%22%20value%3D%22Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D-90%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-375%22%20y%3D%22-400%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2225%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D0%3BexitDx%3D0%3BexitDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2227%22%20target%3D%2217%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2226%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dclassic%3BstartFill%3D1%3B%22%20edge%3D%221%22%20source%3D%2227%22%20target%3D%229%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%3E%3CArray%20as%3D%22points%22%3E%3CmxPoint%20x%3D%22-185%22%20y%3D%22-500%22%2F%3E%3CmxPoint%20x%3D%22-185%22%20y%3D%22-500%22%2F%3E%3C%2FArray%3E%3C%2FmxGeometry%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2227%22%20value%3D%22Level%20Shifter%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3Brotation%3D-90%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-305%22%20y%3D%22-530%22%20width%3D%22160%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2228%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Bcurved%3D1%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D1%3BexitY%3D0.5%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2229%22%20target%3D%2231%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2229%22%20value%3D%225V%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f8cecc%3BstrokeColor%3D%23b85450%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22200%22%20y%3D%22-630%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2230%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Bcurved%3D1%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D1%3BexitY%3D0.5%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0%3BentryY%3D0.5%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2231%22%20target%3D%2232%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2231%22%20value%3D%225V%20-%26amp%3Bgt%3B%203V3%20Regulator%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22270%22%20y%3D%22-640%22%20width%3D%22160%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2232%22%20value%3D%223V3%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f8cecc%3BstrokeColor%3D%23b85450%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22460%22%20y%3D%22-630%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2233%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.5%3BexitY%3D0%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.75%3BentryY%3D1%3BentryDx%3D0%3BentryDy%3D0%3BstartArrow%3Dnone%3BstartFill%3D0%3B%22%20edge%3D%221%22%20source%3D%2234%22%20target%3D%2211%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2234%22%20value%3D%22XTAL%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22385%22%20y%3D%22-100%22%20width%3D%2260%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2235%22%20value%3D%22Active%20Antenna%20Circuitry%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-215%22%20y%3D%22-130%22%20width%3D%2280%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2236%22%20value%3D%22Antennta%20Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D-90%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-305%22%20y%3D%22-130%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2237%22%20value%3D%22Connector%22%20style%3D%22rounded%3D0%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3Brotation%3D-90%3BfillColor%3D%23fff2cc%3BstrokeColor%3D%23d6b656%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22465%22%20y%3D%22-490%22%20width%3D%2290%22%20height%3D%2250%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2238%22%20value%3D%22Power%20LED%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22302%22%20y%3D%22-560%22%20width%3D%2285%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2239%22%20value%3D%22Debug%20LED%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22260%22%20y%3D%22-405%22%20width%3D%2285%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2240%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Brounded%3D0%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0%3BexitY%3D0.5%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.5%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3B%22%20edge%3D%221%22%20source%3D%2241%22%20target%3D%2229%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2241%22%20value%3D%22Power%20Switch%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23f5f5f5%3BfontColor%3D%23333333%3BstrokeColor%3D%23666666%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22280%22%20y%3D%22-725%22%20width%3D%2285%22%20height%3D%2260%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2242%22%20value%3D%22%22%20style%3D%22edgeStyle%3DorthogonalEdgeStyle%3Bcurved%3D1%3BorthogonalLoop%3D1%3BjettySize%3Dauto%3Bhtml%3D1%3BexitX%3D0.75%3BexitY%3D1%3BexitDx%3D0%3BexitDy%3D0%3BentryX%3D0.5%3BentryY%3D0%3BentryDx%3D0%3BentryDy%3D0%3BendArrow%3Dnone%3B%22%20edge%3D%221%22%20source%3D%229%22%20target%3D%2243%22%20parent%3D%221%22%3E%3CmxGeometry%20relative%3D%221%22%20as%3D%22geometry%22%3E%3CmxPoint%20x%3D%2277.5%22%20y%3D%22-340%22%20as%3D%22sourcePoint%22%2F%3E%3CmxPoint%20x%3D%22385%22%20y%3D%22-200%22%20as%3D%22targetPoint%22%2F%3E%3C%2FmxGeometry%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2243%22%20value%3D%22I2C%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23e1d5e7%3BstrokeColor%3D%239673a6%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%2290%22%20y%3D%22-310%22%20width%3D%2240%22%20height%3D%2240%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3CmxCell%20id%3D%2244%22%20value%3D%22%26lt%3Bfont%20style%3D%26quot%3Bfont-size%3A%2018px%3B%26quot%3B%26gt%3B%26lt%3Bb%26gt%3BMinibot%20V2%20PCB%26lt%3B%2Fb%26gt%3B%26lt%3B%2Ffont%26gt%3B%22%20style%3D%22rounded%3D1%3BwhiteSpace%3Dwrap%3Bhtml%3D1%3BfillColor%3D%23d5e8d4%3BstrokeColor%3D%2382b366%3B%22%20vertex%3D%221%22%20parent%3D%221%22%3E%3CmxGeometry%20x%3D%22-295%22%20y%3D%22-805%22%20width%3D%22185%22%20height%3D%2285%22%20as%3D%22geometry%22%2F%3E%3C%2FmxCell%3E%3C%2Froot%3E%3C%2FmxGraphModel%3E"
    (at 119.38 108.712 0) (size 0 3.048)
    (stroke (width -0.0001) (type default) (color 0 0 0 1))
    (fill (type color) (color 255 255 255 1))
    (effects (font (size 1.27 1.27)) (justify left top))
    (uuid 4c12dc62-a00d-4588-b7cc-ddf3f96be42c)
  )
)