New issues for the period 30 May 2017 – 6 June 2017 including: BNG Bank, CBA, Credit Union Australia, HSBC Sydney, ICBC Sydney, Newcastle Permanent Building Society and Western Australia Treasury Corporation
BNG Bank
BNG Bank priced an increase to its July 2027 kangaroo bond on 31 May 2017.
Volume: A$105m
Outstanding volume in this line: A$560m
Coupon type: fixed
Coupon rate: 3.5%
Issue/re offer price: 102.051% (plus 1.344% accrued)
Issue yield: 3.26%
Margin to swap: 72bps
Margin to ACGB: 87.5bps/April 2027
Maturity date: 19 July 2027
Commonwealth Bank of Australia (CBA)
CBA issued A$2.4bn in its new Medallion Trust Series 2017-1 RMBS on 2 June 2017.
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)
Credit Union Australia (CUA)
CBA priced its new Harvey Trust Series 2017-1 RMBS on 2 June 2017.
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wrF7e/5jnU01ZuxBfeT/f0qxbG0mnXAfcrY+ZDAiRAAiSAvih7co7QZ/+Kul7yHVyYdOhh+kGVtbDwChyGGXnQOg91yTbt8MSnWQcrhuuV6/sbnPHOHJIdye45btHdxcEMA+f1lOhAzyzGcmRPnoNSg62N/2bPLevzAZ2+C9ddw+acm9TDobi5xoY9wd78FiJgleh4FAl3c7K2Clzop7zEHW8O4DYlJG3aMOGFPg/hhPe7keYcqkLJ+xFZtdFbLO6Oo37k3a88xFo+NodQ96vRzGcoBCL9Xyz4ejy4z6OB1sX077KOv4E2PmfmhlHojOM8qXt343qlqIfXh/4xKvq2Priw8effY9Ws8UH04ELZbaqO6VAHUvrrgGQB5zN1bIVMck5zfomzI+oFnyr+h79H50MT/y02vjXX+lMpSCdll7B2zd3+5Q12foH3M0g6jjrIUNYkmT/v2BW1sN5piwo2R7KYuN18irXwiberNJC/7PqV3biH8Wlsvk67DT8TTzipwysPqTP8TJu09SR0mKtJ430myWQ/FC/pax7G8WVEXxqSyrD3u2yjTR974bhw4w7F/VAOHtaH4tb/E5tBxs08Y8NZE+v1aTnaRVypRf/iWYeXHWilUHb1LskPwj9xfwfSGytewUt9XK8H+7LlKtVFW9hL/CEeJN1LNZ3lJeoQ6v+YYyt6yZRpB0PAm8tjnneDKa+XXOP6f/E5ppcaSFrzIms2eLn52TP4ED5Ky+csa303NoJjwjWWBI61cjNPPLYrrKu4ZQUyiD2M2S3bxvaWpZ2yx3E57XHXuDs6RbjtZolZ0Tmgi0OVbbV5kYfAGBxmmacZ4xbHDpA8az4pI1+8dq2lMwn5of6aPTlnL3C/+y92UnQmuEBug5ZPZpsDtRn5l0xe/arhoLn3q56lzMdXDJKVjCFWPE2Wsf3fr78943Og1TXlBecd29dt2cFw9wxQiRJkbfLUiYNhNsPgGa1mDrJMzLp+ie/kVzSe5zHc+/AQhOf13/xebXhzFVT7zJKinOeWZRB3z9TDbY657v+hyiZnfpLAqAjIBpsPwAM6+8BflkMsHtZW79TD0vtQlmTxwQf6Z4fkrfxb15LYp/xzZGMsCv5B0v6k7j4g/MnYPHBCG7ukLDv5+nm4VfAfnH545JB09w3fJLb5Tsgh1EkMvj1kf83GsrQPZmPZcdgGDjk34QI1TxyJF5Wx2ycC+fzj33ixKB6jt2j/cgiznuyiPxZghFqOz2j/D9Xrv9zNil0wTJKl+0MM5tinkBdl884j9VLpj71Q3Zyv4rGaPXkYtW88j4UsNfnlLdrv+LJwoqdf2pMRzBKaBI9TXDy7xCU4p6lNbv/3AbbNTyZ63qFjv5GNroBZt6wqppYItbH/s3/2qfldXQnv5iD6/qzZS8fGUBIYAgEe0NkfyNp1rBZKyLKAyPoZcT/3yapnH9LyRv5kRL+c4U+mvvvIWeMoDw8PrJ2M1QPJKAHy8NPnYUUOfZc3ce+sLHPwuiylCK+BChxGLkySDnQ3ArZrOSt6CHUeBoZFxqc54FsfJC9zRHSzW3IcUQjTfhQgWLgvx7e4mfhjAcE0o/8W1/+DtUrm48dLjJNTlmZ9tD8G/bxzX333BjvOOmpRYvWyl9w5+BGdzXIP/5Og6Ens1HiHsPrfs3b+UJk/eaJ/IcuOYaNM+nLQlfDGtlGCnd/VVeE2ff45gMqeJsv/x5oAD+jsq/hkDaRRUty3774WAri72ue+SZlQ+12um5+dTIPrBe0JA/bh4U/G6oFkDnH/5Q3u/qwztCcCeD+nd+ZvzppIOzmbyd2vhFiozCHpT39j1tLqcx1VrMgvlVT7EOrYQ+YjDHx+aVdGebCbuGIOBE+KU/Tgc1eO/VrikNa2voQl9H837yQ+eeLkk6VZH/0WL3o6wkle0swPPMh4fYN7RddTq3Xvcoaot2bxu3b8S2haPHu6BgB1/q35lZDfo/GuoeaPYWWNdOSw852Oo9ZNW2UyOD+J+/fZ/9Px8h5ET2XPsOcnCZAACRgCVjnTm3DCPxlnXV/uZG4eECYPcV95Oxo7noXIBCV92l+H8c51VLtv/xyyDjhHU+lDqJNyG8/7eRkUap3daR5Vtm0+oTjWkuse1O+57cS9e8I+uG0O1b4I8YltbChOLlmaDVrOi1Ns3jluqhcuednyXLhPc6QJRJHlEupF99/YkB+JEKUuZvyp5RqJ8fTmO5U+kLn2PhnLvn05fOcQLvzusHb7f/cGZ/7XW87y60NoyEY5+XP7oJenOfEi7xxAZc8Dxw8SIAES8An4R+zIm7eZdOX3kQNWG9dVa6yh4ua27itzRqP38PALiL+SHbfeMUw2gjrQParw2fCqXQyYQZ7jffLEqRr2Iu3Jw0fFySFL48J116QVqUsgrlLGD+P2Hw+jt/z88Q9r3Q+U5H1Jihf0Nrm/R68sdpLaeXE4e1Jb9NVJGeb+O7NYPamL6a0tOg8qe57I+EECJEACLgHr+rOTrvw+snY3m7dquIdiO4mt5S/t4HYnfuBSHpCe4mgfEqFyjNWpsodQ52AQYJb1xbrJUlyFoTixMrZuNcfNnlV2VcJDfGKbFRcnVZa+C9eMrdh88960Fnl/rOZN2q94tY8/cNy1Olf/XFXAjllbV/mZSInn1dne92sUp1wXnQOo7Pk8eUUCJDBpBKzbKXSQtHD4uY2b3voZhcVxM2UeZv6LtwbRKGnGVZXBV3YdGjePRDUTur9TWO6W4BDqjHb0EpzKwHkQmrVKVrFOKXTlIzkXU9xh/hrLcPRwHP8B7fcNU1bEwhvOrI+Hxkey7ueNtP4fKifMJxSsvobjpMpSUphxkSKXuHKS7xmLWvC8veT4SSFGCZUd9gnr9lTSuHjaXdv62Ky/lR9qmPV+tvQNbtr1yf66O10L8wIRvh9eryexi88BfTtUOQkZ75MACZBAeQmkHSQNyLqa2yf1upmgKyX9MPOn3zzBRsbB7UlMzOHnNtw5dkXdMw9IUSgq+tvMaQzq/9PGWdmxnOOg8UA+zjllli2A5Dh5Dj53cwpe5zvIPJhm+N/S+7/UJ5mPX9ukOLKTPRAmSdz+7FlKg2PLz9eeMWdvmcPd3SNgbGDvF2rjhZONW1fntlrL5/7QgxPP/qBA4Mcdgmfnmazc+cV9oUu6b9JZJbnAHMBDlS29AV2kHWY5oCKZbUEClFFBYEOOPmj5yPo6tbnCnJ/ntM+GDejh4hSV99I+AJ0HTN60heINmnuhyhSJ7Jyh949H+qiLSPI8cSKJxvdGmixtH4/p/6kt7p2h7svlGVupzS1RYK45IHSoMt24JRIgq0ICJDACAs7vat8OnCt4CI3FjCMYhl3dEhxCPewms7wBE0js/wMuV47BURsQjPty0OVVJP8u5wAqexWRP5tBAiTQLYGEg6StuxQwZ411W0Jf0lkLzCgPoe5LS5hJqQgk9P+B11Hc5HLGZJ8OaR94fUtQQA9zANfsDUF+claW7K7jHwmQQEkJqIOk1e+G+BWMu+eHDv9KdjVWdI1ef2FqJSI9zzxx0nOoVGhXfZ0Mh94HepgDaNkburRYIAmQAAmQAAmQAAkMjwCVveGxZkkkQAIkQAIkQAIkMHQCVPaGjpwFkgAJkAAJkAAJkMDwCCQfvTK8OrAkEiABEiABEiABEiCBPhLodDo2t8QNGm4kG5sXhQlMTU2BLAtjG2oCymiouAsXRvkURtaXBOTeF4ylyISyLIUYhloJkbn7RzeuS4PXJEACJEACJEACJFAxAlT2KiZQNocESIAESIAESIAEXAJU9lwavCYBEiABEiABEiCBihGgslcxgbI5JEACJEACJEACJOASoLLn0uA1CZAACZAACZAACVSMAJW9igmUzSEBEiABEiABEiABlwCVPZcGr/MT2LmMqYUNhH5NNH96xiQBEiABEiABEhgKASp7Q8E87ELa2FiYwtTUAjZitbFew4Gde5uoXTiLWdu0XvPMSm8LmpiL9sYCLu9MTHPZUBIgARIYEIEdXJ6amuj5dEyUvWxFQB6MU3wy6oHSfoi7+3K5j7sPY7S9XsOxg3ubNVw466t66DXPrPQDmgJGl212n06um5645NBM9S9gYTX5emFTU1iIaPxp6ZNLZUiYQJR1+hxUNH64PH7XBIr3X/V8UOMl/gU4LdwPm4o+Y9obWAiMP8qoVwJZz/Kk8J3L/pwXPzf2WrPxTj8eyl6KImAG4lxdaTfjLY0+1b798C72aw1sN2rYv/sw4mrtNRw797BZu4CgrjfgMvvEpjTZpPRpQD/MpE9vntETmK+wSdgZPG201C+zdDotNFDHnH3RaeHZqW0vrINOqwHU55w32qz0pSE0BhVp4RkaaHU6Hu9trGyeiVGuTVOKxjfp+OkTKN5/RQmYe3bVk9FVPJsLWnhSw9sb+KwONFoiYy1fO9QA7Ny8iwtfrzoeDr+mvCpGIOtZnhWuSltx5j4Zl3uUjZVCJ+YPkHFRnr9Wo9ZBrdHZ9j5bMVXbXkEHK9sxIaO9NXyWrU6jhk6t0ep0Wo1ODbWOXPp/vYZLtjWdv8201zyz0tuCBnIxfBlphvF9eruzAnSkKwtn1aVFjqZvx8jUjI+AmC0pzdaOjcz0XvkN6TuQH1ZUY6/V8fJR98J9yhY2kItRyKfbhhSdh4rG77Ze3aQrJffM/htqaVb8rPDtlQ6w0tFPFmeekmIkzIzLULFl+1pKWSZAyhoTSeFJ93UxMfOalavEiAsPznNqnjVzonyWXPZhmY+BZa+Nh3f31fqwpbMXUNu/izjPpNVeJ/1CWYw8F+vsWVyohVy5vYZDy+PUsbALd5BlVk2oKX26/QJPsYJPl5w2z65i77Z3Y/YYTmEf9Zv+Yr7Ws33g1LEE60ILElw7MaczzJl+8y7wtbJYbWNlv465qc/khrKObK8Ey3dqOtmX7Q1c3wRWAsJLQVI0fkpWExOUs/9aHq1n2McpuNPV7LFTwP4ztCRSVrjNKHzRxsb1p2h84Q7UcBx+LxuBzfozXPUs8a3GU5wJueD9ea8DNc995m1C3LmMufopbLtW/KcvIl6zsrXXrU/5lb0s5cRtDa+hXbTGxTqLsxeCrtxew/XavKAy0mueWekrJ9a0Pq0eZpu4HllnZygs4bbnTjLrUs5gGx2jDJpo5lNc7nDXV+ZLv3LVuD/mcKIG1BpfY9XT7+fkxphNdAbHQD5lZ7qsB5vTD5IkUdiyi8a3CXkB5Ou/hlT7xVNzGfuZFY65E6jhKV6opc/6xUm96O7cRP3UVazO6iUXeizGrweMLZg3B0Ng84weizIeQ4qcFLiyfRtGPZ+NMR758x6w9EXDGpdUP6mdgPfKDNUPx81FHGdJDZv/4uIM617YRRX+buqRbsI1sYb/OVyWrqvNc8EF3G69hnvux4D5utc8s9IPXmbDlZHvwjVu10ifVq4lR34xvJWbXnmSdDzzPUDLyycYpnmbe2rcwHP7q8S+G1nnFYwv9yL1DRTa/y/Dlk/3LdDsDNvsfIrGz86xnzHKyT3YH6P9N0hA9dWAu85zv3r3ssIlNx3HG49qLIrctGtXyjfyVvECYzVYl1F+K6cs44lkPcuzwnWuemz5rlb9PSge9557berl3AvMycatb+KV8zMs85Jb9rS7C8qNpBeqq40YdOXGvxV5FiO9mNgsGm+hYVy5vYZ7LtyAm6rXPLPSx7d0jO/m6NPitu100GrUZK7CNs7Yt9T2xmeo76/gqmdmW7qt4+3Xb8J37AqeHVyeq2N/ZRt7xiQHIH/6MUY8sqov4YuETVHxVSoaPz6XSbpbtP8ql20KoKxwSTq7uudt7ugoC3p74zqeNr7AEtoQw6FZ0qLy2rwXGocphTNogAT02EK/5OHMycAmzojl0N2pM8CW9Cvrcit7E6cI9CbWoDvU5OW5cus3saF26RoXb/HwHSWPNBdu8Tyz6hRUYEz+Y/zZRZ9e+nTFX2MU03T9wDKuJomgdyxuys60TJ8iEE0fUwhvkUBJCaT234AbVjcg4MwFAwMAACAASURBVJLLCo+0eQc366fsy1YkmDfKRSDgeg1VTa2PrsEsZw6FAjHhVvHfXkHfFMlIwQO6EWeADJv/4uIM454yi9caHePuMmXGmd7zmXZNDsP7HB7LoHsj0ELHBG1cDt2E12q10A6kwZcZNLsHat23L8OTUbIL1PZpZ4ef3JP2B/p2xDWrZSA7e/U40a6HWDkLsZzpfe5RGSeNy74JJJTRMOUTKjr96/aKdeGpiBG2nuyMGzFH/PQChxtaSu4RxuH+H2JuljrYDu245jycgfFldmUmHOwgfd8dW5LWfFfjwpYzXFlllVZKWSZUOiiPaKTYcOkXdg6UNOF5MCx3r99YeaWHm7nY1GbYc6Apt8hnWOaxZ6yEIxUpoH9xow8Zm7c34EVOCrq7HTqw/simGNlFOVj2p/kyyOzY6E+WpchleDLK06f1pCN1sv/C0L3+Hxuujopw0tp8nHUmaekjD7tonYc90Q1PPkW7Y1RW5sFvclIPJqPseWyt3Eo2V5k6m8/Sck/tv1FlT9rjPyeCx2mYtmaFq3hSbkChkLtuH4jP25Qxys/SytKB4svAn7/c8ZQe7spBp3fTajnVOrWan7f/ghyWoxfHlXVkXnXmU6cNZboMy3xKKhc2GsrOopjb4Wj8noNAdViKa/A6TrT27K7MHM0fiyhllZEcInrz2B5yeGLHgnO3lSyrfLptz7ikI/dxkVR2PSnLLEZ66Qu2O5WZb8My/1UWAoaTgCYgRx6YTetkQgIkQAIkQAIkMC4EqOyNi6RYz4kjIIuBb09cq9lgEiABEiCBfhOgG7ffREP5hU2poWB+LQEByqgEQkipAuWTAmeAQeQ+QLhDzpqyHDLwEhQXlnm5j14pATBWgQRIgARIgARIgATGmQCVvXGWHutOAiRAAiRAAiRAAhkEqOxlAGIwCZAACZAACZAACYwzASp74yw91p0ESIAESIAESIAEMggkbtDISMdgEiABEiABEiABEiCBkhJwz0tOPHrl9eufSlr98arW9PQRkGW5ZUYZUT7lJjCa2nFcjIb7IEqlLAdBtdx5iszdP7pxXRq8JgESIAESIAESIIGKEaCyVzGBsjkkQAIkQAIkQAIk4BKgsufS4DUJkAAJkAAJkAAJVIwAlb2KCZTNIQESIAESIAESIAGXAJU9lwavSYAESIAESIAESKBiBKjsVUygbA4JkAAJkAAJkAAJuASo7Lk0eJ2fwO6XmD6/hVf5UzAmCZAACZAACZDACAhQ2RsB9MEX+SO2zh/B9PR5bMVqY72GA7uPmpg/9wfM2Mb0mmdWelsQL0iABEiABEiABAoQoLJXANbYRH31Tzw4kNo+xoNvf4xWu9dw7OJR8zTOffSen3eveWal90uq/NWrrfO4slv5ZrKBJEACJDAkAru4Mn1koufVMVH2kqw+5r5YsfS/81sxys2QulNZinn17QMczK+jee00Dh78M+Jq7TUcu9+gOX8OH/lmPfSaZ1b6srDtvR6mzyZZXZNKMOnS+7ooinosZOQvbnhvzAQ/M9IlVW8i70dlMp2qpReNP5FQczd694o/FmwfTlpa0kV/98fSEUTk+moL55PKyt0CRowjoLinjiNAyyY4VxXqD3EFV/zeeCh7iVafH9A6fkf9HJn8JNnrvXVgbWGitXfgR3z74LFysS5+dA7zBw/wbcCV22s48Orl9xEX7qDLrMw4TOzL0kL99rmw9hjN5fDLS3Zfl8luoVX3xkMdrYWUN9nFr/xxI2NH/jWXK4N5OA35AS2sY8/we30Hy82LSH7hLBp/OK0Y61KWnflf5HD/krO0xGlZ0f7+agura8C1PRkbWq6u/rF76wHObSSU5RTLy/wEjHIt81/q3+6XSIyTtz+kFlDNwLFQ9pKtPou4cWPRl8zMH3BuHmg+mmAfmFImPBer4hFy5fYa7imTx4+GXbiDLNMX8bhfJfdlUfQuAs2fsHftNJab3stL6wevyRl9/dUWGs3TuPa5GQ+L+PzaaTQbeTfR/IitRhNYruOSsth6bo+tLZw3FkBlyXCtU8E363GXTfH6L+JGQLlYxCfLwIGVWTjHovHD6fm9fwTC/T2U86s2DvA+jqqx8FvMzQPPX3peo90vsQwzTkLp+LVrAjOX7quXztR3TrGoLn+Pa811zHdT0ktnPpv+Er6mEDPfhda8G2XUWpFd7b+bugw5zRgoe1mWKJfYD2gdAPNzv3VvTtS1ViaMi/U9fHQu6MrtNRxKWVzGJ0anADwX7gDLrIwEU/ryq5d4jiBXzFzCffdlJsAh1NcDDycdcebo+8BBO+LGD2RjvuzewtrBMpqh8poPgA1lubqD5YN1LEz/CdjQlsDm8mOs3fKnS5PVxH4qhRtYdgdHGoyi8dPyYlgxAgn9PTsTURK/d16qslMwRr8I7OLKwjqON+97L6TF822utVH3LPF7177HcsgV7893P0HNb6vey7KyJr6PpmvFf/4y39xavJoDSVF+ZS/LEuVikbVkCG0ccMMrf62VCaiHsnYDKnO3deX2Gu4pdssfw9f1es0zK32FhJbWl2eO4jiaaORdcxrq6+Ja7/5PWznmr33uyFXntlw3ript3Zi/9nc70c7MnRZzx1hNeN0zSklp1oMt6AdJSF+OJiwaP5oD7xgCzYv+2tPQg9tEiX4m93cbd2YW8/geL9USGP1ipbwZoiQeF6uetgRpK8+kW7gttQFeiEfhIp5f20Pq+MroD8vNr+wcNxOzzMmf74DFz9ftMig1v87POksEwlb6ATa9T1mXXtnLskRZDsq824T7MLJhk3LhKRN6nYm3Duv1Hq7Ne67cXsM9F27ActFrnlnpKyS79L68iBvemlO7Zi/JTdDvvu5ZOeqXHNd8hbgPvCl2PdjHeDR9JGXNnleTovEH3oDxLGDxhpnjvHV18pKbNGbcJubp7zOXsHFNloDLS/NFNJfv4MbiLq4sQ1m/d69oxUPWuu5JPFq4XcJ9v3619SesHb+D+ylzVOH+oF6wH6MVWNPuVN0J14qheDakP7juXyd+yS9Lruzltfpo8+7BcnpnKLkseq5eUJkw2Xmu3LVb2FK7dI27tXj4rlLMgq7GgZdpqjn2nzn6srht1cNDr9lr4mLMwdXxfV25bLtilMPK0VW+k5hIr5OM2wEfT6No/PhceFcIaJZofuOsw4ojk7+/mzVkavPSjUW82mrgubJ+/4iXzwGzblmNvcxy4+rCe3kJvGo9Blyr3cI6DvBYKePx+n3e/pCzBs7cDDSxLEpffME5Mxx+tHIre7msPnphu7x5vU617w4f7nBL1MpE8KBjXQP1VoIm1tb0Ll3nxBQVIW94Y/UBDmJcuIMsszJ7bXL15WCPWVSr/d01dyl9PeB20vlEXQ/B/NW3PFaOmGS8RQKlJBBwtcXUsOv+votba++D1u8YpkO4FbTa6c1r8zitdkunPvbT+oNaJ30ac+EHomlPTLh9AZBdJGOm4Jda2cuyGu2qoyo8c3qqxI30qvz5Hi7d/ynezO29lcgbaqwZPGd4/fjj0OLzwZdZFbFm9mVZxxV6U5RfKYFVrrWiJ2tWYl9qZi6hHtgwIQ+nx3DXoOhzqFwXRH4rR5VHTtdt2/0y6LJVx3UEX6gCzHPE77ouk5Ywcs6d7u/ui2eAveLTfX/3rXqS0Xs4etzfnatequw4nTRBlKS9OfpDsKY/Ymt1HQf29IFgqBxh5obLTlx3es71Ih3OcsTffzXi8lOKN5aqvzuLInV0ZYlaW8ejK2JQhTpbb3rNzWoZzdf+Qkw3hNfdEtC/mjH3ebfpJzldjr4MfZbXtOrQwuqIWidkFTu1ISO9r8vb7546VPki4L316mNU4tmrdTCyA/c+1+rFE8q4u/gxji8vwJ175q/txb9QSVZF42cUP9HBsp7q4CIWptcthlT2cmqArPvqpr+LEv/gHDaccbJ44w4eTRvZi4XJ37JmK8SLQgREofLPz7sImQuzZGoLyNUfTuN54wimzXGi8+vYC1kT5HxTOwU74eKqD4RBdAyzec3WotQXU51OpxOu4dTUlDrvJnyf34sTkN1aYlHjX3kJlE1GMundOno/fddZeXH2vWZlk0/fG1jSDMm9pILpolqUZRY07TmRc05D+l9WwtKGi8xd9a7UbtzSUmTFSIAESIAESIAESGBMCJTYjTsmBFlNEugzAVkEfKPPeTI7EiABEiCBySVAZW9yZc+WkwAJkAAJkAAJYBE3Kr7cim7cIXTzd9+dHkIpLIIESIAESIAESIAEogSo7EWZ8A4JkAAJkAAJkAAJVIYAlb3KiJINIQESIAESIAESIIEoASp7USa8QwIkQAIkQAIkQAKVIZB4zl5lWsiGkAAJkAAJkAAJkMCEEXDP2UvcjetGmjA+fW2uHFBNln1F2vfMKKO+I+1rhpRPX3Hmzozcc6MqfUTKsvQi6nsFRebuH924Lg1ekwAJkAAJkAAJkEDFCFDZq5hA2RwSIAESIAESIAEScAlQ2XNp8JoESIAESIAESIAEKkaAyl7FBMrmkAAJkAAJkAAJkIBLgMqeS4PXJEACJEACJEACJFAxAlT2KiZQNocESIAESIAESIAEXAJU9lwavO6OwM5lTC1soN1daqYiARIgARIgARIYIAEqewOEW46s29hYmMLU1AI2YrWxXsOBnXubqF04i1ns4PJUXFn6/uUdIWLiSDzzL6lu5SA47Fq0NxagWQ27ZJZHAiRAAlUk4D6Dqti+7DaNibKXpJDEKQ5TmOKT0pd8+yHu7svXfdx9GKPt9RqOHdzbrOHC2Vm/TOyjflNpds694GWt0VKHTcuB060GUJ+bFIUvqS8H+US/mXRGQZ7CQkR7D42HTGtr0fjRWk36nZ3Lvjzsy0sa9/YGFuxLTpwMJ51o3vbnGQ/BvIrKSl66rEzDzxSRY5qcg0XzWwECinuYt0qfPV/5MpuU50l+sOOh7GUoJK7i0Gk1UNs8Q8uI1wfaD+9iv9bAdqOG/bsPI67WXsOxcw+btQtwdb2VRjEZzK5exUqSMpq/L49HzNS+rCezufo+Ns9oJcJX6Fp4dmrbKsjSz1Gfc/q5pD2Dp1aJbqGBOuZiJ01BVTT+eOAdSS1XHLl0OujsrcJ99bF1EgVhro5T2x1Pjts4VZ+LUdptCl4kEsgaDwkJC8jqszrQaImstrESeqbs3LyLC18nyDmhaN5OJ2AUNZn/on/Z85Uo83PPrnpj6yqezU0582M0x0m7MxbKXpZCEhDa7DGcAvD0RYwVKxBxEr608fDuvnKxLp29gNr+XQSNe72GA+0XTz0XrsPz2Cq+btSweb3YOr5Tx2IfkU7G43+Z3Jf1ZIZtsXTWsCIKgSh0z1peo5dw+/aSD2D2LC7UgM17ngW1/QJP4VpYZ3FWIjx9EVHwVSaZ8aU+U7i84ViilCXDtajw7dkXSPaVkf0XVoxL+CLhJSw7t0mPkTEeesXTeoZ9nIKekuZwQg0l75mycxlncBWr1Z+ueqVYKP3s6p5S1LZXYpJlzVftDVzfrKFhB5ceW5Fn0AtnPpu6DN//FDPfhZY+GWU00dobU+0y3RoDZS9LIQnhFEtT4KEXCp+kr8qK5CkASjkIuXJ7DYeWTZySpqx1+3VkeHOVNHYun8FmrQE7Tisro5S+rCazFXxqFQEAs6vYcxW8AJcWnu0DtRNz+q56yQm6z1sS4dSxeCtTzvibd4GvxVol1o39OuamPpMb3qQcLC9QPX7JRWD22Clg/xmMSp8rESPFEAiNh5gY/bnVxsb1p45S0Z9cmUsGgaz5KqCc67zixtZm/RmuqvlMXqqf4kzIFe/Pdx1sr+yj/plnsNi5jLn6KWx7adV8mPQindGUkQV3Yv4AmctL8tdqdGqodRotqU+r06ihU9NfOp3OdmcF6Eh93X9++OjbMEqWrUatg1qjo9AJvT5/7yjZrHS2LWYtjxXvhl+eez8qs1HLa2gyytGXhYVwMwwt2vDF9koHdlyYwBDb7EyC4ycQ35WZ5B8ee9H+ZGrR78+hyaeLim+vBOced7xFslMyQ0C2aozAHUORVCO7UWbuESix4yEYq5CsAmPVGQtSjhon7lgzz6dgeWX6Nk6yVHIKzEWGpMscnhx0WOw4Un3CjC1Hhia7JBnHhPvPMhNY/s+wzGO1unCkUTYrDDn4XQswqCx4HSK2swy/JaNjqR/OUn7wn5mYeg33HvYBzuEBZb6bT+Gvr43M9ARsBuTw5SMlDktGwb4boyypyceRV4Ctw8aLZxjqkKAyZh5swThOHiHlLRrflZmkC+av7oReHtzc+3k9LPn0XmfNTCsDCbl5Cp8Zk7VarQMqewmwct6OHQ9ZabNlpcarmT/VWJQ0eq6S8WLGloqXNFazqjGk8PEZQ52OmosiPIPzT3i+0rIKPUeylD3vWaSLCs93IhjnXmBuDpUzJBkWLSYs85Ire1kKiRaGGXQGRqzgTeCQP8PAh1a86pxGsTOlOgOm13Dv4R8ck87g8IpUsqjVOjUYi0ZYZp6MHQukqe2wPocjo6y+7LdWmAlXNaFFuGh+YYUirs/H3TOlxIUF74Vl6fQdLxMVP1I/U0L/Pocjn/7UN8gwO89hMcyuSTTGeHCPHw/R1kTvdCMr/azRY8HOfQGlIlpOGe6Mhyw1qThlL05WgXtxMgjcC89nUpZ7z702Eove02V6L+S2A5j45foMy7zca/a8NWV6R5TZwdZCoxZaexbnBK+dgLeaKS608vf0YvDgLllAL9rfr9/Ehtql2334jpJNaI1ZDFW9dm8fcfurdPRZrO5568ESd47GZDxut7roy0ufroTWc+lNHJuyozBxLZ8PRq1ZwVPk3atUNL5fEq8CBHLPPf4aTq71DxDM+aXYeIjNNLesdnCzfgpXuSsjFuMobgbmq7kTqIXmOtk8iDT5eps+zLLnSBtiws0mEnkTx+Y9Z4NHJHX5bsTpomGNMC7OMO4pLTrGcuBr9FrzDlj2ujLpD641o2EZtcLYFjrm6AA3EyFnuHI/Rd5som9Ckq15G9LRY2QmkdRbGAJrDE2VBv05DBll9mVpv8dT4spl8A03gZuBE+n3niXRGT/a9eG5IDLjh2UZ7VNJbTJV6tfnMOTTVV2FocPXWArccRVgHipEhQXShyKM+GtpuSsuGeNBTSligXH6e4B1dnoXv/T1sFzNdzUOInOhm3r01+WWZZBPcN7zwjLnq/j50hdL/Hxm5lwzdv343vzp3TBzsqnpsOY+U143n2GZl9iNG3242AZ7gl/Z1gKURrn/fIHZFCO7CAMfWUX6XLAMyDJx7qV5g5dRl33ZBWyU4VBftw8zAeCNCzsW3PThh19m/PjJ0TzgdPLgBqBeZJCWdvDySSs9LSw6/7h8JGVY2dPfx9MNlEZi6GE5xkOQfbasEtsQUeqVZJ3NTeHlMok5jSygvGPIR6IUqND8FhhPGfOb5OTnEZaJyL/WqdUcXSFG+bdzp9TDDY/0t/Kv2wvLfEoAhe2Nco5MzO1wNH7PQaCaLMV9ch0nWnuVOGuqbDKS85xuHttDDk9tjh44/lHKJp/xJ5qvBeSej9M4xKIss6SklwTIOadVmXfDMv9VFgKGk0CUwBJud9wD4aIxeIcESIAESIAESKAcBKjslUMOrAUJWAKyCPi2/cYLEiABEiABEuiNAN24vfHLTB02pWYmYIShE6CMho68UIGUTyFcfYtM7n1DOfKMKMuRi2DoFQjLvNxHrwwdDwskARIgARIgARIggWoRoLJXLXmyNSRAAiRAAiRAAiQQIEBlL4CDX0iABEiABEiABEigWgSo7FVLnmwNCZAACZAACZAACQQIJG7QCMTiFxIgARIgARIgARIggbEh4J6XnHj0yuvXP41Ng8pc0enpIyDLMksIoIwon3ITGE3tOC5Gw30QpVKWg6Ba7jxF5u4f3bguDV6TAAmQAAmQAAmQQMUIUNmrmEDZHBIgARIgARIgARJwCVDZc2nwmgRIgARIgARIgAQqRoDKXsUEyuaQAAmQAAmQAAmQgEuAyp5Lg9ckQAIkQAIkQAIkUDECVPYqJlA2hwRIgARIgARIgARcAlT2XBq8zkdg90tMn9/Cq3yxGYsESIAESIAESGCEBKjsjRD+aIr+EVvnj2B6+jy2YrW1rHBg91ET8+f+gBns4sp0XF76/pVdaaGJI/HMv6SyR0OkbKW+2joPza5sNWN9SIAESGAcCbjPpHGsf+91HjNlL05xOIJpPhnz94RX/8SDA4n+GA++/TGaLiscu3jUPI1zH73npH2MtVtKs3PuBS/nr+2pw6XlgOm9a8DawqQqfNnKdJBc9Jsog9E+b/I1CnX2uNi94sQ1ijgttlHgmXeC81LadETmmTBzR4gfB/HJVdzYF1MdPy3cD4sZU6+2cJ5jJh56obvR+ev8lvt8ygrPlmOh6lQw8pgpe1oCruLwem8d882LtITk7Jyvvn2Ag/l1NK+dxsGDf0ZcsVnh2P0Gzflz+GjGL3D5WjEZzFyqYzlJ2fSzreZVqjKtlYaFtcdoLmtFzJ3wzENHwqN/P6CFdey9/slTqu9guXkRbvpoGgDLd6wSLor46/uX4Ig2NglvOgRkScP0RaBpuP+EG4tOeNwlmcdRyX0vfRxEsxEFe6FV9/p5Ha2FI4HnRWr4qy2srgHX9kS+eky5yvzurQc4t8ExE6Ve9M4PaB135qK9dbEIOHLKCgdS5Vi0OhWMP5bKXkAOM0dxHMDzl+5bQCAGv1gCP+LbB4+VC3bxo3OYP3iAbwOu3Kxw4NXL7z0Xrs0UOHoJG9dOo9koto7v+FHXOujkV+HLZGVaFD2tNOxdO41lUR5kwmv9YGnMXLqvHljNZXvLuVjEjYCitohPloEDJ70TOcelVjyvbG3hfMDq575hT6p11uD7EVuNJuTlM1PBM0n42TOB9HEQyv7VFhrN07j2udHAF/G5O1dlhrdxgPdxVL0B/RZz886zZvdLLKOOS3w7CkHv5usibriDaOYPODcPNB8Zj1FGeJYcTZVeOvPZ9JcwuZvlRoH5LrTUybxk2OVIrtZv8i/x5/gre2JpQtitWGLio6yasip5rNRgCrlys8KhlcE4JU1Z6w7WkeHNVa3fvXIRzfl12Pl3lEyGWnaKMv3qJZ5jGZ+YZ5LUa+YS7rsTYJG6qskPWA5kWCQDHbf5ANhQ1sI7WD5Yx8L0n4ANbcVqLme774uXOEYp3PEyRtWeqKq+cpU13fKZo+8DB23t1cgKT4Qliv73jhKZGJEBXRH4Aa0DYH7utwmpQ+E55dhca6PueT/2rn2P5ZAL3p/vfoKa31Y9A8bul1hYex9N13Py/GXEM5ZQ2VLcHktl72BtwV/svyxv1n/n21WO7qStSsYF+x4+Ohd05WaFQz3cQgqJLTf0xmzv6wtXZo25vcl0F7rKQVjZVhbqJhqBdSohiHm+KrfiEUwv6EktU1dsXvTHUmjik+KW68ZFpa0a7libmTstZo6xmvDyIMwdRz1ggAer7tpH11qQkFMG84RUvN0FAfFEpP1lhWNmFvP4Hi+VB0QrGOpld/cW1o6LVc9drznplu400gXDsow4ofBMOXrFLze/gnmfnonxbvnzHbD4+br1fqn852edJS5hT0rB9o0g+lgqe4E1e6/v4Lgof2NmUh2+rLVVCco6ox9Oau2XdeVmhQNKGVz+2A6WcBvSrHtGZuKCPFi75ZjPw7lU93u6Mr2IG946Fbtmr5s+vfiVtzbpYzyaPpK6Zm/xhr/OTK1Hkr7RTZnVFVlqy8wD5pxn6ZQ1j83lZsRa4GZC5i6NMbiekSUqsnxM5syLaC7fwY3FXVxZBpo3FiFeiufe5jO18SyPa2MMmj3SKsqmlzQjTlZ43sqrF+zHaAWWMjmJnXCtGIpnQ/pBjhc6J5uyXI6lsheEpy1KaH4zkQpEkEXKN8+qpBcam4f8Hq7Ne67crHDPhZvuFjTWvQaeJ1Rl8YaUmf5ATEg65rezlWnltlW7lfWavSYu9nCeoZZF3CaceJAcR/Fcku8qd6Bdz6XjudaA5JQmhMwNiUF9ahkl554VLinNGkG1genGIl5tNfD82udYxI94+Rwwy1pUXnwOJcPOFbKLKwvrOFi+g/uX4tZ0x4fnkWOu4pMiyZIab24GmlgWpW/MXowroOx50gmYWJMkNrn3g1Ylw8Fz5a7dwpbapWtcvNHw3VQXrokvE2MdywePoU538W87V+/h0n1v/deYDRanEcUvM5XpaJaLaoeFt7YoGjyYOxxH+bkGXHz5k0ViknkESd9uxMgo4JLLCo9UZBe31t5HPVYRiUTmjUIE9CY1sZ6+jl1/khJeWI6Q3YZ4jtOYS9pgExNuFX9xUY2ZYj/+yp7aGq93mCbJrFB/q2Rkf2NAmJEyT6OJtbV4hia8sfoABykuXB+bZ63wb8RcLeKGGiy9WK5isi3xrSxle1fW2oWUXzm8GrmYy9nVXwZdtjHjQp/x5rkgIueDyUMsvg+UGOtoq+atu3TPmNy9tY4D52giMh++iALMZy6hHthIpPu5XZuVFR6qvm/Vk4D3cPS4vztXKZF5x2soX37VipxyiacoeonhBeUI/IitVbEgJu2mDobLTlx3eg68MIyJ8H41JvUMVFMt9l/zb8kxFbH9w48y4VdiTfsJl+IoKPN0bIiO7YXLBPoosrNzETde/xTJVb392Czj40CtLfsqkraaN4yy/Xdnga+HVxYJr63jEfQZXtNNQ+CIWh/kvuHKhOOfsXcRElfWQip3x+LHOL68gGlnXNgwk6X7KetRDi5iYXrd3k2Nb2Pxwicg42oPOC8bxry78+vYCxyB48cGmTswur9MHQcx2co6yT05iFyONsJpdWaee1xKVrjNUl6gHpzDxn3fvbh44w4eTZtxJ3mb5f82FS/yEFAbLqDO1nPnMGAZzddfYTErHEC2HE/jeeMIps3RVTJWQ4qDnG9qp2AnXNzEgTBVL7N5LU8DRx9n4rr9awAAFGxJREFUqtPpdMLVmJqaUou8w/f5vTgBOZNH1nqM95+8dTUwt3e/krueyyYjeZjdOnqfLzDeoCmbfMZ7LOevPbnnZ1X2mJRlloS0ZVEORw/pf1kJSxsuMnfVu7G07JWWbmUrJtY5vrFWVrxsGAmQAAmQQKUJUNmrtHjZuHEkIG7wG+NYcdaZBEiABEiglASo7JVSLKwUCZAACZAACZDAcAgkrC0fTuFDKWX8d+MOBVNvhbz7rlm93Vs+TE0CJEACJEACJEACRQlQ2StKjPFJgARIgARIgARIYIwIUNkbI2GxqiRAAiRAAiRAAiRQlACVvaLEGJ8ESIAESIAESIAExohA4jl7Y9QGVpUESIAESIAESIAESMAhkOucPTeSk5aXBQnIAdVkWRDakKNTRkMGXrA4yqcgsD5FJ/c+gSxBNpRlCYQw5CqIzN0/unFdGrwmARIgARIgARIggYoRoLJXMYGyOSRAAiRAAiRAAiTgEqCy59LgNQmQAAmQAAmQAAlUjACVvYoJlM0hARIgARIgARIgAZcAlT2XBq9JgARIgARIgARIoGIEqOxVTKBsDgmQAAmQAAmQAAm4BKjsuTR4nZ/AzmVMLWygnT8FY5IACZAACZAACYyAAJW9EUAfXZFtbCxMYWpqARs9amk79zZRu3AWs9jB5am4PPX9yzvSWhNH4pl/vddhdByHW3J7YwGa43DLZWkkQAIkUA0C7vOoGi0q2orxVPbaG1iwSoOnPPBpmC379kPc3Zdo+7j7sBdtbwf3Nmu4cHbWKXMf9ZtKs3PuBS9rjZY6YFoOmW41gPocFT6gSwVcLKvhMRCrdBsZmHKMsj2FhV41fpP1xH8GX2bSpqKdyz5/Kz9ayAv3IHkB0vyy5pB8/T4tPz9sClNh4cqziPIrLL9ogqicIqy9REoeYTmISYFjK4rVuTN2yp4S9Fwdp7Y7VnHodFpoPL3es7XK4VLJy/bDu9ivNbDdqGH/7sNEF6wwTlUEdu5hs3YBrq630migtnkmtwVqdvUqVnpWOisgplQFXCsRc/V9bJ7RSoKVy9Jtp/97Y2F7JQVIC89ObftptLadW14pGU92kFK6zwDOfHR7KQPJiiOHTgedvVW4r00ZqSc+WB7qc8+uen35Kp7NTaX04+x+n5pfewOf1YFGS8bYNlZCc9zOzbu48DXl13unbOEZGmjJeFD/NGs73wEwSrfMh4l/HFuJaMZM2dvBzfo+xEIUnFBnsbq3h1XOmImCFgvSw7v7yvW6dPYCavt30a1xr/3iqefCdYo7toqvGzVsXi+2ju/UsckWWrICLoqeViJajRpWRJkQBe1Zy4HuXraxcX0TWLmaMA6WcNsdNLNncaEGbN4z1ljPzbHhWM2VxcJ9486yorj1mYRrzTw6H01C20fUxvYGrm/W0PjCaNRL+CJ13sno91n5tZ5hH6egp6k5nKgBT194XpGdyziDpPE2Ij5jW+wSbgdeepbw6Qqw78x3s6t7ShFMfafNav8LZ36bugwz+5mlRpfd+S+03Mkom9YiH2NdzCp+lOHjpeyJRQkruEqtrnifURYkz/WqHvTdunK10hinpClr3X4dGd5cVfedy2ewWWvAztnFW1SBFCkKePsFnmIFn5pnmrR2dhV7rsLmEti5ifr+CraTwt246rqFZ/tA7cRcIGTzLvC1ebPer2Nu6jO54U2y2a76QGZV/+KOqaq3tSztCyhfulKzx06JVoCk16Bg1UP9vuv8RNF/6iidwVL4rUcCSgkHVgITYI95AtisP8NVz3rYajzFmZAL3p//Othe2Uf9M894sXMZc/VT2HYtj09fJHrHeq9p/3MYK2VPLEqonUDw8dR/KFXMUVuQjOt1FmcvuK5c13ozBTGT79fnnDVhzhuQesCFlBALLP0t283z+okW3VeushBWwGeP4RQ2cT3XujpjYfoCrm5oxRJ3oV6cwusuxTBoXFLailFrfG0thXParDFWE1xc0/t2TykKwN3P3HV4zlhJKmjzjD+2Qg+bpCS8rwmoZ0AvMEL9PjO/uROo4Sm0MU8riupFV16uTolVz12vSct3L6JRac1a5DmtlOV+dzUFZ4ytle3bdo6cjfFw+fMfsPRFw3rAorpH2BJpKlDez7FS9sqLsew10xYkKEuNfjCpdQ/WlStucLNWQjZP1JSrXK+dkPv+AFFK48qndsCEW55m3TMbNMQMv1+/6ZjQw7lMxvd0BXwJt711dXbNXpLbwLPq5bZ4y6LyM5twFbnJIN7fVhpF4YJn+ZTxsr2yGbEWuKUu3fbHmVoDJmMySa5uQl73TqCbfj8ry1NkM5nMm2ewubKN20s7uCwrLG4vQTwUT72NZ2q45nFr9N6S6uZg1yJ/intTxTaRFR5b6oV6P3lljBOuFUPxdEg/yPFCV0IJjZWyV8xcX0Lao6qSZ0HSi4zNw6aFRq2oK1crjemmdWPdu46nCe1dui1lpz8UE5JW6HaWAu65bdXOZb1mbxtnYs42LGrV28HluTr2V7axx+UQPfUnNR/Z9Vw6K9cakJ25HivYvDfxLz7ZrHQMzTxvbDdefL/Pk59ZK6Zefm8vob1xHU8bYkVvQ5xNZkmLyouydKH3cK3HRtpGwvTM+zy2ZAmNNxcDmzgjSt+YvaSNlbIHZVLP69pK7wqTFBq0IJmWe67cIha2VBeuyVeWll3Fyv4+kvdMiSVxGyuTbNXoQgFf0iuWg2uTCln19KYPsU50CvtHfPnyyiMQcPH1QIVLU/LDi2EedbGFs0vp94Xzk02Cp7huPIy4rN/TxpZaF11DaNmy35KYcKv4i3tq3BT7TswfIOuxy/nXatQ6Ur+Vbbd+rU6jVus0Wu69clyPnqWwQacWB6fV6NQiLJO5KfZB8J1OZ7uzEpNHUE46TqQO2ytKlqg1OqMU3ShkpPjEtFtzW+lsCxuPtdyTy+0V2HtaSimyFclIfKx09FBJkIEVd1iO0byT6myzGNDFKOSTrymakZGTpFHMHbkGZCDjzQkzYycyLvIVPvBYZeUeHAfhflu034fHVTQ/F7SMAVdeUhfzXY2PyPzoph7ddVllaYlsr1iO6p73bDJsbTwzxsKcM8dWWK7hsZsebuZgU49RzYWm/DyfYZnHanXhSHkyHmocryNIPe2/sPCHWqHkwkrPMrnqkRCZ2EqKOVLXIjeGL6OoImXr6/XtlW09+dj+LX09BF9NOFaZsznYi4CiYRRrd8yo66Ay6BcRreOoJrjhy8cizHHhPTQM14AyF694uDKNe5jlKHQoUcrMXfd9mf+jL/nF+r1GmZafhR1RKCTEHafRuti0I74osyw1Gpejfq6Hx4YvI/+578fJSi/htU6t5qcNGhmi6QPhkfnTzJsjFmxK8WGZT0lc326pr+QcmZjb4Wj8noNAdViKK+Q6TrSqd55h2WUk5zvdPLYXOlsyR+erSJSyy6cimCPNIPcIkrG9QVlmiU67+uVw9KqscAnL/FdZCBhOAprAEm53ch/sQWgkQAIkQAIkQAIlIUBlrySCYDVIIImALAq+nRTI+yRAAiRAAiSQQYBu3AxAvQaHTam95sf0/SdAGfWfaT9zpHz6STN/XuSen1XZY1KWZZdQ/+sXlvl4Hb3Sfx7MkQRIgARIgARIgAQqTYDKXqXFy8aRAAmQAAmQAAlMOgEqe5PeA9h+EiABEiABEiCBShOgsldp8bJxJEACJEACJEACk04gcYPGpINh+0mABEiABEiABEhgXAm45yUnHr3y+vVP49q+UtV7evoIyLJUIolUhjKKICnVDcpnNOIg99FwH0SplOUgqJY7T5G5+0c3rkuD1yRAAiRAAiRAAiRQMQJU9iomUDaHBEiABEiABEiABFwCVPZcGrwmARIgARIgARIggYoRoLJXMYGyOSRAAiRAAiRAAiTgEqCy59LgNQmQAAmQAAmQAAlUjACVvYoJlM0hARIgARIgARIgAZcAlT2XBq/zE9j9EtPnt/AqfwrGJAESIAESIAESGAEBKnsjgD78IndxZfoIpqfPYyugnen7V3alRiaOxDP/wvH9mu8+amL+3B8wY9OF43aft18Kr0iABEiABEiABHolQGWvV4Jjlf4x1m4pzS6x1vPX9tQh0HIQ9N41YG0hrMRJ0l08ap7GuY/ec/LpV95OlrxUBF5tnYdWyAmEBEhgIAToqRgI1vJk6hofylOrYdZkjJS9OMvTEZzf+nGYvMa6rOVr65hvXsytOMxcqmMZj/Hg2xDj3W/QnD+Hj2Z8HH3L289yQq5+xNb5OKtr/uaLMjidSxsMjSG64fNDTo0Z5Jomit0rxmrufFIOqXS7CzQyCb+s6vthGfmeClNa7+PS5MTPfASyx4aRqTd2QuMmO32+elQ11hgpe1oEruXp9d66mJ64dixv7zx6CRvXTqPZKLbW7vhR14IHvHr5vefCdQruU95OjpNx+eqfeHAgTY1Rqj0X+cLaYzSX9QTnvtwoJW/6CCQ8+08myot4bi23e7iGdSyEn3rZGTGGS0AsQtMXgeZP1iJ+Y9GNEHO9fMfGFQv66/uX4Lw3xSTgre4JZHscYj0VqeOy+9owZQaBxLGRc/5KTJ9R7gQEj52yF5DJzCXcf30HywfrWKWFL4Am6Yuy1h2sI8Obq5LvXrmI5vw6Pg88vH7Etw8eI6wASoLe806qdXXvv/r2AQ7m19G8dhoHD/7pbHjRk5soEXvXTmNZlAl5uWn9YGHMXLqvlIbmsr2VfPHqJZ7Ddb2/h4/OnQaev/TK1G/NV7a2cN6s2VRvzsbCIcpm2EqSXNxkhPyIrUYT8gKaqeBNBpDStTKXxyHGU5E8LkvXxMmoUOb8lRPDS2d+m/4S/qKmmPkvNN+Zl2u7pn3MXpTHW9lT8l3E55EHZU7BT2Q0zSvJuncgllLvYd+Y24taHdQb7zI+CSiABmSPeZtsJuZTK86y0WXxo3OYP3iAb80GGjW5hTjLy023WsXMURxH0MrxqvUYOH40YFVqPgA2xNrkvUQtTP8J2NBWq+ZyMP3EiCmpoWosuAp0UkTeHxmBHB6HqKciZVyOrCETXnDO+SuLUnOtjbqa3+Ql+nssh1zB/vz3E9R8t+p5wXa/xMLa+2h6adX8aF+Us0otR3gFlD1g5uj7wEHbsYqUA25Za5FmgTNucrEWHazdct58dGvUG+/yx4jV9TKse1l5l5XXwOrlKgszf8C5eceVqya3Jhp9s1gv4oYocM2LVplfxh28DimPy3XjUvwt5uaB+Wt/xyXPxzgz51oCB0ZlfDJ+1YZ44B+sOuvvAtaChKY4MuDxRQmM+ng7bb4DYjwVaeOyj/ViVjEEEsdGvvkLiel1WcvNr+yzayb8gg3An/+Axc/X7Qu4vBBgftZ5MV7EjTFbflEJZS+my/BWKgFjgWvgeUK8xRt7uDbfDL356IlxOd6s5+XUbd4JFanwbe0qMhtdtFvVd+Uu4oa3JtWu2evJbSDuWH/NnnL9Ni9yg1MP/Us9AACc8yyfsv6uuRweM8ECFm/4a/us9bQnuQbz57c4AmZOilmrHOOpSB+XcfnzXj8IpI+N7PkrPX1MDT1rYct4U8JRnHCtGK5jQXm9XPdvOFF5v1dC2Ytq3eUFXpaa6bfdx8oyEV+n93Dpvl4PaRfxx0yMcWm7yjsuo0rf04ozDswE4m20cF25ak2qv2aviYtdb0Z6tfUnrB0so35Jb7aRiVHWAsZZbyuNvY+NUx4FvI+jzu4K1xqQXZRWQtD8JmJBz07LGEUIJFn3op6KHOOySMGM2yWB4NgoPn8F03dZCT+ZMxcDTSyL0jdmL2kVUPZ2cWvtcXR3qC8mXsUS8AZDbJi5uYgbYgIS0/j5LezKZoIUF65JBRTPO+nlys+zYleeq+janmvpEWuq48oNNXnxE/Gt92+5glZWvsfLiYMfAtvt15lZzKMP/ALuoW4rw3TpBPSc1Gy43owYT0UX4zK9XIb2RCBlbOSav1LSw9v0Mee8rAXqGhNuNsW9Vs/F8XpJG3NlT+9YlB2jG57FIiAsfvEIyHqHnyI7Bk3H1cu2dJz7YY6LX+ljIu5fAlqPEXXh9ifvpPFWVREGXUWmlZ4rV9ZKypEeoTdHOQsMuZRtnZ8+d0q7HJQbAu4aQL2TFKHzEk1N+JmDgLfO0j2ofPfWOg4cpq4M8GoL5wMLwvmimoNy36JEPA4xnorMcdm32jCjAIGMsZE5f2WkD5SlvvyIrdV1HCzX7ZrkYJxgePhg+3H0Jv4q2MDyf1O7Rdf8eqpF/2EFxQ/mVd8I6F/NmPu8bxlOcEbaojB/7u/Ogl+NQ01qa+t4BG8zRdNgOoKmnCHlbKiQCcg/Y+8ippuyoWIPEYVdshA3xB5wfmEB02b8hPIzJfEzLwFZ6qCgYnraSzO/jr2khduyBujgIham120BifKyMXjRPwKedc87l1K7cOt2wb7ZrJE6Lne/wmLS7rT+VXTycsoaG1nzV1Z6RfQ0njeOYNocVSVj1ZlPJYqcZ2qnXCdcrIiBMCyj+dpsZhsPcU11Op1OuKpTU1PKmhO+z+/FCcgxJrJwm3/lJVB2GYlSd+vo/YhltrxE+1uzssunv60tT25V5y5W10efRD0e5ZFA/2pSdVn2Tso/1zSk//We9YhyEJm76t2Yu3FHRJHFkgAJkAAJjDEBz1MxaetHxlhirHpvBMbOjdtbc5maBMaPgKytvDF+1WaNSaDEBGStMf2xJRYQq9ZnAlT2+gw0Lrt3353Gzz+/jgviPRIgARIgARIggZES0BsNR1qFARdON+6AATN7EiABEiABEiABEhglASp7o6TPskmABEiABEiABEhgwASo7A0YMLMnARIgARIgARIggVESSDx6ZZSVYtkkQAIkQAIkQAIkQALdE3CPXondoOFG6L4YpiQBEiABEiABEiABEhg1AbpxRy0Blk8CJEACJEACJEACAyRAZW+AcJk1CZAACZAACZAACYyaAJW9UUuA5ZMACZAACZAACZDAAAn8/xIyvmJ/IiYzAAAAAElFTkSuQmCC)
HSBC Sydney Branch
HSBC Sydney issued a new, three year domestic bond on 31 May 2017.
Volume: A$750m
Outstanding volume in this line: A$750m
Coupon type: floating rate note
Coupon rate: 3m BBSW +70bps
Issue/re offer price: par
Margin to swap: 70bps/3m BBSW
Maturity date: 9 June 2020
Industrial and Commercial Bank of China Sydney Branch (ICBC Sydney)
ICBC Sydney issued a new, one year floating rate note on 2 June 2017.
Volume: A$100m
Outstanding volume in this line: A$100m
Coupon type: floating rate note
Coupon rate: 3m BBSW +65bps
Issue/re offer price: par
Margin to swap: 65bps/3m BBSW
Maturity date: 8 June 2018
Newcastle Permanent Building Society (NPBS)
NPBS issued a new two year domestic bond on 2 June 2017.
Volume: A$50m
Outstanding volume in this line: A$50m
Coupon type: floating rate note
Coupon rate: 3m BBSW +120bps
Issue/re offer price: par
Margin to swap: 120bps/3m BBSW
Maturity date: 7 June 2019
Western Australia Treasury Corporation (WATC)
WATC issued A$1.3bn in a new domestic bond on 1 June 2017.
Volume: A$1.3bn
Outstanding volume in this line: A$1.3bn
Coupon type: fixed
Coupon rate: 3.00%
Issue/re offer price: 99.674%
Issue yield: 3.04%
Margin to EFP: 62bps
Margin to ACGB: 70.25bps/April 2026
Maturity date: 21 October 2026
Source: KangaNews/FIIG Securities