Illustrative examples
Illustrative examples
These examples accompany, but are not part of, AASB 132.
Accounting for contracts on equity instruments of an entity
IE1
The following examples4 illustrate the application of paragraphs 15–27 and AASB 9 to the accounting for contracts on an entity’s own equity instruments (other than the financial instruments specified in paragraphs 16A and 16B or paragraphs 16C and 16D).
Example 1: Forward to buy shares
IE2
This example illustrates the journal entries for forward purchase contracts on an entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by delivering cash in exchange for shares. It also discusses the effect of settlement options (see (d) below). To simplify the illustration, it is assumed that no dividends are paid on the underlying shares (ie the ‘carry return’ is zero) so that the present value of the forward price equals the spot price when the fair value of the forward contract is zero. The fair value of the forward has been computed as the difference between the market share price and the present value of the fixed forward price.
(a) Cash for cash (‘net cash settlement’)
IE3
In this subsection, the forward purchase contract on the entity’s own shares will be settled net in cash, ie there is no receipt or delivery of the entity’s own shares upon settlement of the forward contract.
On 1 February 20X2, Entity A enters into a contract with Entity B to receive the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 in exchange for a payment of CU104,000 in cash (ie CU104 per share) on 31 January 20X3. The contract will be settled net in cash. Entity A records the following journal entries.
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pI12WUDqIwbSWNPnu1aXkmm80GcYou5e/19fXQfbGXbDbbVU6Stuy/0G3OXF8rZQ1Azc3NqXq9Hti+4ziBzcnaST0PhUJBua6r1tfXg/sSPu1adV1uKe/p6ekgHlkfH7fu0vf9kK5MOxTdiexSHpJv/e9isRjodnp6OtHGk9oG0aeeN8dxEtf9VqvV0LppSVfWt9+PTQtb2U8gOtN/5vNx7ZreJ4iN6m13XFlION0WRN/633pbqLe5Ubau1yUdsT19P0IS9Xo9VLZR/WNcvyn7A3opS6VUYj1RKqwD/ZrYkJRPHNKG9LIWOsnOqtWqNb4oG02j163oPi1x+UnTX8XVERu2djJNG2Arb5tObeHi6pKuhzR7GGw6j4tfbwdEzri+yoa0F2b9lXJI6jd0ufW9Q6buZPyil2ev/X9S/x6nRxu2MpZn48YHWxnTCdvmMOhCyzXTgbD9oohqRPSOWOSam5vrzphm5GI05mBVDFE2bKXpKHVsG590wxLDs/1EN9KxJtFoNIKN5pIn02GwDXoljAxi9Ph0OaJ0KZ2a+YtrQESfuny2Sqg7RzZdFovFIJ00ZZSkgyiinouLays27bpuqEGRQYM0IBMTE12NtdiuPGfb1GTWzyhd2hpW2dCoh5N81+v1Lnl0p7aXwagpd7VaVaVSKZBHdx5tiLMStSnRtGelNvWpl6GEMTecxtl4kt1JJ2A2tkkOg8RrPmc6I1u1aTPPvToMevjp6WlrXY5q16LSLBQKQVsXVRZp7LtUKoXqUZT9m7Yuaeo6d123pwG71Nk0HXxSxy+Do0KhkMphEYcqDWYbUCwWQ+URN7DRn6fDEO8wmNekrqbp+23Y7D9NG2DKE6VT28ukuLoUlX6c7DpJ8dvkjKq/NqQd1fXVaDSCF6NJ/YYuk36wgRlmO8a0afp3m46iiHMY4trPrYzphF35cNsXX3yBarUKtemghH69UiqVujaFfOtb34p9RjZnHzp0KLhWLpeDDUwyrWmTr9cp1+eeew4AcP36dXz11VcoFovWePX9H2mmog8fPow7d+7AcRyUy2Xcvn27J9nOnTuHtbW1YM3+mTNnrOFMXa6srKDRaHTJv7CwEJlWf38/XNfF5cuXg2v/9V//FbrWbrfhOE5q+bezjLaDrdh0u91GNpsN/u7v78cf//jHYK3yF198gXw+H3oml8uhUChs29F0pq3duXMHzz33XHB0ol63bt68GZIX2NzftB3reJ9++mnMzs7iiSeeQKVSwbPPPhu7J0qOmAPuLQ9K4tChQ9YNZHo7AMTbeJLdff3119jY2MBjjz0WijNJPonXfE6WgOynAyVeeOGF0N9p2zWTF198sWszvlkWafA8D5OTk5ifn0e5XA6m8E1MWx8cHESxWMSFCxcAbC7HWFpaCtrsNFy8eBFXrlwJbY6Ny4NZf/Q89PX1oVqtYmVlBb/61a9i0221Wmi1WnjzzTdTy6rzzDPPYHx8PFj29vrrr8eG//a3v72ldLaTNHrdiu53g63Wkd0mbV3ai/jTjItkrPH+++8H1/70pz8F+2620m+kYSv9/27072nYyphO2LUvPS8vL29LPIcOHeppoKmTdBrOdnzsQoz8yJEjAIAbN25s6Uxok1wuh5WVFbiui6WlJRw/frynzbqy1nJ8fBwnTpwITutIw/Xr13uW9/nnn4fv+2i1Wmi32zh06BBeeukl+L6P+fl5fPrpp/inf/qnnuPdTx9X2YpNJ33fwWYrO3nijud5+N73vocvv/wSV65cCdZlCysrKzvSmJ0+fRqNRgNDQ0OYmpqC4ziJjsj58+cxNDSEQ4cOda1PHhwcRKFQwPvvv49Op4N2u43Lly935SeKJBvfKbv729/+Fvo76eXHXiAn9OhspV27e/fulttuHVnb/Mknn+DHP/4xqtVq6mcvXLgA3/fheR4+/fRTDA0Npa5ftVoNJ06c6NoE/A//8A8Aum1keXkZQ0NDVvnfffddTE5OYmxsDIVCAW+99VbsHqDx8fHEQX4cb775Jur1OrLZLMbHx/HEE0/Erqf/x3/8RwDAf/7nf6ZOo1AoxLaJ33zzTXqBkU6vvep+N9muvn8nuZ+6tB/iBzbHGrOzs2i329a+Kq7fuB+20v/vdv8exVbGdMAuOQy5XA6Li4uoVCqhAk1zKoHJb3/7254bgkceeQQAUKlUQg3L/Pw8PM/D4cOHAWx+pETfzNhsNnvawChxAsCzzz6LI0eOYGNjo2uzU61Wi22sbTSbTdy4cQOTk5P485//HHzMIy2vvPIKOp0OFhYWUC6XUw9MHMfB+Pg4Ll26FBi7bGSK4/Tp08hms/jNb36Da9eu4Sc/+QkGBwfhOA4++eQT3Lx5M/L0DRvbWUbbwVZs+tvf/jZ83+/aHCXPiFNo2sba2hqeeeaZbc7BZmM+MjKC9957D2+++WZXecjbu1KpFMrj+fPn79uJqNVqOHz4MDzPg+/7KBQKsccrXrp0CW+99RY+//xznDt3znr84ZUrV/DXv/4VTzzxBBzHwdDQED7++ONEWeJsPMnupG3ptQGWeD/88MPQ9Vu3bgHo3sS5n9hquzY7O5vYdj/99NOJ6Z88eRKlUgmTk5M4ffp0esERnmV49913Y48P1/E8D0eOHAnVb6n7AwMDcBwnZAOdTgc3btwIBt769R/96Eeht3mzs7PIZrM4c+ZMl/46nQ4uXryIjz/+OBhYtFqtVF9+1alUKiiXy/jjH/+IRqMBIP74xnK5jEKhgKmpqcgybbVaoc2SR48ejRwky2xOL2/X0+i1F93vJtvZ9+8k91OX9kP8wOZYw3EcvPPOO/jggw9CM6Jp+g2TNG3vVvr/3e7fo9jqmA5I6TD8z//8TxCpibwhkyPm9Gvy72uvvYZsNhu8SZTd32k+rf7b3/42KJBLly7B93289tprXWnq6EoANhuVUqmEjY0NHD9+PEj7Zz/7GZ577jnkcjlMTExgY2MDP/jBDwL5jh8/nmq6Wgas7XYbv/jFLzAxMYFcLhc0uisrK/jOd74TxHv58mUMDAz0/PZBHJ7+/n4MDAwEU65mfvX/i47++te/YmNjI3j7qr85mp+fj9Tle++9BwD46U9/ikcffRSZTAaPPvooTpw4kShvuVzG7Ows7t69G3R2Z8+etTo6UXmQv5PKKI0OoigWi0FatVotVVxbsemf//znADbPYBdd5vP54OxyifOf//mfQzZ/584d/Ou//msoff3NtFwTGU+dOhX8LQMLm6397//+L4DN896BTTtYW1sL/v/CCy/AcRysrKwEeczn8/jiiy+Qy+VCx0u2Wq3YGQKb3OKI5HI5OI4TuwxCnr916xY6nU4orfn5+WAg9vHHH+POnTtQSmFycjL09sZ8my/E2XiS3Q0MDARn44tMnudhbW0t6FBsSLyzs7Oh9uPdd99FtVpFf3//fdm0mee04aUzi3sbnNSuPfLII8hms1heXg7suFKpIJvNBm/Jo8pCXmT86U9/ArCpS3mTl8/n0W63sbGxEXzNtNVqBffb7TZarVZiuyqzDNKOJlGr1TAyMoKRkZHQqSxLS0vBAGRmZgZvv/12kP7FixeD5aMAApt94oknMDMzE7LLXC6HX/7yl9jY2MDJkyeDl1pyspHeXmQyGXznO9/B3//938fKbNpOu90OXlQ8+eST6OvrS1wOduXKFQCbgz7P80Jxep6HX/7yl6GZJ+mXX3755dDJbjKL+cYbb1jTibPRJL2mCdPpdBJPIDQR+dOOMeT/8ndSHYnCbCfTtgFmuKi22QyXti6lGatIm6EPoJPit5X9VmZlzp49C8/zsLGxEapbSf2GHkZkkedl3NtsNoNTw0ZHR+F53pb6/zT9O2DXow1bGacZH9zPmC52Z4V+WhEsGyPM+9VqNdhgoV9TanPziWy2kN3kcZtaJO5SqRR8CbJQKASbWfR0zJMjbPLKSR366RwSl6DfLxQK1s3UOrI5RzbAZLPZrk1pcqKRyFMqlYJ05Vo2m439QqboY25uLtgUKScr2fJrlkuxWFRzc3PWk5CKxWJoA4/tFA7Z/Cr3026glI1f+oYj2eSj614/cUpM0rQ7IaqM0uggCtmobtvkGhdXrzat1L0vxcozpi71r6iKvYj+zLrVaDS6dCcbvrLZbGAjehhz05Xck3IX/ZqnQcnzZh7FHuM2Y9rkrlarIdlE91HIaTYSVj91ZHV11dpWiY5lQ7WuA1PvSTYe1zboJydJerLZL+qUNV03err6l3Dvx6aV6q5XCc29NXzUBs24dk2psB2bdSOpLKQ9chwn+JKptGGiM4lXTrkSG4yzdZ1CoZBqs3Pc5kbT5nUbMutJnF7N+iGy66d8mb+4umJrT6vVqpqbmwvkS7t5Wr4wLc+J/ZtfbBak3HXZ9bJLktVmo3F6TRNGDibodcN4VHml7a+S6oiJrZ1M0wbY5FGqu22OsououmTmK669sdloUvy28WPa+msi4wrTzpL6DZvOlbp3KI700XLojPnF8177/7j+PU6PUehlnHZ8IPnbypgu8/+F3Hc0m00cP34c1Wp1334waHh4GIuLi1vavE0I2T5kj47tC9fZbPaB+kIr2Vk6nQ6eeOIJ2gQhhPTArm16JoSQneLWrVt49dVXu05+WF9fh+u6ey0e2UdcvHiRNkEIIT2ybx2GXtfe7gW9rO8jhOwcJ0+exJdfftn1lfVPP/0U3//+9/dQMrIfuHTpUrDO2PO80JphQgghyexLh6HZbOIHP/gBAOCtt95K/9nqXURf/vDoo4/usTSEPNx89NFH8H0/2GDY19eHV155BU8++eS+Ovec7A1/93d/B2Dz6M8//OEPe3KUISGEPMjs2z0MhBBCCCGEkL1nX84wEEIIIYQQQvYHdBgIIYQQQgghkSQ6DPPz88jn88hkMjh69Oi++kphWprNJiqVCoaHh/daFLLDeJ6H4eHhfbnv5aAzPz+Pvr6++/4KNCGEEEL2F7EOQ7PZxM9+9jN8/vnnWF1dxcbGBn7zm9/slmzbxpkzZ6xfFyY7y/z8PCqVSqoveutfULX90jh74hguLi5uh/h7TqfTQblcDnRQLpetDrt8EVb0pIex6VJ3pqLueZ4XvCjI5/N0wAghhJCHmFiH4f3338fZs2fR39+PgYEBrK2t4c0339wt2baNO3fuoFAo7LUYAO59YGo3OH/+PJrN5q6kZdJsNvHee+9hamoKGxsbieGVUpiengYANBqN0Fn6jUYjVZqDg4P4j//4j/uSez9x8eJF/Mu//EugA9/3cfLkydAxvp1OBydPnsQPf/hDKKUwOjoaCrO+vo7p6Wlks1kAwMTEROhDiEopOI6DQqGARqOBsbExzM/P4+bNm/j888+xvr6Os2fPYnx8PNFpOH36NO7cuYNcLrcD2iCEEELIXhHrMMzOzu6WHDvOfjlG79NPP921tPay/AYHB7GwsIBisZj6maeeeioyrlOnTm2XaA8EzWYT586dC44EHRwcxK9//WtsbGzg2rVrQbiLFy/CcRycO3cOAFAul/Hss8/i4sWLADbt/ty5c/joo48AAFNTU6ElQ7VaDdlsFgsLC0Faf/nLXzA2Nob+/n709/djbGwMxWIRb7/99q7knRBCCCH7C2563kVarRYqlcqupFWpVOD7/q6ktZN4nodmsxl6K/4wMDg4iIGBga5rQPhjhp7n4cUXXwyF++EPfwjP80LXTp8+jWq1io2NDZRKJQCbTsnly5exsLAQcqjF+dA5depUqpkiQgghhBw8rA5DrVZDJpMBAIyPj4fWkHc6HZw/fx59fX3BRuj5+fngWX3T6fnz54Mw+jppPQ39GoBgLXatVkOn00GlUgnC5PP5YIlNu90O5Gi1Wsjn8zh69GhIDlmDfenSpVTKmJ+fD2TN5/Ndg65Lly5FruvWN1Y3m80gHtFbu93GyZMnsbGxgcXFxSCPNn2JPmu1WqDnvr6+rnxEyXv+/Plgz8bx48dD+jVpt9uR6+Q7nU6Q5/n5+UDffX19oTLfSX7/+993XZcLlYMAABrXSURBVBO7EN2Y6/aBzUG16LOvry9UVkk2KjYmtqjrT98vIGnLG3ubTYqMcfsH0i5Rk2VGMmvTbrexsbGBp59+OhTuqaeewsbGRpdOxsbGUCqVsLKygkqlgtHRUfzud79LNft29+7dwNGIkk1sRV8GJzZ89OhRtNvt2GVNUftXdCe7VquF6qDYoV7/PM9DX18fzp8/H+gpzV4QQgghhESgYgCgqtVq6FqxWFSu66r19XW1vr6uXNdVANTc3JxqNBoqm80qAKpYLCrf91WhUFDT09Oq0WgoAKperwdx+b5vvSZpuq6rHMcJ0nIcRzmOo5RSqlQqKQBB2vV6XWWzWaWUCv7faDSUUkpNT08rx3FUsViMzOvc3FzoGYl/dXVVKaVUtVpVhUJB+b4fxAlATUxMKKVUkG/HcdT09HQQp5k/0Y1SKlZf9Xo9lL7II+mnkRdAcN/G+vq6ymazgbySfjabDcpB5CuVSsr3fbW+vq6KxWJQDkkUi0WVYGYBYiPmz8xDqVQKronMIo/EIWW1vr6uJiYmgnKI07mE09MT+xYcx1GlUkkppdTq6qoCoFzXDeSy2aSkKc8J9Xq961oc9Xo9ZMOSV1M/UdeV2izzQqHQZZdJOI4Ta0u6rUi41dXVUP0tlUpd7YmOrguRs1AoqPX1daWUUhMTE4HMetvj+36o/q2urirXdVWpVEq0cUIIIYQk05PDIANgs6PVB/IyWJGBtE6hUAgNeNbX10MDaKU2BwUSf6lUCgZjSt0bBAsyGJUBhcSZzWa7BkNJDoPjOKFnVldXVTabVaurq4GcZpz6gEUp1ZUXuabr0AwTpS9xcsxwMhiLk1fXVdwgb2JiomvgL06c6N0Wj1kOcWzFYdDT0p0Dpe7ZYJRjIXGYA1MZfOrpmDpPk1fTtorFYqg8bTapx6PXHcdxUg9aZQCth9+Kw6DUPcdGH4zHIc5UEqb+Go1GKI/6y4AkXNcN2bPUQdtP4pQ86aSxcUIIIYTE09Mehq+++goAuk5BKZVKXevlDx061PX8q6++isXFxWAJx7Vr11CtVkPXfN8P4vc8D5OTk5ifn0e5XMb4+LhVLn1Jxddff42NjQ089thjoTD5fD42b77v41vf+lbw98DAAO7cuYOBgQF8/fXXANAV5/PPPw8AuH37dmzcaTD1de7cOaytrQX7Hs6cOZNa3rR88cUXXXrJ5XIoFAr75iz9H//4x6G/v/rqKxSLxdApSvKTNf42XnzxRaysrISu2Ww0iTt37uC5556D53k4evRo5BGu5jKfn/zkJ8hms3jnnXcAbC6hyefzqU8UunjxIq5cuRIK/8gjj8Q+Y7svy3Wq1SpWVlbwq1/9KjaOVquFVqu1pdPRDh8+jDt37sBxHJTLZdy+fTvVXpRLly5hamoKk5OTgT1LHbSVux6nqfcHwcYJIYSQ/c6WNj3rxzoC6Qdezz33HIB7JwW1Wq1gIPXBBx+g1Wrh5MmTQXhZB/7JJ5/gxz/+MarV6lbETc0nn3wSe/9vf/tb6G99wL7dyPGr4+PjOHHiRHDKjU6SvGnTMdkvJ0oBm5t1TUfgxo0bVrnjuHv3LhzHuW95PM/D9773PXz55Ze4cuVK6lOg+vv78e///u/BKUVXr17F6OhoqmdrtRpOnDjR5QwODAwgm83i+vXroevXr19HNpvtCt9qtfDuu+9icnISY2NjKBQKeOuttyKP3u10OhgfH8frr7+eSk6TXC6HlZUVuK6LpaUlHD9+PHHTf7PZxE9/+lNMTEygXC5b7/fKfrdxQgghZL/Tk8Nw5MgRAAgd6wgA33zzTarvHPT396NUKuHKlSuYn5/HSy+9hP7+fpTLZczOzuK///u/A6cCAE6ePIlSqYTJyUmcPn06lYzyVtUcRCWRzWYxNTUV2lgsm1gPHz4MAPjwww9Dz9y6dQsA8OSTT/aUVhpeeeUVdDodLCwsoFwudzkncfKmRQZ05gbQtbU1PPPMM/eXgR3iyJEj2NjY6NroXKvVYjeyzs7OYmhoKDZuc/OwSavVwsjICN577z28+eabPc3mAPdmGSYmJuB5nnVAbOJ5Ho4cORIKW6lUgrfj5XIZy8vLoWeWl5e74u50OvjRj36EhYWF4Nrs7Cyy2SzOnDnTpbtOp4OLFy/i448/DgbXrVarJ/tqNpu4ceMGJicn8ec//xmu68Z+QLHdbuPMmTMoFotdMxpSB8+cORPacN9sNmMPNXgQbZwQQgjZd0StVYpa5ysbBvV1yvrfssY8aq2ybObVNzjqG1V19HCrq6vB+nDf99Xq6mqwedOkWCyG1prX63XlOE7sumXZxKz/9I2esiHW3Dwp+ZQ11noe5Jq+/rtYLAZrx6vVaqS+ZGPx+vq68n0/tCF3bm4uUV7RqYS1rZWXzaLmZu5sNhvaaCrxCHItzfp3KaO0a+WRYjOuxGnmXal7ezlkQ7NSm+vh9fX6UToXnUkZyyZjiX92djZ0f25uLtgbI/qJsklB1vmnWcsvYaPyqlT3nh0pP8n7+vp61yEAOqJz/b5et8xfXNmYtmK2DSKbDdmjITYv6PseJH7zJ5vbYdlDlMbGRYdp9mkQQgghDyPWkY1toKIPjGVDogyQzUGqDGpsg6KoDcT66UKmHHLKiQz0JiYmgoGcOYDSZZRn5TQa13VjN5nKRmOJUx8kizz6fV1eXVfFYrHrxB8ZyIjDJIPMKH3JKUiSX30gLAOdOHllAGbbAK6zuroaOt1HTkPS9S+/RqMR0rtcs2E78ShukGwbCEYhJ+7oMsvmWDNP2Ww2ONXLlMtmozIoFX1Wq9WQQ6A7EI1GQ01MTAQ6jrNJXXYZ5MYRNTg2HVDJrwzwi8ViSBfms7YN3aYzInZn+0U5fjZbEedW6qKcYNRrfvUyEn1L2yPlImFtp1HF2biUCR0GQgghJJqMUkqBELIrzM/P48MPP+z6xgchhBBCyH6FX3omZJfodDr4xS9+0XXyEyGEEELIfoYOAyE7jHxl+NFHH0V/f3/qDfyEEEIIIfsBOgyE7DBynGupVMLHH3+8x9IQQgghhPQG9zAQQgghhBBCIuEMAyGEEEIIISQSOgyEEEIIIYSQSOgwEEIIIYQQQiKhw0AIIYQQQgiJhA4DIYQQQgghJBI6DIQQQgghhJBI6DAQQgghhBBCIqHDQAghhBBCCImEDgMhhBBCCCEkEjoMhBBCCCGEkEjoMBBCCCGEEEIiocNACCGEEEIIiYQOA7lv2u02MpkMMpkMKpWKNczw8HAQpt1u77KE+4dKpRLoYaeQ+IeHh3csje1C7CKfz++1KCFqtVqgx2azGRt2t/Kg287DXIfI1tDb4INEPp9/YNq7rXJQy26v8Dwv0KfneXstzgNDpMOgd5i2QaBuwOzAHm5yuRyUUgCAEydOWMMsLCygWq2iWCwil8vtpnj7isnJSTQaDRSLxW2PWxy3RqOBRqOBxcXFbU9juxG7GBoa2mtRAiqVCpaXl6GUQrFYxPXr12PDLywsoF6v73geJicnUa1W4TjOQ12HyNZYWFiA67o70vbsJWtra6hWqzh16tRei7JjHNSy2yvK5TIajQYA4Nlnn91jaR4cIh2GsbExKKXgui6mpqa6HALp6KvVKpRSB7oDazabsW/PHwTk7WTS29KtIvHGVb7Lly8f6EY9LVevXt0RPQwNDaFer2NwcBCDg4OBExfHTttFGpaXlyMdzd3G8zwsLS1hYWEBwGY7NzY2lvjczMzMruRheXl52xyT3ZrZkZdPO/kmT94Y1mq1HUvjILC0tHQg2+DLly/j2LFjPT2zG3aZhrRt8EEtOxsya7STXL9+nS9fekUlUCwWFQBVrVat93zfT4piVygWi3stwkNNtVpVjuNE3vd9XwFQjUZjF6XaH5i26TjOtuuhXq+rFNV5XwJg37QjjuNY2zod3/eV67qha7uVBwCqXq/veDr3A9vi/clBbYMlXweZg1p2e0mxWOxqx0k8sXsY2u02Tp06Bdd1MT4+bg2zH7yzfD7/0Hje+5WkN583btwAAAwODu6WSPsC0zbb7TZ83992PVy4cAGu625rnLtBs9ncN295PM+D7/t44YUXYsM5jhOaTditPKSZxdtr2BbvXw5qG3zjxo0Dv1TnoJbdXrK4uLhvZrYfFGIdhhs3buDYsWN46aWXACA0dddsNq0dg74xL+10tyz50TcZ6nsoZDmUxC2bmySM7/sYHx9HPp/v2gAlcet7LvRpa7lvI2ozr349biOSLQ/5fL5rc5YezhaXLvfw8HBIFtvU3fDwcJBHc/OmLrsZRl92ZubRnLY1Nw0lVb7PPvsMxWIx9JxtiZfNFqJ0ZbMv3f7MfIkN6PmsVCohOXT5ojbSic7jlqnZbBPYrFOO4wThbDbZSzoir+/7mJqa6gonceTzeVQqlUCOrdoFELYNXT8ii1lmelj5CVevXg05mrblf5KeKUeSrZjE2XQ+n8fIyAiATYfAtidLbAsARkZGgnxcv3490Kuehm2pg55+muUzevlFTaGbcep6ERl02fU4gegDCWx2F1W/bPZuthG6XHq8UXaWRld6nLZ2PU1fZLblSfmWuKL6GrPcey1zAF39lZSdbYO9yGGLW6970gbbsB3GIGnZ2p40bVNcGnHtqtlWAfHt8meffRbUCb3co9qDqA2vaW1Gz0ez2Uzs06LKMulghbRlF5WWriNTvqi22syf/nyaOqGj20icber3zc3dpq71uE0bMm3EbE/0uKTc9/PLl31J3PSDPl1TLBZDS06q1WpoekymzMxnkqanzXj1aaJGoxHcKxaLql6vdy19qdfrXUthXNdV1WpV1ev1YEmVyGqTCQnLCRzHCS0DiJLRhn4fQNc0mKkzaEsOGo1GaDmYLDuR+7J8wixGGFOXEo+Zp0ajoVzXDXQkuK7b9beuM/O+PJ+kQ8dxQnqDsbwizhb0OPT7ej4dxwnJCSBkP6IrXU6zbHWZqtVqKH3Rv6SZtAwoyjZd1w1No5v57DUd23S1XBPbEX3r6fRqFyamHUheTPuVvyUf+pIfXf+NRiOon6Y+TD0m2UqUrFL2IpuuM9PObVSr1a4wYlt6XTeXNpm2l3YJX1z5JcUp90Sn+j2xQ8FWH6X9FOLql4Q38yT50OucKYvELWXRq65EFrMt0NvNqHKt1+td9UbXgVkOZl2L62skH/K3PJu0pEwvZ3lGl19vl/QyjitPW92z6ULSMdsBPYyZh6R4JYxpS1K+aWw9rl2WNkSXP0nPNrtMazO6HvR6ZLbbIkdcWdra4K2UnTlWkPyY4zEZQyX12ZJ/XWazDkTVCVMW3/e7xo5x9dtsY830JA39GbNtMtvfpLaLpCO1w2BWBtu6bPNaUkNv63zNxlh+erq6XGbHJ3HU63XrAMJ13S6Z0lREvWLZBtBRiHy2xkevhHpaStkdMFMWWUud1ABFhZFGVsfW6euDOpuDYtOpjq3CK9XdCcTZgunomfm0OYJ6g+n7fpc9JnUa8kxUWJvt6djuiy7NgZ3oYSvp2BwKU9+2wUovdhGXrilrVHrmIN3Mq/xrk9McKMfZSpSc5n0znTT7F8w6q8cjMkV1oEnxmHHGlV9SnGJj5oudqLzb0mw0GkGYpPqllN1ObX1AVBuSJl82bPZv6ydsmAOmuLZP0rLVXTN+mwMm8cXlxdSppGFzspPakLi6Z0P0rO9NNNtDWzue5KybebLJntRWJbXLehnY+mwTm12mtRm5Z8poyp2mLM02eKtlZ44VzLj1eJPaOKXCtmASVyei+ple6retjpi61G3AbHfMfiVN20XSEekw6AUi6E6B+cbDVkHjBpK2NzW2RiLuDbCEsVWuqLcDZkOhd4ppwuvppjE4yYNZ2c1OznGckA5tb29tspiVy+ac2N52RslvDuJtbxJ67QRtHbpe/km2kNRg2gauZl6U6u4QbPqMyqM5qxRnY4JpmxK3aX9m49ZrOjYH1syXrRPtxS5smOWmv521NdKmHdicU5uctsFQXLthYutMzXJOu6nQDGMrI1vdNmcJkwYjpl56jVPisNXLqAGVrX7o8SfVL9PebXHa0m80GoFOe9WV5NVWR5LeyprYHBtzYKuXQVz9tL1AS5LJ5kjZ6pi0IeZsWdwAKe0sjd5XmWnbZoYkr1FlFGU7Qtq2KqpdljbEHI8k5TXKyUlrM7a6pec1TVna4tlK2dnGCmZcNj3FYdpYlCxmnUh6eZhUv6PaYbOOm7NRuu3rz9vsjxvIt06kw2BO1Sp1r0Ez30BGLT2Ka+wlLvmZlS/NG3ZbwxLlvOj5Mg08jri3J0kDlag3MhKvnn/b288kLztKH7a3NXr8UQ2/6EZ+ad4WRr291bF16Ho5JNlCUiNkKyOzoYjqeG1la5vJ0eVLM5Vps03bdL6u062ko1R3p2OzS1OHvdhFHHpaUW/Y9fhNxyburZj8resxyVZMopxNs51IWvYVFcZcdmLmQdKXX5oOO8op7yXOuMFB1ABEl1ufmUhTv6KcEFtebAPRtPmyEeUY9TIw0N+q6/Hq8tgGT7brcYPbOHls+TAHnmnbEFt/EtfX2foO095t9S1qJkWIGhvocSa1VWZa5oymeS1pxiMqXaXS2Uya9i1NWUb1Sb2Wnc1hM8ceUU6FjbgyTaoTcW1ymvod1Q7rNq6PPyVf8kvzwqIXXZAwkVqLGySnqaC2iqxj88DlulJ2z9CcIkszrWiix+u6buy0pVLdbzfNBjVugBU3CIlqSKvVqrXD0Z01/ZqevuldR8kQ1RhEvQ2SPJsyy9rEpMpne/Ooy5BkC1FvECWftvyYA25TDzI41teJmoO+uOU1kn5Ux2KzTVs+bGtDe0knavmLXoa2NcG92EUc0kHodckWt1yzLa2o1+vWJRCyzMe2/tUkqZOyvWEy38j3OpOjlL290e0qymHR82yT17RFXS9JcSYNeqLaSEmn0WgkOqBm/bLZe5QTodu5bUlcWl3pcen2b7aRacrVpquoN+d6e2i7Hzfwi5LF9oxcS5o9NJei2fpnWxts5smsV6ZDH+XI9voyR2w0TVsV1y5L+rYlgnEDftuLtl5sJq59i6p/trK0zbhupexsOpCxQFyYKOJmNJLqRFT/Jf8m1e+odlh3zm0zqXHy2MZsaV9GkDDWU5La7Xbkl5td1+06qSOXy2FpaSn4u1arYWpqCo1GI/KowSNHjgAIn7xknnzgum7oefnwl4STozw9zwviSTqt57HHHgMAvPPOOzhx4kTsUYj6MYaVSgU3btzA5cuXQzLGEXeyQS6Xw+LiYtepJPrHZ27evAlgU0fLy8uBLIJ+lOnw8DAuXLgAYPPoNTnRQGSQ0xzijmYU3Vy7di24VqlU8M033wQyr62tBfeGhoZw9uxZFIvFyNM/5BhRPb1MJgPXdVEulwEk28Ljjz+OxcXF0CkJmUwGhw8fDv7WyyKTyaBYLGJoaKhLD5KnCxcuBHJVKhV89tlnuHr1ahCHbs9iIzMzM8E1z/MwOjoaecydzTaXlpYwOjoa0s3i4iKOHTuG4eHhLaUjpy6Z9+UYvmaziTfeeAPA5le4t2IXcTiOg/HxcWtdkjg9zwvydOzYMVQqlcAuHnvsMdy8eRO5XC64duzYMbTb7eD0E9Fjs9lMtBUTsRHRh8hcLBYxOTkZXDPLxoZ8OElOIgI22xs5RU7yLPmqVCpB+rpt1Wo1zMzMWNseCX/r1q0g7IkTJwK91Gq1xDiTjmCUNtI89eTxxx+H7/t44403uj5Wl1S/bPYupzqJfILke2RkJGiz9Lyn1RUQPm6yUqng+vXrofoj7WYUol/RlZzQB2yexDI1NRWElROw5NjdqL5GZNW/EJ7P5+E4TvBBwCjkmXa7jaGhITiOg1OnTgV6XlpaCuqzhNPbEGnDb9++DWCzrRsdHQ1sMuojZcvLy6hWq6FrU1NTOHHiRFC/HMcJ2cHw8DB83w/1CTZd6B9+lXzpxLVVce2ytBf6Mch6/qL6JNMue7UZs1/3PA8jIyOo1+shO00qS7MN3mrZ5fP5kMyVSgWLi4vwfT+kp7Qftos7Ij2pTjiOE6rTnucFZZqmfuttrD42knZ/aGgo1G5Lm2WeoCThHccJxi/NZhOfffZZcPSzXs8f5I/y7iqmB6FPOdk8N9PDE/QlNmmXNZjTSebaPttbLT2cyBq3ocYmv/5MHPoSHX1dov6LI82bgai4dN24rhs5m6LrRJfXDKMvNYjzrs082tbg62mInHFvL8w4bW9/4mzBzKupKzN+Xbe2qUt5a6WXrRm/qSNzOjXJfkzbFN3Z3qbp+ek1HduyHj0vstRCz6seJq1dxOXT9vZXt215g6vn1dS/riO9DRE5zbdKSfakY+o0aolMmtlG3dZt7Y3UQdvslvl8FHr+9BlHPa24OG02YebVpodqtWqVLU39Mu1dz4etP4hqO3vVlS6bnmaavsis87a2JSqupL7GbCvTvN3VZZe0dBtP24bo+dLbujhdmPXI1maY+ki71yluTJHUVsW1y7YZfrGHuLbMtMtebMbMj81mzDhtZannXZd1K2VnymRb/tvLUtOkNjVOV6bdRy1ljKoXUdfrdfshNkp112PbMmBdL6IrfRzJDdDpyCilFB4i2u023nnnnZCX+iAgb6AfNLnJzpLP5zEzM8MP+twHMgOS9PaXEPJw02634TgOGo0G21zy0PF/91qA3aZSqTyQA4PFxUXU6/W9FoPsI5rNJvL5PDuu+2RmZiY0jU4IITb4xWXyMHPgHQZ5I+D7PoaGhkJrIB8UZO2irPknDy+1Wg3ffPMNJicncfz48WCdKukN+SrxtWvXkMvlOAAghCQyMzMD13X3WgxC9gTrpueDiOM4WFpait3kvN+QDUUjIyMAYP3cOXn4mJqaQiaTgVLqgbLn/YZsfOQyP0JIHM1mE5lMBouLi5iamkI+n99rkQjZdR66PQyEEEIIIYSQ9Dw0MwyEEEIIIYSQ3qHDQAghhBBCCImEDgMhhBBCCCEkEjoMhBBCCCGEkEjoMBBCCCGEEEIiocNACCGEEEIIiYQOAyGEEEIIISQSOgyEEEIIIYSQSOgwEEIIIYQQQiKhw0AIIYQQQgiJhA4DIYQQQgghJBI6DIQQQgghhJBI6DAQQgghhBBCIqHDQAghhBBCCImEDgMhhBBCCCEkEjoMhBBCCCGEkEjoMBBCCCGEEEIiocNACCGEEEIIieT/AZmrIAwYItZ/AAAAAElFTkSuQmCC)
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)
IE3
In this subsection, the forward purchase contract on the entity’s own shares will be settled net in cash, ie there is no receipt or delivery of the entity’s own shares upon settlement of the forward contract.
On 1 February 20X2, Entity A enters into a contract with Entity B to receive the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 in exchange for a payment of CU104,000 in cash (ie CU104 per share) on 31 January 20X3. The contract will be settled net in cash. Entity A records the following journal entries.
(b) Shares for shares (‘net share settlement’)
IE4
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a) above, except for recording the settlement of the forward contract, as follows:
![](data:image/png;base64,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)
IE4
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a) above, except for recording the settlement of the forward contract, as follows:
(c) Cash for shares (‘gross physical settlement’)
IE5
Assume the same facts as in (a) except that settlement will be made by delivering a fixed amount of cash and receiving a fixed number of Entity A’s shares. Similarly to (a) and (b) above, the price per share that Entity A will pay in one year is fixed at CU104. Accordingly, Entity A has an obligation to pay CU104,000 in cash to Entity B (CU104 × 1,000) and Entity B has an obligation to deliver 1,000 of Entity A’s outstanding shares to Entity A in one year. Entity A records the following journal entries.
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)
IE5
Assume the same facts as in (a) except that settlement will be made by delivering a fixed amount of cash and receiving a fixed number of Entity A’s shares. Similarly to (a) and (b) above, the price per share that Entity A will pay in one year is fixed at CU104. Accordingly, Entity A has an obligation to pay CU104,000 in cash to Entity B (CU104 × 1,000) and Entity B has an obligation to deliver 1,000 of Entity A’s outstanding shares to Entity A in one year. Entity A records the following journal entries.
(d) Settlement options
IE6
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the forward repurchase contract is a financial asset or a financial liability. If one of the settlement alternatives is to exchange cash for shares ((c) above), Entity A recognises a liability for the obligation to deliver cash, as illustrated in (c) above. Otherwise, Entity A accounts for the forward contract as a derivative.
IE6
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the forward repurchase contract is a financial asset or a financial liability. If one of the settlement alternatives is to exchange cash for shares ((c) above), Entity A recognises a liability for the obligation to deliver cash, as illustrated in (c) above. Otherwise, Entity A accounts for the forward contract as a derivative.
Example 2: Forward to sell shares
IE7
This example illustrates the journal entries for forward sale contracts on an entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by receiving cash in exchange for shares. It also discusses the effect of settlement options (see (d) below). To simplify the illustration, it is assumed that no dividends are paid on the underlying shares (ie the ‘carry return’ is zero) so that the present value of the forward price equals the spot price when the fair value of the forward contract is zero. The fair value of the forward has been computed as the difference between the market share price and the present value of the fixed forward price.
(a) Cash for cash (‘net cash settlement’)
IE8
On 1 February 20X2, Entity A enters into a contract with Entity B to pay the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 in exchange for CU104,000 in cash (ie CU104 per share) on 31 January 20X3. The contract will be settled net in cash. Entity A records the following journal entries.
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)
IE8
On 1 February 20X2, Entity A enters into a contract with Entity B to pay the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 in exchange for CU104,000 in cash (ie CU104 per share) on 31 January 20X3. The contract will be settled net in cash. Entity A records the following journal entries.
(b) Shares for shares (‘net share settlement’)
IE9
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a), except:
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)
IE9
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a), except:
(c) Shares for cash (‘gross physical settlement’)
IE10
Assume the same facts as in (a), except that settlement will be made by receiving a fixed amount of cash and delivering a fixed number of the entity’s own shares. Similarly to (a) and (b) above, the price per share that Entity A will receive in one year is fixed at CU104. Accordingly, Entity A has a right to receive CU104,000 in cash (CU104 × 1,000) and an obligation to deliver 1,000 of its own shares in one year. Entity A records the following journal entries.
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)
IE10
Assume the same facts as in (a), except that settlement will be made by receiving a fixed amount of cash and delivering a fixed number of the entity’s own shares. Similarly to (a) and (b) above, the price per share that Entity A will receive in one year is fixed at CU104. Accordingly, Entity A has a right to receive CU104,000 in cash (CU104 × 1,000) and an obligation to deliver 1,000 of its own shares in one year. Entity A records the following journal entries.
(d) Settlement options
IE11
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the forward contract is a financial asset or a financial liability. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A repurchasing a fixed number of its own shares in exchange for paying a fixed amount of cash or another financial asset. Entity A recognises a derivative asset or liability, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
IE11
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the forward contract is a financial asset or a financial liability. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A repurchasing a fixed number of its own shares in exchange for paying a fixed amount of cash or another financial asset. Entity A recognises a derivative asset or liability, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
Example 3: Purchased call option on shares
IE12
This example illustrates the journal entries for a purchased call option right on the entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by delivering cash in exchange for the entity’s own shares. It also discusses the effect of settlement options (see (d) below):
(a) Cash for cash (‘net cash settlement’)
IE13
On 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity B the obligation to deliver, and Entity A the right to receive the fair value of 1,000 of Entity A’s own ordinary shares as of 31 January 20X3 in exchange for CU102,000 in cash (ie CU102 per share) on 31 January 20X3, if Entity A exercises that right. The contract will be settled net in cash. If Entity A does not exercise its right, no payment will be made. Entity A records the following journal entries.
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)
IE13
On 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity B the obligation to deliver, and Entity A the right to receive the fair value of 1,000 of Entity A’s own ordinary shares as of 31 January 20X3 in exchange for CU102,000 in cash (ie CU102 per share) on 31 January 20X3, if Entity A exercises that right. The contract will be settled net in cash. If Entity A does not exercise its right, no payment will be made. Entity A records the following journal entries.
(b) Shares for shares (‘net share settlement’)
IE14
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a) except for recording the settlement of the option contract as follows:
![](data:image/png;base64,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)
IE14
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a) except for recording the settlement of the option contract as follows:
(c) Cash for shares (‘gross physical settlement’)
IE15
Assume the same facts as in (a) except that settlement will be made by receiving a fixed number of shares and paying a fixed amount of cash, if Entity A exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU102. Accordingly, Entity A has a right to receive 1,000 of Entity A’s own outstanding shares in exchange for CU102,000 (CU102 × 1,000) in cash, if Entity A exercises its option. Entity A records the following journal entries.
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)
IE15
Assume the same facts as in (a) except that settlement will be made by receiving a fixed number of shares and paying a fixed amount of cash, if Entity A exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU102. Accordingly, Entity A has a right to receive 1,000 of Entity A’s own outstanding shares in exchange for CU102,000 (CU102 × 1,000) in cash, if Entity A exercises its option. Entity A records the following journal entries.
(d) Settlement options
IE16
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the call option is a financial asset. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A repurchasing a fixed number of its own shares in exchange for paying a fixed amount of cash or another financial asset. Entity A recognises a derivative asset, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
IE16
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the call option is a financial asset. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A repurchasing a fixed number of its own shares in exchange for paying a fixed amount of cash or another financial asset. Entity A recognises a derivative asset, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
Example 4: Written call option on shares
IE17
This example illustrates the journal entries for a written call option obligation on the entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by delivering cash in exchange for shares. It also discusses the effect of settlement options (see (d) below).
(a) Cash for cash (‘net cash settlement’)
IE18
Assume the same facts as in Example 3(a) above except that Entity A has written a call option on its own shares instead of having purchased a call option on them. Accordingly, on 1 February 20X2 Entity A enters into a contract with Entity B that gives Entity B the right to receive and Entity A the obligation to pay the fair value of 1,000 of Entity A’s own ordinary shares as of 31 January 20X3 in exchange for CU102,000 in cash (ie CU102 per share) on 31 January 20X3, if Entity B exercises that right. The contract will be settled net in cash. If Entity B does not exercise its right, no payment will be made. Entity A records the following journal entries.
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)
On the same day, Entity B exercises the call option and the contract is settled net in cash. Entity A has an obligation to deliver CU104,000 (CU104 × 1,000) to Entity B in exchange for CU102,000 (CU102 × 1,000) from Entity B, so Entity A pays a net amount of CU2,000.
![](data:image/png;base64,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)
IE18
Assume the same facts as in Example 3(a) above except that Entity A has written a call option on its own shares instead of having purchased a call option on them. Accordingly, on 1 February 20X2 Entity A enters into a contract with Entity B that gives Entity B the right to receive and Entity A the obligation to pay the fair value of 1,000 of Entity A’s own ordinary shares as of 31 January 20X3 in exchange for CU102,000 in cash (ie CU102 per share) on 31 January 20X3, if Entity B exercises that right. The contract will be settled net in cash. If Entity B does not exercise its right, no payment will be made. Entity A records the following journal entries.
On the same day, Entity B exercises the call option and the contract is settled net in cash. Entity A has an obligation to deliver CU104,000 (CU104 × 1,000) to Entity B in exchange for CU102,000 (CU102 × 1,000) from Entity B, so Entity A pays a net amount of CU2,000.
(b) Shares for shares (‘net share settlement’)
IE19
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a), except for recording the settlement of the option contract, as follows:
![](data:image/png;base64,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)
IE19
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those shown in (a), except for recording the settlement of the option contract, as follows:
(c) Cash for shares (‘gross physical settlement’)
IE20
Assume the same facts as in (a) except that settlement will be made by delivering a fixed number of shares and receiving a fixed amount of cash, if Entity B exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU102. Accordingly, Entity B has a right to receive 1,000 of Entity A’s own outstanding shares in exchange for CU102,000 (CU102 × 1,000) in cash, if Entity B exercises its option. Entity A records the following journal entries.
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AAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8woAAAAAAHYGOK8AAAAAAGBngPMKAAAAAAB2BjivAAAAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8yrIsoxarRb1+/2Fnmu1WtRqtagsyxVJ9joGgwG1Wi0aDoebFmVtlGVpy2UX2XabcjEcDl9UfxYhz3NqtVrU6XRW9g4Jtwk+O+r3+9RqtSjLsrXIs8t0Oh1qtVqU53nwvregU7bTVbU/XNcGg8FK0l8E2dbWle262DZ5wPKpdV5l4+362+UGRnNyckJpmtLx8fFCzxljKI5jarfbK5LsdVxcXFCapnRwcLBpUdZGu92m6XRKcRxvWpQXse02pRkOh/T09ERFUdBsNlvZe7rdLhVFQb1eb2XvkJycnNBoNKIkSZzXb29vKY5j+vDhw1rk2WXYLrrdbvC+Xddpnud0enpKxhiKomglA9CzszNKkoSOjo6WnvaitNttKoqCoiiqLdt10Gq1qCgKSpKEfv/+PXddDiz03yoH3ssgyzKnQz4YDLZe9qVjakiSxEynU2OMMWmamjiO7TX5/7dCFEWmKIrgPUVRmDRN7efpdGqSJFm1aK8iiqJNi+AlSRLTwBRflO5oNArek6apIaLaMl83u2BTklWUHzMajWwbZMxzmdWV6zKJ47jyfklRFJV2cDqdGiJamny6rYnjeC11eRW2NxqNGqW7ap2uGmkvRVEYIqqU4bJYZZ1blDRNV5LHVcnBNiXb/ab2Kd8lnyeiueeXWY/Yllx91a71F8ug1vqlIURRVPm8Dca6TIqiaNQxxHFcMaAmTtImmU6nb3KgUUeTgci2su02JUmSZKVtga6T6y7XkJMwGo1Wmnfd1qyDVeWpqU2vWqerZDQaraWt3bY2PTTAWxfs3DVBllNRFNYum9qdHmC5kIG/ZRBFkTN/22YL66Lx0C3k9fM1/qsjjmM7SuFnZSFzJM41YvW9h0dSRFTp7LjA0zR1jrY48hZFUW2jORqNKu/ndPh9nL42JPlcUyNjubW8UtcsO8N61TqQkSpON9QhSnk5XTmq8+namGrZ6Y5KyqflSdPUPivT1O8O2ZqUq0mFlnYoZVlEVz6dSDmlnWiZfeW8iE3xjIh+J392OX9Sh7qsQvXPJ4NOw1VPZF1jOULpSzn4GdlpcHo6jabyMyF75mgM24ouB9lp6/yxvFrXrrJmO4yiyEynU2db46tXIV3X6Uoj09IRX9/7m6Q3Go2CbYV+l0unun4b89cGQ+lK3U2nU5OmaaMgRaitDd3LZanbUd2+sJx6VkGm4cpXHMe1sw98L6fBn/kZVzSb9c7XWEdc9mxbLhvnuuxql+X7X1smdf28qw67iOO4Ug6uMvDVHVkXWGey/snP2iZc728C29OiOmpaX10+irQ3Rre/2ka0jlY5oGnsvPqMizPNht009C4LQ0ZSoiiyz8vRkXY85TO6YdFTB2worFD5Pb/L5UT79KCdKTZg6UDIfMqON9QAuuSQDbnWAXeqOu2iKOYqCjcwLG+dQfM0RBzHtrHk/Ms86DKR98kykIatdSjLUtuTzIu+xh0ap6kbsyaOi44YvERXIZ1wVFJH0ELlXGdTdXll2fkerTOte5l/X/0LIWVhG5U2K9PgAWIURY10q+/h5/lPy7io/HVth3YwXPrS6fHzXG4sv6v+y+vaEdP1hO9nmurapysXPhl1Xa4j1FYZEy6nkE5d8iySLtfFOj3Uye9DO0K6P2SZXM6nlGs6nXrruCsI44LfwX0t2xPbiZ4x0baVJIm9Xw4etI2w3XJaOt1llUldXV0kYq8dS02TdkaWs6vuyc+6zdbLgUKMRiP719QGZVnU2Yn0UfizHuTIazpf8hrrge1nlTMojZ1X6cAwrmhs0xC27kSNMbayuN7pq6xaucZUGwx2BOrexTLVoTtTNm7OszQwPVLSa4Zd6Eoh0TrQldf1LDsx0oibNHyy4WK0rmX+QoaqbYej3FI+nU/ZIU+n0zlbk7K4RqRNp1tlfl6iq5BO5HVdLqFyDtmU7tQ4rzISJRsYeb8rSiXlCNW/UP6lTeu86vLluth0Klzrn2VydZSLyl/XdvD7JS5d+67rhl53+rot0bqsu95E1z5d+dAdpEuHdcs2XP2CdNZC5VSnU9fzTcqf013EuQm1taHnJK6lEtr55vSl3mVedBk0mbI25q9jyO/X9hQKOvH7R6ORLU9Xe8Tp6sjlssukSV1tunRBt9EuXYbqjmuA5xr0ys+63Wa91iGDN038B0676Qyvq+90DcA5oiwHGXK5hTF/7do30F82jZ1XVwfsigy4vtNwJ6obXvmdriy+NF3GL7/j0Zor6rWo3CyXJI7juYogp511GD1EyPF3NZ6uTkTnlY1TRneaGLZr2koOAjgiJZ08X574Pta77nhc+ZINLr9PT+P4KonLwXPhioroSFiTpQc+nTBaN3UDvJBN6QZaOyxaBlkXdAcgG8NQ/Qshy8+lL722zNVx+3DpSduPtq1F5K9rO1w/gpB1Tjsmuix0ZyM7blfedHohR6hO1/y8/txk0BqKFDeZPXLptWk51enUmKpeeSBUl66uUyGatrUan71qXE6WbHd4NpLTdC23qKtDuq3V5abT1Y4tz4wY87cPkbNE+l4tn3R6l1EmdXWV02+almvwIwnVHZc/ou1Df3a1vU3QS7ya+CicfpN7XbNfrkEOt4U6YMVw/mT71rRsX0qj0nZFbIzxjyrrvG3Xc3qdRtNRr6szl8+7GgptfL7omEZ3Dq4Ig54+5r+m6058Bqcrg56GkHkJRU5cuq9LQ8rA+dGRAJ+h6rV7Glf5sMx6VO2qwL7IbZPGQeviJbry6YThctJT375yDtmUK696VkHbsbYbdm6JqmvDQvWvLv9y+U5oINJ0SZGUVU8Lyoi6tNOXyF/Xdujy1/Jr3fo6NZfd6rT1VLDLOV1U17p8mw5aXfqVcteVodaLng4PlVMTnUpnSk9v+tJt6ti4ZPC1tRpXmWr9caeu2zApuy+Kacz80ikfeuDkiqz6Ajza8ZBl7loy4GuPl1kmdXV1kbbF19f7ZkzrZkR0u+xy3KS8aZo2ap/0DFWTmTCdnzqfps7J5ntYFhkMq5sNWeWSAWOMaXRIwffv3ylN07nv379/T79+/bKfW60WJUlSu9fbeDz27uFnnh1qmx7vkXd/f2/v6ff7dsP9drtt93Iry5KiKKI0Te3+mHd3d0F58jyn8/NziqIoKDMR0WQyoePjY/vux8dHSpLEvivLMorjuHIYwHQ6JWMMnZycUKfTqd0Xdzwe2/8PBgPnJtTD4ZCurq6o1+tRWZaUZZlN9/fv35V9Nu/u7ujs7Mx+vry8tPn28fDw4N3rdjQakTGGzs7OKuVQFIUtqyzLKpvIR1Fky5X32CN6Lq+7uzv7f8m3b9/m9jBM05SMMXRxceHVDdvg/v5+7f6Kl5eXtLe3Z3XxEl2FdMLPffnyhSaTCeV5bsvJV85NbIrp9/s0m83o6OiIyrKkPM8pjmNr7/z+m5ubynNsk679WH31zwVfY1n39/fp6enJXu90OtTpdOjk5ISInuvPIvtSjsdjOjg4sHmfTCZ0enpq3/fz589KfVxU/rq2YzweW9nzPKdPnz7RxcWF/dzpdOjx8dGW6fX1NR0dHc3VcZaJn9XwvqCyDdJtDZfl4+MjETXT9fn5ub3u0pVLDpYhyzJ69+5dxUYGgwFdXl568+Gi3+9Tu92m4+PjSj1yldMiOi2Kgs7Pz21+69KNX7jfs25rQ+h+jXUuZT8/P6fr62tb/2UbVhQFGWOo2+06N9jPsowmkwlFUUR//vwJynJ/f0/fv3+3n1mPXP7j8Zg+fvxIeZ7T09MTxXFs03x4eKAvX77YZy8vL+nr169E9Gx/sj2aTCb0+fNne28URXR9fV2RZRllUldXm7YtLLf2CTqdju3z6urO3d0dffjwwX6+ubmhXq9ny/nh4cF+1m0kt8V1+3f3+306Ojqq3DebzWh/f7/2OXm/a59bnW8u9zzP6fDwkEajkfPedrtNe3t7VBQFTSaTig7H47G1ESKiq6sr2t/fX+05ACHPVkfNXKNPGVloEl0MRQB8USH9HteUi+taaDTG93MkR/7fB0f/5FIAmWeWX/8Ag/+aRoNc+uTRMb+f38UjHpcOdPSGR1VN1t2G1he7dC3lcy03kPpmWD+u6I5r7a58t46Y8vcsf916G86LXA/6El25dKLXiOnPWmadl5BNyed4hM/XdaSSy0RPrfnyFap/Llw/kJDyuaaOF0Hbma5DnHcZKV1EfvkOV7si66/WF+tWR72lPNI2tC7kNS5zKbdua1zvq9N1SFcutAzyvU3qgusZnm6UNuwrpyY6Zd252nVfuk1mUHzy67bWh2sdKutc1lN9zfVO+b1s97hdrCsL19IOna7L9rj/k22nbhd1Wep2WbOsMpEyu+pqk/qup+D1n+93DrLuyPzK2V2XfWt7WbQ/8c1W1M3aLVJf9TOu9kH3i77ZBJ3mqpcNtIz5b0gEAHizcLSCqzuPsuM4ptvb2xel2e/3X/zsWyfLMrq+vrb6GQ6H9O3bN0rTtBLdB2+D4XBIBwcHW3HC1L9Gnuf08PCw9fUqy7K5mQLwchotGwAA7DaDwaCy9IePWV30KNd+v2+PKFz0GOV/iU+fPlWmbc/Ozmg0GlWm+sFuMxwO7bT//f09HNc1wktMiJ6XYmyj45rnOfX7fSrLklqt1s4ed7ytIPIKwD8AR14lURQt7LzyusfXRGz/BbIso0+fPlW+S5JkofWiYLuRZYxudL3I9mw6nW7lwIHt4yXtLKgHzisAAAAAANgZsGwAAAAAAADsDHBeAQAAAADAzgDnFQAAAAAA7Awvdl6HwyG1Wi3nRvFgt+CDA/jwgE3S6XSo1WqtZHNjzqc8QOEt8dbzB9xwnak7TAMsBreJdYcTALBJBoMBtVqt4AEkq8bV96y6/vzPSx88OzurPe0BbD98uo8xhjqdDpVlWXv6x6rodDp0fX1NDw8PlZPblkW326XRaESTyWTpaa+Dfr9vTyRzYYyhoijox48fa5QKbJrZbEatVmsrf3G9yxRFQb1eb2Pt4TbC+0NL+DffekcT/BZ8PVxcXND79+/p4OBgYzJ0u12aTqf08+dP+x37FKuqP69aNnB9fb2Ve5d1Op3KMWnADx9XSPTcCW6qoc6yjHq9HnW7XTo7O6P7+/uVRBCvr68rxxkugyzL1hL5ms1m9qjFKIrssbRFUVCSJET0fPzgIkewbitvsQ6vyk6yLLPl74Jnyd5yBLHf7y+9vbi5uakck6rhiNe24bIz3pv5tXS7XeuUcvvDtNttMsbYY7z/RVZhhy70jPfV1dXGB68/f/6s9K1ZlgXrz6t56dFcfIwc2F300X+bhGqOrlzme3aR6XRqj0Tk4wJZX0VR2KMJfUf7grfLS47aBPXEcRw8YnqXWGZf7Tp+luHjscHq0Mdyu45s3QTaxlzHvC+T2p5cnk0sDVYqkM/2dZ03TP+dxcvnJXN6rGxSZ7vLM55dZ1zr7yXynF7u7KXcTc+r1+/jysiy8fOus+O1zvQ1KYfUmatBCKXj0i3Lw0YURZHz/fo8Y9956VwuUt6iKEySJLU6dJ0P7kK+j/Mv3691zrLI9ELna8vz6X1noss02PnTOpCfOU1jzJw9u/Llqxeua01I09Spf3m+us82XeWrkfXEZas+Xfjyx2mwXbIM8ixxvqbrsMyL7BT5nXyNy1Wm5bIVrS/5rjRN5xpgVztgTNWudPquNkzaiXxWti363aGykt+HHBNOQ8ooy8dXj+vaEmkXrk6rTm7XYNV19jznT6Ylz5rXujBmvj3QdcAng7aHkF5ZhjRN5867X+Rsd18br9sgKWsURZVyG41GTjvT6cu/UL9TR6g95zzUtaeMy8Y5v6w//ux7p0S3PZw+y8V2XedzLNLGLdsOQ7jSS9PUWzde8i5X3nQ6uk12OdCL2tWi1KYuBZTCsVfNHVySJJXCcRkjw0b1GLEAACAASURBVMqWHSSnL50Uabz8PRuTDx0R5g6dZa2rrNwoyyiXbijSNLV/OnoZRZGtAHWRTd0hcENYl05ItywfN3AhXemRka5gMl3WIzuuoYZEO7chR8kY43QqdRnJxkjiatg5T4vKwR0l2492KKIosmUhv9eRL/keeY1tT15zDS7q8A1K6mxTN3ihMpQ2xLJqO9e6COWPy5htjsuJy07bmiwDlsVXJzmvsqPke5rMLrA+dfsj2wFZl6QutCy+Noyf89kCP8v4ykpH3ZsMJGUbK2Vih92Hry3hjkvKKuuflFuWf6hdle0df5ZtE7fdXMa6bdP9C6eVpuncjIWrTHU7WtfGsYyyc+fPrN86R8HXxrOcLJu0Ka53ofZHf9a6CvU7TWAZXMjv69rTUH/D7QU75nWDibq2h2V2DeZ99TXUxkkb0n0o8xI7rMPlv4TqxiLvCuVNX9NlKR1ofm+TwcZrqHVefZllw+PMyMZGP1PXUBkzH03ijs6YxUaHchTK6cq06zozWUD8bllIcRxXGmVZSaTM8l4f2nlpkk6dbrnRbdIY6cbaFd2VkaEm05Mu/dZNZet0XU4qR5glbBdy9Md5ckUn6yIhusOSnYR0vjQyf6HGQTf62taaoPOs5ffZpi7fUAfE17VtykbepYtQ/vj+0Whk8+Crk7oOh5xAfi/bPKclne46B811jys6JdN3EWrDWE5ZbrpM6srKVfa603DhGgg2aR9cbYmsY8ZU60hI16F21RfZkvqXZazzoNsLn6PjK1OdJ85LqG7qfoHtyOcIaUJtvK57Wq+uQJFE25kub1+/0wSXruQ1PeDwtad1/Q3LKJ2/kDNU17Yu6nOE2jifXbzWDpug25+6urHIu0J509d0G61tbh1LmRp5hFpwLhQ9suH/uxwPPRJwTSfJ0Lcu9LrGgNEjIZ42kJ9Do0ZXZE9HRPRnOVUkp1brIiK6svB6IV86dbrlZ5s0RjIt1+BAf6enqnxoI26yHqeJ4evKwvfpaXKpNz3NWyeHa0Srp+M0Wo8+G5UdNNeBl0RdQ9PEempNd87STkMdgSsfsr67dFGXP2k/nAffYFfXYd1xybLVNq8HOXUdg46i8/u0YyWjYL4GPtSG+eou50tH3Vxl5XOyQ/lz1ZsmwQBfW+KqE7Kj9MkQale1Q6SdCl0GOj1fe6Gj86Eylc830Y8cJLp0EXLkQ228q367HDH+rPPpcqBCdqcdzjp8S5b4mpZbIgdDTfobHQX1ydmkbXXZSKi+utq4ur7stXbYBP0OthdX3VjkXaG8udoQHZV19ReLRPNfQiPnVQunRyQ62qOjaLJS60rP6RPNr8fRuJ6dy5CaftSNe6hRcqWvDcPXIck1YE1HUrIh0NOCrnTqdOsyMh96QBFq4EJOmcSVjm+Ku+4ZrT89CJHfaWdMp+maotW4on16OtRVpnpqNNSws6xNdOnDN53JjZYrGsUNF//VoeuBjoy5dBHKnytyGppVCUXhtLOpHVtfQ+7DpQ/uuFwDUJ8d1LVhrraF6/9oNKo4I76yckVumwyQXXZf11b4rkfR3/VwMj+hNqKuXWU5ffajo3SuyLurTOR9oTJ16bmuHXVNF2sH09cH1LXx8t16MCbrkmuA4XKqfXbH1xfBN/tUFMVcm+FrT5s41LofD7WZdW0rP+/qE3z11VV+dXXmtXbYBG0vobqxyLtCedO2rvsD/WxTf+G1eLfKyvPcbnr7588fKorCXhuPx/T161f7+erqivb39+c2luc9RCOx99v9/b13P7KiKMgYQ91u1271MRgM7BYvT09P9PT05BOZsiyjOI6tHI+Pj5Qkid3+ia/7NvPd39+vpN/pdKjT6dDJyQkREU0mEzo/P7fXf/78ScfHx5X0zH9bGRFR7fY0+/v7NJvNaDAYVPTZJB2XbieTSeNtksbjsd3m7N27dzSbzey1wWBAl5eXdHFxQUTPeuz1eo3SlfCWIQcHB149PDw80PHxsf3M27k8Pj5W5Lm4uKAoiqxNMOl/27JcXFzQYDCY20KkLEvq9XoUx3FQVqm7sizp8PCQRqMRtdttK7trG7Grqys6ODiwNif3YR0Oh5XtnuI4JmMMzWYzyrJs4S1V8jynu7u7OVth+U9PT62M2jajKLI2xRtK+5B1NM9z+vTpE02nU6sbny58+Xt4eKhsmXJ5eWnz8Pj4WKmTug7z+7rdLg2HQ2q32/TlyxdrJ/f393Z7Fv5O1lddP7U+fXaRJAkZY+j29nauHNk2y7Kcq5uuNoxo3k6Yu7s7mkwmlW1umpRVv9+ndrtNx8fHwS2QLi8vaW9vz7bnfO+vX7+CbVOoLRn9t0XS2dkZ9ft9q9+iKGyasvzr2lVmOp1a+9E6Ojs7q+SJ6Ln8dHshy6ksy8p+0aEylbL1ej06Ojry6rUsS1vPy7K0dsRlyM/d3Nw4n2fq2vjhcEjj8bjS9sq6NBgMKI5j+vjxo9fOxuMxHRwcVOpAqN+p4/Pnz3R5eVmRlfd3lWUUak/r+puHhwdK09Rev7m5oV6vF9yEP9S2DgYDGo/HtsxkH+Gqr6E2bjweV9LltJZthy7yPLf9vexvfHVj0Xf58ibJsoy+f/9OcRxbPfH2k5w2bzEnfbeV4PNq5WiGRNRKR1F4BCOXDZDw9tlL14vZ697HyJF+QFxjzN+Rhm99KF8PReBkNK9uio5lk1NF/GyTkYcvlO9LJ6Rblq8JvKhbIvWvr4WmSjWyvOTo1ve8jBZKOThiIPWjP+vRs47GaN2E8qHtTMvkih7L9zOy7FzRJr6mo4VNIj1SvkVtUz7fJBrpq3Oh2Y9Q/nzTnLpO6josbZ6jrJy+jtrqKJPWgSa0LsunaymPa7mBS28uO2FduHTpKyuZPq/JC7VnLKtcZ+izcVf+Q2m66rWUzzXN6LNdfp/LNl3T4vI+2V7IdFzl4ytTWWe5bQy1Wdzu+tZVs0x1v3eoa+M5Qirl0LLKcnDZmaucXP0Of9dkxlDbgKuvC7WnUkeuMtdLBOrKQ79PLsVxtYFyFthVX0NtnLRjqb9l2GHdLKXu7+vqRuhdi+RNzgbJfpnfo8uY01n1mtfWfy8HGyDPc3r37t3aDwYYDod0cHCw8U2Ny7KkHz9+2BH3psjznM7Pz+n29najcmwDWZbRZDLZeJmAfwOO2nE3xCc4xXGM+kjPEdlld9Gr7nfQnr6M4XBI+/v7czMSwM2Lj4cFL2MwGNDR0RH9+vWL7u/v11bBh8MhPT090cXFBd3f31emGtaJ7Kx+/Pix8LTVKtBLF/5lFll6AsBrGQwGlSnibrdrj2X916k7OW0R1tnvoD1dHF4SAcd1AVYa1wVzcEj9Jb80fw0y9L9pyDE1sWlZtkWeTdH0R5MALBNtd+SZhv6XCC2Heinr6nfQnoJ1gWUDAAAAAABgZ/DuNgAAAAAAAMC2AecVAAAAAADsDFvjvLZareC+qIPBgFqtVnCvt1XDey4uuj/nssiyjFqtVuN94d4SbB+hPS2bwrbk2sduGdTZ8jrgPG7aVhbR9abr167Q6XSWVhdWzXA43Lgd/gv1fRtYV1n3+31qtVpzeyaDf4utcV6NMRRFkXf7jouLC4rj2HvAwTrodrs0nU439kvYk5MTmk6n/9wvOVutFhVFQUmS0O/fv1+V1mAwoPfv39N0Ol1ZZ1MURdCW18HFxQUlSUKnp6cbk2FRXeOX5s2YzWaVTfG3Fd7hpCiKuYMH1sW/Ut83zTrL+vb2lpIksYfsgH+UDf9gzOLbsJtZ15FjdSRJMvdL7NAG866z0xchTdO54wOX8UtwfVzettLkSOCmaBvizZaXfQbzMmV+DZus3i+tr2mabt2vlHmnjm3ZgcF1yMg2sunu5V+r769BHlH8EtZd1tvgC4DNsjXOa51TVneu8LrQlWZZzqQLVye16Q5hnbjOvX8N+sS1VbHIiWSrwnV++Dp5qa5DZ8KDZ3bBWdKnTm2Cf6m+v5bXOIPrLutt8QXAZvF6Br59QfUxsLKjkc+4ji2TDYmu8C4nhfemS5LE6yTKe9jZ8R2nxxVM76PH37tG5lIu6RCEjkmUz3K+5f3yeZ+D4Toiko+ElPnSjbPviDfGdWSrzgs/J8tT3q+jyS5HKXRMqsR33KY87i/UsMoj/vj40NA9nA9pN/rYPdaRa+DAf9JGtE5d8sp7iqKYO1bZmLBe5ZF7rDPOqz421xhTyZerDHQd4Gdkvn02xMgyYttw6Vrjsys5WPMdscky8pG6aZpWbKgoCpMkSaXsXHmVabnaOX2PLgd5BHVdVNb1fled0nYl67I+LtNnQ8bMHzEqj0iWabnyrY+Q1WUQOgLWmPmydR3Z7LIXlrHuiMxdqe8SzneSJPboU33ELN8Tkucl/avrSFFZdk2PNHe156Gylkh9NbVVqROdX+kLhOoueNvUlrpsaNhYGX0+tDQ8biS44dCjM5mOdMrkde1E+eB3RVFUidzIM+PlOcCy0ePOj6MZ8lxl7ZTpKU19trALKTd3zpxuXWRRn/HM7+f86sZbNiy+hp3l0GXFz/EgwJhq5EJ23i470Gc0u/Su4U7Gl07dUhLtpDRxtiR6AMX69jWw0tHw2SbbekgGqX/uGJvoVdoO65Xv0fXL1Rky+hxzaWdsY9xhuJwyTo914FoiEOoIXXbFcnF+WA55XepWD1RZh2wT0v58eZXfh+ox1zf5mcuB2y6fndbp2jcwl/rV7/fZkHyfS2f8LD+j5YnjeE7f2iGSA+lQGctrdfbC5c5LmXx1eBfre6gf43zLvoDl0XIto3/lvkOnXRehlu05f5bOfMgOdJ5d7ZCUg98jZeT+Wb/PZcPg36HWeY2iqNLRuJxXdhwluuPVDaysDK7GWX52ObdaRn2dOwWGO3pOz1XhXA2Gq9OQ1+uiitr55cbKmLBj53JsOSohy0P+X1dwX4Ok9e+TIxTZ8DVmIb1LuIMIyRWajnPJHJpydk016fdrZ1reJ50ktmVXHkLLSFgGnwMQ0it3+DJiInUbGnTJvEr5+V6ZB1dd0rhsS3dKoTR8diWdcc5jaDCm2yJdX+vy2nRaWdsVDxJZ377Os+792qlrIlfIhlxthtQJ2wU/K+93zaRJOWS7xen6yljbX529sNMSWi6yi/Vdl6PWC+d7Op3acnQFWJbRv+qAjQ56+PToKmfZLoeWJ4WCM3W26pMrZMPg36K21LlDkdPyRVFUfkjkamzld3UjPdkIuRqpusZcNjbGzEdlfFMw+rtQpfZFl0INrq6M2vlv0knJPEnHwtfx8Pd1PyLTDa7PoXA56L6ybaL3ULqh6IFG675ujacuC1fn5kpDTmWxrbkGD8bUN6Q89SYdfR1Z9dUZbefSFlxOsJaLr0vHhztvvXwk5ND5IlWhQZ9PF7r8td1KXdUNdFw/QAzlVT4Xitpom2Ad1Q2EF3m/npKum77Vg0Xp7IecRC2DrPPa0dYOk7QLnuHyIR2rOnvh99atmdy1+u5bSqWdM+lQ6llDV+SXWbR/1dPxTZxPllH3cfK70Prr0LU6WzXGrV89OxqaYQRvm1rnlUdeo9Go4pzoKJ9uWKTR6QhKyCnURu0bHfvul+/nv9CoUldy37pO3fg1Xesk86llCeVLN0A68iHl0WuP6vDd44t0uvIh05JOVBO9u97l6jybRnZYxlAHWDfK5++03HKtly+aKWWom0LU05ZN9GpM1R60rlxLBnQe9OyJa4DT5IdArnLR0fWmkRDXoFVGKeUMRWhZkc/hC+WVqXMWtU50JCqks7r3s4Mon2/iTPhsyGXjoQioroN6rSij1+zWTdHqcg3ZS12U3pjdrO/6fTqy7VoS43P4X9O/uqL9viVjGlfd0P1QKIATGsTW2SrjGqSGbBj8OzTa53U8HtPJyYndx+709JTOzs7s9U6nQ3/+/CGi543GDw8PaTQaVZ7/+PEj5XlOT09PFMexvf/m5oa+fPlCg8Fgbh8+3jsujmPvhtzj8di735t5ds6JiOwm0nID5bIs6devX/b/RM97TQ6HQ2q32/Tlyxf73uvra/r8+bN9/uHhgXq9HmVZ5tw/kJ97fHy0/yZJYnWYZRnFcew9dOHu7o4+fPhgr9/f39P379/t9evrazo6OrLXoyiy+eXN3l3we3mDZ6mP2Wxm91GV3xdFYcuL88H3JElCnz9/rpSPS++adrtt31WWJUVRRGmaWv1MJhM6Ojpy5kHDm9ofHBx4yyKO48p3l5eXtLe3Z+UeDof0+fNniuOYHh8faTgc2rSSJCFjDN3e3tJwOHRuwt3pdKjX69HR0ZHTVlkG3puT77m5uSGier3e3d3RycmJfUba0ng8pv39fWuLnU7HXuN88LNERGmakjGGLi4uaDAY2M3b7+/va/dR3tvbq+i43+/TbDaz7YFL1xKfXU0mEzo9PbVy//z5k46Pj531o9VqURRFtLe3Z3Xn2xvWldc8z226f/78oaIovPJeXV3RwcGBrS/j8Zi+fv1auc66b/p+omebn0wmdH5+Tvf391SWpZXp7u7OPi/trc6GJIPBgMbjMR0fH1NZlrbM2A7KsqS7uzv6/ft3pTxHo1Gl/kqKoiBjDHW7Xe8hCZwWl2OdvSxSz5ldqO9antPTU4qiyH7H9k70tyxYJ9y3sD28pn99eHigNE3tvTc3N5W0x+MxHRwcOOtZu92u1I3hcEjfvn2ji4sLKzff52MymVR05qon2laHw6HV6a9fv+x7mtow+Eeo8271WiTXI3pk7ppmoP9GsvLHIPwjCxJRFP3rQ77fNcINRSnkCFpPf7m+1+/l5/m9Om/6uoZHwHxdR1L5edfIVOpTLgVw6ZSRUZ666TTOoy43uY5Ofq8jTfw9RwhkPnx6dyHf4ZpODcHvZR350mGZXVEQHsWzPowxc5+1nDoKJ2XgMnDJoCMcrEcdMXHpVUdp5AwB511HU1zyyvv5ry566UKm74re+qItIbvS7QbnX0YVdXmzHnzRF19edYTRJ698nuV3/RDJpzff+11tUpPyq7Mh+RzbDF/X06uudpV17sqPLyqr4R8hSUL20qALqsi2K/Vd2rrs9+SPjeTUu55lkem+pn/Vy2J02iE9Sv247MJV1hqf3CFblX1ZSE/ahpus1wdvh5YxjiE2ABskz3N6eHioRPdfQ7/fp9vb26WkBcJA17sJn2LXbrftTEgURQuflrQN5b8NMvwLQM9gk/zPpgUAgOjv1NpsNqPz8/NXN4qdToeur6/p9+/fGz0i9V8Aut5tBoNBZRlKu90mY4x36ZGm3+/T6ekp7e3tbezoatjgetiGsgaACM4r2BLevXtHRVFQq9Wi6XT66vQ6nQ4dHh5SkiR2jRZYDdD1bnNxcUGtVosuLy8r3zedlGu32/Tp0yeK43hjkTjY4HrYhrIGgIgIywYAAAAAAMDO0Gi3AQAAAAAAALYBOK8AAAAAAGBngPMKAAAAAAB2BjivAAAAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8woAAAAAAHYGOK8AAAAAAGBngPMKAAAAAAB2BjivAAAAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8woAAAAAAHYGOK8AAAAAAGBngPMKAAAAAAB2BjivAAAAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8woAAAAAAHYGOK8AAAAAAGBngPMKAAAAAAB2BjivAAAAAABgZ4DzCgAAAAAAdgY4rwAAAAAAYGeA8woAAAAAAHYGOK8AAAAAAGBnqHVey7KkVqtl//r9vvfePM9r7yEiyrKskqb863Q6i+diC2D58zxf63t1+bRardp7hsOh85r8nohoMBg40+z3+5X0sixbTeYAAAAAABRB57UsS4qiqPLd3d2d18E8PDx8tUBFUVCr1aKyLF+d1lsnz/O58iGiirPpKsNv375ZR7XdblOapvZ71nue53R5eUlERKPRyD7b6XTo7u6ukt6nT5/gwAIAAABgLQSd15ubGyIiiuOYjDFUFAURPTuY0rnkSOqiRFFExpjKHzMYDBZO71/j/PyciP6Wj9QfO6c/fvyo3MOO6Ldv3+y9Z2dn1sFlvZ+entrnTk5OiOi5nKUNGGMoSRIiIvr+/ftqMgkAAAAAIAg6r2dnZ2SModvbWyIi+vPnj73WbreJ6Nmh+fTpExE9OzqvhZ2ju7u7yhS8Xmrgcm552UJoCYKcCtdT3vJ5/T5X+j58U/RMp9Op3OMaCHQ6He+0PTObzYjor6NJNF8G4/G4cg87opwf5vr6moj+Rta5HC4uLuw9v379su/g8j86OvLqAQAAAABg2TT+wdZgMLDLAqbTaeUaR1CPj49fLVC73bZRwN+/fxNR1UFmLi8vK2trsyybW7ZQFEXFgR0MBnYqnPn06ZPTwdTv63Q6c+m71vbqe+QUPafDjiETRdHcWtmiKKysvkHBbDYjY0zFIWWHdn9/36ZDRLS3t1d5H9Ff/RIRdbtdG0XlZ9I0tU4q0fxghuivQ7ura5UBAAAAsFs0dl5ldPDnz5/2/ycnJ9ZhWhbsCLFjxFPS0+nUTo9HUVSJzvI9SZJUptCLoqA8z6ksS+sM8nV20uQUOpOmaWWavSgKmzZ/p9d+ElWn8NkZvLq6IqK/0+7yHk6LlwBIRqPRnLMYYjAY2DxJh7YpMsoaRRGdnZ0F78/z3OpORn8BAAAAAFZFY+f19vbWOoSXl5dr+4FOWZbWITs8PLTT6Pzdw8ND5Z6vX7/aZ9lB7Ha79Pj4aL/nNOQPmXTk8+PHj0RUjVhy2vI7/cMyufaT7+c1wpPJhIienV6WgSO8Lkd4EQd0OBw6f2C1CLJM2en3UZaljTLLdbEAAAAAAKtk4X1eOZrIjtgqkFPfcp3ta+Ao7iZZZAcF1y4CPgaDgY2Apmn6YkdSL5XwRVPlLgdRFDWODAMAAAAAvJag88o/LHKtCV0VMooqI5xENLczgTGmdmpbI6fs5V+3211aHurgJQm+nRYWQUdctT5c61td+pU/gJM7Cuiy1xHXZS8ZAQAAAAAIEXRee70eEf1ds0lE1lFa1a/M+Z1xHFO32604lexIyY318zyv/MiLt4YiqjrfBwcHRFTdxUDuKLAsZLSSZYmiiNrttv1Bm1xjyzsK1B3s4EKuOfVFXFmfvJuAXBrAutV7uvr2fpXpIeIKAAAAgI1gAhRFYYho7i+KIuf9aZoaIjJxHIeSNaPRyJmu/CuKYi5d/SffE0qTiePYeT1NU2OMMdPpdO79Tb8L5WU0GlkZfPdMp9NKPnw6lkRR5E0vSZJgGXKeZTq63PT3vnLQegYAAAAAWBXByGu73Z6bzl71VDFvu6W3aNI/QkqSpBL5Ozk5mdvCi4gq8t/e3to1u4xrqv01aBl0RNT8t1OCpCiKhZctyOUVIdrt9tx9aZraPA+HQ+eerkTVvV+zLKP7+/uFZAQAAAAAWDYto71TAAAAAAAAtpSFdxsAAAAAAABgU8B5BQAAAAAAOwOcVwAAAAAAsDPAeQUAAAAAADsDnFcAAAAAALAzwHkFAAAAAAA7A5xXAAAAAACwM8B5BQAAAAAAOwOcVwAAAAAAsDPAeQUAAAAAADsDnFcAAAAAALAzwHkFAAAAAAA7A5xXAAAAAACwM8B5BQAAAAAAOwOcVwAAAAAAsDPAeQUAAAAAADsDnFcAAAAAALAzwHkFAAAAAAA7A5xXAAAAAACwM8B5BQAAAAAAOwOcVwAAAAAAsDPAed0RsiyjVqtF/X5/06L88wyHQ2q1WtTpdFb6nk6nQ61Wi4bD4UrfA+Zh3ed5vmlRlkK/36dWq0VZlm1alK2nLEtqtVrUarXW9s63Zm+7TNO6wv3AYDBYk2TLh+18FXaX5/lK+8la53UwGNgMlmVpv5cVXF8Dy+fk5ITSNKXj4+NNi1KBy9/nVPP1Jp2mtDX5t22Nw9nZGaVpSl++fFnpe2azGUVRRB8/flzpe8A8s9mM4jimbre7aVGWwu3tLUVRRB8+fNi0KFtPu92m6XRKcRyv7Z2z2YyI6M3Y2y7TtK5wP3B0dLQmyZZLq9WioigoSRL6/fv30tPvdrs0Go2o1+stPW0iIjINKIrCEJFJ03TuWhzHTZJYCUmSLD3N0WhkiMhMp9Olp/1aoigyRVFsWgyLLPuQzhaRO01TE0VR5Tsimvtu06yjLKbT6Ubr179MURQL6z5NU0NEG6mjURQF5X2rtpQkiWnYjS2c7mg0Wnq6Pkaj0Ur6s1VRFIXTH1gmTfSxCjkWqSuyXwr5SdtGmqYVOevaj5cSx/HKfKlGywZubm4oSRK6urqqfJ9lGZ2eni7Xm27IcDhcyYjn5OSEjDFbNwLmyHa73d6wJH+5uLiw/4+iiN69ezd3T57n1Ol0Gst9f38/F9EsioKKotiaKc91lcXDw8PWRdr/FW5ubhbW/dnZGRljNlJHZ7MZ3d7eeq+/VVu6uLggY8zS0x2Px2uNUk8mk52K4A0Gg5XOCGVZRu/fv9+IHE3rSlmWlSnxdrtNxhg6OztbqjzLpixL+vbtW0XOuvbjpdzd3a3Ol2ri4bKHTiq6pkdGHLUkosZe/HQ6tc/wKCaKIkNEduTLn4uisKMb/pPvHI1G9nMcx3NyJEkSHBXxKF4+w+lQTfRPvlfKbMzfEZnWicy7K+LIkZwoisxoNKrIrvXQBHk/R4c4z1yW/Llp1IHl8EWb9AiviYyukVoURXP2JstGyiv1qnXuslFOZzQa2Wf5XVwGMn3OE5exK0Kgda1tq4mOudw5Ha2XUH2TutHPSZuTZadH3zoaJPOk88y68JWfToPvcdmvq02oo2mZp2lqr+s6JO00juNKe1MnB+u7qb5csnOUwqdHaW9RFJnpdFrJg+9+znNdRNjXpixiu1LXrBeZ91DZ8ntc6bvquswfPyvT1O9m2XUbqOVqGnnz2VUTG5ffj0ajRnYuy4frbh2hesFpSPuU73DZv8yz7n+5nZPvqZPZVea+OinRcnBZvqRfNCZcV3ztrOzb5arI2gAAIABJREFUtB50nrgcZLou/cvnOM06ZDpcF+ryyWWq2w/tD7AMshxCdVj3V6ucTVjIeU2SpCKMdgxlRppMu2hjloXLBsQKjuO4YghaadzRx3E8V9EkdcqUcnPB8v/rnmUHk2XnAuSORsqsZdMNrfws05LPSqcj5DCwsfE9unFO09Q6KpyHurw2dTAWmV4PNeLaeZUVSsorBwFsP4y0UVm2xvyd3mA7i+PYNk560MMdKedL/l/rWtot61k6Kj70gIdlapIX2Wi67JnfK3XF9cdXh+X7uWGVacr31Q1W+B0ss7Rf3SY0GfyEylwPCqMo8tqNLA+2WylrnR3LMvXpqy4P/Ix2AqSOdduh8xwqZx+6TdEDl0VslzutOI5tPeI0fO29LhdZ5r66zs9JmbUjw/fW1UufjfioeyZk49qR0WXt4iXPhOoFl4383NT+dRlw/8wyaZ37ZPaVuW7PQvmTctTZsIu6ulLXZ2gnV9um/JwkScW/YV1o38Dly/gItRM+XIEwX/uh9Reqwy+R5TXUWghHo4z5a4z8f9mYuqKGoQZApqXTYGXKwg5VHlayVrQ2tul0Wrv+QjtbdY6hhCsuv0d2RlJmV+WUjoIrL7oCaWcphKycnIar4eX3y4a9DtfIzPeeOlz5lnngd8gOkeVnO/W9T9uojsDJhoYrIb9D2oArT9JmpK51Wbmixz50/ZEDjlBeQmWnbVk3ttrx1A6Sy85Y9/KZOsdGNtwyXZct13VAoTJ3XZOdtO9Zfqevc/HRRF8+tPMTKlM9+HRFyHU5h9pi1+yJfscitsv1WMoQau9DAx5fXWe5XevjZfnK6KerXrr6rroodRO78tm4S9ey7fXheqauf/XZrLQtRg9UQ/av7ZH7Np2HkMyhMtcDdR9SjiY27CJUV5r0GRKtA61n6ajrQIR0+EP9oMSlpybBIj1QcbWxenDDsvnqsMumVv07ldrWVRsYNx46Suia5glVSDlC41C1HkG7oj78rF6+4OootEHXjaZ9xt4k6sL36QigKzrqq+hSZol0fGWjwqOgkLPgMnD5Hb8v5FjX4atsi/4IwZcXOaKWo3kteyjaL50Djpzq9PndsqN2Rcy1HXFactSubZjlbjooCI3qfXkJDRZ8DZSOtrgih0xo9oDz1yRipSMdsvz0802W+vh0qvPn0o8rnxxtkRGFuny59NvU6fUNiDgaHHI0jKnm0zVrUjcAdz0jv1vUdmWdlDL62ntfexOq6yyjr3/id/J9vnqpddOkzOrsalEbr+tffPkMPVPXFrqWmMj+SUfUfINafta1JCEkc6iPaTJrq9Oos2EXdXWlrs9wLUmRaOdODqSk/elIb9P+V9tA0+UuOn3XTIqr/OrqsO6vmsjyGmq15DIIPcXtUmJdAci1Fy4lye98U/m+90u4EZERZB++0WwTo3A52JyWbhBdUVcZVdNRZT3dxXpr4hjWNfB6xLSow8lpuBqbuulFiW99j+609Fqnpu+Tz4QGWnrA41oyIN+hown8jiaNuY8m0V1XXkJ26hpt61kJHd13ySvzwZ00UfO1qTpSK+VyOQV1HbuvzF06dK2BNGa+s9SDqCbRDF+H23TZg7xHlo1O17V2Tk9l6oF9k6lH12BaOl9Nbddng772vm7A5avrxrjLnttdPaPgqpe+yG1dlLrOrkI2rm3JFeHS6GeaLAOpawslOsIYsn/dz/nKLyRz3Yxck2CRaxlVyIZd1NWVUJ/hqpe+SGVR/N0Rgds0/nMNIpoEylzva7LcpYnTzWm5+iBXHday6KVkqyK420CWZfT58+fKdx8/fqS7u7vKLyM7nQ79+fOHiJ5/XX54eEij0SiUNBERjUYj++u8fr9vN2O/u7ur/BLu8vLSpv34+EhxHFOe55Tnee0vv6MoooeHB5pMJrW/eru6uqKDgwPKssz+ERH9/v3b7sPnYzKZ2J0XyrKs5OHh4YF6vZ5zs/nBYEDj8ZiOj4/n9srN85zOz88piqLK92makjGGLi4uaDAYBPdB3d/fp6enJ/u50+lQp9Ohk5MTInr+df/379/t9evrazo6OlpoY/yrqyubHlOWJc1ms8a/NLy+vqYkSSrfDYdDiqKI0jSd29nAPA+87EbIzMPDg/2/3nx5Op2SMYZOTk6o0+nY8r27u7Py884abE/j8Zj29/ftvTJPWZbR1dVVxVaTJCFjDN3e3tJwOLT7397f39PBwUEjXTw+PlZ2XOj3+/Tly5eKjYfyIvXn2n83yzL6/v07xXFsbe7h4cG+czAYUBzH9PHjR8rznAaDgb3v6empYk9xHJMxhmazGWVZFtyQmtNgXXM9+f37N5VlSe122+43WJalLfu6X++Hypzp9/s0m83o6OiIyrKs6KUsS/r16xcRPde5WOzvymnd3NwEZbi8vKS9vb1afbmQtpHnOX369Imm0+ncfXme0+npaaU9yLKM4jh27sTB7UKv1wtuQv7+/Xubf6JnHSZJYnWwiO2Gfqnta++LorD60jbkq+tsO/x/ybdv3+Z+ue+rlxLO9/7+fuN9y7Vd1dm4frbdbtPx8XHjTeKHwyFdXV1Rr9erldFXL6Ioquj706dPdH19TUT19j+ZTOj4+NiW3ePjY+0+ni6ZfWWe57m179DuMlqOOhuuw1dXfO3s5eUlffjwwT738+dPOj4+dsrc6/XmdiAoisLuasRl85pdbFh/BwcHQbvQu1q42g+2aS4j6V/46jBTliX1er317JHs82qll+0a3Ur0aKLpyIEcIxA9ouL79FS5/BwabbhGEC5kHoypjtZdOtDIfOuRP0dL9bQM/Tc64eucD77GU8fy/1rXTUY3Mlqrox7aBKQOQnmVf6H31ele24H88z0r03eN+Fxy6SiOL5Kg17dqOWS00RXFk++Qo+1F1/+E6p8vL8ZUbcsVzWO5dT2Sz0k9ckTWp1d5rS5i7/uBhV6v2bTOGRMuc2knMh9af3raTq891brUsA1zOiF9uQjVJ1k/eIZAvovLTa7Tk21DE/m1zLJNWdR2fZEjX3tvTLhO+eq6/PGYRK+1ZVz1UqfP8tctswjZVZ2Ny7zy+sa6dlw+w+nX1bdQvdBlofUXsn/dV/kivHUy+8pc27cPLYcxfhv2UVdXfO2sru/y3XrmyBVVl3mX+l9khkPnV7fZoWcksv3g/2s/Ra7l9tVhloXT57rZdOb1JbT+e9GbJcuyuaggAABsA1mW0WQyqcwsAADAssnznB4eHrZ+H9qmNDqkYJeQGwe3Wi3a29vbsEQAAOBm1zanBwDsDnxIEBHR+fn5m3FciYj+Z9MCLJs/f/5QURTUarVWcvIKAAC8Fl7TS/R3vey2neoHANht3r17Z/0h1zr6XebNLxsAAAAAAABvhze3bAAAAAAAALxd4LwCAAAAAICdAc4rAAAAAADYGbbGeS3LklqtlneT8XWzTbKAZvT7fWq1WsHNrcFf2Mabbsi+aYbDIbVaLecG8+uGN8yXB2QsE85r6ACSf43BYLA2nbz1tiTLspXWpU6ns1D/uer6tA2wTt6qTa2brXFe2+02FUVBURRt/Fe3rVaLiqKgJEnsiT/6uu9vWynL0nlqFjdib4Hb21tKkoQ+fPiwaVF2AmMMxXH8ohNd1s1wOKSnpycqiqL2tLtVwyddGWMqpxUtk7OzM0qSBNto/cdgMKD379/TdDpdy2DrrbclJycnNJ1OvaehvRauo0368nXUp03T6XTo+vqa0jStnAQGXsHKjj94AYueMLFJGeiVJ9GMRqO5Eypcp8UsC33etr72VtjWvPBpJdsEn/CzC2yT7uTJMXyyzSrarW3K82t4rY295IS6ZbCNbclrdJmm6dxpfKs6AWk0GjWWVdYnPsWpyQlZ/B5Spz3pvpUanP63ShbRxbYTx7HzlK5NsFWt46qPE6vDdVxqk/u441r0aLcQaZo2rsB16GPeJG+lgzTmbTUS6yBJkqXZ2CrRR1ZuEn2c8KqYTqdrec+q4WM3XwMfi7tOtrEtec1g03VU6Srb/qZtyyrq07YNOkgd4f2WWEb9filB69XnEetzmF2jHj7bWp89zWffGvPX+dPn0kdRVDn3VyPPlObRFX8uisIkSVJbEeQzrrOJ9fcu5PnVuvBk+vKz6wx51hV/nk6nc2dSu2TS52eHGI1GtiyaVCD5zibvkPcXRTFXJkwcx6YoCpu/6XQ6d46166x7F7KsZHnLSILLhqRu2c5YNn6vlE+mK5/TadVF3lhevkeWt09WF9p2pQysa1nPXPqSZcJ61zbKyLO90zS1ZSjT4s+6zsh3yjob0qlGny0un5fpsx7l/cY8l2udLUmdpmnqrfu6vLlzlu+TZ9zLPEpb8p3pLu+P47jR4NUnO9uzbCP1mfI6bZc+pUxSD/o9+tx7bddNItOu9+sz4EOBDVk+ugxDZfzStsSVvtYL17U6mfQ1l41IOfk72R+G+ix5H+dROsK6X3fppklQSdbTujy56hPfw8/W+R+yvsjPnIavL/Lpvs6efei8uPRe1777bFS3Kfx50b5c3i/1zO26lEHagQwo6nZYt+9an4v4KS+htsfkRpQbaxaIv5OjYj29w/fLTm86nVrD0vdKw9HRFnlNKoVHlCxLSFnSYeHP8h1NRxHaKLVxs0wcPdGRWh1J0HrTumGj0lM+dbBD3zSiLEfB7PT6YJnkdI9s/OUyBS3/aDSy/+dGlO1J5931Xul0yfLi76Uzoaej+L16oMMyRFFkHUNOQw5U+Blpg2ma1jZwMs06WV1o29V5kfWM0Y64nu4O2airk9e6lnYr5ZE6c+XNp1MfUg6W09fmsD3FcWydQB/c5jBNnF091aojdJwfl/PJMrGcPv266vuissuylTKx3epBmEuf0kGXdVe+h/XB73OlHaKuPFk3IbQu5P9DenppW+KC8y7bMFmOum756nLIRuR9Mk1u50No+X39ukxbOomhelTXtobypOuT7pNDcvLz2tmSn3W/VOcDhOzZRV39aBItb1KXuV5wu71I3yzvl4NRWc6cZ5ffJdEDWfn5pX7KS6n1aLhR5cxrZzVkCKyM6XRqjdbV+fO9PiPWnZB0jKQzHYIVK9GG1mTZAudZNjYall06gvI+XcBaDteIRTdcTaZk9IiqjqZOLssjdaU7HVlmXGFYft1YaEewzuBdHTtXPs6zzotr9KltyhUJ0/YhHYym01MuByskq0aXn45s6MZK5slnzyEbdeVN1g05cNX364ZYyxHSqS/vvkERI98nHYgQLp03aUeaPCMH2ozUtZTTmHkduKZ4F5Gd7U1GrOQ7ZHnU6VO3XbqN5LzK9KSdNBmY1L0/1B6E6k6TMn5JW+KCy5MH5jIiqOuWry6HbMRVJ+sc6pAeQv26LpNQ9FH3h5wP2T/78sRpS7R9heTk6/LdoXa+iQ8QsucmedftVV2bskhdlpH80MBWlpeU0eVchj67HHGZN1f9fomf8lKCNZIzrkdkjBZeF7R8liM5MjqjjVTCBSgVruXh55qsmXGNoOpGGS604+DqeDkyKz/LKKSWV1dYlxMtDbJJdFhOoehwfogmTpnLaPV33EjxjwRYftcP1XQE6iWOB9uX1JG0Pa0zaYuu5S86aik7o5AeXLiiCbo8Qx20HInrgQCj9eGyM52mHmzIDiI0MNEyyHqkOwjZeTXRqUZ3Pq7pVx2dajLa9zmdIVw6dT3jq7/SOZARP1fbF6rjdbJre5aOrI421ukzFEnlsvaVT13H3fT9oTRcdTv0rC6vRdsSH7If4j7CFfkK1WWfjYTyWefIsDxSfj24kTqQg09dvi5ctto0T7o+6Xamzv/Qz7vqp2zn63yAOnvWuOxCf6eda03Tusz31PU5csZMP6sHya4giK9PcMnqk30RP+U1BFtrPWpyRSpd4Wi+V4/YfUbhq1x8TTphEtcUkw9XhxwaZYTScRUKj4xcozEdGXJVdi2XhkfD7ACG0FP+uhzrCHUIvut6tK6nJ9mo9UhO571peery0u+X5a0bED0l7qqELBv/+RqgJtE6VzTBJ6sLufbMVS6cH5lmyJ5DNuoqAz2NpR19rV85cHJFiOt0qvMeqqO6XWlq565oR92zuqxd7+O2TbdnMt+haVI9DfkS2V2zY64OvE6f/C4ZcAhF0XRe6vLR9P0hQvWvaRkv0pa4cDncPofLV5dDNsLPuWRoYvPaCQn16zywbhrw0HXfFbH25UmXnWsGMuR/uKb8tU61MxbyAersWVPnvDUpmyZ1Wecx1N/Ittc10HbNmshn+TPbgV7qFora8j1N/ZTXEtzn9f7+nr5//24/X19f09HRkd0v9O7ujk5OTuymu0mS2E2JJ5MJnZ6eEtHzHqN3d3d0dnZGREQPDw/U6/VsOpPJhD5//mzfE0URXV9fVz6bZ0fbbmZMRPT4+Ei9Xi+UBUu73bZ7tpZlSVEUUZqmdo/LyWRSu6dinud0d3dHBwcHle8HgwGVZUntdpseHx8pSRKbbpZlFMexzet4PKaDgwP7ma+zDh8fHymOY8rzvLLBc6fToV+/ftH5+TmdnJx4ZRwOhzSZTCr3PD091e7lyXng+5+enrz37u/vV653Oh3qdDpzcl1eXtoyj6KIDg8P6eLiwl5/eHigNE3t55ubm4pduPLGOvn165eVl//l97O9/f79e27PwOFwSFdXV9Tr9ey18Xjs3c+R7Y6I7Ib+cmPvsiyD+/axLPz/RWSVjEYjMsbQ2dkZ9ft9qyPWx5cvX2gymVCe59aWxuOxfX4wGNjN3etsVNLv92k2m9HR0RGVZUl5nlMcx3b/Rn7/zc1N5bnpdErGGOeerC6d+nRHRFbOvb29yr0sm2xXXrJv5WAwoPF4TMfHx8Ey0Hby8+dPOj4+rmw6fn5+TtfX11b3ckP9oijIGEPdbte5gXuWZTSZTCiKIvrz58+LZed2mei5XGRZj8dj2t/fpyzLavXJZd1ut2kwGFCv16PT01Mr93g8pq9fv9rnr66ubNp5nlMURTZfLpq+v47JZGL/3+l0nO/TelpGW8I8PDzQly9f7OfLy0urF27PZd3y1WUit42UZUlFUVC326XhcEhZltk8/v79u3bf47u7O/rw4YN9T12/HsexrbtZllGn0wmmz/T7fWq323R8fFyxbZ/d6/rEcnDe6uS8urqig4ODSnsn+1buT/h6nQ8QsmcX79+/r7T9rVaLkiSxbeOi7ZGvLnN9IHq2LSIKHv6QJAkZY+j29paGw6HzIIpOp0NRFFV8mfF4TB8/fqQ8z+np6YniOLbtEL/v8fHRfnbV76Z+ylLwebWuCCCJ6KccVbHHTsLbJ6qucdQRW3Ksy5DpS/h+UqOJJmtUXfKTYxRYN8rU0/D6z7cmh5/j7/T7+boe8biWFgSKay5/ru9CeZQRgbr3SHmk7BK5bojTd43S9HIJV9m43hmyL45euaIJfC9fD42OfRHEpjqVsvjWemtZXeiI5XT6d1cKHeXQ9UPbJ38fslH5HEeV+LqObrBudbTMZcMhnfp055rmk+2OpG6KzpcOzxL5bNkY9zpU1ovUkb7GSBuU3+t2lMs6FLEJyR5aysXvci0BcelTznrp9+hoo06bn12kXXVNwTaJ3rjahDo9vbQtcRFa56vrlqsuy/y6bEQ+o/MVai+NqdqXnBl06U/mx1cmGikzz6zJ/Ibs3hUZbCqnzJe+Lpdr6LbPp7c6e/YhdaVtNY7j2vZokbrcpG3QedSRVd2uu57j/oH/XxSFLUe2B1/9buKnLIvWf0L/0+R5Tg8PD5URzraRZdnqRzIAvAKOZnCTkuc5HR4eUhzHdHt7u3B6/X7/Rc+tguFwSAcHBxs//e9fYpvKHyyXt16fyrKkHz9+VGYatwme5Vm2fOv0U7bmeNh1k+e5nQ45Pz/fSseVl0c0nbYBYJMMBoPKMpBut7vwca79ft9OO6/q6MqmDIdDO+1/f3//ZjvabaLT6dilL7zsDLwN3np9KsvS9tk/fvyoLEHYNq6vrytLNV/DxvyUtcR3txA57bDI0oN1oad7ANh29PIfajDtpuGprUV+YLgq5LQ5WA887djkx7Ngt/gX6hN5lhBsC75lHC9lk34Klg0AAAAAAICd4Z9dNgAAAAAAAHYPOK8AAAAAAGBngPMKAAAAAAB2BjivK2QwGFCr1apsVO6i0+k4Ny0HAAAAAABV4LyuiMFgQO/fv6fpdBo8tYeIaDabVU4tAgAAAAAAbho5r02ih01YRhrr4jWylmVJ4/GYzs7OqNvtOjfalunXObfrgPfWZDqdztyxcrtUfgAAAAB4m/xPk5uWsZvWLk2Jv1bWwWBA5+fnwetyg+Cbm5uNb8j+/fv3ymbyemP54XBIR0dH6xYLAAAAAKBKaBNYeaayPN9WntNO6vxcedYv36fPSpYbUfMmt/K8dn0e72g0mjvLmDcz5wMG9FniDIkNeYuiqJxrL9PhTYWbnuss72MZ9AbA+vAD37nWfH6w7zxlublz3ebt+jx7fS62Ph9ZnzWvD29wbTyv5dDn3QMAAAAArIraIxam02nFURmNRiZNU/s3Go3s9el0ah2v6XRacWjYeWTYKY2iyERRZP7v//7PRFFk0jStOI3sUBnzfJpDHMeV93Ia7GTxveykSQeRHVR+nmXQ79SySvg9nFZRFHPOZuhUIakvnUd+Tr4/SRL7Pb/bh3T8ZZ5Yb1yWOh2pG1eeZLlyHrQcOBEHAAAAAOugds3rw8NDZUr7+vra/v/s7Iwmk4m9zmeZl2VJ3W6Xzs7OiOh5Gj6KImq32/bZ8XhMk8mEZrMZzWYz+t///V+azWZ0dXVlp9TzPKdOp2Ofu7m5sf8/OTmhu7s7ur6+pvF4TH/+/Km84/DwkKbTKXW7XSrLku7u7ujDhw9ERHR1dUW/fv2io6MjOjk5ofv7ezsl7pJV0uv1aDQa0cnJCRERtdttKorCXs+yjHq9nlefUl/y/sFgQLPZrPL+LMtoPB7bKfybmxuK49iZbr/fpzRNrc6vrq5snnhZwvn5Od3e3tLj42MlHakbIqLHx8dKHh4eHiqf5b2ss2WdkwwAAAAAEKTOu5WRT2PM3JQxqSilKzrIUVqGI3d6Wl0/q6ej4ziuRHajKLIRQ3lvmqb2Pn6XjJSSWBKg36lllegIpOs7jub60PrkyKqMtPL7ORLNefcVF0eZ5dIDGQnVz8pIq46s83VZNvqzjnJjyQAAAAAA1kXQedXTxzxFz7gcH75PT/1L58fn4Mmpbu3gupxMnxMt13Fq+fRzdbKG8mWMscsYpBw+XM6vduKlI8t5kM63Ty55r0Q7mlpG13pVed23VIHl5nW1AAAAAADrILhs4Obmhnq9HmVZRkTPU97yV/Q/f/6k4+NjGg6HNBwO7a/0f/36Zbd/KsuSiqKgbrdLw+GQiJ6XDOipZyKi+/t7+vz5M5VlSZPJhKIoonfv3lFZlvT4+EhJkth7r66u6Pv370T0d6r/5ubGXk+ShIwxdHt7S8Ph0G77dH9/b58jel4GcXR0RMPh0CmrZG9vr7KtVb/fp9lsVlke4ZvWJ/o7/Z5lGZVlae/n/V1ZfzIf0+mUjDF0cnJCnU7HloUmiiIyz4MRyvOcWq0WEZHVGy+DyLKM4jiulMXBwYH9zNf5PbzEIM/zyi4MURTRw8MDTSYT7E8LAAAAgPUR8mx5upmjfqQiePyLe/5BEKlf9htjnL929/1intPj6Cf/n9OXU90yguna9UDKwt+7oohaNnJELyUyqqujsPxDsLpn5U4HUmadDx1R9f2IzJjqLgNSv/rHWHp3BX6Go6d8XS7B0GkaY+wP7fR3+OEWAAAAAFZJy5glbOIKiOg5Eus6kOAtkmWZ/dEaAAAAAMC6wPGwr6TT6VCe55RlGZ2enm5anJVRliV1Oh0iej5xbW9vb8MSAQAAAOBfBM7rK+l0OnR4eEiTyeRNRyL//PlDRVFQq9UiYwzWuQIAAABgI2DZAAAAAAAA2BkQeQUAAAAAADvD/2/v/nXb5t0Fjj8GzlUURRBYuoYOB06HDJEvoIOTKVMAaX5hLxl+QxYZnWMgU6ZaQy4gzhAcREaHXoMlFEXQ29AZ8iNfiqb+xHESq/1+gKC1JZEURUmPKUoieAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcAAAB0BsErAAAAOoPgFQAAAJ1B8AoAAIDOIHgFAABAZxC8AgAAoDMIXgEAANAZBK8AAADoDIJXAAAAdAbBKwAAADqD4BUAAACdQfAKAACAziB4BQAAQGcQvAIAAKAzCF4BAADQGQSvAAAA6AyCVwAAAHQGwSsAAAA6g+AVAAAAnUHwCgAAgM4geAUAAEBnNAaveZ5Lr9fTf8PhsHLe5XLZOE8Vlf5yuXz2sl1m12+v12ucZzqdOqeZ34uIRFHkTNP3/dr8AAAAdlVt8JrnuXieV/pusViI7/vO+Q8ODrZXsr/Acrlcq18RKQWUrm0wmUx0oNrv9yWOY/19nuc67dlsJiIi8/lcL+v7vmRZtpafWg4AAGCX1QavNzc3IiISBIEURaGDnizLSsFOkiT04G3g4uJCRP6t36Io9DQVnH79+rU0jwpEJ5OJnnc8HusAN4oiERE5PT3Vy41GIxF5CmjVNlT5qeV+/PjxOisJAACwRbXB63g8lqIo5Pb2VkREfv/+raf1+30ReQpcj4+PReQpUNomNQzB/EuSRE9Xl8WjKJLpdFqazwyu1WVyc1kVcDddUjeHQNiX6O2y2UMehsOh83K+slqtROTfQFNkvQ7v7u5K86hAVNWPcn19LSL/9oyrIPXy8lLPMxgM1oJkNd/Hjx+dZQQAANglrW/YiqJIDwtI07Q0zfM8KYpCDg8Pt1awPM+dwxCOj4/XLnHPZrNST6SIyNHR0bPzHA6Ha5fUF4uFM/g08wvDUEREvn37Vir/YrEQEZEvX74481utVlIURSkgVQHt3t6eiLiDS9Vb+vj4qL8bDAa6HGqZOI71jwyb2VvUBBA7AAAgAElEQVQex7EMBgPnfAAAALukdfBqBoxmkDYajXTAtU1qyEIcx2u9ha5L3Gmali6r20MbmqhgUwXiRVHoYPD+/n5t/jAM9XwnJyciInqMqVnGIAgqA0hbFEU68DQD2rbMXlbP82Q8HlfO++vXL/3/q6urZ+cFAADwHloHr7e3tzqAnM1mpUvwr0ENWRiPx3p4QJUgCHTP4adPnzbKr9/vS1EUslqt9HAFMxi1qYBV5KnXU/WGqkv56jK+OSSgznQ6dd5g9RzmNsmyrPbJDap+gyCQLMv0WFkAAIBd9uznvKreyIeHh60XxmSOd60LIkWksmfTHKPbhhrv2uapCR8+fCh9Pjs7E5GnXmlzyECbHtQoivQwhDiON+p1FRE99lhpEziredTYWgAAgF1WG7yqYK7qhqNNtXmmq3m3vD1s4DVMp9PS0xTMYQNtqHGts9lMDxlos7zd42pf6neNb3WNgzV7Ts31MLed6sHe5Dm8AAAAu6A2eFU3PZljIlWg9fnz540zVQHZ9+/fRaR817y6/K8CMBXEbuPlBWZv8fn5eWnaz58/RaQ8RvU5vZH9fl8/KUD1gJpDC1yWy2Vjj6vaBmoYgjk0QNWV/UzXqme/qm22WCz0dyrdTW5wAwAAeHNFjSzLChFZ+/M8zzl/HMeFiBRBENQlq+ez/8Iw1PMEQeCcR0SK+XxeFEVRhGG4tpxZ5jRNS/NV/RVFUczn88rpan3MtLMsW1svM42qOjJ5nleZp1qnqm0Qx/FaOna9u76vytO1PgAAALumtudV3cRkCoLgxU8XGI/HumdQCcOwdLe8erasMp/P9TLPHW97eXlZen6q53lrN0WNRqPSZX51I5OI6PGrTcyeUzUGtkqe52uP5XLp9/tr88VxrIcXmMMdzPoTKT/7VfXYrlartWfJFkXR+okIAAAA76lX2NEpNma+yjXLMgJCAACALXv20wawTj0ZQQWuz3m2KwAAANojeN0C87FZnuetDXkAAADAdjBsAAAAAJ1BzysAAAA6g+AVAAAAnUHwCgAAgM4geAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcAAAB0BsErAAAAOoPgFQAAAJ1B8AoAAIDOIHgFAABAZxC8AgAAoDMIXgEAANAZBK8AAADoDIJXAAAAdAbBKwAAADqD4BUAAACd8S7Bq+/7Mp1O3yPrnZYkifR6vXfLP89z6fV6slwu360MIiLL5VJ6vZ7kea6/6/V6kiTJm5ZjOp2K7/tvmuemoiiSKIqevdx71GtX7eJxa9PtN51OZTgcvkKJ/hy7um/sarleounc55r+WvXgOv90gTp/tyn3W9bnqykqzOfzQkQq/+bzedWiby4Mw8pyxnH83sXrDFVnaZq+WxmyLNPlyLKsKIqi8Dxv59rcLlHtPwzDZy1HvXbbptsvjuNCRIogCF6pZG9HrUvV33sey9p47vb7E/fZNE319tpkOtznzSp/Sn1W9ryORiMpikI8z5P5fC5FUei/NE3l169frQPkpl/40+n0Rb19l5eXkmWZiIhkWabLOZ/PZTKZbNQj9bcwt42qw/fU7/clTdPSd6vV6k3yjqKoc7+2RZ7afxiGreY11/Gt6nUbkiR5tV6BXd3uy+VyrafX3F833X7j8VjiOH5R2XbFeDyWoihERCRN09J5aj6fy+PjY+u0ms5T224natteX1+3XqZL+2xbg8FA5vP5xtNf6jWPLXW2eeWj3++3Pn+/dn2+lY2GDQwGAxmPx63mbXOZbTKZbFKMRqPRSIIgkLu7u1dJv+uWy6UsFov3LsZOyPNcZrPZexfjVXV5Hc/Pz18l3V2uk4uLi9LnXRuysOtGo5GMRqNW8zbV7Wu0k/v7e5nP57JYLHbyx9Pf4rWOLXXYl1/u2cHrcrks/Uoxx0kOh0Pp9Xr6F0UURTKZTGSxWJTGUqqxFWpZEZGDgwO9vPpTO7Tv+xuNxczzXBaLhZydnbWaX+Vjjv0wy2N+Nn81TadT5/dRFMlwOFwrv7meZq+wPcZSjUuJokim02npAOcqq5n2crms7XFOkkQODg70Otk7k0rf/nUYRZGz7FXU+CF7m6pt/5y02jC3hT2mR41ZNOtfldHzPBER8TxPl0VtP5OZtlln5jgpVXdt1smsT1f9uPYre9k243Kr1lFRedhpVbXtKvZ2NfdZ1Z7tdVXrMhwOS+3FPF5kWSbHx8e6fL7vl+rOLqudt6tcTXVis/c1tZ3zPG9cVq3XcDiUJElKZXPtU77vy2KxkMlkor93HUur8nG1f7N+2rK3mdlG1PFKtR1VN+b62O1JTUuSpFRnbY9bzym3WUd1+6erbs39z24n9nlKcbXrKsvlUk5PT3VwfXNz8+x1dO2zdcfVuvNJXfr2em56rBOpPn7aZWwaf+m6P8M+lprlqjo2uI4trvGgZl24zgmqPbc5Hlfty3XnrqZ66PV6zjbU9nxt1qe5DdS6qm1urltVDKLyantu2ljTuAI1xsb8M8fbiDW+SI29UGONwjAsja2yx+zY86t5zDzm83nj2CVzzIddpjY8z9NjRdR4X3PMpVqHMAxL42jjOC59lv+OszXHYpljUIIg0POrsSdZluk8Pc8rlamqPK6yzudznXYQBI1j2tSyrjrMskx/VnmFYbi23erGXqn1M9ddjcs069FeP7NezHptGuc1n89L9RcEgc5f/d9sE+Z2tfN0jQs026WaP47jtbaXZZlzHWxqOTN9VT9t9is1r5rWNOa1ql7NdM3/V7XtpvUx24tdv4oap5tlWWlfMfczs+7N7a+2pbmt1Twqb7P9tylX0zgx+7gVx7H+v7nd6pY38zO3Y9U+5Xleqb7tOrHrJU3T0nSzDuI4XqvPpuODq97sY5J9jLXz8TyvtO7m/m+m9Zzjlkvdsb/N/ulqb2YaVfuOve5N7Ugx24tru7ZZV9c+W3dcrTqfuKRpWtq/XnqsU/m7jp9mmVS9qM9qvexzlV0H9rHf3ierjg1qml0u+1hlp6WWN+MjlUabc5W9zevOXVVc+2fb83VTfdrHa7WMUhWDqPp4i/H0rYJXs9BpmpY+u4LPuuBVTa8LXu2KbXMjir0hVVnbVKTZYJuCdPvk7Qruq07AdrBii+N47YBh7wR1ZbXrrUlV8Fq1LV351m0bO9CvYm+7TYNXu602BQPm+rvyNLeffXBR0+2gRC3vao9NXAFp3bawy7pp8GoflMz6qmrbLnEcV5bB/NFm5q2+s/cVV7Bll7OubZnL15Wr7YnXLoO9rzapKm/dPvXc4LXqxlWVVl2Q6WKfwOzPrjqw26wZrFfV9XOPWy6uc4irHFX7Z9Wxui54tde/7Q2TWZaV5n1OG1TrWrXP2vmY6bY5hlap6nRx5ePSdPx0tQEzz6Zzld2e69p307HFzMu1bnbw33Z72Ote1TFi5luXjn1cc23vqmNLm3O/fcxwBfiueOkl7ew5nj1sYDAYtB5HtKnRaCSe5+mhBfv7+xulowYmLxaLVkMOCmOwf1EUpfW0byIy2Te03d7eOuf7/fv3s8o/n8/l+PjY2eXvKqsa4+u6bLot9k0Rl5eXlfO2uXwWRZG+JPdS9oD1fr8vnudV3lz48ePH1mm70vj8+fNWbnJTl2zajqlT27Xf77847yZt27aIyM+fPyunuW40CYKgdplN9Xq90jj618hDjflve6n4+vpaDwGwLzs+Z59qEobh2rEhz3PJskw+fPjwrLQGg4E+DouIfP/+XYIgqJzfVQeDwUBERB4fH2UwGEgYhuJ5XulS42sct0ajkc77tYzHY8myTA8t+Pz5c6vlbm5uZDab6fVVw7c2GTpQxXVcrTufVFGXi196b8RrHj9FRL58+VIaO3x/fy+Hh4dr89nHhiauc/anT58qp23quecukad1bIqNXnJsOTs70+Pul8ulXm+lLl56Cxs/5/WlTwhocnZ2Jufn53JzcyNfvnx5cXpt7jo1D77m2N48z+X09FTSNJXJZLI2FsduYFUHBnXyaDs4Xz3xIU1Tmc1mpTFCVWW9vb2VoigkDEM5ODjY+o0Adj3WHQT7/X5l4KDG92zzAOZ5njw8PKx9v7e3V7tMG3t7e5Jl2Vp9vjTw7vV6cnR0pLfZc7zFTR5t27aIyP7+fmWZfN+X+/t75zLbosZgFUVRupu+rlwvsVqtpCgKCYKgsR0MBgMpikKyLJPFYlGqx+fsU03s9TTT2uRke3FxoQOeyWRS++NF/Zj6/v372jT1Q/Hy8lJvn+PjY30Oea3j1ms/SSIMQ7m4uJBv3761Pnn//Plz7cQfhqFcXV29uDx1x9W684lN/aC+uLjQbfwlNjl+rlar2mO3qd/vl34YiUjppvKqY0MTdc7+8eNH5bRt2OTcJdL8w/wlxxbzB8H379/XOkuqYpC3slHwulwu5erqqtUvW3VyyvPcuXJmhZg7k/pVe39/v3EPU57ncnx8LCJSe2BRPQxHR0f6u2/fvulfGkdHR7JarXRPrnnQPTs7k8lkoj8vl8vKE3K/35cgCEoNqG6jq8HOg8FA73B1ZU2SRNfh5eVl4wnV7Hlsc/djGIZyfHysG22SJLW9DScnJzKbzdYG1YuIXF1dyXw+X9suL9kBzs7OSvmpf808zADq4uJC38xnHohcdaHSMLfd9fX12h3hz5EkiXiet9Yr2VQHrjYwm81kNpvVHpya1tH2nLYt8u/Bziy/Ks/p6WlpmrqZsu1TS1Rbrir3crnUj8kzJUlSW67n1ok5r/mDsYnal/v9fukxNXX7lHkDiXkFqupYenJyIovFYu1HrjruqB4+kaf9b7FY1N6El+e5XF9fl4KsJmEYymQyKa1PEAQyGAxKN2ONx2MdED33uNWWqrc254+muq1qJ//888+zeiWn06mcnJysff/PP/9IlmUvvgu97rjqOp9Uubm5kSAI1tr2psfntsdPs92YyzVJkkT29/edV4jqjg0i9ccWte+oOELkqW7CMHzRlS+7vbU5d9lOT09lNpvp9VA9957nSZ7nzz5f29S6f/36tRREN8VLb6ZqPEHTSwrCMFwbvG2PhTDHOamxLeIYI6EGJ9vjJMwBx3XqXlJQs4prXGVT4/7U2BvXPGb+5nhX+zvFHEtojstT36m6Mm8yco0ts8sxn89Ly7QZb6rm/b//+7/GbWmXqc0YL7sdmWOUzHWrytduY03twVWPZr3XlV+VQ91Y4tp+rrK46speh6b6N+vBbs9V28LeH9tsD3Md7XVx3XxQ145dXOkqdltQ7DyqbuBSbdosp9nGze/Numwql1knbbaTusHIbEttxrhVHZOq2qSqB3sd6o6lVXVs10/bm4Rcx1P7hlTXWEZXm1E3lNnrWnXcsm/qcWl6SUEcx632T7NuXec1s/7sdhIEQasbg+vai30caLM9XPts1XHVzr9pvLZdB22PTU3jdqv2waIot12zfHabdm2fqnGY9rZzHRvMY0vV/lO1jzZtjyr2vlwU9eeuKuYy9g1bVeVuU5923bu4tmXd9t223n8z3ElRFL1o/Bdg8n1fzs7OWvf2AX+zPM/lx48fa70/0+mUfcjAeer9JUkinz59WusNpa3+uTYe8/raeGgzALyfKIrWxjxzXC5rGkqDt3F8fLw2pjtJEvnf//3fdyoRXtvO9bxGUSSz2cw5FhDYlO/7+gaGOI75NQ40yPN8bfwpx+Unw+FQFouFc1wo3l6SJKVxqSJP46/pEf9z7VzwCgAAAFTZ2WEDAAAAgI3gFQAAAJ1B8AoAAIDO+KOC1yiKah+6/dbUq/V25Q5d9daU13wz2jaocvZ6Pf1gbbwN3/df/KD0bZhOp2x7AIBTq+BVvXKujeFwqAMPmwrmer2e8wQZRVHrd4W7ytj23fBvRb0S8i3eQd/Gtt5c89o8z9Ov0syybGuvnVPtWP0lSSJJkshyuVybZr4Jxp5miqKoMsiq2xfMtt7mlX11aZnBvists/xNP1xWq9W7P4khSZJnvX8cAPB3aQxeh8Nh6xNJFEXS7/f1+5PNk3qe53JwcKBf03Z/f18KSqbTqeR5roOW5wZa4/H42e+G/9vY77reRcvlUm971ZbaviKwju/7MplMSq+6fHh4kOPjY3l8fNSvIxYRSdO09IgVNS0Mw9IrBn3fr/zBVLcvTKdT+fz5s27rTe8Zr0tL5CnYT9NUl81MK0kSubq60uu8zffGv5bRaPSs948DAP4ujcHr7e1t6V3cVfI8l9lsJv/884+IPPU6+r6vA9SvX7+W3gd8fn4u5+fnevnJZKI/9/t9CcNwJy5f4m09Pj5uPc3pdKp7cU2Xl5eSpunag9jbWq1WziCraV/Y29vTAblq6/f39848mtKaTqf63fEiT+9IN39snp+fl94fHsexfP36daP1BQBgF2xtzOuPHz/E87zSJfJ+vy8PDw8iInJ3dyefP3/W0z58+CBZlkme5/pSpjoBi4js7+9XntDV8IPhcKgv+5qSJHFeJjUvvZqXX1V66lKuuvRqpmP2djXlb5dDUeP4zMu8dZfEzWEWKh3zEvB0Oq28JGxfHrf5vq/XoSo/88fDcDiUKIpKdWL24NmX1u20zbqv+lEyHA7l+PhYsiwrbQezvuz1UXWq0net62QykSAInMM3BoPB1i+TN+0Ldk/y/v5+5dCSprTu7+/l8PCwNE3kaVvmeS5ZlsmnT5/09L29Pbm7u6ssu1mH5pht1V6ahjhUbSe1vL0vqW3r+74sl8u17We2yW0NHwEAdFzRwnw+L5pmjeO4CIKg8jsRKdI0LU1X383n88LzvLU87e8U9X2apqV0wzAsRKQIw1B/Vv9P07SUnogUcRwXWZYVIqI/m/mrZVWe6nNV/iY1TdWbqkMR0cvHcVy5jmmaluozCAL9WaWVpqkuv8ksk5mHua5ZlunPWZbpPObzuV5Opavq1azbIAhKdWuWwSyr+qzKU1dnat3sOjHnV+s+n89LdVqVnlpHc9tWUfO60sqyrNQeFNc2bNoXbEEQ6G3gSr8uLc/z9DZT1Hf2dimK9W1lL6fq1mwrqo2oZavKWtXu5vO5Lq9KV5VZrbv9vWp/arm6+gMA/F06+7SB6XSqb4gye2yDINDjFff393Xv4GAwKL3WMAgCEXnqqUrTVEREvnz5oqdfX1/LbDbTvT5ZlpV6rKryVwaDQWm4hRrHZ75ecW9vr3L9vn37JovFQue/WCxksViU0jo4ONA3NylJkpQuI4/H47XXOaZpKv1+X/fSqXdC397e6l5B853Ql5eXEgRB6XV7Zk/g4+NjaYzy6empzjPPc1ksFnJwcCC9Xk8ODg5EROT79++V626yL4uPRiMJgkCur69LderaBl2wXC7l8PBwJ27qM9uJuV9kWSb9fl8+fPhQuWxduxuNRvoVmv1+f208+9evX53jmz3P08vt7e3xWlIAgIhscdiA6+Ty8+dPfVL2PK80nlEFlR8+fJCPHz+ujUf89etX5V3c19fXMplM1i5Nt6EuQ6pAsE4cx6UbfNT6vST/51A3CJl/yng81gG4adPxm6bhcKiDzDZGo5FkWaaHLTw8PMjR0VFpHnWjnvpre6n+58+fa98dHh62DmRU+3OlUzVvlf39/VZ5Nu0LpouLi9q6aErL9/21bZ5lmXz8+FEHm+bwDvuHxra0aXdqyIm5r19eXuofiTwaCwDQxtaC10+fPq0FoHme63GuR0dHpRPc79+/9Vg+1VtjnmR//vxZGstnUj2eWZbJYrFo9aghNbbu4uJCiqJwBn42O+BR+WyS/ybsu8LNfKIoktPTUwmCoHTSf0kPlRrze35+rnvd2lI9wb1eT+7u7kp364v827sr8rRebW/G29/fd/7QeE6gE4ahzGYz5132eZ6vbT/XTWO/f/+u7Sk3Ne0Liu/7umdx07QODw9L7dS80qB6Oc26//Xr19oPi22oa3fqB+PDw4MURVEKnlWPq9qfduk5zQCA3bS14NV+QkCSJLJarfRlQPsu6NPT08q7oJfLpcxms8oeKRW49Pv9Vk9CEBG5ubmRIAjWgoWqm0BOT09lNpvp6Wbgs0n+z3VyciKLxaIU5KkyqEctmZdj1Ulf9YKay6nHkDWZzWaSpmnpErx5Q12V5XIpP3/+XOuhFnmqoyAISj25Nzc3pWEJddRQDjPAvLq6Kj2pookKpD3PK9VDnudydHRUCrTDMJTj4+O19Ts4OGj9yK6mfUHkqQ2Zw1CqbvxrSms8HpcC8yiKSk9AuLi40PtZnucymUz0kwu2qa7dffv2rTTkREmSRIbDoS77c38wAQD+Uk2DYs2bdcS4IUPdvGHfRBEEQelGJZN5E5PrBhozr6qbQlxlsr8LgkDf8KE+2zegqJtT7LTMfM00zJtyXPnbzJuJ1Pqaablu4GpKw/6uqoz2uto3pqntaH8210vVj+d5pW2qboIzP9tpqz/zRiKVXtW2L4py2zHnc5W9bvu0bTdVy9jzVW1ju7x2m3XtC1V1ZW87u2x1+5WZZtVNZXbduZjl+c9//lPbXlz7p6vdFUWxtqxqC6rNmW0jy7JW+4rr2AMA+Dv0isIYSLmBKIrWelTwd3E96kzkqeftvd/W1FXT6VS+fPmyEzdyAQCwSzYeNqDGkNrj+PD3OT09XRsnulwuW48RRZl6pi+BKwAA617c8wqoMaEm1/hiAACAlyJ4BQAAQGd09iUFAAAA+PsQvAIAAKAzCF4BAADQGQSvAAAA6AyCVwAAAHQGwSsAAAA6g+AVAAAAnUHwCgAAgM4geAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcAAAB0BsErAAAAOoPgFQAAAJ1B8AoAAIDOIHgFAABAZxC8AgAAoDMIXgEAANAZBK8AAADoDIJXAAAAdAbBKwAAADqD4BUAAACdQfAKAACAziB4BQAAQGcQvAIAAKAzCF4BAADQGQSvAAAA6AyCVwAAAHQGwSsAAAA6g+AVAAAAnUHwCgAAgM4geAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcAAAB0xqsFr77vS6/XW/tbLpevleXW2GWfTqdbSztJEvF9f2vpAQBeZjqdlo759jE6z3Pp9XqS57lz2eFw6Ex3OBxKkiRr30dRpPNyLVtXFpem9F46Hdg1r9rzOp/PpSgK/ZemqRwcHDh35l2gDlAXFxelck8mE4mi6L2LBwDYsuFwKPf396Vj/tHRkfR6vRenu1gs1r6PokjyPNd5qe8U3/cljmM93ff92oCyKb2XTgd2UvFKPM8r5vP52vfz+bwwsw3DsAjDsBCRQkSKLMteq0iNPM8r4jhe+z7LskJEijRNS/OqMotIEYbh2vyuafP5vPA8r7TO5nQAwNuI47jwPM85LQgCfWxWx3TX+SmO4yIIAv1ZneOCIHCeB+1zSZqm+pyo8jGZ013q0tvGdGAXvfmY19FoJCJSGj4wm80kyzIpikL6/f5bF0lEnnpdsyyTL1++rE3r9/tSFIUMBgMRefpFfXR0pH+pzudzmc1mep2Ojo5Kvc6z2azU25xlmezv70tRFJJlWWlZAMDbuL+/l7OzM+e029tbuby83CjdLMvk9vZ27Xs17ODDhw/6O3VeWS6X+lxjenx8FM/znPk0pffS6cCu+p/3yNTzPHl8fNSfgyB4t6BV+f37t4hIq3LYB6VPnz6VPmdZVvpsH4xERMbjsc7Prg8AwOtbrVZyenq61TRVB43Lc84zyvn5eWWA3ZTeS6cDu2onnjbQ1R1HDXK3fxXHcSzHx8eVg99dv6J//fr1auUEAHSP7/vi+77u7ADw5F2C1yzL5OPHj++RdSV12cR1N6n9vQpa7+7u9KV/03g81jeoLRaLrT+xAADwcr7vV3YcVJ0LXqLpPGNSTxpwDT9om95LpwO76s2D1yRJxPM8Pa5mV/T7fQmCQG5ubpzTPc/TAehsNpM0TWW1WtWmORgMpCgKieNY7u/vt15mAMDmTk9P5erqyjnt69ev+jFV6uqgusxuur+/b3310JWOGltqnhN7vZ6EYVgbuLZJ76XTgV31psHrcrmU4+Njubi4eMtsWzs/P5fJZLLWS9rr9SQIgtKlG3OM6tHRkf6/etyWeYPWcw5uAIC3ocan2s9SjaJIZrOZ3N3d6e/iOJaDg4PSfEmSyGKxkH/++ad1nmEYlsbZXlxcSBiG+rPv+xKGYeubxZrSe+l0YCe91mMM7EdJqT/zkRxF8e+jsnaJXWa7fOpRIuY6mY/Zsqfbj1GxH81S9YguAMDrMx9dqP5c4jhem6/u8Y5Vj4wMgqDy/OA6b5r5uM6ZVeltazqwa3pF4bgVHgAA7Jw8z+Xr168bP8YL+BPsxNMGAABAs5ubGzk5OXnvYgDvip5XAAAAdAY9rwAAAOgMglcAAAB0BsErAAAAOoPgFQAAAJ1B8AoAAIDOIHgFAABAZxC8AgAAoDMIXgEAANAZBK8AAADoDIJXAAAAdAbBKwAAADqD4BUAAACdQfAKAACAziB4dfB9X3q9nv6bTqfvXaRadnnNvyRJtpJHkiTi+76IiOR5Lr1eT/I830raAAB0SdO5NooiiaKoctnlcrn2/XK51OdZkzrnqj972el0+qzzflN6L53+FgheDWqDXFxcSFEU+m8ymVQ2wl0xn89LZVZ/o9FoK+mPRiNZrVZbSQsAgC5aLpfS6/UkTVN9ns2yTI6Pj1/U0bVcLuXg4GDt+zzPxfM8nV+apnJwcKA7j5IkkclkosuSpqkcHx9XBpRN6b10+lsheDUcHR1JHMdrAV+WZTKbzXRjUL+o1K+OrvRAmr/OoiiS4XCodzazZ1XxfX9tumq4IiKe50mSJM5fer1e7w3WCACAt3NwcCDz+VwGg4H+rt/vS5qmMplMNooHfN+Xg4MDCcNwbdrNzY0EQaDzGwwGEgSB3NzciIjIw8ODxHGs51fTv3//7syrKb2XTn8rBK//lee5ZFkmX758WZvW7/elKIpSY53NZpJlmQArptwAAAsUSURBVBRFIf1+/y2LuhH160yVWURksVg8O51+vy9ZlonIU1A/Go0kDEO5vr4u5eXaCQEA6CrVgeW6ojkYDDaOB87OzqQoCvn8+fPatJ8/f66leXh4KPf39yIicnl5KePxuDR9tVrJ3t6eM6+m9F46/a0QvP7X79+/RURaN7wgCHYqaD0+PnaOeVWur68ljmNd5svLy63lfXJyUgqEHx4e5OTkZGvpAwDw3h4fH/WVx22yg09Tnueyv7/fOq0kSXTH0ibpvXT6WyF43dAuBa4i1WNeFdcvsSAItpL3YDAQz/P0r9LZbFbqpQYAAK8rSRI5Pj6WNE3fuyivjuD1vz58+CAiUjlepSvjWt/L0dGRfPv2jSEDAIA/0sePH/WwOZfXiBP6/b78/Pmzcb7pdKoD17rOo6b0Xjr9rRC8/le/368ddOx53s4/MqvO0dGRPDw8lL7b5tMDTk5O5O7uTh4eHpzjdgAA6DJ1ldH1KCp1M7Oatr+/7wxm1RVK1WHWxJXO/f29HB4e6s/T6VTf09J01bMpvZdOfzMFtDRNCxEp4jgufS8iRRAE+nMYhkUYhm9dvEqe5xXz+bx2HrVuWZYVRVEUcRyX1lVNT9O0KIqimM/npenz+bzwPK8oiqLIsqyUliIiBU0KAPCnUudG85yrzol2XOCKJzzPq4wfzPOsnbbKzz6Xq/LY5+MqTem9dPpbIdJwUEGY+rMb2i4Gr3aZXWVXjUwF457nlXYsFdCq5YIgcAavRVEUQRCs7cC7Vi8AAGybCuDMPztIVZriCZMreC2K8rnb7GQqiurzv8rH1dlUl942pr+FXlEYd/Xgr+L7vpydndXe6fgc0+lU9vb2tvZiBAAA8DJRFMk///yzczeav8T/vHcB8Oe4urriLVwAAOyQPM//qMBVhBu2sAXqLVtnZ2fvXRQAAGC4vb197yJsHcMGAAAA0Bn0vAIAAKAzCF4BAADQGQSvAAAA6AyCVwAAAHQGwSsAAAA6g+AVAAAAnUHwCgAAgM4geAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcRmU6n0uv1JIqixnnzPJderye9Xu8NSvZ8vu9Lr9eT5XL53kXZqiiKWm2jP3X9AQDAk8bgNUkSHay5/pIkeYtyvqrxeCxhGMrnz58b5+33+1IUhQRB8AYle77VaiWe58lgMHjvomxNFEWyv78vaZpKnue1865WKwmC4I9afwAA8K/G4PXh4UHSNJWiKCSOYwmCQIqi0AHcaDR6i3K+utlsVrkuy+WyFKQnSSKHh4dvVbTasohIqTdyuVzK0dHRWxerVpse7Sp5nsvd3Z2Mx2MZDAZye3tbm35TcPtWptNpqSxte/Z3SZ7nMp1OXzWPrtUJAOD9/U/TDPv7+7oX6+rqSs7OzvS09wrgtm25XNb2pJ6enspqtdKfr6+v5fz8/C2K1liWKIrk5OREf/7+/XurHuS38tLL91EUycXFRe10c/1vbm7evV3meS739/cyHo/1d0VRvGOJNhNFkVxeXr5a+kmSyP7+/qulDwD4QxUtZVlWiEiRZVnlNPVXxfO8QkSKOI6LNE3X0guCQKcxn8+d6XueV0pzPp/raUEQtM4rDEO9TBzHpfyUOI6d66XKoPIOw7ByOXuaosrUtL4qX7ss9vJpmuqy2dvIrlczfbMuzDRc29HML8syvZxaR/VZrYtKp64e7PlUGVzrW1d/anoQBEWWZXod27aXtuUy0zXrUa2zWddBEJTKaW4X83uzjCpPuw5d+51rnex6VttE7QvmOqh07boy01PLme0lCIJSPua6xHG8Vudmnah6tNMHAKCt1sGr66RUFP+e6NTJdT6f1wYqQRAU8/lcn9B0QYyTWBzHOg2VvjmfEoZhqUxhGJaCwKq8PM/TebkCW1MYhqWTa5qmOp8wDIs0TUtlCIJAB0X2tKp0wzAs1Z9ZHs/z9AnfLotaNyXLsrWArKpe1bwqcFd1ZQZlqgyqjswAUdWzWl7ViZmHyr+qblU+Kq0sy9bqq6r+XOuv5jfTMfM324vKe5NyqXpS39n7hrnNiuKp/sxyqmDQ/GxuVxWAq3Ux69sWhmGpvdk/4MxtYf+wqasrezuqdq/atyqvvX/aga1Zj+b+WVf/AADUaX32ME9Yiqs31j6B2vPbJzdX2p7nlXoIXVQAYTKDgLZ5uQI+kx2IqABSpWv/30wrDMPKQN4VeFUFjU1lca2/a11VvZrlVtNVT2GWZWtBt6vn0QyuzZ5rM9CqC97t8ph5mXVU90PIFczbwZzZm2iWxd5WzymX3a7MtF1t1twu9ja111MFk+YPmqofAK42pLjanuoJNvOs+qFlB8wqPbP9udbVDFDrgu66sgMAUKd18Oq6dGv3zlR9Z06runxqXr40g8GqS4quE6PdI+jKyw6m7ADIVNUTaPdumZdCzcu9dYGbKqNZV2YwocpvBo2ustjDLtT8dfWq5lXpqXoxe8jM3lr7crLde2YGXnU9iibXtrC/s3vSbfb6q55Vs6dV5W/2tts98c8tl72sGcy6Au6qMpnltnsy1XrXBXnm9ra5Al67F9r+bJbLXseqIQlVQb6rvTYtCwBAG62CV/vSoFJ18qo6obpOtvb4uqb0FTtwsXu0XHnZwZR9id7munRq5mueoO1xqlV1YDPLaY4NbPpR4Aqy7F7Lqnp1BZlmgOQKclxjRO3l7MDN7ik2uYI8u6e47rJy1fqb+ZnbyqyLuqCpqVz2dHvYif2jyg7i7HZp92TbdfCcfaAqz6Jwb+OqurID5qqrKa79tWoIg2vZunG8AABUafWSgvPzc4njeO37/f19+fXrl/7c6/UkDMPKZ2wuFgvnNM/z9OO3lstl6QUADw8P+v++7+vHRPm+L79//xaRpzvaDw4OZD6fN+alJEkiDw8P4nmeTsd2f38vnz9/1o8L+v79u5ydnUm/3xeRpzvbj46OSo8TyrJMiqKQwWBQ+bD84XCo/79areTx8VF/juNYiqKQy8tLiaJIP0rIVZajoyNJkkTyPJckSSQMQ5lOpzrPqnr98eOHhGGo87y6utJPT1gul+J5ntzc3OjpYRhKURRye3sr0+lUl//+/r701IXr62tdxjzPJcsyGQwGzsctffz4sfQoqeFwKKvVSt+h3/QECHv91fxqm6s6MNdDPfJtNBqV2tJzyvXw8KCf5pDnuW53qk0sFgv59OmTXmfVRlRe/X5fb+88z8XzPInjuLS8+ZSC2WxWWh/bjx8/dFq9Xk/yPJd+vy9Zlul5ptOpTCYT/eSAprp6eHiQw8PDUltreoJDFEVyd3cnh4eHuv4Wi0WpDKrdqDYmIn/Ec6IBAG+sLrK1e+9clwHNO7Kf26Ol2Hdom8z8zZ4au6fTnFaVl7mMGr/nytNeN3MogNlbpcpddYe8i11u+4Yrc5pZn3ZZqu70t8e8uvKpG5eq1sHuAVV/9h3rJnO9zTvQq5i9uq6e5rr25Fp/e/yvWV67Ldf1+tWVy2zvdW3S7Em1t6W5vNmeXD2ede2z6okF9vo2DZWx60qV2Rxy4aovs57MGyPNGxHtdmOWzR6OQk8sAKCNXlF08AGU+OMNh0PnCwne03K5lIuLi50rFwAAf5PGlxQAb8X3fbm+vpbHx0c5PT197+KsaXP5HAAAvC6CV+wM3/fl4OBAwjB81Tc7bcIch723t/fHvBYZAICuYdgAAAAAOqPV0wYAAACAXUDwCgAAgM4geAUAAEBnELwCAACgMwheAQAA0BkErwAAAOgMglcAAAB0BsErAAAAOoPgFQAAAJ3x/zfRNwEBU7R0AAAAAElFTkSuQmCC)
IE20
Assume the same facts as in (a) except that settlement will be made by delivering a fixed number of shares and receiving a fixed amount of cash, if Entity B exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU102. Accordingly, Entity B has a right to receive 1,000 of Entity A’s own outstanding shares in exchange for CU102,000 (CU102 × 1,000) in cash, if Entity B exercises its option. Entity A records the following journal entries.
(d) Settlement options
IE21
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the call option is a financial liability. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A issuing a fixed number of its own shares in exchange for receiving a fixed amount of cash or another financial asset. Entity A recognises a derivative liability, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
IE21
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the call option is a financial liability. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A issuing a fixed number of its own shares in exchange for receiving a fixed amount of cash or another financial asset. Entity A recognises a derivative liability, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
Example 5: Purchased put option on shares
IE22
This example illustrates the journal entries for a purchased put option on the entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by delivering cash in exchange for shares. It also discusses the effect of settlement options (see (d) below).
(a) Cash for cash (‘net cash settlement’)
IE23
On 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity A the right to sell, and Entity B the obligation to buy the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 at a strike price of CU98,000 (ie CU98 per share) on 31 January 20X3, if Entity A exercises that right. The contract will be settled net in cash. If Entity A does not exercise its right, no payment will be made. Entity A records the following journal entries.
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)
IE23
On 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity A the right to sell, and Entity B the obligation to buy the fair value of 1,000 of Entity A’s own outstanding ordinary shares as of 31 January 20X3 at a strike price of CU98,000 (ie CU98 per share) on 31 January 20X3, if Entity A exercises that right. The contract will be settled net in cash. If Entity A does not exercise its right, no payment will be made. Entity A records the following journal entries.
(b) Shares for shares (‘net share settlement’)
IE24
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as shown in (a), except:
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)
IE24
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as shown in (a), except:
(c) Cash for shares (‘gross physical settlement’)
IE25
Assume the same facts as in (a) except that settlement will be made by receiving a fixed amount of cash and delivering a fixed number of Entity A’s shares, if Entity A exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU98. Accordingly, Entity B has an obligation to pay CU98,000 in cash to Entity A (CU98 × 1,000) in exchange for 1,000 of Entity A’s outstanding shares, if Entity A exercises its option. Entity A records the following journal entries.
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)
IE25
Assume the same facts as in (a) except that settlement will be made by receiving a fixed amount of cash and delivering a fixed number of Entity A’s shares, if Entity A exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU98. Accordingly, Entity B has an obligation to pay CU98,000 in cash to Entity A (CU98 × 1,000) in exchange for 1,000 of Entity A’s outstanding shares, if Entity A exercises its option. Entity A records the following journal entries.
(d) Settlement options
IE26
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the put option is a financial asset. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A issuing a fixed number of its own shares in exchange for receiving a fixed amount of cash or another financial asset. Entity A recognises a derivative asset, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
IE26
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the put option is a financial asset. It does not meet the definition of an equity instrument because it can be settled otherwise than by Entity A issuing a fixed number of its own shares in exchange for receiving a fixed amount of cash or another financial asset. Entity A recognises a derivative asset, as illustrated in (a) and (b) above. The accounting entry to be made on settlement depends on how the contract is actually settled.
Example 6: Written put option on shares
IE27
This example illustrates the journal entries for a written put option on the entity’s own shares that will be settled (a) net in cash, (b) net in shares or (c) by delivering cash in exchange for shares. It also discusses the effect of settlement options (see (d) below).
(a) Cash for cash (‘net cash settlement’)
IE28
Assume the same facts as in Example 5(a) above, except that Entity A has written a put option on its own shares instead of having purchased a put option on its own shares. Accordingly, on 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity B the right to receive and Entity A the obligation to pay the fair value of 1,000 of Entity A’s outstanding ordinary shares as of 31 January 20X3 in exchange for CU98,000 in cash (ie CU98 per share) on 31 January 20X3, if Entity B exercises that right. The contract will be settled net in cash. If Entity B does not exercise its right, no payment will be made. Entity A records the following journal entries.
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)
On the same day, Entity B exercises the put option and the contract is settled net in cash. Entity A has an obligation to deliver CU98,000 to Entity B, and Entity B has an obligation to deliver CU95,000 (CU95 × 1,000) to Entity A. Thus, Entity A pays the net amount of CU3,000 to Entity B.
![](data:image/png;base64,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)
IE28
Assume the same facts as in Example 5(a) above, except that Entity A has written a put option on its own shares instead of having purchased a put option on its own shares. Accordingly, on 1 February 20X2, Entity A enters into a contract with Entity B that gives Entity B the right to receive and Entity A the obligation to pay the fair value of 1,000 of Entity A’s outstanding ordinary shares as of 31 January 20X3 in exchange for CU98,000 in cash (ie CU98 per share) on 31 January 20X3, if Entity B exercises that right. The contract will be settled net in cash. If Entity B does not exercise its right, no payment will be made. Entity A records the following journal entries.
On the same day, Entity B exercises the put option and the contract is settled net in cash. Entity A has an obligation to deliver CU98,000 to Entity B, and Entity B has an obligation to deliver CU95,000 (CU95 × 1,000) to Entity A. Thus, Entity A pays the net amount of CU3,000 to Entity B.
(b) Shares for shares (‘net share settlement’)
IE29
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those in (a), except for the following:
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)
IE29
Assume the same facts as in (a) except that settlement will be made net in shares instead of net in cash. Entity A’s journal entries are the same as those in (a), except for the following:
(c) Cash for shares (‘gross physical settlement’)
IE30
Assume the same facts as in (a) except that settlement will be made by delivering a fixed amount of cash and receiving a fixed number of shares, if Entity B exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU98. Accordingly, Entity A has an obligation to pay CU98,000 in cash to Entity B (CU98 × 1,000) in exchange for 1,000 of Entity A’s outstanding shares, if Entity B exercises its option. Entity A records the following journal entries.
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)
IE30
Assume the same facts as in (a) except that settlement will be made by delivering a fixed amount of cash and receiving a fixed number of shares, if Entity B exercises the option. Similarly to (a) and (b) above, the exercise price per share is fixed at CU98. Accordingly, Entity A has an obligation to pay CU98,000 in cash to Entity B (CU98 × 1,000) in exchange for 1,000 of Entity A’s outstanding shares, if Entity B exercises its option. Entity A records the following journal entries.
(d) Settlement options
IE31
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the written put option is a financial liability. If one of the settlement alternatives is to exchange cash for shares ((c) above), Entity A recognises a liability for the obligation to deliver cash, as illustrated in (c) above. Otherwise, Entity A accounts for the put option as a derivative liability.
IE31
The existence of settlement options (such as net in cash, net in shares or by an exchange of cash and shares) has the result that the written put option is a financial liability. If one of the settlement alternatives is to exchange cash for shares ((c) above), Entity A recognises a liability for the obligation to deliver cash, as illustrated in (c) above. Otherwise, Entity A accounts for the put option as a derivative liability.
Entities such as mutual funds and co-operatives whose share capital is not equity as defined in AASB 132
Example 7: Entities with no equity
IE32
The following example illustrates a format of a statement of comprehensive income and statement of financial position that may be used by entities such as mutual funds that do not have equity as defined in AASB 132. Other formats are possible.
Example 8: Entities with some equity
IE33
The following example illustrates a format of a statement of comprehensive income and statement of financial position that may be used by entities whose share capital is not equity as defined in AASB 132 because the entity has an obligation to repay the share capital on demand but does not have all the features or meet the conditions in paragraphs 16A and 16B or paragraphs 16C and 16D. Other formats are possible.
Accounting for compound financial instruments
Example 9: Separation of a compound financial instrument on initial recognition
IE34
Paragraph 28 describes how the components of a compound financial instrument are separated by the entity on initial recognition. The following example illustrates how such a separation is made.
IE35
An entity issues 2,000 convertible bonds at the start of year 1. The bonds have a three-year term, and are issued at par with a face value of CU1,000 per bond, giving total proceeds of CU2,000,000. Interest is payable annually in arrears at a nominal annual interest rate of 6 per cent. Each bond is convertible at any time up to maturity into 250 ordinary shares. When the bonds are issued, the prevailing market interest rate for similar debt without conversion options is 9 per cent.
IE36
The liability component is measured first, and the difference between the proceeds of the bond issue and the fair value of the liability is assigned to the equity component. The present value of the liability component is calculated using a discount rate of 9 per cent, the market interest rate for similar bonds having no conversion rights, as shown below.
Example 10: Separation of a compound financial instrument with multiple embedded derivative features
IE37
The following example illustrates the application of paragraph 31 to the separation of the liability and equity components of a compound financial instrument with multiple embedded derivative features.
IE38
Assume that the proceeds received on the issue of a callable convertible bond are CU60. The value of a similar bond without a call or equity conversion option is CU57. Based on an option pricing model, it is determined that the value to the entity of the embedded call feature in a similar bond without an equity conversion option is CU2. In this case, the value allocated to the liability component under paragraph 31 is CU55 (CU57 – CU2) and the value allocated to the equity component is CU5 (CU60 – CU55).
Example 11: Repurchase of a convertible instrument
IE39
The following example illustrates how an entity accounts for a repurchase of a convertible instrument. For simplicity, at inception, the face amount of the instrument is assumed to be equal to the aggregate carrying amount of its liability and equity components in the financial statements, ie no original issue premium or discount exists. Also, for simplicity, tax considerations have been omitted from the example.
IE40
On 1 January 20X0, Entity A issued a 10 per cent convertible debenture with a face value of CU1,000 maturing on 31 December 20X9. The debenture is convertible into ordinary shares of Entity A at a conversion price of CU25 per share. Interest is payable half-yearly in cash. At the date of issue, Entity A could have issued non-convertible debt with a ten-year term bearing a coupon interest rate of 11 per cent.
IE41
In the financial statements of Entity A the carrying amount of the debenture was allocated on issue as follows:
IE42
On 1 January 20X5, the convertible debenture has a fair value of CU1,700.
IE43
Entity A makes a tender offer to the holder of the debenture to repurchase the debenture for CU1,700, which the holder accepts. At the date of repurchase, Entity A could have issued non-convertible debt with a five-year term bearing a coupon interest rate of 8 per cent.
IE44
The repurchase price is allocated as follows:
IE45
Entity A recognises the repurchase of the debenture as follows:
IE46
The equity component remains as equity, but may be transferred from one line item within equity to another.
Example 12: Amendment of the terms of a convertible instrument to induce early conversion
IE47
The following example illustrates how an entity accounts for the additional consideration paid when the terms of a convertible instrument are amended to induce early conversion.
IE48
On 1 January 20X0, Entity A issued a 10 per cent convertible debenture with a face value of CU1,000 with the same terms as described in Example 11. On 1 January 20X1, to induce the holder to convert the convertible debenture promptly, Entity A reduces the conversion price to CU20 if the debenture is converted before 1 March 20X1 (ie within 60 days).
IE49
Assume the market price of Entity A’s ordinary shares on the date the terms are amended is CU40 per share. The fair value of the incremental consideration paid by Entity A is calculated as follows:
IE50
The incremental consideration of CU400 is recognised as a loss in profit or loss.
In these examples, monetary amounts are denominated in ‘currency units (CU)’.