在石油行业,炼油商的利润直接与原油价格和炼油产品价格之间的差值挂钩,这种价差被称为裂解价差。像大多数制造商一样,炼油商处于两个市场之中:需要买进原材料的市场和卖出成品的市场。由于炼厂的产量根据装置的配置、炼制的原油种类及其满足市场季节性产品需求而有所变化,因此有不同类型的裂解价差可以帮助炼油商对冲原油和炼油产品的不同比例,而炼油商必须评估自己的状况,制定与其具体现货市场运作相协调的裂解价差期货市场策略。
--Mogas 95的未来合约交易价格:
http://www.cmegroup.com/…/singapore-mogas-95-unleaded-platt…
简单说裂解价差=成品銷售价(汽油,柴油,煤油)減去原油价:
佔Hy 38%的汔油,其3,4,5,6月份仍有75美元。
布伦特原油为64.8美元。
https://tradingeconomics.com/commodity/brent-crude-oil
因此Hy Q1,Q2的业积仍有看头,起码在汽油销售方面有10.2美元的裂解价差。
另佔Hy 销售43%的柴油也相接近,只要布伦持原油维持在55至70元间公可仍有可观净利。
只供参考,買卖自负。
1
--Mogas 95的未来合约交易价格:
http://www.cmegroup.com/…/singapore-mogas-95-unleaded-platt…
简单说裂解价差=成品銷售价(汽油,柴油,煤油)減去原油价:
佔Hy 38%的汔油,其3,4,5,6月份仍有75美元。
布伦特原油为64.8美元。
https://tradingeconomics.com/commodity/brent-crude-oil
因此Hy Q1,Q2的业积仍有看头,起码在汽油销售方面有10.2美元的裂解价差。
另佔Hy 销售43%的柴油也相接近,只要布伦持原油维持在55至70元间公可仍有可观净利。
只供参考,買卖自负。
1
HENGYUAN & PETRONM: Upgraded to TP 1388
Author: PureBULL . | Publish date:
HENGYUAN & PETRONM: Upgraded to TP 1388
Yesterday for once the Short Selling Machines turned nett buyers after HENGYUAN created the perfect double bottom at betul betul 824.
TP now upgraded to busuk busuk 1388
CHEERS ...
Join the FUN Managers ..
I'm Crazzzy. How can I be Crazzzy again Making Money In Stocks ?
2
Valuing Hengyuan - Discounted Cash Flow Method
Author: david_tan | Publish date:
Subsequent to my analysis titled ‘Hengyuan – No Doom For 2018’, there have been strong discussions on the need to use the Discounted Cash Flow (“DCF”) method to value HRC.
There are various methods to value a company and DCF is certainly a popular method. Personally, I have reservations about this method as it involves too many crucial variables where minor tweaks to these variables will lead to the valuation result to differ significantly. And it goes without saying that everyone will have an opinion on what constitutes the best numerical value when it comes to applying these variables; this inevitably makes for even more disagreements on the result of the valuation. Furthermore, DCF requires projection far into the future; 10 years is a common time period used. My opinion is the further the projection into the future, the less reliable the numbers are.
But the use of DCF is not without merit. Personally, I find that DCF is useful when valuing a stable company where the operations are mature, the industry it operates within is stable, and its historical accounting numbers do not fluctuate significantly. Under these conditions, the analyst is allowed to work within a more predictable environment leading to more reliable numbers being used in the forecast and projections. Unfortunately, I do not see HRC falling within these criteria as the refinery business is highly volatile. Nevertheless, I am also intrigue by what sort of numbers may possibly come up for HRC via applying the DCF method.
![](data:image/png;base64,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PROJECTING GROSS PROFIT
Here are some key assumptions:
1. Average gross profit for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest gross profit were disregarded to eliminate unusual fluctuations.
2. Based on information available from the quarterly reports, a minor 3-week shutdown was identified in Q2 2017. The gross profit for the said quarter was normalised for our averaging purpose.
3. Major shutdown of 75 days is assumed in Year 2018.
4. Statutory shutdowns of 25 days each is assumed in Year 2021, Year 2024 and Year 2027 on the basis that a statutory shutdown is required every 3 years.
5. Post Year 2018 plant upgrade exercise, capacity of HRC is increased by 10% beginning Year 2019.
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)
NEW TERM LOAN IN 2018
Here are some key assumptions:
1. US$300,000,000 was drawndown on 23 January 2018 to repay existing term loans. At foreign exchange rate of 3.927 on that date, the new term loan amounted to RM1.178 billion.
2. The tenure of the new term loan is 5 years.
3. In 2016, HRC’s effective interest expense rate was 3.62% per annum to 5.27% per annum (2015: 1.36% per annum to 4.44% per annum). The average interest rate is 3.67% per annum. (Source: Latest available audited financial statements)
4. Based on this average interest rate, monthly loan repayments amount to RM21,520,000 (including interest expense) with 1st repayment in February 2018.
LOAN FOR MAJOR PLANT UPGRADE IN 2018
1. US$160,000,000 has been budgeted for this exercise. Based on US$ exchange rate as at 14 March 2018 of 3.9085, the loan amounted to RM625,360,000.
2. The tenure of the new term loan is 5 years.
3. In 2016, HRC’s effective interest expense rate was 3.62% per annum to 5.27% per annum (2015: 1.36% per annum to 4.44% per annum). The average interest rate is 3.67% per annum. (Source: Latest available audited financial statements)
4. Monthly loan repayment amount to RM11,424,000 (including interest expense) with 1st repayment in October 2018.
OTHER INCOME
Other income is assumed at the average of the past 8 most recent quarters (1 January 2016 to 31 December 2017). In determining this average, quarters with the highest and lowest other income were disregarded to eliminate unusual fluctuations.
![](data:image/png;base64,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)
MANUFACTURING EXPENSES
1. Average manufacturing expenses for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest manufacturing expenses were disregarded to eliminate unusual fluctuations.
2. Manufacturing expenses for Q2 2017 was normalised for our averaging purpose due to expenses incurred for an unplanned maintenance shutdown.
3. Manufacturing expenses is adjusted accordingly based on number of production days in the year.
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cxw87q8FS/CQWLI2rdEPp9VcfD8udFYSSpGGR29bhWxe3szOdq3Zx1Vythd3afM4Pz79t5+TNnpi/+TaZFjx4kU2EhZ5baj0aVOD9W58zM3bPC+icvgZZyZkK84sEt0YVHdzKPMOVXOHfls9DaVne4lnLmcJkGzaEfX4mLFR+xK17c0uVxEDTJmeOFh7iZ+xEZPxU0P8HeRu3KpLcu1Vh6tsKk+vY/aKkOt8tKddcFVu302bAwLr31aVTpnHbhkE0smh77Z6PutGYH6hdLAWHayM7q8LBiEwrKG1M9hH5f1fFQtasKI8nCILPrmFnX61fMKWfyo3afM6cn4/dT8VQGmQxImQz6Ss4stF/q2WtyZvhWNSs5j5WFB4uqLy3H0TMdf+fvFGXQ5JbeixevR6G13CKfNsuZ4UWN8crHZP/Fl0J+OGc+U2aTnLkQDoo3wXb1pFxyZdZFn8LGZibtI1oF4gcewvP+qnWt3enBfPez6m2LUb599H7OnLefyBhH6RcL9+LCRvZZh1WbsNRO4Tzi1SH0+1I7pe5ubXokWRxktr6jG0isjJwJ1+v1F3Lm82x8mH3/7fo8CZmk0qY5M9v+xjlzNuC+kTNnMyVz5j1SpSzkzMfmJK4E5FpLL/Jxs3UKt+B2DDyOw+hKyHS2ew1+JGeGx9CbObPmWv7iXfi9fGzOVuaFO42Fja0KGHsQXPrLj1tF9Tv9OfCexq8fbVyP8hYu9IvE5Li9zDW3xTPX7bzRLwrFnDeyzzqs2oSC3JHz7hD6famdUtMv0iNJxSCzg6sNT4mVqej1q+aUM/lRP5Az76fjzxPxZwyaXdFrnDML7R/nfuYjWgXneLX3M6N2sjkzfrt+WHl2+p1xdJr9og16TLoFzVvMPEbOzGT+1denr/eEsLwxhUNzB+eRT6n8s3pXVW/si+1/wWM9111qzzSyetL2sWJdkJxNnl9LiAbLuIH0x8MB+kV2M9KN7LEOKzchL3nkNBhCv++FnFkYSZYHmd/Y+GKvXzennMmP+oWcOZ6Cn/sgnj1z5iwGrs6ZYS8vBcFp+9HIMm2zkDOD93otZ86mvHVnaDquFzf7ma4zGbcyZ8YPx1Yl5q+No1FojPfkY9efzsP9tma0yDQxRotUvbgLL++H7DOUsyWfOz89aaNqFFcmu3VVjRQ2dtrn93EcFOpQfz+z0U7fPmYuHZGrp0cFSy6fHh5/uV9kmpq8XHcWvvkBsXYT1rT0yhD6fXX994P3M3cVrdIrs9TrV84pZ/KjfiJnxpf3np8y4ZB8vyezmDMXWw9CYqb9QmSc/SfzXi/mzLDN21q9mDMnn9jRbeLMTd3E/6YrklzhxAfE5NZ0srX8Ip81y3thjp6UKthRs0X64RoUd8WLe/Biziztp8TV6MK1mO1u6OVXZsVRWL+xcY/fzZ3M0k4Ju23h7Pq1nR4MWruoytKTF8vnefOPgYoT0LDZA/SL6/Wa2dhiI3uqw/V6fWUTctZcNC70pu+rGrQX+0VhJFkYZLbd+khuZcq9fuWcciY/6jdyZuJ/4aTnU361t9fumbHruvEXQ9MhsdB+1Mr8qYcw8abe6+WcGazX/K8dxnVMuj36mbpCOPRdd+r7yVoHbU62J3dHN17hYJF0reJ3KizyQYn7iveDbzopfZ8zXCSuXP2L21uRMyd9M9xliX0XdaZZM3upRXJlFrYumR0qNjY6kypU7/sKOyVY2+k6vlqHxD2dvRwOywmi3C+mryS3qdT+ZKnNT6ub9Ivkxi4f/HuqwyubkEkZibhWrEOhN33f4qBd0y+yI8nypM0LcFPZf+fDYuX4MHkXOZPf0+01Z7JC67thu7pUyN5dbn849K9Th5E6jNRhpA4jdRipw0gd+CPkzB8UXQlb/ArmS28gZ1LnMv2Lon+YOozUYaQOI3UYqcNIHUbqwF8hZ/6kDz9TKmdSbegdKterOtypw0gdRuowUoeROozUgT9DzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgpd3mzMv51HWn82X5xdWt9sO7K/emoc9txdB3XZeaeDmfuq5q1fONxw2+U0gAAIAcOXMDizlzPvU2odmqV6ZRAACA1eTMDSzkzL7v43Uc+q7vezkTAAD4Ab+bMy/nU3c6X+53AKczD33X9UNqSpgzn3PMZsq0XJj0aD455Tpd5LyQM4chCppDf9ueyauZlZ8myMzaTtfy3mJmzRe2d30Bo/dK7uDMNAAA4Ef8ds6cPEl6S2jPf4cRarrQ+Hp4R28aQAstFyaFaxyufqKJYs68hkFz/N80Z+ZXPs6ZhRI9GsiveWl7Xypgbm8sFBAAAPghP54z0/fxgmBzneaZx79mD9BOXii0nJ80W9/EmyYajNzX/HI+BbddT+fLJGeWVr5ubUtz1ZXixQJGu6ZyNQAAgF/y4zkzeo50Embi507HaYnsMn1UMx3j4jCUnDTPjvd551tye640sdWPGDYJmreYOd+q5MrXrW3mn9GaF1t4qYCF7FhaDQAA4Jf8nZwZ38acfLcwmvJKzgy+8zhxz5nB6lTkzGfQvMfM2XOz6ZVfnTMLa17Oma8UMB8di6sBAAD8kr+TM8P7mUPfZZ/SbHQ/M78lNTnzHjQfMXOyVaWVb3E/M1r37PauL+Cq+5kAAMBv2m3OTEaSaRapC1HRrEHOnM3yTs6cp8n8w7rL38+8/ft0PvfB/cPUTxiFK78+ZxbWfEWurixg9P3Mwpc6JU8AAPhV+82Z81tmYUZZCjPh851x8gqi2eOhzTdyZry6s59mjZ43Xc6Z8YzR7wBlVn59ziyt+UKuXl/AME6GSbJQQAAA4IfsOWde42/tzR4+LYWovn8smrx/Nv1+YXca/9rj0k28pd/FCVY3zEjTbzOea56bTf4vnJRa+dq1jdJpZs2L2/tKAaP3Kv2mkJAJAAA/auc58zUeuAQAANiMnAkAAEBLciYAAAAtHTJnAgAAsBk5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABaOkbOHPpu4u0/nXk5n/z5TQBgPMfoh9t/LufT83zj8epzxsykRJPrG0lPupxP/mY4sEc/nzPHEX8yws5eWG3oG2RVAODXBSkuOMMYU98j7w395H/Bf2KFOV+bFCZhgJ348Zx5OZ8SmXDo30qacuYfFlypDi8a3yYlLy/3w/U69I/D5tHKdOb6FwHYh8nIPk+Pl/Pp/v/JP5/zJk8lCnO+NuneqBMXYGd+O2fmLhhehmE62k6zQzAOB8/b9sM19UDMfB4O7HI+hXs5/JQ/neaT7689zkYeF5anV5jrXwRgH+Zhbn6l8HS+pK56p6+DF+d8bVJyVQF24KdzZtV9y2Cm6bgcfGBMJ0wG6+w8HNQsZz5fuZxPXX8Ov7s79F1/vs1wOZ/umXF6vI2t1b8IwD4sZbfnxe5ZBM0uXJjztUm1Kwvwbb+fM8sn57Ns+HwhewtpMla7zfTXLOXMIfiRqKEfX4mfo5p+n+ZxqbvuRQD2oZzc5t/VnOfAxBlEYc7XJgXr43ME2JGj58z5p8TjouD9EdlZA/H9TM/L/iHJ52af377ph+mvEQ/97QU5E+BoisGt9CNA2ZcW5nwvZ9acEwF800/nzIqLd4Wc+fhP/OXLaJnSb5hzNLPfAQq/mXO7QPH4Hub9goWcGYiqeJwNW0kdRuowUofR79Qh8azqZELi25LbPjebX99d+53j4bPUgUP66ZyZ/x2g86l7/AZo1FvTy0x/SzT3pEz690Y5lGn2iz6zpw/Qns6Xe8yUMwGOqPCL9rOXM7/TkztBSc/52qRwzZyiAPvx2zkz8ykwebXw/cxUU8Wc+asXC1khCo3TYyH6/Z7hflszftTW7wABHME8uD2vYsc2/rsm18LpDcBGfjxnJh5fiV+Y/97s8yQ//rny55+lmP/07NUg/hcs/F2T26Tgenb+K53+rgnAD0t9jSZ7EhCk0uK9xcKcr01KrSzA5n4+Z16vy0+15/5+ZrhclCe78NeCPDD/NyTuK94/zqeT0vc5w0Xih6zrXwRgD4LsNvv+/uzEYPoHt8u/0JOb8+VJLlcC+3OInAkA0Fyj+Hb/A8ufcjmfXAkH9kbOBABIapLggr+8/AFuZgJ7JGcCAOS8neKG/pMp071MYKfkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABa2m3OvJxPXdedzpfg1aGfv/a91emH9uuQb23ouy5RgntpbmvzGbf3fmNDL+fTa8tutosBAIBGdp4z4zS1h5zZ1mLOnE+9TfhczmywsdIiAAD8XfvOmX3fh2nlz+XMvu/jtx36ru/7T+bMBlWWMwEA4O/aec4cLufTNK9E8eV+0zO+7Tf0Xdef7xNP52Fs7PE0aNcPk2dD51F23mjuudlg7iD55dbtGr7zeSFnDkMUNIf+tiWTV9PrfL0VL7WhcW5+bFSyqUz70WbeJ0y3vOuH/Hsl9tRlOrWw/nEZh/A4AQAANrT3nHlLIveQEkeUMNtE6S9KVY9mwi8+BkuGOXYSkJI5MwhQQTv5/9zj43S9ijnzGgbN8X/TomTXOf4i5+ydM9kvajHffrBlYYvThZZy5vwawbTJ9PrXlxEAAPi2/efM63XoEzkwDG/RC0Eimc8cTn6+0+zh2OSk5zpEdxVzb1d8i6XnZsfbgdP8dr/pNwvAs8LF6xFHuJqcWWo/KnOcH6tzZny/NnkJ4Drb+/kdDAAAbOkXcub9+clrnPEST3CmfxI2iiWFO3TT16ZPw+bvZ8Y5qbhu8zwUPRgctdL1w3UaNO+RO5VwZ+tcCngr7mfW1CS58rU5c/407NJKzsvo+6AAALAfP5Ezn7nq0zlz8kXEe8Ir5MzH0ol4l5D4qmJVznwGzced3fi52eQ6N8qZNTVJrvyHc2ZlGQEAgG/7kZx5j1ilnDl5BPPFnBl84zOctPz3MydfJszfXHvpfuYjaD4fIH7mzMI6N8mZdTVJrrz7mQAA8Df9TM4cA9npkS8Wv5/5Ys6cLVabMyfzFGLQC9/PvP37dD6H31MtROrVOXP+U0W5IDhtP/pyZXxjOJMzCz+8VF5J388EAIDf8Ds5M/6d2MTvzWZ+grU6Z4aNBN++zP4OUNTO9IeIkj8xG06a/9xqtLnhw7FBi9OHdJPrXP8DPInW04WNvpGaj4yz/2Te68Wc6fdmAQBgx34pZ84f4px+EzLztzFSjRV+B2jyZcTgOd3M/czwq5izB2KjL24Gm3GbcK55bjb5v3BSYp3LD8dOVzD6O6VR+bLtR60kN3/2ldXwvV7OmcF6lf4MKQAA8G27zZmwQuoHeAEAgG3Imfyg6Juh0X8BAIBNyZn8pMITywAAwLbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgpd/OmUPfpfl7ivCGoc90osv51PVDcdngT5uG8046bNT6rCsvvMlHlVamsHX5VuJSFibVt/95xZ0ynfhiHSrrvOloHv6h3uwWV/SLdMUW26+u8+e93S+WNrbUyJHqMJU6cl4aQr+vYtB+uV8UJlV2ye9o2H8X5ywUs6bOH9fm86KmByXOT3Y0PpQ24cWty7b/Gx+p3X1uSgoAAAt7SURBVO/nzK2PKTiYcbBKjEXjhFKPG8ey26Lh7EFvjbru4sj6TfmVKWxdoo3MxhYm1bf/DYWdUtqX1TPm2x/6yfG3r1E+WLXgxYq0XVGxsP2hf/57PDh2eTy8etwGG1tq5LB1SMz04hD6fcuD9nv94rUus7FZ/63cYctzFoq5+UfFYy3ynxd1/beqB83PT/bUMQqb8OLWJaZnPhz3+pEqZ8JE4vJkOEikr7j2QzCWPlqZzlz/4rbul8SyV8oKqxr3yMv5dPv/81/xlMTETeVXJr91C01M/l+qQ3X7X5F/98v5FBwe8f+zTdTt9Flz+7kKkTilreoXs23NbNL8LHU6016PhxeP28IpedjIQeuQPnJeHEK/76WtS7WRHklqB5kdp8zaXr88Z6GYVXX+hnK/qOu/NT1ofn5SX+cvWBjH1m9dqPjhuNuP1CPnzLC2j8IOfdf1w7N3RtWeBo1olDudL+nFgpvViWuTiTfKL8KWZs+fPDvk5XzqTqf55Ptrj5w5HmHTf6x6cVvjgX5OfTKczpeFc4vZ5GwCCWfdz+ZfCyuzYuuWlkxOer39j8jvlOqcmVxwcafPhvVt61BajzX9Irlgabb9xOvr9dq8X0QzFRo5ZB1yR86rQ+j3lQbtyn7xfs7cy9BwvV7Th/Ryr1+cs1DM2jp/Q3E8r9tFFQd/4vykvs5fUNiE17YuUvxw3O1H6pFz5nTHTg71W8K7LRbWO/jf/D/JW/Pza/T5BqYDR3IRNjbLmc9XLudT15/Pp+gKQ3++zXA5n+7H2nSnPy5lVb64qdvllOxHw9rPs1wPnXe70ylzRebbVqxM5fMUhR5e7vybPq9RrMP8OaWKfVa702cH306GyMLuWHv9JXnyFbV/X2hySXLLEaJxv1ic5zHDseuwOKLWDaHfV1WH5c+LwkhSMcjs6om2ittVmc/VujnrrlZuJXs8vNN/UyWdnZ/U13kLSw98L21dYpnch+N+P1IPkDMTnrturO9w23/PhfLPpWTu78fTnjsudw2h0Nqubt8wtZQzh8s0aA79+Ep8PD3+e0+S9S9u6fLoJ01y5nhtJm4m8WBI5gR7G7Urk966VGPp2aoekNnwmFiqw+3K28Kp9rSx2p0+Gzmfz6ZvqXROu3DIJhadv5T8YEqdsG2jab9YCgjTRg5dh4WNqR5Cv6+qDlW7qjCSLAwyu46Zdb1+xZz7zpnZ4+Hl/js7+DPnJ/V1/rrCIFC7danFMh+O+/1IPUDOrLluGkfP2ed75vmcqLNMFgsfp0zts0JruUXY3CxnPg+X26RJ0Bz62wuHyJnPca5JzlwYyYo3wXZ0OTKzMuvG6cLGZibtI1oF4mdCwvOGqnWt3enBfPez6u0v1+ePyfdzZvoZqsRt5CP0i4Wr6WEjB67DtXzkvDOEfl+qDnV3a9MjyeIgs/Ud3UBiZf5Wzpy5Hw8v9t/ZwZ89P9ltziz03/qtSy9a9+G4m4/U4+fM2UzJnHnPCykLOfN6vYaLTq4g5FpLL8L2Zrst3Mm3qwSPy073qwa/nzOn49zbObPmWn7pLGEfHxM3s5V54U5jYWOrAsYePOqQOaWqWeH6nf58VuU0fv1o43qUt3ChX1Q82ZW5LLl45rqdN/pFoZjzRg5ch2v+yHl3CP2+1E6p6RfpkaRikNn71Yb65znr5vzBnPk4r17XfxMHf+H8pL7OX7TmTmbt2ddD7Yfjbj5SD58zH7khqHbt/cyonWzOjN+uH1aeeu1ukPirptkv2uePSbegeYuZx8iZmcsiq69PX+/DWeWzlPnrcLvpEanBevWuqt7YF9v/gsd6rrvUnmlk9aRdPRUWW30+nfo8iRuYf4IcpF9kNyPdyGHrcL1mjpwGQ+j3vZAzCyPJ8iDzGxtf7PXr5vzRnLm2/yYP/tL5SX2dv6XQf1dvXdWblR6I2MNH6sFz5nTQyt2Ujp6Nzdzfr8yZ8cOxVU8LbN0reIpC43SXPScNfXc6D/fbmvGjtsMP/w7Q3cuHavYZytmSz/6RnrRRNYorU/uE6OqNvdW6/gnUjyvUof5+ZqOdvn3MXDoiV0+PCpZcPv0J8sv9ItPU5OW6s/Bj1CHd3ktD6PfV9d8P3s/c1VlTemWWev3KOXedM1d9XuT7b2UPWjgUNr2dWdiEl7auYuaxxR1/pB47Z06K+fxneEEheGw59b/pJ0gygCQO+dQj0dPW8ouwsVneCy81TI6mIBzMFumHa9iZ61/cgxdzZulQTlyNnobsyaTvPtIRy6/Mio5av7GTSfsaCEo7JRzZlj5YV+/0YFzfRVWWPvmXz/OCbZp9cFXl9AP0i+v1mtnYYiPHrEOquVeH0O+rGrQX+0VhJFkYZLZ/NHIitzLlXr9yzl3nzOLxUNt/q3tQXO/6On9aYRNe3rrZxMyH434/Ug+QM5NuzzWmrnkMfded+v5xozr1cMJ8Wul+ZrBI4gZ+4p0Ki7ClxH3FexedTkrf5wwXiQ+u+he3tyJnTkaw8KhOHN7TDhs1P520eS2SK7OwdcnsULGx0ZlUoXrfV9gpwdpmP/LjRmp3em7c3MjiB3O5X0xfSW5Tqf3JUpt/TjTpF8mNXT74D1eHyVLReUapDoXe9H2Lg3ZNv8iOJMuTNi/ATWX/nQ+LlePD5F12mzOv1/IW5PrvmvOHYKFdnkAUNuH1rYsOleKH4z4/Urufzpkv2dV1MPh5l9sfDv3r1GGkDiN1GKnDSB1G6jBSh5E6LPr1EsmZwDsu078o+oepw0gdRuowUoeROozUYaQOI3VY9PMlkjOBNwy93nS9qsOdOozUYaQOI3UYqcNIHUbqsOj3S/QHcyYAAAAfJGcCAADQkpwJAABAS3ImAAAALcmZAAAAtCRnAgAA0JKcCQAAQEtyJgAAAC3JmQAAALQkZwIAANCSnAkAAEBLciYAAAAtyZkAAAC0JGcCAADQkpwJAABAS3ImAAAALcmZAAAAtCRnAgAA0JKcCQAAQEtyJgAAAC3JmQAAALQkZwIAANCSnAkAAEBLciYAAAAtyZkAAAC0JGcCAADQkpwJAABAS3ImAAAALcmZABsb+q4ftl6JHVAHphwPI3UYqcNIHfghcibAhoa+c9JwVQdCjoeROozUYaQO/Bg5E2ArLkyP1IEpx8NIHUbqMFIHfo+cCbAJJw0jdWDK8TBSh5E6jNSBnyRnAtu7/Pev6/79dxn/N/ST/xzU0Hen87E3sYo6lFzOp+5Zn6HvDl+soT9816+iX4zUYaQO/Co5E9iDy3//bt87+QMp83I+OWu4qkOFy/k06RcHL9blv39H7/pV9IuROozUgR8mZwL7MObL4ZinmkPfPVLC5Xz6sw9AqcNqY74cjnmqOfTd46rS5b9/f/Z40C9G6jBSBw5DzgT2Yui7rjvsr+ndfijwz1+bVoe1/ka/OOYFpnr6xUgdRurAMciZwG4M/XFPp29PP51OB97COuqw1sH7xX//un///h14C+voFyN1GKkDhyBnAjtx+e9fd+QbN+N37VycVod1xnIduV/89687/HeyK+gXI3UYqQNHIGcCu3D/IaBD/wzQ0B81K6yjDtXuPwR06J8BcjyM1GGkDiN14PfJmcAe3L6NEv0T/jb9AoBfJWcC2wtvYj7/xgn8ZeFNzOffOAGA/ZMzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoCU5EwAAgJbkTAAAAFqSMwEAAGhJzgQAAKAlORMAAICW5EwAAABakjMBAABoSc4EAACgJTkTAACAluRMAAAAWpIzAQAAaEnOBAAAoKXVORMAAADKVuRMAAAAeI2cCQAAQEtyJgAAAC3JmQAAALQkZwIAANCSnAkAAEBLciYAAAAt/Q+kPEE+SDUNNAAAAABJRU5ErkJgggA=)
ADMINISTRATIVE EXPENSES
1. Average administrative expenses for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest administrative expenses were disregarded to eliminate unusual fluctuations.
2. Inflation rate of 3.5% per annum is applied for each progressing year.
![](data:image/png;base64,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)
TAXATION EXPENSE
1. Current taxation rate of 24% is assumed for all years.
2. Reinvestment allowance amounting to 60% of 2018’s major upgrade exercise amount to RM375,800,000.
3. Depreciation is assumed as capital allowance for taxation purpose. Average depreciation expense for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest depreciation were disregarded to eliminate unusual fluctuations.
4. Capital allowance of 14% is applied for capital expenditure incurred in 2018’s major upgrade exercise.
5. Interest expense is recognised proportionately at 8.8% of loan repayments made.
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)
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)
CHANGES IN WORKING CAPITAL
1. Working capital is calculated as current assets less current liabilities.
2. The annual change in working capital is determined based on the percentage change of gross profit.
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)
DISCOUNT RATE OF 3.17%
1. The discount rate is calculated based on the the Weighted Average Cost Of Capital method.
2. Market value of HRC's equity is determined based on it's share closing price as at 14 March 2018 of RM8.53 i.e. RM2.559 billion.
3. Market value of HRC's debts amounted to RM1.205 billion as at 31 December 2017.
4. Cost of equity is determined at Maybank's fixed deposit rate of 3.35% per annum.
5. Cost of debt of HRC is 3.67% per annum as discussed above.
VALUATION
Using the discounted cash flow method of valuation based on the assumptions and estimates presented above, HRC is valued at RM19.55 per share.
There are various methods to value a company and DCF is certainly a popular method. Personally, I have reservations about this method as it involves too many crucial variables where minor tweaks to these variables will lead to the valuation result to differ significantly. And it goes without saying that everyone will have an opinion on what constitutes the best numerical value when it comes to applying these variables; this inevitably makes for even more disagreements on the result of the valuation. Furthermore, DCF requires projection far into the future; 10 years is a common time period used. My opinion is the further the projection into the future, the less reliable the numbers are.
But the use of DCF is not without merit. Personally, I find that DCF is useful when valuing a stable company where the operations are mature, the industry it operates within is stable, and its historical accounting numbers do not fluctuate significantly. Under these conditions, the analyst is allowed to work within a more predictable environment leading to more reliable numbers being used in the forecast and projections. Unfortunately, I do not see HRC falling within these criteria as the refinery business is highly volatile. Nevertheless, I am also intrigue by what sort of numbers may possibly come up for HRC via applying the DCF method.
PROJECTING GROSS PROFIT
Here are some key assumptions:
1. Average gross profit for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest gross profit were disregarded to eliminate unusual fluctuations.
2. Based on information available from the quarterly reports, a minor 3-week shutdown was identified in Q2 2017. The gross profit for the said quarter was normalised for our averaging purpose.
3. Major shutdown of 75 days is assumed in Year 2018.
4. Statutory shutdowns of 25 days each is assumed in Year 2021, Year 2024 and Year 2027 on the basis that a statutory shutdown is required every 3 years.
5. Post Year 2018 plant upgrade exercise, capacity of HRC is increased by 10% beginning Year 2019.
NEW TERM LOAN IN 2018
Here are some key assumptions:
1. US$300,000,000 was drawndown on 23 January 2018 to repay existing term loans. At foreign exchange rate of 3.927 on that date, the new term loan amounted to RM1.178 billion.
2. The tenure of the new term loan is 5 years.
3. In 2016, HRC’s effective interest expense rate was 3.62% per annum to 5.27% per annum (2015: 1.36% per annum to 4.44% per annum). The average interest rate is 3.67% per annum. (Source: Latest available audited financial statements)
4. Based on this average interest rate, monthly loan repayments amount to RM21,520,000 (including interest expense) with 1st repayment in February 2018.
LOAN FOR MAJOR PLANT UPGRADE IN 2018
1. US$160,000,000 has been budgeted for this exercise. Based on US$ exchange rate as at 14 March 2018 of 3.9085, the loan amounted to RM625,360,000.
2. The tenure of the new term loan is 5 years.
3. In 2016, HRC’s effective interest expense rate was 3.62% per annum to 5.27% per annum (2015: 1.36% per annum to 4.44% per annum). The average interest rate is 3.67% per annum. (Source: Latest available audited financial statements)
4. Monthly loan repayment amount to RM11,424,000 (including interest expense) with 1st repayment in October 2018.
OTHER INCOME
Other income is assumed at the average of the past 8 most recent quarters (1 January 2016 to 31 December 2017). In determining this average, quarters with the highest and lowest other income were disregarded to eliminate unusual fluctuations.
MANUFACTURING EXPENSES
1. Average manufacturing expenses for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest manufacturing expenses were disregarded to eliminate unusual fluctuations.
2. Manufacturing expenses for Q2 2017 was normalised for our averaging purpose due to expenses incurred for an unplanned maintenance shutdown.
3. Manufacturing expenses is adjusted accordingly based on number of production days in the year.
ADMINISTRATIVE EXPENSES
1. Average administrative expenses for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest administrative expenses were disregarded to eliminate unusual fluctuations.
2. Inflation rate of 3.5% per annum is applied for each progressing year.
TAXATION EXPENSE
1. Current taxation rate of 24% is assumed for all years.
2. Reinvestment allowance amounting to 60% of 2018’s major upgrade exercise amount to RM375,800,000.
3. Depreciation is assumed as capital allowance for taxation purpose. Average depreciation expense for the past 8 latest reported quarters (1 January 2016 to 31 December 2017) is used as the base number. In determining this average, quarters with the highest and lowest depreciation were disregarded to eliminate unusual fluctuations.
4. Capital allowance of 14% is applied for capital expenditure incurred in 2018’s major upgrade exercise.
5. Interest expense is recognised proportionately at 8.8% of loan repayments made.
CHANGES IN WORKING CAPITAL
1. Working capital is calculated as current assets less current liabilities.
2. The annual change in working capital is determined based on the percentage change of gross profit.
DISCOUNT RATE OF 3.17%
1. The discount rate is calculated based on the the Weighted Average Cost Of Capital method.
2. Market value of HRC's equity is determined based on it's share closing price as at 14 March 2018 of RM8.53 i.e. RM2.559 billion.
3. Market value of HRC's debts amounted to RM1.205 billion as at 31 December 2017.
4. Cost of equity is determined at Maybank's fixed deposit rate of 3.35% per annum.
5. Cost of debt of HRC is 3.67% per annum as discussed above.
VALUATION
Using the discounted cash flow method of valuation based on the assumptions and estimates presented above, HRC is valued at RM19.55 per share.
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