WAK 3.77% 5.1¢ wa kaolin limited

Wolfgang In a recent post, I wrote, "I do not remember where I...

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    Wolfgang

    In a recent post, I wrote, "I do not remember where I got the idea of a 16% EBIT margin, but I think I had taken metrics based on CIF revenue, and adjusted EBIT margin % down to suit FOB revenue by excluding shipping from the CIF-based revenue." The underlined words are conceptually incorrect - switching to an FOB basis causes the EBIT margin % to rise, not drop. The dollar value is always common.

    By chance I found that I had detailed my adjusting arithmetic and my reasoning in a 1/07/2022 spreadsheet, the contents of which I provide below.

    On price per tonne, we know that CIF prices are above $300, and FOB prices must exclude shipping. The FOB price that I used could be too high. As I have later posted, the original 16% EBIT/FOB Revenue percentage should be circa twice that to start with, and the model calculates scaled-back scenarios.

    I have split that 1/07/2022 working spreadsheet in two to avoid having comments cramed into a single cell when passted to HC. The comments have been converted to text.as numbered points.

    WAK derive EBIT margin based on FOB Revenue
    1. The aim here is to get a workable EBIT/Revenue ratio, and convert it from a CIF basis to an FOB basis.​
    2. I used the Definitive Feasibility Study (DFS) metrics for the year it presumed two K99 plants would be at capacity.​
    3. The road-transport permit of 383,000 tonnes (.383MT) defined full capacity. The nameplate was 400,000 tonnes.​
    4. That was DFS year 5, but we can estimate it as FY2024, being when Stage 2 plant would be fully operational.​
    5. Year 5 is reasonably representative of tDFS 12 year. EBT/Revenue ratio grows from 26.6% to 30% in Year10​
    6. The DFS was based on CIF prices. That was the basis of WAK's pilot-phase exporting.​
    7. Exporters start with an FOB price, and add shipping to get a CIF price, which varies because of shipping costs..​
    8. Shipping companies quote sea freight rates for various routes once a month.​
    9. Customers may buy on an FOB basis, and they organise the sea freight, and pay for it.​
    10. Exporters rarely add a meaningful margin to sea freight, because importers would switch to buying FOB, and be annoyed.​
    11. Also, it is difficult for me to get an idea of sea freight. It can change rapidly.​
    12. WAK has stated that it works on an FOB basis, and if a customer wants a CIF price, freight is added.​
    13. Those are the reasons why I have converted CIF metrics in the DFS to an FOB basis.​
    14. That makes revenue lower, but because sea freight is also removed from expenses, EBITDA, EBIT and NPAT are unchanged.​
    15. However ratios of these to revenue must change, as one can see below.​
    16. If the figures below were not rounded then 26.60%*113087/95276 should be circa 31.66%, say 32%.
    Column 1 Column 2 Column 3 Column 4
    1 {colgroup}      
    2 {col=232x@}{/col}{col=97x@}{/col}{col=97x@}{/col}{col=144x@}{/col}      
    3 {/colgroup}      
    4   CIF FOB  
    5 Sales kt [/SIZE] 383 383  
    6 $k[/SIZE] 113087 95276 Exclude sea freight
    7 Average Sales Price A$ per tonne[/SIZE] 295 249  
    8 Cost of Sales (incl freight to port)[/SIZE] -57527 -57527  
    9 Cost of Sales per tonne[/SIZE] -150 -150  
    10 Gross Margin [/SIZE] 55560 37848  
    11 [/SIZE] 49.10% 39.72%  
    12 [/SIZE]      
    13 Overheads[/SIZE] -4040 -4040  
    14 Corporate[/SIZE] -1151 -1151  
    15 Transaction Fees [/SIZE] 0 0  
    16 Sales & Marketing [/SIZE] -565 -565  
    17 Ocean Freight[/SIZE] -17811 0 Excluded
    18 Total Operating Expenses [/SIZE] -23569 -5756  
    19 [/SIZE]      
    20 R&D Activities[/SIZE] -240 -240  
    21 [/SIZE]      
    22 EBITDA[/SIZE] 31751 31852  
    23 [/SIZE] 28.10% 33.43%  
    24 Average EBITDA per tonne [/SIZE] 83 83.16  
    25 [/SIZE]      
    26 Depreciation [/SIZE] -1690 -1690  
    27 [/SIZE]      
    28 EBIT[/SIZE] 30061 30162  
    29 [/SIZE] 26.60% 31.66% Note difference *
    30 Average EBIT per tonne [/SIZE] 78.488 78.751  
    31        
    32 * If the figures were not rounded then 26.60%*113087/95276 should be circa 31.66%[/SIZE]      
    33 26.60%*113087/95276 equals[/SIZE] 31.57%    
    34 Had I used a later year's CIF ratio of 30%, the FOB equivalent would be [/SIZE]      
    35 The valuation model could use a third (33.333%) as a high-end row in a valuation matrix, [/SIZE]      
    36 then test for sensitivity via a scale-down factor, and choose values that give a higher level of comfort.[/SIZE]      
    Last edited by Pioupiou: 09/01/23
 
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