För ett tag sedan så kom Matse med nyheter. Denna gång handlade det om att Matse levererar direkt till din bil om du bor i Göteborg och om du har nyare Volvo med en tjänst som jag tror heter On Call, vilket ungefär innebär, om jag förstått saken rätt, att bilen är uppkopplad. Naturligtvis kommer detta inte att leda till att försäljningen kommer att sticka upp hejdlöst den närmsta tiden, men det är ändå goda nyheter. I mina ögon är detta bra marknadsföring. Matse associeras med det senaste, vilket är positivt. Det är inte Mathem som kan leverera till din bil medan du jobbar utan Matse. Även om personerna som läser artiklarna om direktleveranser till Volvo-bilar inte väljer att använda, eller kan använda, tjänsten så kommer det förmodligen att finnas kvar i medvetandet när de ska välja vem som ska leverera hem till dörren. Jag tycker att det är positivt att Matse har tentaklerna ute och fångar upp möjligheter som denna.
Förutom att det är bra att Matse får lite mediautrymme så är det en intressant teknikutveckling. Jag hade gärna fått matkassar levererade till min bil medan jag arbetar eller varför inte, ännu bättre eftersom jag cyklar och åker tåg, medan bilen står på uppfarten hemma hos mig medan jag arbetar. Det är nämligen där som jag ser den stora nyttan. Bilen kan fungera som en stor brevlåda, vilket gör att man inte behöver passa några tider eller att man kan gå med på ett större leveransfönster (i utbyte mot lägre pris). Naturligtvis bygger detta på att det finns OK kylpåsar så att maten inte förfars, men det känns inte som ett oöverstigligt problem.
Dessutom, tack för kommentarerna. Det känns kul att höra att det jag skriver uppskattas.
Länkar:
http://www.ehandel.se/Matse-levererar-nu-direkt-till-din-baklucka-i-Goteborg,6599.html
http://www.ehandel.se/E-handelsanpassad-kylpase-ska-halla-maten-kall-under-leverans,6604.html
http://www.ehandel.se/Snart-kan-du-fa-dina-natkop-levererade-till-bilen,3681.html
http://breakit.se/artikel/1948/volvo-och-e-handlare-lanserar-tjanst-som-gor-bilen-till-brevlada
http://www.ifoodbag.se/
29 november 2015
18 november 2015
Matse: Q3-rapport och guidning
Idag kom Q3-rapporten. Den var något bättre än vad jag förväntade mig, både resultatmässigt och informationsmässigt.
Omsättningen för Q3 kom in på 43,5 MSEK, vilket ska jämföras med Matse-siffrorna för juli till september som landade på 38,2 MSEK. Man levererade alltså 5,3 MSEK från de delar som inte redovisas inom Matse. Om jag förstår saken rätt räknas Cold Cargos externa uppdrag, försäljningen till Samhall mm in i dessa 5,3 MSEK. Min gissning var att denna siffra skulle vara något lägre. Positiv överraskning med andra ord.
För de nio första månaderna så skriver man i rapporten att omsättningen landade på 140,7 MSEK. Det tycker jag inte riktigt stämmer. I Q2-rapporten redovisade man nämligen en omsättning på 101 MSEK (se https://s3-eu-west-1.amazonaws.com/cdn.mat.se/investor/reports/matse-holding-delarsrapport-2015-q2.pdf) för de fösta sex månaderna och om Q3 bjöd på 43,5 MSEK så borde de första nio månaderna bli mer än 140,7 MSEK. Det är möjligt att jag har rört ihop siffrorna, men såvitt jag kan se just nu så stämmer det inte riktigt.
I rapporten gav man också guidning om Q4-omsättningen. Den förväntas landa på 61 MSEK, vilket känns bra, se graf nedan. Under oktober sålde Matse för 18,5 MSEK, dvs förmodligen drygt 20 MSEK för hela koncernen, och det känns därmed helt klart sannolikt att man kommer att nå 61 MSEK för Q4.
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)
Förutom att man guidade för Q4-omsättningen så gav man information om framtidsutsikterna enligt följande:
• Fastställt finansiellt mål att uppnå 7-10 procent marginal EBITA exklusive marknadsföring från en region som omsätter ca 400 MSEK
• Fastställt finansiellt mål att uppnå positivt EBITA-resultat i koncernen vid en total omsättning från tre regioner på ca 600 MSEK
Det första målet tycker jag är lite svårtytt. Man har tidigare räknat på marginal och resultat exklusive marknadsföring. Det är möjligt att jag är märklig, men för mig är marknadsföring en integrerad del av en verksamhet och att mäta mål exklusive marknadsföring tycker jag känns konstigt. Det som också känns lite udda är att man räknar med att nå detta mål från en region som omsätter 400 MSEK. Eftersom Göteborg är den klart största regionen idag så känns det också som den region som först kommer att omsätta 400 MSEK. Eftersom koncernen som helhet förhoppningsvis kommer att nå 200 MSEK i år känns det som att 400 MSEK för en region ligger tidigast 2017.
Det nedersta av de två målen ovan ser jag som en revidering av den förväntade utvecklingen som finns i bolagsbeskrivningen som gavs ut i samband med börsintroduktionen. Den lyder:
![](data:image/png;base64,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)
Man kommer alltså inte, som jag förstår det, att leverera ett positivt resultat under första halvåret 2016 (vilket inte förvånar) och dessutom så räknar man med att en omsättning på 600 MSEK kommer att krävas för att nå positivt resultat, dvs en uppjustering från bolagsbeskrivningen. Min tolkning är att kostnaderna är högre än vad man räknade med initialt.
Jag skräms inte av de nya målen, men det fanns de som inte var så glada. Kursen stack ner med runt -10% som mest under dagen. Det var framförallt Avanza-kunder som sålde. Jag gissar att det var de nya målen som fick någon eller några att surna till. Omsättningen och resultatet kan knappast ha kommit som en överraskning.
Man skriver också i rapporten att man kommer att ta in nya spännande produkter under sista kvartalet och första under nästa år. Man kommer också att köpa 25 nya lastbilar till Cold Cargo, vilket ungefär är en dubbling. Man pratar också mycket om sina egenutvecklade system som skapar möjligheter. Ocado, den brittiska mat-e-handlaren med bl a en Rausing i styrelsen, är inne på ett liknande spår, nämligen att det finns ett stort värde i logistikapparaten. Det är troligtvis sant, men inte helt enkelt att sätta ett pris på.
Jag tror att kursen kommer att vara ganska pressad under resten av året. Det är möjligt att det blixtrar till, men jag räknar med att den ganska trista utvecklingen kommer att fortsätta året ut. Under nästa år så tror jag att kursen kommer att komma igen. Lönsamhet kommer inte att kännas lika långt bort; Mathem kommer förmodligen att komma in på börsen, vilket kommer att sprida lite ljus även på Matse; och ICAs satsningar kommer att få fler att prova att handla på nätet.
Vid något tillfälle ska jag försöka mig på att göra en prognos för 2016, men på rak arm så känns inte 350 MSEK som en omöjlighet.
Länk till Q3-rapporten: https://s3-eu-west-1.amazonaws.com/cdn.mat.se/investor/reports/matse-holding-delarsrapport-2015-q3.pdf
Omsättningen för Q3 kom in på 43,5 MSEK, vilket ska jämföras med Matse-siffrorna för juli till september som landade på 38,2 MSEK. Man levererade alltså 5,3 MSEK från de delar som inte redovisas inom Matse. Om jag förstår saken rätt räknas Cold Cargos externa uppdrag, försäljningen till Samhall mm in i dessa 5,3 MSEK. Min gissning var att denna siffra skulle vara något lägre. Positiv överraskning med andra ord.
För de nio första månaderna så skriver man i rapporten att omsättningen landade på 140,7 MSEK. Det tycker jag inte riktigt stämmer. I Q2-rapporten redovisade man nämligen en omsättning på 101 MSEK (se https://s3-eu-west-1.amazonaws.com/cdn.mat.se/investor/reports/matse-holding-delarsrapport-2015-q2.pdf) för de fösta sex månaderna och om Q3 bjöd på 43,5 MSEK så borde de första nio månaderna bli mer än 140,7 MSEK. Det är möjligt att jag har rört ihop siffrorna, men såvitt jag kan se just nu så stämmer det inte riktigt.
I rapporten gav man också guidning om Q4-omsättningen. Den förväntas landa på 61 MSEK, vilket känns bra, se graf nedan. Under oktober sålde Matse för 18,5 MSEK, dvs förmodligen drygt 20 MSEK för hela koncernen, och det känns därmed helt klart sannolikt att man kommer att nå 61 MSEK för Q4.
Förutom att man guidade för Q4-omsättningen så gav man information om framtidsutsikterna enligt följande:
• Fastställt finansiellt mål att uppnå 7-10 procent marginal EBITA exklusive marknadsföring från en region som omsätter ca 400 MSEK
• Fastställt finansiellt mål att uppnå positivt EBITA-resultat i koncernen vid en total omsättning från tre regioner på ca 600 MSEK
Det första målet tycker jag är lite svårtytt. Man har tidigare räknat på marginal och resultat exklusive marknadsföring. Det är möjligt att jag är märklig, men för mig är marknadsföring en integrerad del av en verksamhet och att mäta mål exklusive marknadsföring tycker jag känns konstigt. Det som också känns lite udda är att man räknar med att nå detta mål från en region som omsätter 400 MSEK. Eftersom Göteborg är den klart största regionen idag så känns det också som den region som först kommer att omsätta 400 MSEK. Eftersom koncernen som helhet förhoppningsvis kommer att nå 200 MSEK i år känns det som att 400 MSEK för en region ligger tidigast 2017.
Det nedersta av de två målen ovan ser jag som en revidering av den förväntade utvecklingen som finns i bolagsbeskrivningen som gavs ut i samband med börsintroduktionen. Den lyder:
Man kommer alltså inte, som jag förstår det, att leverera ett positivt resultat under första halvåret 2016 (vilket inte förvånar) och dessutom så räknar man med att en omsättning på 600 MSEK kommer att krävas för att nå positivt resultat, dvs en uppjustering från bolagsbeskrivningen. Min tolkning är att kostnaderna är högre än vad man räknade med initialt.
Jag skräms inte av de nya målen, men det fanns de som inte var så glada. Kursen stack ner med runt -10% som mest under dagen. Det var framförallt Avanza-kunder som sålde. Jag gissar att det var de nya målen som fick någon eller några att surna till. Omsättningen och resultatet kan knappast ha kommit som en överraskning.
Man skriver också i rapporten att man kommer att ta in nya spännande produkter under sista kvartalet och första under nästa år. Man kommer också att köpa 25 nya lastbilar till Cold Cargo, vilket ungefär är en dubbling. Man pratar också mycket om sina egenutvecklade system som skapar möjligheter. Ocado, den brittiska mat-e-handlaren med bl a en Rausing i styrelsen, är inne på ett liknande spår, nämligen att det finns ett stort värde i logistikapparaten. Det är troligtvis sant, men inte helt enkelt att sätta ett pris på.
Jag tror att kursen kommer att vara ganska pressad under resten av året. Det är möjligt att det blixtrar till, men jag räknar med att den ganska trista utvecklingen kommer att fortsätta året ut. Under nästa år så tror jag att kursen kommer att komma igen. Lönsamhet kommer inte att kännas lika långt bort; Mathem kommer förmodligen att komma in på börsen, vilket kommer att sprida lite ljus även på Matse; och ICAs satsningar kommer att få fler att prova att handla på nätet.
Vid något tillfälle ska jag försöka mig på att göra en prognos för 2016, men på rak arm så känns inte 350 MSEK som en omöjlighet.
Länk till Q3-rapporten: https://s3-eu-west-1.amazonaws.com/cdn.mat.se/investor/reports/matse-holding-delarsrapport-2015-q3.pdf
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