BIG SAMS | Decision 2751421
Date Published: Jan 20, 2018
			
			
			
                    
		
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		OPPOSITION DIVISION
OPPOSITION No B 2 751 421
Hunajainen SAM Oy – Finnish Honey Company Ltd, Viikinkaari 6, 00790 Helsinki,
Finland (opponent), represented by Boco IP Oy AB, Itämerenkatu 5, 00180 Helsinki,
Finland (professional representative)
a g a i n s t
De Wijndragers BV, Paxtonstraat 5 A, 8013 RP Zwolle, Netherlands (applicant),
represented by Antonius den Herder, Vierhuysen 30, 1111 SC Diemen, Netherlands
(professional representative).
On 06/11/2017, the Opposition Division takes the following
DECISION:
1. Opposition   No B 2 751 421  is   partially   upheld,   namely   for   the   following
contested goods and services:
Class 30: Mustard;   salt,   spices;   Vinegar;   Sauces   (including   salad
dressings   and   barbecue   sauces);   Compotes,   sauces
(condiments);   Seasoning   mixes,   including   for   sauces,   salad
dressings, barbecue sauces and dressings.
Class 35: Retailing and wholesaling in relation to mustard, salt, spices,
vinegar,   sauces   (including   salad   dressings   and   barbecue
sauces), fruit coulis (sauces), sauces (condiments).
2. European Union trade mark application No 14 786 371  is rejected for all the
above   goods   and   services.   It   may   proceed   for   the   remaining   goods   and
services.
3. Each party bears its own costs.
REASONS
The   opponent   filed   an   opposition   against   some   of   the   goods   and   services   of
European Union trade mark application No 14 786 371,  , namely
against all the goods and services in Classes 30 and 35. The opposition is based on
Finnish   trade   mark   registration   No 262 741,   .   The   opponent   invoked
Article 8(1)(b) EUTMR.
Decision on Opposition No B 2 751 421 page: 2 of 7
As from 01/10/2017, Regulation (EC) No 207/2009 and Regulation (EC) No 2868/95
have   been   repealed   and   replaced   by   Regulation   (EU)   2017/1001   (codification),
Delegated   Regulation   (EU)   2017/1430   and   Implementing   Regulation   (EU)
2017/1431,   subject   to   certain   transitional   provisions.  All   the   references   in   this
decision to the EUTMR, EUTMDR and EUTMIR shall be understood as references to
the Regulations currently in force, except where expressly indicated otherwise.
LIKELIHOOD OF CONFUSION — ARTICLE 8(1)(b) EUTMR
A likelihood of confusion exists if there is a risk that the public might believe that the
goods or services in question, under the assumption that they bear the marks in
question,   come   from   the   same   undertaking   or,   as   the   case   may   be,   from
economically linked undertakings. Whether a likelihood of confusion exists depends
on   the   appreciation   in   a   global   assessment   of   several   factors,   which   are
interdependent. These factors include the similarity of the signs, the similarity of the
goods   and   services,   the   distinctiveness   of   the   earlier   mark,   the   distinctive   and
dominant elements of the conflicting signs, and the relevant public.
a) The goods and services
The goods on which the opposition is based are the following:
Class 30: Coffee, tea, cocoa and artificial coffee; Rice; Tapioca and sago; Flour
and flour preparations made from cereals; Ices; Sugar, honey, treacle;
Yeast, baking-powder;  Salt; Mustard; Vinegar, sauces (condiments);
Spices;   Ice;   Honey;   Sorbets;   Tea-based   beverages;   Coffee-based
beverages;   Cocoa-based   beverages;   Chocolate-based   beverages;
Sweeteners (Natural -); Flavoured honey products.
The contested goods and services are the following:
Class 30: Mustard; salt, spices; Vinegar; Sauces (including salad dressings and
barbecue   sauces);   Compotes,   sauces   (condiments);   Seasoning
mixes, including for  sauces,   salad dressings, barbecue sauces and
dressings.
Class 35: Advertising;   Business   management;   Retailing   and   wholesaling   in
relation   to   mustard,   salt,   spices,   vinegar,   sauces   (including   salad
dressings   and   barbecue   sauces),   fruit   coulis   (sauces),   sauces
(condiments), seasoning mixes, including for sauces, salad dressings,
barbecue sauces and dressings.
The relevant factors relating to the comparison of the goods or services include, inter
alia, the nature and purpose of the goods or services, the distribution channels, the
sales outlets, the producers, the method of use and whether they are in competition
with each other or complementary to each other.
Contested goods in Class 30
As a preliminary remark, the translated list of the contested goods in Class 30 does
not reflect the original list in Dutch (Dutch being the first language of the contested
mark). In particular, as regards the English term compotes of the contested goods in
Class 30,   the   Opposition   Division   notes   that   the   original   term   refers   to
Decision on Opposition No B 2 751 421 page: 3 of 7
vruchtensausen,   which   should   be   understood   as  fruits   sauces.   Consequently,
considering that fruits sauces should be the equivalent of the original Dutch term, the
Opposition Division will interpret the English term ‘compotes’ with this meaning.
Mustard; salt, spices; vinegar; sauces (condiments) are identically contained in both
lists of goods.
The contested sauces (including salad dressings and barbecue sauces); compotes
are included in the broad category of, or overlap with, the opponent’s vinegar, sauces
(condiments). Therefore, they are identical.
The contested  seasoning   mixes, including   for sauces,   salad  dressings,  barbecue
sauces   and   dressings  are  similar  to the  opponent’s  sauces   (condiments).  These
goods have the same distribution channels, target the  same  public   and   can   be
manufactured by the same type of undertakings.
Contested services in Class 35
Retail and/or wholesale services concerning the sale of particular goods are similar
to a low degree to those particular goods. Although the nature, purpose and method
of use of these goods and services are not the same, they have some similarities, as
they are complementary and the services are generally offered in the same places
where the goods are offered for sale. Furthermore, they target the same public.
Therefore, the contested retailing and wholesaling in relation to mustard, salt, spices,
vinegar,   sauces   (including   salad   dressings   and   barbecue   sauces),   fruit   coulis
(sauces),   sauces   (condiments)  are  similar   to   a   low   degree  to   the   opponent’s
mustard; salt, spices; vinegar, sauces (condiments).
As regards the contested  retailing and wholesaling in relation to seasoning mixes,
including   for   sauces,   salad   dressings,   barbecue   sauces   and   dressings,  they  are
dissimilar  to the opponent’s goods. Similarity between retail/wholesale services of
specific goods covered by one mark and specific goods covered by another mark can
only be found where the goods  involved in the retail/wholesale services and the
specific goods covered by the other mark are identical. This condition is not fulfilled in
the present case since the goods at issue are only similar.
Advertising services  consist of providing others with assistance in the sale of their
goods  and   services   by   promoting   their   launch   and/or  sale,   or  of  reinforcing  the
client’s position in the market and acquiring competitive advantage through publicity.
In order to achieve this aim, many different means and products might be used.
These  services are  provided  by  specialised companies  which study  their client’s
needs and provide all the necessary information and advice for the marketing of their
products and services, and create a personalised strategy regarding the advertising
of their goods and services through newspapers, web sites, videos, the internet, etc.
The nature and purpose of advertising services are fundamentally different from the
manufacture of goods or from the provision of many other services. The mere fact
that some goods or services may appear in advertisements is insufficient for finding a
similarity. Therefore, advertising is dissimilar to the goods being advertised.
For the above reasons, the contested  advertising  is  not similar  to the opponent’s
goods   in   Class 30.   They   have   different   natures   and   purposes,   are   not   usually
expected   to   be   manufactured/provided   by   the   same   undertaking   or   related
undertakings, have different distribution channels and are not complementary to or in
competition with each other.
Decision on Opposition No B 2 751 421 page: 4 of 7
Business management refers to activities associated with running a company, such
as   controlling,   leading,   monitoring,   organising   and   planning.  These   services   are
usually rendered  by specialised  companies  such as  business consultants. These
companies   gather   information   and   provide   tools   and   expertise   to   enable   their
customers  to   carry  out   their  business or  provide   businesses   with   the  necessary
support to acquire develop and expand market share. The services involve activities
such  as   business   research  and   appraisals,   cost  price analysis  and   organisation
consultancy.   These   services   also   include   any   ‘consultancy’,   ‘advisory’   and
‘assistance’ activity that may be useful in the ‘management of a business’, such as
how   to   efficiently   allocate   financial   and   human   resources,   how   to   improve
productivity, how to increase market share, how to deal with competitors, how to
reduce tax bills, how to develop new products, how to communicate with the public,
how to do marketing, how to research consumer trends, how to launch new products,
how to create a corporate identity or offer database compilation services, etc. This is
not the purpose of the opponent’s goods in Class 30. Apart from being different in
nature, given that services are intangible whereas goods are tangible, the goods and
services in question serve different needs. Furthermore, the origins and methods of
use of those goods and services are different. They are neither in competition nor
complementary. Therefore, the contested  business management  is  dissimilar  to all
the opponent’s goods.
b) Relevant public — degree of attention
The  average consumer  of the  category  of  products  concerned is   deemed to  be
reasonably well informed and reasonably observant and circumspect. It should also
be borne in mind that the average consumer’s degree of attention is likely to vary
according to the category of goods or services in question.
In the present case, the goods and services in question are directed at the public at
large. The degree of attention is considered average.
c) The signs
Earlier trade mark Contested sign
The relevant territory is Finland.
The global appreciation of the visual, aural or conceptual similarity of the marks in
question must be based on the overall impression given by the marks, bearing in
Decision on Opposition No B 2 751 421 page: 5 of 7
mind, in particular, their distinctive and dominant components (11/11/1997, C-251/95,
Sabèl, EU:C:1997:528, § 23).
The earlier mark is a figurative mark that consists of the word element ‘SAM’ in white,
fairly standard, lower case letters on a figurative element in form of a black shape,
which   could   be   perceived   as   a   stylised   inkblot.  The   word   element   could   be
understood  by  the  relevant  public as  a  fanciful  term  with no  particular  meaning.
Alternatively, it could be associated with the given name ‘Sam’. In any case, as it is
not descriptive, allusive or otherwise weak for the relevant goods and services, it is
distinctive. On the other hand, the figurative element has a rather decorative nature.
As regards the contested sign, it is composed of the distinctive verbal element ‘BIG
SAM’S’ and some less distinctive figurative elements (some wavy lines and a small
black   star),   which   have   a   purely   decorative  nature.   Since   the  general   public   in
northern   European   countries,   such   as   Finland,   is   familiar   with   English,   it   will
understand the word element ‘BIG’ as an adjective referring to size or extent. The
word element ‘SAM’S’ represents the genitive form in English and it therefore evokes
the concept of a given name even more, as explained above. Overall, the verbal
elements are more distinctive than the figurative elements.
The marks have no elements that could be considered clearly more dominant (eye-
catching) than other elements.
Visually,  the signs coincide  in  the  word element  ‘SAM’. They  differ in  the  word
element ‘BIG’ and the final letter ‘S’ with the apostrophe of the contested sign, which
have no counterparts in the earlier mark. Visual differences also result from the less
distinctive figurative elements in both marks. When signs consist of both verbal and
figurative components, in principle, the verbal component of the sign usually has a
stronger impact on the consumer than the figurative component. This is because the
public does not tend  to  analyse  signs  and will  more  easily  refer  to  the signs in
question   by   their   verbal   element   than   by   describing   their   figurative   elements
(14/07/2005, T-312/03, Selenium-Ace, EU:T:2005:289, § 37; decisions of 19/12/2011,
R 233/2011-4 Best Tone (fig.) / BETSTONE (fig.),  § 24;  13/12/2011, R 53/2011-5,
Jumbo(fig.) / DEVICE OF AN ELEPHANT (fig.), § 59). Therefore, considering that the
signs have the distinctive word element ‘SAM’ in common, they are visually similar, at
least to an average degree.
Aurally, the pronunciation of the signs coincides in the sound of the letters ‛SAM’,
present identically in both signs. The pronunciation differs in the sound of the letters
‛BIG’ and ‘S’ of the contested mark. Considering too that the figurative elements will
not be pronounced, the signs are aurally similar to an average degree.
Conceptually, although the signs as a whole do not have any meaning for the public
in the relevant territory, the word element ‘SAM’, included identically in both signs, will
be   associated  with   the  meaning   explained  above. To that   extent,   the  signs   are
conceptually highly similar. The word element ‘BIG’, present in the contested sign, is
an adjective and as such will describe or intensify the meaning of the word element
‘SAM’. The figurative elements do not convey any concept.
As the signs have been found similar in at least one aspect of the comparison, the
examination of likelihood of confusion will proceed.
Decision on Opposition No B 2 751 421 page: 6 of 7
d) Distinctiveness of the earlier mark
The distinctiveness of the earlier mark is one of the factors to be taken into account
in the global assessment of likelihood of confusion.
The opponent did not explicitly claim that its mark is particularly distinctive by virtue
of intensive use or reputation.
Consequently, the assessment of the distinctiveness of the earlier mark will rest on its
distinctiveness per se. In the present case, the earlier trade mark as a whole has no
meaning for any of the goods and services in question from the perspective of the
public in the relevant territory. Therefore, the distinctiveness of the earlier mark must
be seen as normal.
e) Global assessment, other arguments and conclusion
Likelihood of confusion covers situations where the consumer directly confuses the
trade marks themselves, or where the consumer makes a connection between the
conflicting signs and assumes that the goods/services covered are from the same or
economically linked undertakings.
The contested goods and services are partially identical, partially similar to varying
degrees  and  partially dissimilar  to  the  opponent’s  goods.  The visual,  aural  and
conceptual aspects have been examined.
The earlier sign and the contested sign are similar to the extent that they have the
word element ‘SAM’ in common. The additional word element, ‘BIG’, of the contested
sign will be seen as an intensifier and the additional letter ‘S’ at the end of the
contested sign will be somewhat overlooked due to its placement and the fact that
the more distinctive part of the marks, ‘SAM’, is identical. The remaining figurative
elements in both marks are considered of less distinctive value and therefore will not
play an important role for the consumer.
In addition, account should also be taken of the fact that average consumers rarely
have the chance to make a direct comparison between different marks, but must trust
in their  imperfect  recollection  of   them   (22/06/1999,   C-342/97,   Lloyd  Schuhfabrik,
EU:C:1999:323).
Considering  the relevant public, the dissimilarities will go unnoticed. The relevant
public could therefore believe that the contested sign is a modification of the earlier
mark   based   on   the   core   element   ‘SAM’.  Based   on   the   principle   of   imperfect
recollection, the established similarities between the signs are sufficient to cause the
public in the relevant territory to believe that the conflicting goods come from the
same undertaking or from economically linked undertakings.
Considering all the above, the Opposition Division finds that there is a likelihood of
confusion on the part of the Finnish public and therefore the opposition is partly well
founded on the basis of the opponent’s Finnish trade mark registration.
It follows from the above that the contested trade mark must be rejected for the
goods and services found to be identical or similar to varying degrees to those of the
earlier trade mark.
Decision on Opposition No B 2 751 421 page: 7 of 7
Some of the contested services in Class 35 are dissimilar. As similarity of goods and
services   is   a   necessary   condition   for   the   application   of  Article 8(1) EUTMR,   the
opposition based on this Article and directed at these services cannot be successful.
COSTS
According to Article 109(1) EUTMR, the losing party in opposition proceedings must
bear   the   fees   and   costs   incurred   by   the   other   party.   According   to
Article 109(3) EUTMR,   where   each  party  succeeds   on  some  heads   and   fails  on
others,   or   if   reasons   of   equity  so   dictate,   the   Opposition   Division   will   decide   a
different apportionment of costs.
Since   the   opposition   is   successful   for   only   some   of   the   contested   goods   and
services,   both   parties   have   succeeded   on   some   heads   and   failed   on   others.
Consequently, each party has to bear its own costs.
The Opposition Division
Loreto URRACA LUQUE Arkadiusz GORNY Judit NÉMETH
According to Article 67 EUTMR, any party adversely affected by this decision has a
right to appeal against this decision. According to Article 68 EUTMR, notice of appeal
must be filed in writing at the Office within two months of the date of notification of
this decision. It must be filed in the language of the proceedings in which the decision
subject to appeal was taken. Furthermore, a written statement of the grounds for
appeal must be filed within four months of the same date. The notice of appeal will be
deemed to have been filed only when the appeal fee of EUR 720 has been paid.