KAI 3 | Decision 2789264

#pf1:before{content:””;position:absolute;top:0;left:0;width:100%;height:160px;background:#fff;z-index:10000}@media print{#pf1:before{height:175px}}.pf{height:1162px}@media print{.pf{}}.pf{height: 1161px !important;margin-top: -107px !important}#pf1{z-index:28 }#pf2{z-index:27 }#pf3{z-index:26 }#pf4{z-index:25 }#pf5{z-index:24 }#pf6{z-index:23 }#pf7{z-index:22 }#pf8{z-index:21 }#pf9{z-index:20 }#pfa{z-index:19 }#pfb{z-index:18 }#pfc{z-index:17 }#pfd{z-index:16 }#pfe{z-index:15 }#pff{z-index:14 }#pfg{z-index:13 }#pfh{z-index:12 }#pfi{z-index:11 }#pfj{z-index:10 }#pfk{z-index:9 }#pfl{z-index:8 }#pfm{z-index:7 }#pfn{z-index:6 }#pfp{z-index:5 }#pfq{z-index:4 }#pfr{z-index:3 }#pfs{z-index:2 }#pft{z-index:1 } /*! * Base CSS for pdf2htmlEX * Copyright 2012,2013 Lu Wang * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE */#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:”liga” 0}.t:after{content:”}.t:before{content:”;display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer} .ff0{font-family:sans-serif;visibility:hidden;} @font-face{font-family:ff1;src:url(‘data:application/font-woff;base64,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’)format(“woff”);}.ff1{font-family:ff1;line-height:1.074707;font-style:normal;font-weight:normal;visibility:visible;} @font-face{font-family:ff2;src:url(‘data:application/font-woff;base64,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’)format(“woff”);}.ff2{font-family:ff2;line-height:1.093750;font-style:normal;font-weight:normal;visibility:visible;} @font-face{font-family:ff3;src:url(‘data:application/font-woff;base64,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’)format(“woff”);}.ff3{font-family:ff3;line-height:0.943848;font-style:normal;font-weight:normal;visibility:visible;} @font-face{font-family:ff4;src:url(‘data:application/font-woff;base64,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’)format(“woff”);}.ff4{font-family:ff4;line-height:0.666504;font-style:normal;font-weight:normal;visibility:visible;} @font-face{font-family:ff5;src:url(‘data:application/font-woff;base64,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’)format(“woff”);}.ff5{font-family:ff5;line-height:0.705078;font-style:normal;font-weight:normal;visibility:visible;} .m1{transform:matrix(0.001703,0.000000,0.000000,0.375000,0,0);-ms-transform:matrix(0.001703,0.000000,0.000000,0.375000,0,0);-webkit-transform:matrix(0.001703,0.000000,0.000000,0.375000,0,0);} .m0{transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);-ms-transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);-webkit-transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);} .v0{vertical-align:0.000000px;} .ls0{letter-spacing:0.000000px;} .sc_{text-shadow:none;} .sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em transparent;} @media screen and (-webkit-min-device-pixel-ratio:0){ .sc_{-webkit-text-stroke:0px transparent;} .sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;} } .ws0{word-spacing:0.000000px;} ._9{margin-left:-4.840000px;} ._6{margin-left:-3.652000px;} ._7{margin-left:-1.736000px;} ._2{width:1.144000px;} ._0{width:3.036000px;} ._1{width:4.224000px;} ._a{width:5.456000px;} ._3{width:6.908000px;} ._5{width:8.116000px;} ._13{width:9.616000px;} ._10{width:10.956000px;} ._11{width:13.288000px;} ._4{width:14.344000px;} ._e{width:20.064000px;} ._f{width:21.780000px;} ._12{width:53.916000px;} ._8{width:76.548000px;} ._c{width:90.044000px;} ._b{width:114.508000px;} ._d{width:601.680000px;} .fc1{color:rgb(0,0,0);} .fc0{color:rgb(89,89,89);} .fs0{font-size:36.000000px;} .fs2{font-size:40.000000px;} .fs1{font-size:44.000000px;} .fs3{font-size:48.000000px;} .y1{bottom:0.150000px;} .y61{bottom:110.850000px;} .y60{bottom:129.750000px;} .y1e{bottom:139.200000px;} .y5f{bottom:148.800000px;} .y1d{bottom:158.250000px;} .y1f{bottom:166.500000px;} .y5e{bottom:167.700000px;} .y1c{bottom:177.150000px;} .y5d{bottom:186.750000px;} .y46{bottom:189.000000px;} .y5c{bottom:205.650000px;} .y45{bottom:207.900000px;} .y1b{bottom:215.100000px;} .y5b{bottom:224.700000px;} .y44{bottom:226.950000px;} .y5a{bottom:243.600000px;} .y1a{bottom:253.050000px;} .y43{bottom:264.900000px;} .y59{bottom:281.550000px;} .y0{bottom:283.500000px;} .y42{bottom:283.800000px;} .y58{bottom:300.600000px;} .y41{bottom:302.850000px;} .y57{bottom:319.500000px;} .y56{bottom:338.550000px;} .y40{bottom:340.800000px;} .y55{bottom:357.450000px;} .y3f{bottom:359.700000px;} .y54{bottom:376.500000px;} .y3e{bottom:378.750000px;} .y19{bottom:383.550000px;} .y53{bottom:395.400000px;} .y18{bottom:402.600000px;} .y52{bottom:414.450000px;} .y3d{bottom:416.700000px;} .y51{bottom:433.350000px;} .y3c{bottom:435.600000px;} .y17{bottom:440.550000px;} .y3b{bottom:454.650000px;} .y47{bottom:486.750000px;} .y50{bottom:490.650000px;} .y3a{bottom:492.600000px;} .y16{bottom:497.400000px;} .y4f{bottom:511.350000px;} .y39{bottom:511.500000px;} .y4e{bottom:514.500000px;} .y15{bottom:516.450000px;} .y4d{bottom:533.400000px;} .y14{bottom:535.350000px;} .y38{bottom:549.450000px;} .y13{bottom:554.400000px;} .y37{bottom:568.500000px;} .y12{bottom:573.300000px;} .y11{bottom:592.350000px;} .y36{bottom:606.450000px;} .y10{bottom:611.250000px;} .y35{bottom:625.350000px;} .y34{bottom:644.400000px;} .y4c{bottom:647.250000px;} .yf{bottom:649.200000px;} .y33{bottom:663.300000px;} .y32{bottom:682.350000px;} .y31{bottom:701.250000px;} .ye{bottom:706.200000px;} .y30{bottom:720.300000px;} .y2f{bottom:739.200000px;} .yd{bottom:744.150000px;} .y2e{bottom:777.150000px;} .yc{bottom:782.100000px;} .y2d{bottom:834.150000px;} .yb{bottom:858.000000px;} .y2c{bottom:872.100000px;} .y2b{bottom:892.650000px;} .y4b{bottom:894.300000px;} .ya{bottom:895.950000px;} .y2a{bottom:911.700000px;} .y4a{bottom:913.350000px;} .y9{bottom:914.850000px;} .y29{bottom:932.250000px;} .y8{bottom:933.900000px;} .y49{bottom:951.300000px;} .y28{bottom:970.200000px;} .y7{bottom:971.850000px;} .y27{bottom:1008.150000px;} .y6{bottom:1009.800000px;} .y26{bottom:1027.200000px;} .y5{bottom:1028.700000px;} .y25{bottom:1046.100000px;} .y4{bottom:1047.750000px;} .y24{bottom:1065.150000px;} .y23{bottom:1084.050000px;} .y3{bottom:1085.700000px;} .y22{bottom:1103.100000px;} .y21{bottom:1122.000000px;} .y2{bottom:1126.350000px;} .y48{bottom:1141.050000px;} .y62{bottom:1191.750000px;} .y20{bottom:1195.500000px;} .hb{height:0.750000px;} .h3{height:31.218750px;} .h6{height:32.398438px;} .ha{height:33.375000px;} .h8{height:35.449219px;} .h5{height:38.156250px;} .h4{height:38.994141px;} .h9{height:705.750000px;} .h1{height:927.000000px;} .h7{height:1026.000000px;} .h2{height:1262.700000px;} .h0{height:1263.000000px;} .w3{width:624.750000px;} .w2{width:631.500000px;} .w1{width:681.000000px;} .w0{width:892.500000px;} .x1{left:0.000000px;} .x0{left:105.750000px;} .xd{left:126.750000px;} .x4{left:135.000000px;} .xe{left:162.000000px;} .xf{left:189.000000px;} .x11{left:190.350000px;} .x3{left:341.400000px;} .x10{left:348.150000px;} .x7{left:350.400000px;} .x12{left:351.750000px;} .x6{left:388.950000px;} .x8{left:405.900000px;} .x5{left:412.350000px;} .x13{left:418.350000px;} .x9{left:582.600000px;} .x14{left:583.800000px;} .xa{left:610.200000px;} .x2{left:624.900000px;} .xb{left:637.650000px;} .xc{left:753.750000px;} @media print{ .v0{vertical-align:0.000000pt;} .ls0{letter-spacing:0.000000pt;} .ws0{word-spacing:0.000000pt;} ._9{margin-left:-4.302222pt;} ._6{margin-left:-3.246222pt;} ._7{margin-left:-1.543111pt;} ._2{width:1.016889pt;} ._0{width:2.698667pt;} ._1{width:3.754667pt;} ._a{width:4.849778pt;} ._3{width:6.140444pt;} ._5{width:7.214222pt;} ._13{width:8.547556pt;} ._10{width:9.738667pt;} ._11{width:11.811556pt;} ._4{width:12.750222pt;} ._e{width:17.834667pt;} ._f{width:19.360000pt;} ._12{width:47.925333pt;} ._8{width:68.042667pt;} ._c{width:80.039111pt;} ._b{width:101.784889pt;} ._d{width:534.826667pt;} .fs0{font-size:32.000000pt;} .fs2{font-size:35.555556pt;} .fs1{font-size:39.111111pt;} .fs3{font-size:42.666667pt;} .y1{bottom:0.133333pt;} .y61{bottom:98.533333pt;} .y60{bottom:115.333333pt;} .y1e{bottom:123.733333pt;} .y5f{bottom:132.266667pt;} .y1d{bottom:140.666667pt;} .y1f{bottom:148.000000pt;} .y5e{bottom:149.066667pt;} .y1c{bottom:157.466667pt;} .y5d{bottom:166.000000pt;} .y46{bottom:168.000000pt;} .y5c{bottom:182.800000pt;} .y45{bottom:184.800000pt;} .y1b{bottom:191.200000pt;} .y5b{bottom:199.733333pt;} .y44{bottom:201.733333pt;} .y5a{bottom:216.533333pt;} .y1a{bottom:224.933333pt;} .y43{bottom:235.466667pt;} .y59{bottom:250.266667pt;} .y0{bottom:252.000000pt;} .y42{bottom:252.266667pt;} .y58{bottom:267.200000pt;} .y41{bottom:269.200000pt;} .y57{bottom:284.000000pt;} .y56{bottom:300.933333pt;} .y40{bottom:302.933333pt;} .y55{bottom:317.733333pt;} .y3f{bottom:319.733333pt;} .y54{bottom:334.666667pt;} .y3e{bottom:336.666667pt;} .y19{bottom:340.933333pt;} .y53{bottom:351.466667pt;} .y18{bottom:357.866667pt;} .y52{bottom:368.400000pt;} .y3d{bottom:370.400000pt;} .y51{bottom:385.200000pt;} .y3c{bottom:387.200000pt;} .y17{bottom:391.600000pt;} .y3b{bottom:404.133333pt;} .y47{bottom:432.666667pt;} .y50{bottom:436.133333pt;} .y3a{bottom:437.866667pt;} .y16{bottom:442.133333pt;} .y4f{bottom:454.533333pt;} .y39{bottom:454.666667pt;} .y4e{bottom:457.333333pt;} .y15{bottom:459.066667pt;} .y4d{bottom:474.133333pt;} .y14{bottom:475.866667pt;} .y38{bottom:488.400000pt;} .y13{bottom:492.800000pt;} .y37{bottom:505.333333pt;} .y12{bottom:509.600000pt;} .y11{bottom:526.533333pt;} .y36{bottom:539.066667pt;} .y10{bottom:543.333333pt;} .y35{bottom:555.866667pt;} .y34{bottom:572.800000pt;} .y4c{bottom:575.333333pt;} .yf{bottom:577.066667pt;} .y33{bottom:589.600000pt;} .y32{bottom:606.533333pt;} .y31{bottom:623.333333pt;} .ye{bottom:627.733333pt;} .y30{bottom:640.266667pt;} .y2f{bottom:657.066667pt;} .yd{bottom:661.466667pt;} .y2e{bottom:690.800000pt;} .yc{bottom:695.200000pt;} .y2d{bottom:741.466667pt;} .yb{bottom:762.666667pt;} .y2c{bottom:775.200000pt;} .y2b{bottom:793.466667pt;} .y4b{bottom:794.933333pt;} .ya{bottom:796.400000pt;} .y2a{bottom:810.400000pt;} .y4a{bottom:811.866667pt;} .y9{bottom:813.200000pt;} .y29{bottom:828.666667pt;} .y8{bottom:830.133333pt;} .y49{bottom:845.600000pt;} .y28{bottom:862.400000pt;} .y7{bottom:863.866667pt;} .y27{bottom:896.133333pt;} .y6{bottom:897.600000pt;} .y26{bottom:913.066667pt;} .y5{bottom:914.400000pt;} .y25{bottom:929.866667pt;} .y4{bottom:931.333333pt;} .y24{bottom:946.800000pt;} .y23{bottom:963.600000pt;} .y3{bottom:965.066667pt;} .y22{bottom:980.533333pt;} .y21{bottom:997.333333pt;} .y2{bottom:1001.200000pt;} .y48{bottom:1014.266667pt;} .y62{bottom:1059.333333pt;} .y20{bottom:1062.666667pt;} .hb{height:0.666667pt;} .h3{height:27.750000pt;} .h6{height:28.798611pt;} .ha{height:29.666667pt;} .h8{height:31.510417pt;} .h5{height:33.916667pt;} .h4{height:34.661458pt;} .h9{height:627.333333pt;} .h1{height:824.000000pt;} .h7{height:912.000000pt;} .h2{height:1122.400000pt;} .h0{height:1122.666667pt;} .w3{width:555.333333pt;} .w2{width:561.333333pt;} .w1{width:605.333333pt;} .w0{width:793.333333pt;} .x1{left:0.000000pt;} .x0{left:94.000000pt;} .xd{left:112.666667pt;} .x4{left:120.000000pt;} .xe{left:144.000000pt;} .xf{left:168.000000pt;} .x11{left:169.200000pt;} .x3{left:303.466667pt;} .x10{left:309.466667pt;} .x7{left:311.466667pt;} .x12{left:312.666667pt;} .x6{left:345.733333pt;} .x8{left:360.800000pt;} .x5{left:366.533333pt;} .x13{left:371.866667pt;} .x9{left:517.866667pt;} .x14{left:518.933333pt;} .xa{left:542.400000pt;} .x2{left:555.466667pt;} .xb{left:566.800000pt;} .xc{left:670.000000pt;} }

DIVISIÓN DE OPOSICIÓN
OPOSICIÓN Nº B 2 789 264
Aspock Iberica, S.A., Vía Sergia, Nau 2 Les H 32, 08302 Mataró, España (parte
oponente), representada por Oficina Ponti SLP, Consell de Cent, 322, 08007
Barcelona, España (representante profesional)
c o n t r a
Tecnofly Bilbo S.L., Alameda de Mazarredo n°7, 48001 Bilbao, España (solicitante),
representado por Clarke, Modet y Cía, S.L., Rambla de Méndez Núñez 21-23,
A-B, 03002 Alicante, España (representante profesional).
El 15/11/2017, la División de Oposición adopta la siguiente
RESOLUCIÓN:
1. La oposición n° B 2 789 264 se desestima en su totalidad.
2. La parte oponente carga con las costas, que se fijan en 300 EUR.
CUESTIÓN PRELIMINAR
A partir del 01/10/2017, el Reglamento (CE) 207/2009 y el Reglamento (CE)
2868/95 han sido derogados y sustituidos por el Reglamento (UE) 2017/1001
(versión codificada), el Reglamento delegado (UE) 2017/1430 y el Reglamento de
ejecución (UE) 2017/1431, sin perjuicio de determinadas disposiciones transitorias.
Todas las menciones al RMUE, RDMUE y REMUE en la presente decisión se
refieren a los reglamentos actualmente vigentes, salvo que se indique expresamente
otra cosa.
MOTIVOS:
La parte oponente presentó una oposición contra algunos de los productos y
servicios de la solicitud de marca de la Unión Europea 15
498
331
,
en concreto, contra:
Clase 9: Archivos de imagen descargables.
Clase 35: Promoción de ventas a terceros; publicidad; servicios de venta al por
menor de ropa; servicios de venta al por menor de artículos deportivos; servicios de
venta al por menor de equipos deportivos; difusión de material promocional.

Resolución en la Oposición Nº B 2 789 264 página: 2 de 4
Clase 41: Servicios fotográficos; servicios de clubes de deporte; servicios de
clubes [entretenimiento o educación]; entrenamiento deportivo; coaching
[formación]; organización de competiciones deportivas; organización de
competiciones recreativas; microfilmación; puesta a disposición de instalaciones
recreativas; recepciones (organización de fiestas y -); servicios de parques
recreativos; alquiler de equipos deportivos, excepto vehículos; servicios de
entretenimiento.
La oposición está basada en:
El registro de marca española 2 588 531 “KI . 13-03”, que protege productos
de la clase 9.
El registro de marca española 2 588 532 “KI . 13-03”, que protege productos
de la clase 11.
La parte oponente alegó el artículo 8, apartado 1, letra b), del RMUE.
PRUEBA DEL USO
Con arreglo al artículo 47, apartados 2 y 3, del RMUE, a instancia del solicitante, la
parte oponente presentará la prueba de que, en el curso de los cinco años anteriores
a la fecha de presentación o, en su caso, la fecha de prioridad de la marca
impugnada, la marca anterior ha sido objeto de un uso efectivo en los territorios
donde tiene protección para los productos o los servicios para los cuales esté
registrada y en los que se base la oposición, o de que existan causas justificativas
para no utilizarla. La marca anterior está sometida a la obligación de uso si en esa
fecha ha estado registrada durante, al menos, cinco años.
Esta misma disposición establece que, a falta de dicha prueba, se desestimará la
oposición.
El solicitante pidió a la parte oponente que presentara la prueba del uso de las
marcas españolas en que se basa la oposición.
La petición se presentó dentro de plazo y es admisible, dado que el registro de las
marcas anteriores se produjo más de cinco años antes de la fecha de referencia
antes mencionada.
El 24/05/2017 se concedió a la parte oponente un plazo de dos meses para
presentar la prueba del uso solicitada. Este plazo fue prorrogado a petición del
oponente por dos meses, hasta el 29/09/2017.
La parte oponente no presentó prueba alguna que demostrase el uso de las marcas
anteriores en que se basa la oposición, ni tampoco alegó que existiesen causas
justificativas para la falta de uso.
Por consiguiente, la solicitud debe ser desestimada en virtud del artículo 47,
apartados 2 y 3, del RMUE y la regla 22, apartado 2, del REMUE (en la versión
vigente en el momento de presentar la solicitud de prueba del uso).

Resolución en la Oposición Nº B 2 789 264 página: 3 de 4
COSTAS
De acuerdo con el artículo 109, apartado 1, del RMUE, recaerán en la parte vencida
en un procedimiento de oposición las tasas sufragadas por la otra parte, así como
todos los gastos sufragados por la misma.
Puesto que la parte oponente es la parte vencida, deberá sufragar los gastos en los
que haya incurrido la otra parte en el presente procedimiento.
Con arreglo al artículo 109, apartado 7, del RMUE y al artículo 18, apartado 1,
letra c), inciso i) del REMUE (antigua regla 94, apartado 3, y regla 94, apartado 7,
letra d), inciso ii), del REMUE vigente con anterioridad al 1 de octubre de 2017), los
gastos que deberán pagarse al solicitante son los gastos de representación, que se
establecerán en función de la tasa máxima que figura en dichas disposiciones.
La División de Oposición
María Clara
IBÁNEZ FIORILLO
María Belén IBARRA DE
DIEGO
Angela DI BLASIO
De conformidad con el artículo 67 del RMUE, las resoluciones dictadas en un
procedimiento serán recurribles por cualquiera de las partes cuyas pretensiones
hayan sido desestimadas. De conformidad con el artículo 68 del RMUE, el recurso
deberá interponerse por escrito ante la Oficina en un plazo de dos meses a partir del
día de la notificación de la resolución. Se interpondrá en la lengua del procedimiento
en el que se haya adoptado la resolución objeto de recurso. Asimismo, deberá
presentarse un escrito en el que se expongan los motivos del recurso en un plazo de
cuatro meses a partir de la misma fecha. Solo se considerará interpuesto el recurso
una vez que se haya pagado la tasa de recurso (720 EUR).
El importe determinado en la fijación de costas solo puede ser revisado a instancia
de parte y mediante una resolución de la División de Oposición. Según el
artículo 109, apartado 8, del RMUE (antigua regla 94, apartado 4, del REMUE
vigente con anterioridad al 1 de octubre de 2017), dicha petición deberá presentarse
en la Oficina en el plazo de un mes a partir de la fecha de notificación de la fijación
de costas y no se considerará presentada hasta que no se haya pagado la tasa de
revisión de la fijación de costas de 100 EUR (anexo I, parte A, apartado 33, del
RMUE).

Resolución en la Oposición Nº B 2 789 264 página: 4 de 4

Leave Comment