ABREVIATURAS Y PICTOGRAMAS EN EL ACONDICIONAMIENTO DE MEDICAMENTOS VETERINARIOS

 en Ordenación farmacéutica

El Reglamento (UE) 2019/6 establece la información que debe figurar en el etiquetado del acondicionamiento primario o en el embalaje exterior de los medicamentos veterinarios. El artículo 10, apartado 2, y el artículo 11, apartado 3, de dicho Reglamento exigen que esta información sea fácilmente legible y claramente comprensible o que aparezca en abreviaturas o pictogramas comunes a toda la Unión. De conformidad con dicho Reglamento, debe adoptarse una lista de abreviaturas y pictogramas comunes en toda la Unión.

Para ello se acaba de publicar el Reglamento de Ejecución (UE) 2024/875 de la Comisión, de 21 de marzo de 2024, por el que se adopta una lista de abreviaturas y pictogramas comunes en toda la Unión que deben utilizarse en el acondicionamiento de los medicamentos veterinarios a efectos del artículo 10, apartado 2, y del artículo 11, apartado 3, del Reglamento (UE) 2019/6 del Parlamento Europeo y del Consejo.

El acondicionamiento de los medicamentos veterinarios suele ser pequeño, por lo que el espacio de la etiqueta es limitado. El uso de abreviaturas y pictogramas contribuye a que toda la información esencial contenida en la etiqueta esté en un formato claro y legible. El uso de abreviaturas y pictogramas comunes debe reducir el texto del etiquetado de los medicamentos veterinarios y facilitar el uso de acondicionamientos multilingües.

Unas normas uniformes sobre abreviaturas y pictogramas comunes en toda la Unión para su uso en el etiquetado del acondicionamiento primario y del embalaje exterior de los medicamentos veterinarios deben reducir la carga administrativa y mejorar tanto el funcionamiento del mercado interior como la disponibilidad de medicamentos veterinarios en la Unión.

Los pictogramas deben ser claramente distinguibles y legibles para los propietarios de animales, los cuidadores de animales, los veterinarios y los minoristas.

Las abreviaturas y pictogramas que figuran en los anexos del  Reglamento podrán utilizarse para sustituir la información escrita exigida en el etiquetado del acondicionamiento primario y en el embalaje exterior de los medicamentos veterinarios.

Los pictogramas deberán:

 a) ser proporcionales al tamaño global del etiquetado del acondicionamiento primario o del embalaje exterior de los medicamentos veterinarios;

 b) presentarse en un formato suficientemente legible;

 c) tener un símbolo negro y ningún aspecto visual adicional, como, por ejemplo, un sombreado;

 d) resaltar claramente sobre el color y la presentación del etiquetado del acondicionamiento primario o del embalaje exterior;

 e) no afectar negativamente a la legibilidad del resto de la información que figura en el etiquetado del acondicionamiento primario o del embalaje exterior debido a su ubicación.

Se utilizarán las siguientes abreviaturas para sustituir las siguientes vías de administración en el etiquetado del acondicionamiento primario o en el embalaje exterior de los medicamentos veterinarios:

Vía de administración

  • Abreviatura
  • Intramuscular i.m.
  • Intravenosa i.v.
  • Subcutáneas.c.

Cuando se utilicen pictogramas de conformidad con el artículo 1 del presente Reglamento, se utilizarán los siguientes pictogramas para sustituir los datos siguientes en el etiquetado del acondicionamiento primario o en el embalaje exterior de los medicamentos veterinarios:

Especies de destino

Especies de destino

Pictograma

Porcinos

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ytFRp20H3CqgIiICIiAiIgIiIP/9k=

Equinos

Imagen: 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

Patos

Imagen: data:image/jpg;base64,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

Bovinos

Imagen: 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6mihlmI/Tfjlz9AEF29CantWsdLUWorLN4tHVs5m5+00gkFp94Iwu9VYOAKtq5dMahoZJ3vpoKmJ0UZPRhdnmx8cBWgQEREBERAREQYPvrp2bVW1GobFTU5qKiopeaCMHBdIxwc0fUKiG0OuLvtXuCyukp3sayQQXGlkbhxZn1h7iOq2SHq5a/eMWngp9+bq2CFkQfS08jgwYy4tOSfeUGQcZNoluGo7TuPbGmeyXehhY2duMMkbnDT7yCrC8LO4dt1roCKhgifT11oYynqInuB5unR7fcV5m+ngqOBdhniZKYoOaMvGSw+IOo8isM4E5po9yq+BkjmxyUfrtB6OweiC7ylQFKAiIgIiICIiAiIg//2Q==

Caprinos

Imagen: 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

Peces

Imagen: 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IgyiIgIiICIiAiIgIiICIiD//Z

Ovinos

Imagen: 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hShWjuMjT931JtrQ0VrqaWJsdyZJM2oLgHjkcBggHsTnsgh9sfd6Wx7taaudbIY6aGvZ4jgM4B6f1W9+PjTkbZNP6ypxDifmoJ3N/M84L4znzGAQtI/wCizUoIcKm05zkH2iTp/wBtSI300ZqXU+wmgKSa50UlfScjqqSV7+WUmAgEENJJHxAQaF4YbzTWPfDTtZVyiKF8r6cvPkZGFo/iQF0ab2XOan2e1VFNHLDcrTHKxwcx7ZpQWkHoR7i6C6RguFNpa1U92qmVdwio4mVU7AQJZA0BzhnyJyUF1REQEREBERAREQf/2Q==

Perros

Imagen: 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

Pollos

Imagen: data:image/jpg;base64,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

Conejos

Imagen: data:image/jpg;base64,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

Pavos

Imagen: data:image/jpg;base64,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

Gansos

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCACFAH0DASIAAhEBAxEB/8QAHQABAAIDAAMBAAAAAAAAAAAAAAcIAQYJAgMFBP/EADoQAAEDAwIEBAQCBwkAAAAAAAEAAgMEBREGBwgSITETQVFhFCIycRWBCRYYUmJyokJFVnOUobGzwf/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwC5SIiAiIgIiICIiAiIgKHOJreEbY2KlpbUymqr/cM+BFK4EQRjvK9g6kZ6AdiQfRTEud/FbqN2o98b89tQ+Wmt722+BrhjwxEMPaPbxOc/mg0zV2uNX6ukc7Umo7lc2GQyiGacmJjv4WfS3A6dAvs7Tbo6p27vtFVW241c1rimL6i1unIp52uGHZb2DsYIcPMDyytFWWNc9waxpc4nAAGST9kHTTbXcfSGv7XFV6dvFNPMYw+WidIBUwdsh8fcYJxnstwXNLSW3G6Ne2G86b0pqDMM2IqqGMwvjkbg5BcWuBHTqFZHa6biltduqKWrtdtucYLPCN/q+WRnfPK5nzOz0zzE4wMeaCziIiAiIgIiICIiAiIgLmnxAWuqtG9erqSsDRK+6TVLeV2RySu8Rn9Lwulioxx0WAWzdynvMNNKyK72+OSSZ30STRkscG/ZgjyPf3QQASACT2Ayfsr6cLez9l0hpC2alultjm1TWw+O+eUiT4Zr88rI/JvyEZPfJIzjoqNaebA/UFsZVBhp3VsDZQ/6SwyN5s+2M5XVGjbCymjZTBgga0CMM+nlx0xjyxhB7cDz6osogIiICIiAiIgIiICIiAqw/pALTPU6T01eo4JHx0NbLDNIPpY2VjcZ+7mABWeUUcWVogu2w2o/G8Tmoom1sXIe743AjPqOpQc8HNDmuaT0cCDhdLdhdR/rXtDpu9mOOJ8tG2KRjCcNfGTG4DPuxc0z3VkOBzcE2bV1RoW4TkUV5JlouY9GVTW9QPTnYO582NA7oLqosLKAiIgIiICIiAiwo33A3v240TP8Ldb+yesBHNS0LPiJWgg9SG9h0x37oJJRVXuXGLbGP5bdoWunbk5dUXBkXTyIDWO/3wtKunFzr+aWcW+yaepIX5EXPFLJJGPL5ucAkfy49kF3FpO+d3stn2p1FUX2WFtNJQyRNje4Zle5pDWtB7uJx0HoqRXHiD3fr6WSlm1jMyOQYPgUsMTx9nsYHD8io/v1+vmoKllTfbzcLrOxnI2SsqXzOa3OcAuJ6IPmtGGNB7gDK/ZZrlX2e7Ut1tdVJS11JK2anmYSCx7eoPTy9fUZC/IiDpvtBrKl17t7atS0zm89RFy1MYIJimb0ew46Ag+XuFtyqbwB6ucfx3Q0wJAH4pTEN7fTHKCc/wCXgfzK2KDKIiAiLBQFpm5+5ukNu6HxtSXWOCpkhfJS0bAXTVBb5NaO2TgZOB7rQuInfy2be05sun/hrpqWZnNyOPNBSNzgOlwerjg4YCD5nAxmj2qL/eNTXuovV9uE1fXVDsvllPXGSQ0DsGjPQDoEEl7v8QGtteVDqekqptP2ZryY6Shncx7x5eLICC4+ww32yMqIT1JPqcn3J7lEQEREBERAREQSlwpXVlo3503LLPJFDUSyUrwxxAeZI3NY1wHcc5acHzAPkuiQ7Lmtw+2+oue9Wkaama5z2XSKchv7sZ8R39LSulSAvm36/WSwUraq+Xi32uB7uRstZUMhaXegLiBlaNuJvltxoevfbbtfPiLjGMvpKKJ072dxhxb8rT07E57HCoXufq+4641rctQV9TWSxz1EhpIqmXnNNAXksiGOgDQcdOncoLsap4mNqbKx7aa61d6nZMYnxW+lcSMZy4Ofysc3I7hxzkY6KEd2eKe86gts9p0bbZbHTzxlklZPIHVODkEMDflbkY+bqR1+6reiDyke6R7pHvc97jlznEkuPqSepPuvFEQEREBERAREQERCQASew7oJ+4GtMS3bdmXUDmSimsdI9/O0jHjSgxtY4d8FpkPT91XmChzhF0LUaL2qikudJFBdbvMaycjBeIyB4THH2b1x5Fx9VMaCs1Zwf6alqpZYtZ31jHuJa18ML3D7uwMn3Xp/Y709/ja9f6WFWgRBS7VnCNqqjFRNpzUNvubA8CGCpYYJXN/if1bn7BRdqfZPdDTzqt1bpCump6VvNJU0mJoiMA5aQeZ3fyHqukSxgeiDk7LHJFI6OWN8b2nDmvaWkH3B6heK6Nb0bM6T3MoXyVkDKC9tj5ILrDHmRnbAe0ECRvTADu2TgjKpZuxsxrfbqZ0t0oBW2zJ5bhRB0kIHzEB/QFhw3JyMD1QRwiIgIiICIiApw4Uto6vXGrafUV2pHN0za5hI9z8t+Kmb1bG3zIBw5xHoB5r52wWxt+3Ir211c2a1aciIMtXIwh8/nywgj5und3YZHdXz0tYrZpnT9FYbNTNpqCiiEUEYOcDv19SSSSfUoPpNGAsoiAiIgIiIMLwnginhfDNGySORpa9j2gtc09wQe4PovYiCDNxuGLb3U0bp7JFJpi4HJ8SjbzwvJIOXxOOD5/SW9+uVXfV/DJulZJXG326lv9MA5wloahocAD0BZIWnmI64bke6v0hGUHL/AFToLWmlofG1Dpe6W2LAPiTQfIATjq5uQPzK+dYNP32/1LaeyWevuMrnhgFNA545j2BIGAfuVePjS1HQWbZWttU7wKu8zxU1Kzr8xa9sjz6dGt8/Vab+j7IGk9VnP95w/wDSEEH2Hh83Zus7WyaWktcHOGyVFwnjiZGMZ5iOYuLR5kAqw203C5o200cdx1bUx6pqZo2vZG3LKNmQD0AOZRnOHEgEY+ULW+PHW9XQy2TRlBV1VGJIzX1kkU5jbIwl0bIzjGeoc7v9x1Um8HupIdQbHWmAVDpqm0vfQTZH08p5owMf2RG5gH2I8kEuUdLBR0kNJSxMiggjbHFGwYaxrRgADyAAXuWMj1RBlERAREQEREBERAREQa9r3Slq1fp2utVyp4S+ekmp4qh0LZH05kYWl7ObsR3/ACXNaiul70dqKZ9ivNZQ1dLM5gnp3mMu5SRktyQfscoiCQtM767lksoLhd6K9wPna934tQMqXAdAWtPTAI/5Uh8b1nt+lbzpy86ZifZau6x1Da00EroGzeH4XISGEDI5z1REEfbY7y7pRattNH+uNZVUxmipzBWMbNGWF7WkYwDnHY5XQUf+oiDKIiD/2Q==

Gatos

Imagen: data:image/jpg;base64,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

Zorros

Imagen: 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Camellos

Imagen: 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Palomas

Imagen: 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Elefantes

Imagen: 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

Cobayas

Imagen: data:image/jpg;base64,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

Serpientes

Imagen: 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

Loros

Imagen: 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

Faisanes

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Abejas

Imagen: 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uYtH6RWln69d/c3v6I1bq7O9mV+4Z2svI7t2bc7xafrDzgD/EHp6RzPowWT6/c7/cgO79IrSz9eu/ub39EH0itLP167+5vf0RwvowWT6/c7/cg+jBZPr9zv9yA0tVe0TZztlT0pbFQemqhNNOMpHs60bApChuypIHBx05jn9jux5nZUb6rSErmZ5wFgk5PO1zf1OM7z8YkEv2Y7IamGnT4ghYVj63nB6flIumh02Vo9IlKXJo2S8qyhlsZJwlKQB156CA3YIIID//Z

Aves ornamentales

Imagen: 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