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) | | 50 | | alors même que cet autre doit être le |
| | | | | fruit du hasard, et non celui de la |
| | | | | volonté d’un autre. |
| | | | | (3) Et vous, Alex Kahn, où vous |
| | | | | situez-vous dans ce mélange |
| | | 55 | | confus de pensées? |
| | | | | J’ai d’abord voulu m’élever contre |
| | (1) Phosphore: La science du | | | | un mensonge. Celui que le clonage |
| | clonage a-t-elle beaucoup avancé | | | | était une méthode thérapeutique, et |
| | depuis la naissance de Dolly? | | | | que ne pas la mettre en oeuvre, c’était |
| | Alex Kahn: Le clonage, vous savez, | | 60 | | prendre le risque de ne pas offrir à des |
5 | | c’est de la cuisine. Dolly était l’unique | | | | malades le soin qu’ils étaient dans le |
| | fruit de deux cent soixante-dix-sept | | | | droit d’attendre. Or, le clonage n’est |
| | essais. Encore aujourd’hui, la recette | | | | pas thérapeutique aujourd’hui, il ne le |
| | reste problématique. On teste, on tente | | | | sera pas demain, et rien ne dit qu’il le |
| | des choses, sans toujours savoir ce que | | 65 | | sera un jour. Objectivement, le clonage |
10 | | l’on va obtenir. Il y a tout de même eu | | | | demeure une méthode de recherche |
| | quelques progrès. Depuis Dolly, près | | | | intéressante, ni plus ni moins. Faire |
| | de 2000 animaux clonés sont nés. Le | | | | reculer la maladie grâce au progrès des |
| | taux de réussite du clonage chez les | | | | connaissances constitue un objectif |
| | vaches, par exemple, est passé de 0,3% | | 70 | | légitime de la médecine. Sans en faire |
15 | | à 5%. On obtient la même progression | | | | un mode de soin, le clonage pourrait |
| | avec les chevaux. 23 , une bonne | | | | permettre d’étudier les différentes |
| | part des animaux clonés continue à | | | | étapes de la mise en place d’une maladie |
| | souffrir de maladies ou de malformations. | | | | génétique et ainsi de tester les trai75 |
| | Dans ce domaine, il n’y a pas eu | | 75 | | tements qui pourraient en éviter les |
20 | | de progrès significatifs. | | | | dégâts. |
| | (2) Les positions éthiques sur le | | | | (4) Pourtant, dès 1997, le clonage |
| | clonage sont-elles différentes | | | | semblait promettre bien plus. La |
| | d’un pays à l’autre? | | | | possibilité de réparer certaines |
| | Pourquoi voulez-vous que les | | 80 | | parties du corps à l’aide d’organes |
25 | | 25 croyants, que ce soient des catholiques | | | | clonés, notamment… |
| | ou des bouddhistes, aient le même | | | | C’est vrai, mais la procédure est si |
| | sentiment par rapport à la valeur de | | | | lourde et si chère qu’elle n’est guère |
| | l’embryon? Après tout, les lois reflètent | | | | réaliste pour soigner les centaines de |
| | ce que les peuples, attachés à leurs | | 85 | | milliers de personnes qui pourraient |
30 | | traditions, considèrent comme sage. | | | | en bénéficier. La voie dite «thérapeutique |
| | Des divergences existent aussi en | | | | » est un argument de lobbying |
| | Europe, entre le Royaume-Uni et la | | | | afin de convaincre les décideurs politiques |
| | France notamment. Au-dessus de la | | | | de donner le feu vert au clonage |
| | Manche, la démarche est très pratique. | | 90 | | pour faire avancer la connaissance |
35 | | Pour savoir si une innovation est morale | | | | scientifique. Le but est louable, mais |
| | ou légitime, on va faire la somme | | | | lorsque le scientifique ne remplit pas |
| | des bienfaits et des méfaits et se | | | | sa mission d’information, je trouve |
| | décider selon que les uns l’emportent | | | | qu’il y a un danger pour les mécanis |
| | ou pas. A ce titre, si on était capable de | | 95 | | mes même de la démocratie de nos |
40 | | créer un clone bien sous tout rapport, | | | | pays. Il faut informer le citoyen avec le |
| | et que c’était là le moyen, par exemple, | | | | maximum d’objectivité et de justesse |
| | de répondre au désir d’enfant d’un | | | | pour qu’il puisse exprimer son librearbitre. |
| | couple stérile, le clonage serait jugé | | | | Avec le clonage, il y a l’idée |
| | bon en Grande-Bretagne. Par contre, | | 100 | | que la connaissance donne le pouvoir, |
45 | | notre morale a tendance à insister sur | | | | non plus seulement de maîtriser la |
| | l’autonomie, à se demander de quel | | | | nature, mais aussi de la créer. Et |
| | droit des personnes vont s’approprier | | | | recréer l’homme est sans doute le plus |
| | le pouvoir de commander le sexe d’un | | | | grand prodige de cette volonté de |
| | autre, son corps, ses caractéristiques, | | 105 | | cloner. |