![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY8AAACxCAIAAACz/6bZAAAACXBIWXMAABYlAAAWJQFJUiTwAAAZdElEQVR42u3da1wTV94H8JPAcgkJYMRHRKBqERSJRdFHZWsLVlovvVkvVUFxrdW1lUt1K5ZqtWtXBXvBauu2dt2qQK2KVYsrQkWsNlABxaIgtygEAQuEmGBwgIR9MTYbERCQMJPh933BJ5kMk+HP4cc5ZyYzvJaWFgIAJsVtyNBHrlN884aRttw93dsfQ+b4xfdBtbW1N2Q3UAeT9t2hQx28umDevKzMLGNsuXvo/Rk6bGj//v27vREe+lZ9JJ7iY2MPHzpcW1PT38GBR4jflCkoC/SytNTUFkLoRjh33tyFQUFdCi+kFZdRFLX1o38c+v77AQMGzJ47d2FQoIODA8oCjKupqYmPjUs4fFh9t/7ll15+b/37lpaWj/wuPgrHVfFxcb4TJrYQcum3K+d+uRAaHoaoApZwcHAIDQ8798sFaUZGCyG+EybGx8Whb9UXlRSXvDRjxlifsTE7dxomVHNz8+3btxUKRUlJSVNTU1NTM/d+dksrq0vZ2aNGjUIzYBuBwFooFHp4eNjY2IjF4lZdrfCQkEvZl378z3+edHsSadVXxMXGbtn80fGTiW5ubvQSjUYjlUrT0tJaCBkyZKidnR0hRPwYk50stzo87NOYHWgJLJyXuFtfTwi5cfOGorbWffjwp59+2sPDQ79CcXHxKzNfjNywPjAoqM0t4Jggp4S89Xa6VJp9JcfKyoruTO3bt0+anv6sn7/flOdQH2Cy22tpSU9O0f8pKYo6duKEsq7urZUrXVxcCCFubm7ZV3KenjipqKBw0+a/P7wFzFtxR+CChQqFIivnMh1VFy9ejIiIENnaLVgY6OTkhPoA28LLx2ecn/+UQ0eOhIaGNTc3E0KsrKyyci4XFRUFLliItOKs+Lg4eWlp3MHv6KcxMTFnz52bPvNFDo/4gAPMzMyeesp7ytSpIaGhNTU192czDn4nLy19eN4dacUFWZmZn0RvT049Q4/+QkJCbIQiH59xba6s0+nUanVJcbFCoWhqakL1gHFCofDVWa+9Fxkpl8vpJcmpZz6J3p6VmWm4GuatTB5FUcFBi46fTKQHgJs3fzT5mWcf7lLdrqqSyW5UVlbWKRSGy62trQc5DXJzc3NxdUUxgcFO1uvzF/x98+atW7Y4ODhYWVl9n3DklZkvXvrtiv5ULPStTN6ad95ZsXIlfQTw6NGjzi4uraKqqanpbGpq4o+JedeutYoqQkhDQ4OsRJZ8OvnUyf80NDSgnsCgOXPnbfjgA3oOy83NbcXKlWveeQcjQY6ora09eyY1NDyMECKXyy9mZg0dNsxwBXlZ2eHvD8lKZI/cVEVFRXxsXElxMaoKDPawXpg2PSYmhn4aGh529kxqbW0t0ooLwlaFRG5YTz/+cvdu/wc//Zd37Vry6eQu9ZjSzqalS9NRWGCKUCisqVXoJ7AiN6wPWxWCtOJCx+rypUv0qXTZ2dn2/fqZmZnpX1Wr1d3Lnbxr125XVaG8wBT/KVP27NlDPw4MCrp86RLdvUJambDTSUlz5s2jH+/du9fbe4z+JZ1Ol5Kc0l5n29LKSigUCgQCc/O2D7Oc+ekMDhcCg+NBnpmZ/oSGOfPmnU5KIjgmaNK+i437bOfnhBCNRtOqY3U9P5+eUBeJRBKJ5H5Hms+3s7O7XlBgZmZmaWnZ1NTU1NTkOXJEXZ1Sp9PR6+Tm5qrV6oaGhgvnz/vjqjLAkDFjxiYmJi5ZsoQQsih48TshoQsDA5FWpoqiKJlMRh8KvHr1qseIkYYdK/0YMCBg6rFjx3U6nbm5+WBn58qqqmHDhopEIvrVhoaGvPzrhJDy8nLq3j0+n79uXcSWLVsJIbIS2bjx4/VrAvQmoVD4a8b9Nuzm5iaTySiKwkjQVOX+luv/3P2+T2JiouFna+7evat/XFV1m+43DXZ2Njc35/F49GlZNHoJIcTR0ZHH4+l0OpVKpX9VWVeHOgNTBAIbjUZDP/Z/bkrub7noW5mqgoLr/fvfvxpMq7MWfr99u9XKtnZ29BRVS0tLfv51OztbgcBGo7mrVtfTF+EwNzcX9xfX1tQafldNTQ1OGQWm2Nnb1dXVCQQCQkj//g61NTXoW5mqooJCX99J9OO8vLwH0ur3av3jwsJCQoi1QX+qpaVFqbxTUVGhVN7RarUGfW8RISTZYG6+qhJHBoExjgMd9Yd6fH0npUulSCsTJv6jbyUUCvULtVptZWWlYf+IECJ8cPrJ3X34kiWLR4+WGC6kR4V0utEqKipQZGBQTk6OYVNHWpmq1NTUfuJ+9GMra2v98lOJiWU3HnE/m0aqMS7uO9UdFcoIJqGfuF9qairSyoTprw5qKGDaNIn3U60W6mcr7w8Vq6tfffVl5Z07hgubm5tbXUgWV8UCVjV1pBXXWFpaDhkyxGDQ504Iuffgh280Gs3hwwlKpdJwYX29mhDy/PMB/5s4GOSIegJ7IK042W3+3yX66btIKJVK+nPtHVDWKfXpZvi9AEgr6GEURSUeP04IefiUzpaWlqoOP/p3u6rK8Pggzb5fP1QVkFbQ86QXLtAP/vSnP3n+cYsqR8eBLi4uDg4OIqHwbn29QGDd6rtEQmGD5q6VlZWDgwN9MX+ak5MTTmQHVsHZodzhMGDAuPHj6ccTJk64IZM1NDQcO3Zcf++25ubmyopKlUplYWFhY2Nz9+7dxsZGW1tb/RYaGhq+/HI3/dhvij9KCkgrMArJ6NH/6zPz+dNmTP8h4ahOp9N/ll2vsbGxvr6efvzwq4QQP38/a2trlBQwEoTeIBaLPbt1y+JhTw57sq1zIwCQVvC4mpqabpWXP7x8ku+kSX98OqeTxvqMfdbPDyUFjATBKCpvVdTc/n2ws/PDL3mOGuXi6pqSnPLw/SNasba2njZjutjg7AcApBX0sHJ52YKgRe29KhKJXp316vX8/NKbpW1+9M/JyclxkONT3t58PvragLQCY/KdPLnjMzn5fL7nqFH0NJZarVbW1TU2NlpYWNj364fTFABpBSwlEomQUIC0gt72yM/TACCtgBWu5OScTDxpaSNAKYDzMKtq2nZ8FvP6/NdRB0BaAdt99vkOjxEjUAdAWgHb9e/fH0UApBUAANIKHhtFUSeOHUcdAGkFbHf37t3BzoNRB0BaAdtZWVk95e2NOgDSCthOIBDQt18GQFoBALAI/jmbHoVCUW1w73gA9K2Apb7YubOyEvd8B6QVsN6v6RmTJ09GHQAjQWC7xKRThBA+n9/w4B2YATimsbFR38j5fD7SylSJxeLM7Gxc7RM4TH7rVvbly4QQnU4nFouRVqakQaOxsLAwo09c4PMaG5tQE+Cw5ubme/eo+0/4PPxnNiXf7Pnm/PnzqAP0TehbmZIdn32Wm3cNdYC+CX0rU5Kbd81agMuEAtIKWA9RBUgrAACkFfSEnTs+z87KQh0AaQVsFx8b6+npiToA0gpYTdvcvDU6CpNWgLQCtjMzN/fz90cdAGkFAIC0gsdWcL1AoVCgDgBIK7ZbEx6OIgAgrdhOoVAMd3cXi8UoBQDSqse4DRna49sUi8Wffb4DtQVAWgEA0goeW4NGo21uRh0AkFZsN/e12XdUKtQBAGnFavRZC5hfB9DD1fhYSiwW74+PQx2AnbRabZ1CUVxcJJOV3JDJHBwcampqWn0lhDy8sPOriWxtRSKRj8849K1MI7BQBGAblUr1cfS2NavDEo4cIoQ884xfSUnx7DnzHv7a5sLOr+bjM66qqhJ9KwDojox06ddf7V6+YuXESb6Gyx0GDGjzawcvPXK1gQMHtnp39K3YKDgoCJ+2Abb5avcXF87/HPP5F62iqtegb8U6CoWisKAQw0BgW6+KEPK3tesY3Af0rdjo2wMHUARgD5VKdfBg/JKlbzC7G+hbsY5YLEbHCthDq9V+HL1t6dJllpZWzO4J+lYA0JE6hcLW1nb0U96M7wnSil0O7NvfoNGgDsAexcVFY8aOZcOeIK1YpEGj+XLXLgsLC5QC2EMmK3F1HYK0ggeUlcnfW/++mTkmE4FFrufnD3R0ZMOe4A+DRTxGeHiM8EAdgFXKy+U2NjboWxmdMa6QB9CnTJgwsY4d5ypjJMgWOHkdWPovf/jw4uIipBXcp21u/v+xPrj2HrCQq+sQmawEaQX3nT9/PuyddzC/DmxMqydcL178laLuMb4n+PN4sNPL0DyXn7//hAkTUH9gIUtLq/nzF367918rVr6NtGKX4ps3GHlfa4EAxQd2mjjJ98L5n3+7ksPsGe0YCQLAoy3/61t7935TLpcjrfoubXPzi9Omow7Acra2tuvXb/z6q93xcQe0Wi3Sqi/KycmZMGki6gDs5zBgwMYPN9vYCNesDstIl9ZUV/dybGHeimFDhw17OyQEdQCTYGZm9sqrs3x8xhUU5CccOfTrrxnOzi6EkK92f9Hm1w5eeuRqhw99T3gPvDuvpaWFw8V1GzK0S7PmXV2fQa/NmvVWSCj9ODs7y/DWIH3c6vCwT2N2oA69Q6VSNVKUMbasVNZV3a56+uln6Kdf7vwcfSsA6D5bW1sjbZnP57e6+y/mrZi0c8fnKAJAZ/MLJWBKdlaWrKQEdQBAWrGdWq3+61tvoQ4AnYR5K8b4+fujCADoWwEA0gp6Qnl5OYoAgLRiu4LrBe+vW4c6AHQJN+ettFqt/lKc1dXVhJABAwawZ/cOfX/wL2+8gcYH0OfSiqKomzdLb968WVhYlJeXp1QqDV8NDQ3XP3Z1dXV2dh47doyrq4uTk5OZmRkjO7xh40ZcJhSgD6VVdXX1zz+fv3gxs6ysrJPfUlZWVlZWJpVK6acSiZePj8+kSRONdz5ue3CZUADupxVFUWlp51JTz3Y+pNqTm3s1N/fqt9/uk0i8ZsyYLpFI0CAAkFY9k1OJiSePHEno8S3TsWVvb08I0Wq1xhshlpeXv79u3b7YWLQ8gK4yjWOCWq329OnkJUuWGiOq9OgJr1WrQnNycoz0Fj8kHJ09dy6aHQA3+1YFBYUxMTtazZ0bNbOiorZLJF5vvrmsx48kzpr9Wn+xGM0OgGt9K61Wu2/f/k2bPuy1qDIcG4aGhv/yi7RnN+vs7Iy7RQBwLa1UKlVk5PqkpNMM7sOuXV/s3PkFU1ehBgATSKuCgsIVK1Y+/lG/xyeVSletClU9eFWwblAoFCeOH0eDA+BUWhUUFG7a9CF79kepVEZEvPeYgXXyx8Q7yjtocADcSaucnBxWRZVhYNEf4ukeO3u7OXPnoMEBdJs5U/dS73HjJ/kaO7A++GBTVNTW7p34/vIrr6C1ATxWWrHnFi9sGwC218PqdmABABdGgiqVKsYU7qqkVCp37eraUcIGjQZXswLgSFpptdpdu77o/ZOquic39+qxY104upeSkvJDwlE0NQAupNWxY8dzc6+aUNWOHEkoKCjs5MoJhw8HLgpCUwMw+bSqrq426qf/jCQmZkcnx4P7YmPF+LQNAAfS6uOPPzXFwimVyi6NBwHAtNPql1+kbDhhvdvjwcc5AwsATCattFptbGycSZfv4MFDHbyadvbsgX370cgAegSTV4zJyPi1g+OAIpEoOHhxJzdVWFiYnJzS+bdetertNpcHp0tbvaRSqWJj43Q6XZvrS6XS+fPntXdhmY+joj+JiUEjAzDttOq4YyUSiaKjt8nl5Wlp5zqztZqami69+6VLl9tcHrbmb61eWrQo0NnZedu2qPYC6+DBQyEhbWffhx9t9hjhgUYGYNppVVxc0kHHKjh4sVxe3kFGPCb9jSQeKTc3Nzp628SJE9v7FqlUunz5MktLy4df8hk3Di0MoKcwNm+VkZHR8QppaeeMFFVdolarr13L63idrKxstCQAbqYVRVHMXmavZ5048WOrJQXXC7KzstC8AEw+rfLz87lUxLKyslZXv9ry0Wa0LQAupNWVK79xrI4ymczwqdvw4Zi0AuBCWmVk/MqxOrbK3w0bN6JtAZh8WqlUKlO53ELncWkaDgBpdV9lZRUnS0lPXZWXlzdoNGhYAFxIq66eyWkqKIoihHwSvT0vLw8NC4ALadXeeeSGkpNTCgsLWVKjTu5MYWGRtrk5Iz3d29sbDQugx7H0zvLsiaou7YyZuXl65kW0KgCO9K165yLlfD7/+ecDsnIue3s/1Ts/V3FxMdoTAKf6Vr1wQSsXF5fIyHWEkPT0jIiItbm5V7/+eo+x58uUuLkpAMf6Vr0gOnrbtWt54eGr9+8/EBISZmtru3z5m8Z+05/TzqadPYsmBWCsvhUn7366YEGg/nFNTc26de/1wg6M9Rk3efJkNCkAY6VV79/91DBKjMHS0lIkEhmO+/h8/uDBg+VyuVHf19bOzszcHE0KgDsjQXt7e6Nu38LCYufOHYaT60FBgfQ0FpcMchykT+Sy0lI0ZeAea2tr/Qhp4EBHBvoCnp6enb8YXjeo1ep///vbiIi1p04lFReX+Pk9K5F4bdxo9HvWjx07pjfL6DhokP6xQGCDlg0cc4+iHAc66p86OTlxc+SSnJzy+++/z5gxY/r0aadOJR04EGvsYWDva2nRKevqHBwc0KyBkyorK4b+MateWVHR0qJjIK3c3YcbtW9Fy8m5kpNzpTd/LldXl958u8nPPJuenk6GD6efUhTV5tWWAUxUWWmpt/f98UqDRjP5mWcZmLcaOPD/OpFo7uzpNXRyZ6ysrHpzrwY5OspKSujHktGjK27dQvsGLhEIbMzMzOjHspKSQY6ODKTV4MGDH7nO888HuLu7s6RqndyZ9u7TZSQeIzyKCgr0Q3pWfVYJ4DFVVFQY/tFVVVaOGDmCgbTq5b/q3iGRePXyO/J4vJGjRt0y+BgTfREIAA4481OK0x/dmlvl5c4uLoSpc9l9fX05VlwfH5/ef9OZM2dczr5/ux0/f3+cSQ/coKit9Rw1Sj8Pezk7e+bMmYylVS8f7OfqT/TiSy9dzs7WarWEEPpXq6itRVsHU3fuXJp+fl2r1V7Ozn7xpRcZS6veHzcZlb29PSPDWx6P91xAQHZmJv10akDAyZOJdHgBmKi8vGseI0bo59ezMzOfCwjg8XiMpZWtra2rqytn6jt16nNMvfWGDzYknTxJz1iZmZnNem32iePH0OLBRFVUVMjL5J6eo+inFEUlnTy54YMN9FPGrsGwYMHrnClxQMBUpt6ax+MtfXNZ8qlT9FOhUOjtPeZ0UhLaPZic+vr6Mz+lvDBtmn5J8qlTS99cRnesmEyrkSNHcqPErq6utra2DO5AcHDw9by84qIi+unQYcPc3d1PJyVhSAgm5IZMlpJ8emFgkH5JcVHR9by84OBg/RLG0srS0nLOnNkdrODn9yyfz/zlt0Qi0ahRnh2ssHTpX5jdQx6Pd+SHo/H796v/uF/00GHDxo8fHx8Xi3MawCRkZ2cVFhbOem22frpKrVLF799/5Iej+o4VIYTX0tLC1C5SFLVkydL2MiI6eptcXv7113s6uSm1Wt35t+7kifLW1taRkevk8vJt26J0Ol2bHauoqK1s+H1fz7++fNmyiPXr9cd9KYqiz2mYGhCgbwR9werwsE9jdiACTKVLdeHC+eemBjg5ORn+OUd99NHX33wzYuSIB/4xM5hWhJCEhKNHjiS0F1jBwYs7uZ3CwsLk5JTOv++qVW93ck2VShUbG9dmVBFCNm3a6OHBlnPufzxx4p+7/7lsxQqRwchUUVt77lyaQGAjGT3asEEgrYBB9fX1ZWWl2VlZPuPG6efU9b2qz7Zvfzdi7Usvv9x6GMFsWmm12lWrQk301s0SiVdk5Hus2qWrV6++teKvCxcvdvvj0876OpeVlubk3L83musTT3D1z8DHZ9zq8LDARYuQCCyk0Whu3rghFAodBgwYM2asUChstUJxUVH8/v1ffvVPL682TnJiOK0IITk5OVFR202x9F99tZvZ+fU2qdXqebPnTPbz8xk/vr0BoFarvWOa/yHAdFlYWj4cT4ZtMjsz8+e0tMMJR0QiUZvrMJ9WhJAtW7bm5l41rdIvWRL8wgvPs3Pf7t27tz16e8rp0w93sgBYiO5SBbzwwrtr3+3gWiasSCuKosLDV5vQeFAi8YqIWMvyqWuNRvO3NWuu/pa7cPFiF1dXXP0K2IaiKHlZWfz+/V6jJR9/8olAIOh4fVakFSFELpevXWsal063t7ePitrKwjFgmyoqKv615xupVMrn8aZOmzbIyUkkEiG5gMGEUqvVlRUVPyUl6VpafH1933hzWSeP/7AlrQghp08nf/vtPvaXm1XHATvv9u3bB7/77tatiuLiIjO+WUlRkQdXTtAFk1CQn//k8OFandbNbfjgwU7zFywYOHBgl7bAorQiHZ7QgKgC6OPYda/m2bNfY/Olr1atehtRBcAU3pNPDOHGT2J4r2ZjiIh419vbGy0GgLG0YtVIkLVDQgwAAZBW7WLJWaP29vaRketcXFzQVgCQVu1SqVT/+MfWsrIypnZAIvFas2Y1jvcDIK0eTavVHjt2vPdHhfb29kFBgX/+sy+aCADSqguqq6v37Pmm1z6d4+vru3z5MnSpAJBW3VRQULh377+NOjD09fWdP38eJ+94CIC0YiCzEhISeryfNW3aCzNmTEdOASCtehhFUWlp51JTzz5mV0si8ZoxY7pEIulTV9cEQFoxE1s3b5ZmZGTk5eV3MrkkEi8PDw8vLy83tycRUgBIK2aoVCqKohSKupqaGsPlrq4uVlZWtra2mDsHMFH/BZ3KMrsHdyFkAAAAAElFTkSuQmCC)
18 | FR
UTILISER LE VISEUR
Hors cadre
Cadre
Centre
Hors cadre
Dans le cadre
Lorsque vous prenez une photo, utilisez le
viseur à écran tactile pour vous assurer que
le sujet est dans le cadre.
Seuls les éléments se trouvant dans le
cadre seront imprimés.