I/ Présentation<div class="ng-scope"><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="cursor: ns-resize;">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcoAAAFzCAYAAAC+WUlhAAAfBElEQVR42u3dD6xWdf0H8NsoKIebTijSwnRioUWRlg03GxXlRkBDQJ06SDGTmeQilUyjx6sbTdJ+brpslGUXNhiUINOSSaHeaxJOHQzJYlM0qFFuuGwW9v3d7+E+1/Oc5+/9w+U+z3m9tjMeznOe597nc77n+77ne85zTlsAAKpqUwIAEJQAICgBQFACgKAEAEEJAIISAAQlAAhKABCUtOqKbmszDXDSJkyt3iYQlLkPStRPm1A/BCU2avXTJtQPQYmNWv18JvVDUGKjPkIWL14cRo4cmUzxsaBEm0BQYqPusWjRonDZZZeFgwcPJlN8HOcJSm1Cm0BQCsrc1+CVV14JJ5xwQtn8OC8+Jyi1iby3CQSloMy5LVu2hKlTp5bNj/Pic4JSm8h7m0BQCsqc27ZtW5g8eXLZ/DgvPicotYm8twkEpaAkTJgwIWzcuLH3//FxnJfH+mkT2gSCEht1mU2bNoVRo0YlZzbGKT6O8wSlNqFNICgFpSL02L17d5g2bVoyxcd5rZ82oU0gKLFRJ9auXVs2zZs3L5kqPScotYm8tgkEpaDMqWXLloU5c+aUTGeccUYyZefHZQWlNpHXNoGgFJSUdJTVOkBBqU2oH4JSUOoUdYrahDaBoMRGrVPUJrQJBCU2ap2iNqFNICjRKeoUtQltAkGJTlGnqE1oEwhKdIo6RW1Cm0BQolMc9mbMmJFMghJtAkGJjTpj3759YfTo0ckUHwtKtAkEJTbqlPnz54cbb7wxmeJjQYk2gaDERt1j3bp1yWXKiuLjOE9QahPaBIJSUOa+BocOHUruM7hhw4beefFxnBefE5TaRN7bBIJSUObckiVLwsKFC8vmx3nxOUGpTeS9TSAoBWWObd26NYwdOzYcOHCg7Lk4Lz4XlxGU2kSe2wSCUlDm2JQpU8LKlSurPh+fi8sISm0iz20CQSkoc2r58uVh5syZdZeLy8RlBaU2kdc2gaAUlDkVr7aya9euusvFZdy4WZvIc5tAUApK1E+bUD8EJTZq9dMm1A9BiY1a/Xwm9UNQYqNWP59J/RCU2KjVz2dSPwQlNmr185nUD0GJjVr9fCZtAkGJjVr9fCbUT1Bio0ZQon4IShs1ghL1Q1Bio1Y/bUL9EJTYqNXPZ1I/BCVHZ6MudL9ubkeDC3d2/6DZIexVP21Cm0BQkoeNem93Zzi3vXtqtKPTKWoT2gSCkjxt1Ku6O7hV+w7/W+is0AG29UzdHWfoXm5u8f/FjjE9r3vqSnW2yWt6dLW/vYfS1dMJt1XYaym+rlDhPYuvLc7vfW3P71BIPVf2WQSlNqFNICit6D5v1PtSew2dpZ1YsaPpSnWeSUeT2XsopDqgpMPqea5ep1htDyR5Xdvhjrr4/sXXFZ/rSneEnW8/buT9BaU2ISgRlIKyYckQW+qv90KNv/5L9ijSHWn6r/tUR1q3U2yv/julO7SyvY6OzJ5Eaq+m2JH2cyhQUGoTglJQIihLrZqdGkbLDE9V7bgqdIrZKXZOdYfZOmp0ilVeF3/f9Ot6l83s6egUtQltAkHJwDfqzvJjPenOpOG9h1rDZe2lHfBAO8V6ew86RW1Cm0BQMmgbdcW9g/RwVabT7O3UahyPSh8vqnTsaKCdYr3jUTpFbUKbQFAyaBt1ocpZgMnQW3tpJ9R7hmOqM6p2hmPvMaGQGsaLZ1EOwjBbb2de5QxHnaI2oU0gKLFRq582oX4ISmzU6uczqR+CEhu1+vlM6oegxEatfj6T+iEosVGrn8+kTSAoyeVGnT1zcKgcnZ8rKLUJQSkoEZRN0inae9AmtAkEJc3UKa7qKP9OXCNXSymkvm+3t6PO9+oqfA8vfX3QaneO0ClqE9oEgpKj3ilWugND3QtcZ66WUlw2ffWX7JVgChWuqlLrzhE6RW1Cm0BQMjz2HircgaEvd4Io1NjrSOu9bVO2U6xy5widojahTSAoGRadYqXLgPXlQtVVO8XMpc7aqu091Lh8mU5Rm9AmEJQ0RadY604Q1TrF7C2Squ496BS1CW0CQUlTdooN3gmioU6x096DNqFNIChpoU6x2Kk1cieIqsNsnaV3ouh9nU5Rm9AmEJTYqNXPZ1I/BCU2avXzmdQPQYmNWv18Jm0CQYmNWv18Jm0CQYmNWv18JtRPUGKjRlCifghKGzXqp02oH4ISG7X6aRPqh6DERq1+PpP6ISixUaufz6R+CEps1OrnM6kfghIbtfr5TOqHoMRGrX4+kzaBoMRGrX4+kzaBoKTFNmrTwCZtwtTqbQJByTB23XXXhSVLligEiYsuuijceuutCoGghKKXX345jBgxIuzfv18xcu7BBx8MZ555pkIgKCHr2muvDTfccINC5NykSZPC+vXrFQJBCVl79uwJo0aNCgcOHFCMnLr99tvD3LlzFQJBCdUsWrQo3HTTTQqR0z+U4vD7Cy+8oBgISqjmxRdfDMccc0x47bXXFCNnLrnkkrBs2TKFQFBCPVdddVW45ZZbFCJHHnroofDhD39YIRCU0Ihdu3aFY489Nrz++uuKkROTJ08Oa9asUQgEJTTqiiuuCIVCQSFyYPny5WH27NkKgaCEvtixY0c4/vjjwxtvvKEYLSx+f3bkyJFh586dioGghL5asGBBuO222xSihc2fPz9897vfVQgEJfTHs88+G8aMGRPefPNNxWhBDz/8cDjttNMUAkEJA3HppZcmx7BoPWeffXZYvXq1QiAoYSC2b98exo0bF9566y3FaCErVqwIs2bNUggEJQyGiy++ONxxxx0K0SJeffXV5KISzz//vGIgKGEwPP300+Gkk05SiBZx+eWXh6VLlyoEghIG07x588Kdd96pEE3u0UcfDaeccko4dOiQYiAoYTB1dnaGk08+WSGa3Gc+85nwy1/+UiEQlHAkxKu33H333QrRpO66664wffp0hUBQwpHy+OOPh1NPPVUhmtD+/fuT6/c+88wzioGghCMpfqXgnnvuUYgmc+WVV4brr79eIRCUcKRt2bIlnH766QrRRB577LEwfvx4V1hCUMJQice57rvvPoVoEueee264//77FQJBCUNl8+bNYeLEiQrRBOLJV+eff75CIChhqMXOd+XKlQoxjB04cCAcd9xxYdu2bYqBoISh9sgjj4SPfvSjCjGMXX311eFb3/qWQiAo4Wj5whe+EH7+858rxDD0+9//Ppx44onhX//6l2IgKOFo2bRpU/jEJz6hEMPQeeedZ2gcQQnDwdSpU10SbZi59957w7Rp0xQCQQnDwYYNG8JZZ52lEMPEa6+9FsaMGROeeuopxUBQwnARh/lWr16tEMPANddcExYvXqwQCEoYTtavXx/OOecchTjKnnjiifC+970vHDx4UDEQlDDcTJkyJaxdu1YhjqJ4vNgVkxCUMEzFkIxhydERAzIGJQhKGMbi8GschmVoxaHWOOQah15BUMIwFk/oiSf2MLTiyTvxJB4QlNAE4ldF4ldGGBrxayDx6yDxayEgKKEJxIsPOFY2dOKFBdxIG0EJTSZe1i5e3o4jK16izlA3ghKaULxQerxgOkdOvNh5vOh5vPg5CEpoQvEWXL/5zW8U4giJt8+Kt9ECQQlNKg4Lxps7M/jijZjjDZnjjZlBUEITmzhxYti8ebNCDLL4B8jdd9+tEAhKaHbxajHTp09XiEF0//33h3PPPVchEJTQKiZMmBC2bNmiEIPgzTffDOPHjw+PPfaYYiAooVXE7/jNmjVLIQbB9ddfH6688kqFQFBCqzn11FPD448/rhAD8Mwzz4Rjjz027N+/XzEQlNBq4okns2fPVogBiMd677rrLoVAUEKrOvnkk0NnZ6dC9EO8LKAbYyMoocXdeeedYd68eQrRR4cOHQqnnHJK+O1vf6sYCEpodSeddFJ4+umnFaIPli5dGi6//HKFQFBCHtxxxx3h4osvVogGPf/88+GYY44Jr776qmIgKCEP3nrrrTBu3Liwfft2xWhA/FrNihUrFAJBqQTkyfLly8Oll16qEHWsXr06nH322QoBgpK8iVeXGTNmTHjuuecUo4bTTjstPPzwwwoBgpI8uu2228KCBQsUooqbb745zJ8/XyFAUJJXb7zxRjj++OPDjh07FCNj586dYeTIkeHll19WjOHaabe1mQY4CUpoQKFQCFdccYVCZMQrGMXjuAzvoGRo66fi5NLBgweTa5fu2rVLMXqsWbMmTJ48WSEEpfoJSjjslltuCVdddZVC9PjIRz4SHnroIYUQlOrXbEEZL2j9+c9/PjmmFD9g/Df+3x3WGajXXnst+UL9iy++mPtaLFu2LFxyySUahaBsKosXL06OqccpPs5dUG7cuDG5PdKFF14YNmzYEA4cOJDMj//G/8f58fm4HPTXTTfdFBYtWpTrGrzwwgthxIgRYc+ePRqEoGwacbu97LLLksMocYqPG9mWWyYoH3jggWTPMQZiLfH5uFxcHvoj/uE1atSoXIfE3Llzw+23364xCMqm8corr4QTTjihbH6cF59r+aCM15eMH+TJJ59saPm4XFw+vg7644YbbgjXXnttLj/7+vXrw6RJkzQCQdlUtmzZEqZOnVo2P86Lz7V8UF5wwQV9vr5kXD6+Dvpj//79ydBjHr87eOaZZ4YHH3xQIxCUTWXbtm0Vz9CO8+JzLR2UL730UjKU2h/xdfH10B9LliwJ1113Xa4+86233houuugiK19QNqUJEyaUnKMSH8d5R6J+w6ri8VhjPEmnP+LrHKtsnY7A5MooCMpaNm3alJxfEM92jVN8HOe1fFDGv3DjWYj9EV8XX4+OAOtX/fJh9+7dYdq0ackUHx+p+glKdARYv+rXFNauXVs2zZs3L5kqPdeSQWnoFR2p9Yv6VRMvjDFnzpyS6Ywzzkim7Py4bEsGpZN50JFav6hfX8OzWii2ZFBGvh6CjsD6Rf0EZQ0uOICOwPpF/QRlHS5hpyPA+kX9BGUdLoquI8D6Rf0EZQPcZktHgPWL+glKDQTr2fpF/QSlBoL1jPWrfoNrxowZySQoNRAdAdYv6pexb9++MHr06GSKjwWlBqIjwPpF/VLmz58fbrzxxmSKj1smKONY8tG4W0FfxrDREWD9qt/wtm7duuTSdUXxcZxnj1ID0RFg/apf7mtw6NCh5N6T6e/ax8dxXnxOUKIjwPpVv1yLN1pfuHBh2fw4Lz4nKNERYP2qX25t3bo1jB07tvciNGlxXnwuLiMo0RFg/apfLk2ZMiWsXLmy6vPxubiMoERHgPWrfrmzfPnyMHPmzLrLxWXisoISHQHWr/rlSvz2wq5du+ouF5dp2Rs3ayBYz9Yv6jfc6icosZ6xftVP/QQl1jPWr/ohKGv685//HP7whz+EnTt3hpdffjn885//DP/973+1Gh0B1q/6qZ+gjG6++ebwqU99KkycODF84AMfCMcdd1wYMWJEeM973hPe+973JjeB/vjHPx7OPffccP7554c5c+aEr371q+Eb3/hG+M53vhNuv/328H//93/hZz/7WVi7dm145JFHwhNPPBGee+658Je//CX8/e9/D//+97+1wuHQEXS1xzfp/jf7xL4Q5nbPX7Xv6HywVbO7f37HAF/b8xm6GnlRZ5U69Njb/X5t3e+7t9H3anRZHb2gFJQt1UDeeOON8Le//S0Ju2effTYJv4cffjisWbMm/PSnPw0/+tGPwm233ZZcdPeaa65JLrx7wQUXhC9+8YvJd3U+9rGPhVNOOSWMGTMmvPvd7w7vete7kptLjx8/Prn24DnnnJPcaPorX/lKuPTSS8PVV18dvv3tb4dCoRB++MMfhp/85Cdh9erV4aGHHgq/+93vwvbt28Pu3bvDX//613Dw4EENeSBB2dYuKNsaXVZQCkr1E5RD5D//+U/4xz/+EV566aWwY8eO8NRTT4VHH300/OpXvwq/+MUvwj333JN8vyfu4X7zm99MLrl04YUXhunTp4fzzjsvfPKTn0yuVzhu3Ljk1jHveMc7wrHHHhtOPPHEcPrpp4ezzjorfPaznw1f/vKXw0UXXZS8/rrrrkve7wc/+EG49957wwMPPBB+/etfh82bNzflcPOgBOXc9sOBUuisHZS9odpWHgSFuGzn4dekny+0vf2amqHbWfrehWxQpp/P/q59CMr4XO/7tJe/fyH1GdM/v2yPstrvk5nf1frbsX5Q/QRlE/nf//6X7Fm++uqryZ7mH//4x2TPc+PGjcme6H333RdWrFgRvv/97yfXOPz6178eLrnkkjBr1qzwuc99Lnz6059Ohps/+MEPJsPN73znO5Ph5niZpzjcPGnSpGS4+Utf+lIy3LxgwYJkuHnp0qUVh5uffPLJZLh5z549R2y4eXCCsqMnCNIdeyYok5BMBUX2/4W2Cv/Pvr69dkgWly3+Lr1B1Vn7d6u1N1pI/U5JSLZnQrM9E3DtpeFffJ+SoKz3+9ij1A8KSg0kR+Jwcwy57HBzDMM43BzDMQ43x7CMw80xPONwcwzTONwcw3Wwh5v/9Kc/JcPNr7/++uAFZVlwpDv/KsFUSO1JFTJ7eWXBWCM8KoVoOuzi4+weZBJc7fWDMhvGJXt46c9V4fl0OKYf1/19BKV+UFBqIPRbHG6Ow7pxuDkO88bh5jjsG4eb4zBwHG6Ow8JxeDgOE1cbbn7/+9+fDDcPalAWgyMJgTohkg2wSkFZNnRaJTwqBVv69enh25KpD0FZ7WScQvozZp9Pfe706+v+PoMblKaBTQhKQakhD2JQhtQQ7DALylrHJI9GUNb8fexR6gcFpQZC6wZlMWhiRz/QoddGg7KRode+nAE7FEOvNX8fQakfFJQaCK0dlMUAaevjyTz9DcpsEFc7mScd1LXCqtpzjZzMU3EYOlQ+mafq7yMom377KLT14Y+zwVvfgnIIxbM9P/ShDyX/oiPoe1CmwqovXw/pd1Cmwqd4rC8bdsXfp9JXNxoNyt5wrPb1kO7nVjX49ZB6v0+hka/ECMphuX3EdZt8ZWroLzAhKIdQ/P5gPIMy/ouOgEFQ6yxb67e1to/4x1T8A6fS2c3ZP+jSoy+9YZmelxrOz7ah9B+TXT3BXOmPruLrClW+n9tV6Y+74ohIe2PfPc5bUH7ta19LpuxjdAQMcM9bUOZg+9iX2pPszKzzzAUseoO0s/phiPQhinpBWW2vNDu6U/b93uLvVOGs9UbeP29B+eMf/7hsLzL+P85HR0A/DdIwqvXbBNtHMuzaUbruu+qNKnTWvxhFVyNB2V5jNCNzfkDJnmhHhT/oBuciGC0XlPF4ZPxQ2eOS1eYjKLF+1S+j5Bh2ZsiyaphVCMrsFAOr7tBrR42grPK6isfy28v3fgVl/T3HSnua6EixftUvG3jZrxB1Vh86rRqUtYZQM2ddDzQo6+1RCsq3NXIs0vFKHQHWr/rVUHGPscZ3bXuDrsYxyvQxxErHEwcalPWOUQrKvu8tOl6pI8X6Vb8qql1xKf1925KvBWWui1ztrNfs922LZ8iuGoSh196Ar3LWq6Ds+/FHxyt1pFi/6keugrI/e4iOV2rIWL/qRy6CciDHHB2v1BFg/aofLR2Ug7FX6HiljgDrV/1oyaAcrOOMjlfqCLB+1Y+WDMrB3BN0vFJHgPWrfn2RPZt0qBydn9uUQXkkji06XqkjwPpVv+EelPYoj/ren+OVOgKsX/XrQ1Cu6ij/nmQjV9AppL6DubejznctK3w3M33N2Gp3E8lrUB7p44mOV+oIsH7Vrw9BWemuHHUvep65gk5x2fQVgbJXBypUuNJOrbuJ5Dkoh2KPz/FKHQHWr/o1ukdZ4a4cfbk7SKHGnmha7628skFZ5W4ieQ3KoTyG6HiljgDrV/0aCMpKl4bry8XLqwZl5vJ3bdX2KGtc0i5vQXk09vIcr9SRYv2q3yAEZa27g1QLyuxts6ruUQrKXt/73veG/Lhh/Hnx56IjxfpVv74GZYN3B2koKDvtUYKOFOu3hYKyGHSN3B2k6tBrZ+ndSXpfJyhBR4r1q34tUT8VR0eA9at+6ico0RFg/aofghIdAdav+iEoyUdDNrX2hKAUlICOD+1FUAI6PrQXQdmYvR1hdtvs0LG3dHZnoS3M7vlezb5Vs0Nb8iXTkHxHpm1uR/wWTWqZfaFjblto7+cV40veH3R8aC80dVBWWWYgBCU6PrQXmjco4x5k8UB+DLO6e5SHHxdfkw7SJBB7Twro+ZnZ9w+ZeT0/qzyYy3/m7LmH37+9S4NCx4f2on7DdOi1dO+wM7S3tYfO3vDredzz2uJyJa8p+X16QrfnuXpBaa8UHR/ai/o1WVBWl16u7HFqL7Lyz6uyRzkIw8Cg40N7EZRHNCh79xZ7hk7fHgYtHZJND7WWBWXZd7cO74nWC0pDruj40F7Ub/CDMhkezQZl6R5a/896ffu9s3uKNfcoq+yRlgZlfG9BiY4P7UX9jnhQVji+lxxPfDs8+xKU5WF2eG+wNCgPh1z9Y5Q9e6epn9f7Hj0n/AhKdHw0U3sxDe2VoQZxC80Oi2b2MItnoTZ01mtPCJYNvabnd4dn6n1K3j/9/9Swa9l7FDoMvSIogaEKSkBQgqAEBCUISkBQAoISBCUgKEFQAoISBCUgKEFQAoISBCUgKAFBCYISEJQgKAFBCYISEJQgKAFBCQhKEJSAoARBCQhKEJSAoARBCQhKEJSAoAQEJQhKQFCCoAQEJQhKQFACghIEJSAoQVACghIEJSAoQVACghIEJSAoAUEJghIQlCAoAUEJghIQlCAoAUEJCEoQlICgBEEJCEoQlICgBEEJCEoQlICgBAQlCEpAUIKgBAQlCEpAUAK2UBCUgKAEQQkIShCUgKAEQQkIShCUgKAEBCUISkBQgqAEBCUISkBQgqCE1gwi08AmEJRgjw31A0GJjh71A0EJOnr1A0EJOvr+WLx4cRg5cmQyxcfqB4ISdPQ9Fi1aFC677LJw8ODBZIqP4zz1A0GJoMx9DV555ZVwwgknlM2P8+Jz6geCEkGZa1u2bAlTp04tmx/nxefUDwQlgjLXtm3bFiZPnlw2P86Lz6kfCEoEZe5NmDAhbNy4sff/8XGcp34gKBGUitBt06ZNYdSoUcnZrnGKj+M89QNBiaBUhB67d+8O06ZNS6b4WP1AUEKuO/q1a9eWTfPmzUumSs+pHwhKBGWuLFu2LMyZM6dkOuOMM5IpOz8uq34gKBGUuRcDsVooqh8ISgSloBSUIChBRy8oQVCCjl5QgqAEQSkoQVCCoBSUIChBUApKEJQgKIe9GTNmJJP6gaAEHX3Gvn37wujRo5MpPlY/EJSgo0+ZP39+uPHGG5MpPlY/EJSgo++xbt265NJ1RfFxnKd+ICgRlLmvwaFDh5J7T27YsKF3Xnwc58Xn1A8EJYIy15YsWRIWLlxYNj/Oi8+pHwhKBGVubd26NYwdOzYcOHCg7Lk4Lz4Xl1E/EJQIylyaMmVKWLlyZdXn43NxGfUDQYmgzJ3ly5eHmTNn1l0uLhOXVT8QlAjKXIlX4Nm1a1fd5eIybtwMghJBifqBoAQdvfqBoAQdvfqBoAQdvfqBoAQdvfqBoAQdvfqBoAQdvfqBoAQdvfqBoAQdPeoHghIdPeoHghJ09OoHghJ09OoHghKGuqMvdL9ubkeDC3d2/6DZIexVPxCUkIeOfm93QM5t754aDT9BCYIS8tTRr+oOvVX7Dv9b6KwQim09U3eYhu7l5hb/XwzL9LzuqSsVwMlrenS1v73X2tUTzG0V9mSLrytUeM/ia4vze1/b8zsUUs+VfRZBCYISjbzPHf2+1J5kZ2mwFcOnKxWoSfhk9igLqVBKQqznuXpBWW2vNHld2+HwLr5/8XXF57rS4dj59uNG3l9QgqBEUDYsGXZN7dEVauwRluxlpsM1vceXCte6Qdle/XdKh1zZnmhHZu8ytadbDNd+Dg8LSgQlCMpSq2anhlYzQ5ZVw6xCUGanGFh1h147agRlldfF3zf9ut5lM3u/ghIEJQy8o+8sP/6XDpiG9yhrDaG2l4byQIOy3h6loARBCYPW0VfcY0wPYWaCtDfoahyjTB9DrHQ8caBBWe8YpaAEQQmD1tEXqpwZmgzHtpcGU+9Zr6mAqnbWa+9xwpAa2o1n1g7C0GtvwFc561VQgqAEHb36gaAEHb36gaAEHb36gaAEHb36gaAEHb36gaCEXHb02bNJh8rR+bmCEkEJgrJJgtIeJQhKaKagXNVR/j3JRq6gU0h9B3NvR53vWlb4bmb6mrHV7iYiKEFQwlEPykp35ah70fPMFXSKy6avCJS9OlChwpV2at1NRFCCoIThsUdZ4a4cfbk7SKHGnmha7628skFZ5W4ighIEJQyLoKx0abi+XLy8alBmLn/XVm2PssYl7QQlCEpoiqCsdXeQakGZvW1W1T1KQQmCEpoyKBu8O0hDQdlpjxIEJbRQUBaDrpG7g1Qdeu0svTtJ7+sEJQhK0NGrHwhK0NGrHwhK0NGrHwhK0NGrHwhK0NGrHwhK0NGjfiAo0dGjfiAoQUevfiAoQUevfiAoQUevfiAoQUevfiAoQUevfiAoQUevfiAoQUevfiAoocU6etPAJhCUAICgBABBCQCCEgAEJQAISgAQlAAgKAFAUAKAoAQABCUA1PX/Lar6t7X+iKQAAAAASUVORK5CYII=">
</span> </span></div><div style="text-align: center;"><span></span></div><div style="text-align: left;"><span></span>Ce diagramme recense les éléments extérieurs (acteurs) qui
interagissent avec l’objet.</div><div style="text-align: left;"></div>
<div><o:p></o:p></div>
<div>Pour le réaliser :<o:p></o:p></div>
<div>1- Au centre, on place l’objet<o:p></o:p></div>
<div>2- On place tout autour, les acteurs qui interagissent avec
l’objet (ce sont les mêmes que ceux du diagramme des cas d’utilisation).</div><div><o:p></o:p></div>
<div>ATTENTION : il ne faut pas placer comme acteur des
éléments qui appartiennent au système.<o:p></o:p></div></div>II/ Exemple de la pergola bioclimatique<div class="ng-scope"><div>
</div>
<div>La pergola bioclimatique permet de protéger une terrasse de
la météo… Lorsque
l’ensoleillement est important ou que la pluie se met à tomber, le toit de la
pergola bioclimatique se referme grâce à des lames orientables et lorsque le
temps est suffisamment sec et que la luminosité est raisonnable, les lames
s’ouvrent.</div><div></div><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="">
<img src="data:image/png;base64,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">
</span> </span></div><div style="text-align: center;"><span></span></div><div style="text-align: left;">
<div><span style="font-family: Arial, "sans-serif"; font-size: 12pt; line-height: 115%;">La lecture de ce diagramme nous permet d’apprendre qu’en
plus de l’utilisateur nous retrouvons, autour de la pergola, une terrasse, le
soleil, la pluie et une alimentation en énergie.<o:p></o:p></span></div></div>
<div><o:p></o:p></div></div>III/ Exercice de lecture : l'éclairage automatique<div class="ng-scope"><div>
</div>
<span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;">D’après
le diagramme de contexte ci-dessous, quels éléments retrouvent-t-on autour du
dispositif d’éclairage automatique ?</span></div><div class="ng-scope"><span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;"></span></div><div style="text-align: center;" class="ng-scope"><span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;"><span><span contenteditable="false" class="image-container" style="">
<img src="data:image/png;base64,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">
</span> </span></span></div>3.0Une source d’énergieUne lampeUn utilisateurLe soleilDes animauxfalse1noneIV/ Exercice de lecture pour le radar de recul<div class="ng-scope"><div>
</div>
<span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;">D’après
le diagramme de contexte ci-dessous, quels éléments retrouvent-t-on autour du
radar de recul ?</span></div><div class="ng-scope"><span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;"></span></div><div style="text-align: center;" class="ng-scope"><span style="font-family: Calibri, "sans-serif"; font-size: 11pt; line-height: 115%;"><span><span contenteditable="false" class="image-container" style="">
<img src="data:image/png;base64,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">
</span> </span></span></div>3.0la routel’utilisateurLes passagersLe véhiculeL’alimentation en énergieLe carburantfalse1noneV/ Exercice de réalisation pour le réfrigérateur<div class="ng-scope"><div>
</div>
<div>Quels éléments doit-on ajouter au schéma ci-dessous :</div><div></div><div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="cursor: ew-resize;">
<img 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">
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