%PDF-1.5 % 1 0 obj <> endobj 2 0 obj <>stream application/pdf 折页2 2020-07-05T23:07:39+08:00 2020-07-05T23:07:39+08:00 2020-07-05T23:07:36+08:00 Adobe Illustrator CC 23.0 (Macintosh) 256 196 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAxAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXn35+/wDk pdd/6NP+oyHMvQ/3o+P3OPqv7s/jq+PM6F1DsVVbO3+s3cFt6scHryLH60zcY05sF5O1DRVrUnww E0LSBZplzfloVVmPmny7RQDtqAJNeHQBK7epv8j4Zj/mf6Mvk3eB/Sj80I3kOl19XTzFokmwJmF5 xjAIB+06L0LUoP1b4fH2+mXyXwP6Ufml2qeWptOs/rT6hp9x8axtBa3cU8o5KWDcUJqvw7kdD1pU ZOOSzVH5MJYqF2Eoy1rdir6C/wCcTv8Apqf+jD/sZzU9qfw/H9Dn6Hr8H0Fmpdg7FXYqkKectPku ZIo4J5ER/TWZAhRqMVLKef2e9e/btW6eHgjxSIA82oZQTQBRl1raQWE18LS4mt4EaRvSVGYhASQq lwxO2VyjXv7vx+nYddmcZX7u9Im/NHy4swj9O63KKGaIRnk/Oi8JGSTpGfiK8feu2HHimZCMhwE8 rreue8eIfAkHuYyzRESQbrn5ch1rqel+dbIJPzj8uSahDp8VlfvdzyJDHGEgHxyEKoJaZQKkjrme ey8gjxExr4/qdd/K+Pi4alxfD9bN4LhZGeMjhNHT1Ij1ANeLDxVqbH+IIGuIdqq4FYNL+dn5bQ3V 1bTaqVa1l9EypBPLE5415RyQpIpWtQN96Ej4aE5Y0OUgbc2k6iA5lFXH5seR4YEkW8lmkmUta26W 1wJJmAJEcYeNF5tx2BI8em+D8nkHMV8QxjqscuRtN7DzXpWpWMN/pnqXtncDlDLEhHL43QjhJweo MTfs9splilE0di3CQIsIg6ynGotbhjVRwRA7Dlz3IVjxoYyDXvkeFNq9pfxXNVCvFIv2opV4t27f SPvHjgIpKpPd20G88iwryjQPIeCl5n9ONAzUUszkKFG9SPEYgWtrbS+trxGktn9SIceMwVvTcOiy K0TkcZEKuPiQla1FagjEiltXwK7FXYq7FXYq7FXn35+/+Sl13/o0/wCoyHMvQ/3o+P3OPqv7s/jq +QrKCKe8ggllEEUsipJOaEIpNC25XoN+ub+RoOpiLNJtqnltLOWOFbhGuWQJJbKyyypeAfHbsifH X+VgpWp48qhiK45L/HRtniA6/wBvcl8FvaCKKeZmePmY54g8cTKafCV/vXI8T6dO2TJPJgAOZ/H4 9yjcRww3FIpUuYgahl58SP5TzWJvnsMINhiQAe9ELqNmFAOl2rEChYtc1PvtMMHCe8/Z+plxDuH2 /rUVigmSWYyxW5Xdbb96S3sh4yD/AIJsN0igd+SvJYwvIFg5IXCyqnJbkJDxJeSSSH4lK0qV9OoH X3Al3pMR0/WjE8ty3GnS3trHOyQ+mjyqiy23qOoc87lWVY/gPLi61XoehOQ8WjR/HwZ+FYsfj4va f+cUY3jfzXHIpR0NirowoQR9ZBBBzXdp/wAPx/Q5WhH1fD9L3i/J+rgBivKSJSVJU0aVVO436HNW HPSuI3KC0laUkzrHJQNNtWSJSCHkkBBEh7ZNCtZwvc2cltJM/wDpFnEXk2kIeZXVmVZRInb7JBX2 xJo35q84TVdVsNUv7W7DXRhnkDXzKEU1lK85OICJyJ9gCcz9V2fi1OOIly2NfDp+OXnuNPDWzxZJ Cup3+PVkUFyeJSK4aKaUEyxxVClftI/I8ftCh27H3pkZR7w5UZebFNauJZSIrS0Wa6uA1sPUiDxB ypZHDOKRuvp81atdvAHMuEI/x8hv8nDyzn/k/qox+Yr7mN635O8wabJDdxWk4c8WSeEFmjaMB3fl GzOhRhs1N9z2zMjq4TiRxAc+fLy7r91uqz6LJjkJCJ6cvt76970H8lZtb1DSLrUdV1Ga7eC4ms4o ZJI7lFoImd0uKNIwJFAA/HxXl00Oo1EMojKEeCx7u/8AFvQdnRmIkSlxVL39A9JzFdg8f82rcv5u 11f0PqRhMsCi7tnuPSmBtIS8ixRtxcrsgXjuVPI0y+OoMQBQ2936rapYASTZF+/9dfjqwrVbHXUv tOl0rQ9Qt7S3POaOKyDPJ6ioOPOeNmjEQkl48V3ruOqmvPqssuW32/j3phghiv0ifOhxcPu7/lY6 bvXvy9a/bRtMe/tjZ3TvI7WrB1KI8160Y4yAOvwU2PTxPXBGRlGzzY4IyjECXNOWuri2kneDhyq/ LmpYEI909BRloaoMlV/j3NqD8w+Yj5Whi1XU7Oe8FxN9W9PTY2ncPKq0co3DiirBueR3OTx4+PYG vexlLhSg/mz5ZlS1vtT0fU7Cyhkkkj1K9sv3duyRhfUJUyMnNJzGCBU1K98n+WlyBBPvY+IOZCr5 Y/Nb8vLoS2Vnq6yzCW7uWAt5kURmSa5Zi31e3TaNWJ2r4s7fEwyabINyPx81hlieRZL5a826B5mt bi60W5N1b20zW0shjkjHqIASB6ipX7Q3GVZMUoGpM4zEuSb5WydirsVdirsVeffn7/5KXXf+jT/q MhzL0P8Aej4/c4+q/uz+Or5G021W5uODtwjA+OUkBULEIjOT0T1HXl7Zv5Gg6qEbLItM0rVDpLar a+XdQulmMFvp031ZprAyGVoy7FI1SaT1eEccbBgWJ5VNFNMpC6Mh+luHKwD+h9FWP5W/lfHYadc3 mj2f1izjj1PVpLy4mieJJYSxmnjdIA6GW2p6c0UUYHqHgp5IdQdTlsgE9w/H6r6Od4MOZHmUa/5Y /kvBra2Mmm6emsXkq38OnPORK5jMjVjtmk/uft8o1X0yF3U8RSP5nMY3Zrl+PxafBxXVC0vi/Jf8 m7q0XU9KtPWs7mKazhuLKeW+iL3TC39dORuV5wNy4v8AZQ1ZvsgrM6zMDRP6P1Mfy+M7hT80Wn/O Pvl+3s9N17TrGxJSVLeL6pOLpkiD2rSSNFGZ2VqtwkkPxkeohJUMHGdROzEk/H4/j5LMYY7EPIvN 3k/Sv+Vg3flzRdGnl0GaC3vNKvdOinu5YreaGPldKy+q11b+sx5VJ8EZehz8WU+GJE+rre3w8i4s 4Dj4QNulfjcMKbU73TZLu0iF1b6mzPbX6SMeUruGScSgpHICHClEYEq3KprmTwiVHamoTI2F3+Pw HtH/ADipK003m2VwoaRrF2CKqKCxuSeKIFVR4ACgzXdpj6fj+hytCfq+H6XvN3E8sPGOhdXRwCaA 8HD0rv145qw56VxQ6iwtY5LQxrbrHGH5owIWSNixFajaLtXJ2EK1vFqEVrN6cXp3CWkcUBcLIDLG H34iRKirDYutfEdcG1/FXjnmjWvMied4Ea5guNISyna95W4SZ5rYqHcBiWj5mQfD+yBQ75sIWI2N g4c4gyoj8fik1ufMugJpFxd3E/1JIxE9tLIIYvTICF4ZJZTKvF2TjzCg0bpyFTh6vVSwjiIMrPKO 7MQgGLacvmSO6XjfaaZkuWvWEdvdNMqyvIAola7jRVX1S3wxivFSyt0IxasZzYPLp8a/H3MscYAE Cvxuy/TfMM2lWVtJf3ct6mmWzobi4kWrMQGkkkkEXPj8HwqWpvVuRC8aNTKeKJmAZeX4vn7uflys lLY8k4/KO+ur6PU7uK6kn0ye4ZxHNb8GSX0oQGWb1PiV1qSvAmu9RUcoYDcLlfFfWv0d3K9r7mnS zEgSLq+oeiZY5TxL8xtNe98z6ray6dataNdWt295Ro7yThbwQmKOarjjxZvhMZUbtuc2WCfDGPPe xtuB9Rs93LnfMgOvz3xHYVz8+jEvy7TStbN3cNLc/wCHLS+mSOJXVpU5QKUZeaon7z0VqeK9NwMs /MEA1vLb9X2c2s4xte0d/wBf7GTecPzPtfLPlCHT9EsF1G/iUT281w6ND6DyXkr8vSmjkqqWL17A 778aZr8+S5kgufgj6Qxi3/PHzE7GMfVBcTMjW9g0KoEtwkreslydVCNEifb5FR8ROwU5VxlupDD8 1vWVE8w2Oi30SKBE8i2jCO5b+7m4NqsjOgFeZjC+3aso5pDkUGAPRJ7Lz1Z6jW0j0Xy/6skkcdmx stNhPqfCHBhfU1J5814sG3oevRZDU5P5xY+DHuC6bzxZtfyy3GheWRCJIY7eNUsPRcqkbXBEsV6W Vwx+D956YHwsTXkqNTk/nFfBj3Pbfye87a/5n9eW+mtZLNIQVSzgt44knLB2X1IL2+5FUlX4SFI2 5b5VbMvTcUOxV2KuxV2KvPvz9/8AJS67/wBGn/UZDmXof70fH7nH1X92fx1fHoZgCASAwowHcVrv 92dA6h9B+Tv+cg4tM/L+3t30WW+vdDtbe1f0XWKLirtEjSFjI6J6Kx/vArAyEqQg4ltTl0PFk50J fj8eTsMepqHK6ej/AJb/AJhah570ZNXtdPi06CDUJLS/glmadzClr6geFlSIBzNLGKMKcQ3emYmo wDFKib2/S5GHKZi6rdks9x5oVAbfT7GR/q6OVkvZkH1ouBJFUWj/ALpUqVkpUnbgtaigCPefl+1t Jl3fj5JhO1wqA26JI/NAVkcoOBcCRqhX+JUqVFNztVa1EQyLG/MB85Q6hqM2h2H1uKTT4kjeTUFt qTo1waWkD211GJqOvJ5iEb4B0Vsux8FDiPXu93PcfY1T4rNDp3/sYDpP/OTnl2/1CKzOjXkZmu2h Rw8TAWvElJ3qyBX5U5pXiq1bmaUOVPs6QF2OTRDWCRqniHmPzdF5q/Mg+Ynt/qK3dzaH0PU9VU9F YoiS5WOoIj5fZGbKGLgxcPPYuGcnFkvzD1P/AJxO/wCmp/6MP+xnMLtT+H4/ocjQ9fg+gs1LsEFd 6vZWcyQXBcTyiR4YY0eaR0hQPJIscQd+K1C1I+0VX7TKGkIkoJRMEryIWeJ4SHdQjlCSEcqH+BnF HA5LvWh3ANQAUvGPP/5yahpmsxWGlRWVgz1ab9KtZsJJFmeOCXe/teMfG35F6EiqdxxwcRSAxy5/ PvzXDqJtP0nZlojBEF+rWNJxIEYTxyPqkVElVuQ+Giht+hIFrTWpf85Bea9PWVZ7q2+qKY0i1JbO 3dneOINccLdtRhZg3NHSgqFIFDyDY2oCO1D86vN+mQCfUbnTTc2Jj9bS2j09rrlwi9SQtHqrekH9 VwhEZKr9oHubWnqH5W6/qGu+X5b2+ntp5BccA1i0D21fSjZzG8M1wzB3ZpP3vGT4qFejM3aGY4q8 D/NTVIX84alpa3kUVz69qy/6Q3qgNbxD0fR9TgOZNR8HKp65tNPCBhGzG/MD+dv8xs67LklGctiR XeR/Dt8jv51TCdLutdu/M9/pq3kn1S3iV1XnxKGKKIyUPJASWZ/hJqW2Hhjp4YzxXGJ9Uug/nGui dWZAxokDhh1/oC/j+lm13cecrHybo1/BrBttAlUx3juYPrEfr3Vwp4rLY3knHg6l2J+FUO2zVwM4 HEeHl8ubm4gQKPMbd/LbmqQa55Wu2je38zazp2pvDFd3b/oGJzcFQsc8zM2nVkr0LN+1SlQAuUti 7WNf0SSwmEHmrzRAksRWWEaDFyREBKkMumwBEiXn9lq78q4qgLHzD5U+v20995v1qS6WBj9WHl+F LmRF+K5lZjZTyPEwjrJuadz2Crl1Xytq7SWFj+YmriSwaSaeeDS7dLVjDFPJzAhtY1KhIviNeLhR 4rRV6V+Wep6VdxfV7TWNT1OaztwpGqWH1I+nJIzIyM1rblqU4UVytANq74UM7xV2KuxV2KuxV59+ fv8A5KXXf+jT/qMhzL0P96Pj9zj6r+7P46vkK0tfrMoj9WOEVWrytxUBnVK/RyqadqnN+TTqYxtU tby70y7iurG6MVygDLLEWUqWFGQ1C12NGHQ+4xIEhRCQTE2C9T/KLzN5te31W3stVutNgM0Vytrp mkxXKySSPFDO3GK2lWPhEq0UAAnfxrg6vHCxYB98v2uXppSIO9e4fsZcnnfzYW+s/wCL9UOmnULa 1SU6HCp+rywB5pHc2xVWjcsKCuw6GtRjeFDlwi6/nftcgGX848+79i6Lzb58RxcXfmfV105J72G7 kTQYeUAgZlty5NvQNLRaqQCC6j/KxOLH0jG9v4v2qDLqT16fsQ0vn/zamlSzjzjqAu7TTLm7uhJo sMaC8jKiG3NbY8FPLizlqV8MkMMLrhHP+d0+bEylV8R5d37HhFrrN/aWE9lbMkUd1VbiRY09Zkal Y/Wp6gQ8d1DAHvXNoYAmy64TIFBZFZB7dpHf0mJPouw/dMI4zJIvMV+P7AC+Lb0wmW6iOz3j/nE7 /pqf+jD/ALGc1fan8Px/Q5uh6/B7l5h1qDQ9Fu9WnhluIrRPUaC3UNK+4AVFJUEknxzWQhxSAc+R oWwFPztgl9C6h0HVHsb2dbW2D2wRk40L3EkgkkUxuJVCAL+w3xHouV+T6WLDSM3kWReXPOhv9Rtd ITQ9Us4zatMbu+WqoI3MaJJIzyOZHCFviNT1365Tkw0LsNglZqnjf5h65+YGmWuo2Ul/e3NoWup4 ZHheaNo+b8Y256ZNGEiiSrB2DcuXxcQGOO2Bj9v+Zuu3XqV1Kae7EFXuSY/VgLmPnJxXQjJHHGCA aAjiaKxoCqmlaTWvzGu01RZLtdQhmhuEaY24uoWijfijmI6WIXUeiY6uP3ikhORAAUOm/MHznYie a81e9tbaJXhaM2ohLu8QWOWKRtIRf30ihOLLWNfs8q/CrT2T8itS1S+8oXH6Thkiuobx4y0sIgLr 6UZVgFtrEMKGlfT+nCpeiSSxRLykdUWtKsQBX6cEpAcyoBPJ4r5g/I2LzBrmo6rqXmuP1bqdJEl9 GFpGjjiSOP1ArRRqyqnA8EHIKG78RDNkjI3GQG3Lnv5dVGKdcvsS+X/nHrT4ZJbqz82xCfixitTD FFbs9KorcJGKry/lBp4HpghI3Rnt5c/vYSwy7vsTXWfytmvrWz09tQ8u6jbWUQK3epW0z3Ekyvcu qMsN1FGIV+tsqrvx5FgKhcsnkiTe3z/WzhjIFUg7D8rdQsrUGJ/JMVzc0+uRfo6R4o/gZG9N3uOU gZXKkMFBFaj4jkRId4ZEHzTDTfyw0ZWtl1Q+U2sZRD+l7C1sFjaRoo1r6dz64NPVTkB6aihoQckx LI738u/yTu9Th1K50vSGvIOZD8o1V2kB5NNGrBJm3rykViDuN8NI4lWDyH+SsMkjwaVoiSSxtE5U QA8HQxuBQ7ckYg0xpeLzTHQtC/LTy9dveaJBpum3EkK28sls0UXKNDyAYKQCa/tHf3xpHEO9lEck csayRsHjcBkdSCpUioII6g4pXYq7FXYq7FXn35+/+Sl13/o0/wCoyHMvQ/3o+P3OPqv7s/jq+SdE kjj1a1aRkWLmBIJGZI2Q7MjstSEcfCx8Dm+nyLq8f1BMdcv7ebU7qZbKK3t2ThHawmiIZXM/KNJf UZYjuV9LiApG+55QhE0N/wAfjvbMhHFy2/H42QVnLYLqUszN6dqnJ4owWj5UPwpQpd/c9R4nJSBr 8fsYRIvy/HvTx/NWtXzLdLBpMEMfMBRaaXG/Fq15R8IuZH7JK7EVWh3yrwojb1fOTaMsjvt9ikfN OryPJDDHpbLJVWaWx02OnOgIRmU8BtsVIp1FCSSfCHn8ypyHpX2ITWrmG+u41lENjMQWmljeBrc8 qn4UsYQE37b09hkoCh3/AI8yxySvbl+PIIGC6skHxxqtF9KQRxh/VQ1JfnOZPTckABkTYb+xmQWs Efj9qM1TU9PfTra2sjOkno8bsyv6zHjKTFD6nwARqvx0VQOVKgleWQhE3ZZzkKAD2f8A5xO/6an/ AKMP+xnNf2p/D8f0OToevwe565FoUulzLryWr6UOLXAvhGbfZgVL+r8GzUpXvmrgZX6efk58gCN+ THli/KJm9dV0Au3Kko+pknjJ6jUb2lPL/W365deX+l9rCo+Sb2Pl3ybIiXdjpmnSIzLJHcwwQMC0 chkVw6ruVlJYGuzb9crOSfIksuEdzAb78qPNb68mr6dd6JYSxajJdRKNPlkpBylePmTMpeQtcS+p 0+2eJWlDWzY3r/5UrpU9vLNd+TtNa6gKHS7y0eC3nZAjSIrG4WRohOVkHEDiSK8qDIykBzKQCeTO bL8vfyMstMh9PSdDNnGnKO5l9CYleSryM8pd2+J1FSx6jK/Hx3XFH5hak3N+Xn5GIOUukaHGKLuR Aooz8VPUdXPH36YBqMR5Sj8wy8OfcWS+UNO8l2OnzL5SisYtPknZp/0b6RiM4ADcjFVeQAAp2y2M geRYyBHN3m5GlsbaFV5vLcoiry41LK1N8xNdfCAOZl+tydGBxEnoGNSadd2s4ikR43G/AtyBr8gQ fvzUZchxnhlsXYRlCQsFWCcamTiS1eKtxBqOoA2J64Y5bF9GFgmmmUshIiWoBJOyUAFSereGThMy 5KQBzQckKsqkqfiUMVIYFSf2WDBSCO+TObhNI8PiFoZ7fTxdJFI9fURpEiDKsrqjqjBFY0LD1FJF emZOPPYvo0zw9OqAsdP0q+unju71LBVA4l058iTTqpoAOrEnb5VpPDqonrSc2jkBytkV/wDl75cs 447jUNS+q24qJnYpHyYglRGzluPToeROZxkY7kuvEOLYBh/m2XyCllbRaFLcTXikrPIDIAVAHxSC VR8RPTgAOte2QlqhWxZjRHqHrflcqfLOkFa8fqVvSvWnpL1y0GxbUY1smeFXYq7FXYq8+/P3/wAl Lrv/AEaf9RkOZeh/vR8fucfVf3Z/HV8fQsiyozqHQMCyNUKQDuDxo1D7Z0BdQObpREJXELM8QYiN 3UIxWuxZQXANO3I/PEKV00JiWMllYyJzKitVqSAGqOpA5fIjEFJFKeFC+aGaCaSCeNopomKSxOCr KymjKyncEHqMANqRS6KKFoZJHmVGQgJDRi78g260HCilRyqwO+wO+JKQAyzy7H+X7eU5jrTBdYN2 6KyGcTpCyRGJ04loSoZZuVY2NeO61GY+Q5OP08q/H6G/EMfD6ubEzczG1S1LH0UdpVTk3Hk4VSeN eNaINwK+PbMit7aL2p77/wA4nf8ATU/9GH/Yzmq7U/h+P6HO0PX4PZ/Odpot75duLHWrwWOn3bRQ vO3o/beVRGgFwksZLvRd1OazHMxNhz5RsU+db3X/AMkfruo2ltaXPoFpIIblJ9FMJ9E0EkIlMjRf WHCoHKj4fi+H4syBrp/i/wBbWdPH8f2Jxo/5teXNJ0gaN5dv9Xj9MRLZwQy+XHAmuQxCohVGk/fy UkoK7V6ZXLOJGzEH5/rZRxUKB+79T0TyB52tfM/ma6S31i+cWyEravPpE1pcLGFV2jW1V7heDSqz VYfaWv8ALlZmCKofb+tlwm7tC/nrqXlayt9Ik8yn0bSOWSa2uUM6zLKoVG9N4V2ZVkDhSTy4lqfB mm7UGQ8Ihvzsbbjbv/V97n6IgcRP45/jv+8R238vrq3lqbXtPubv6naTGK1tbwTxemRIiQt6RVGa KOKZ24lfshKcvj54MdJEYTllIX5Ue4GyL37vfZrpOO2QRq/x8NkFf6VpFp5e09r23n4yXME/1i3Z 2CRgIsXONQBxD/Fy3Xhyr+8CDMTFIEEf5Tf4g/p7q73KyTPHZNj9L0H8lzXy3dSRKDbTXjypJzZi Q0EBQrXlUMCTWv3kk5vey/7o9/E4Gt+od1KH586hcWHk+0ngmaB/r8Y5KAaj0JiRuD4ZlanAcsRG uq6HxOP93zr7HiFp+Y/mWGJ7yLUmaa3ljQhwrniEYuw/dlW4UVTVgfAHKP5HwkiRviB5+52/h8UT ZJAsSoRHy2v8HyBFN5u82XsEeqfXYplsFM5O0a8pmEKhgxVGdQ3NClWFSR0NHF2XDFGoH6vx5tvg YPTxGVHluK+dfq8l1z578w6jbNpcyq5uisJYMihizdF9VWXelK9uu3XKh2dPHK41+PiHMyaTAY7k j8X3IgfmnrFuPq15HJHJaosRjKgFfTULxKgRqp+HcKOuYufT5Cd6+NhshoMIHpO3N1157W6ig1qH kps3RBI6IzPIyMAilVLxmkkho0gDAbDkhyUYzjDhFD5uPLQYzMEnmOVbV9l9OXIofVPP+ovHbS/W 4oojEscB9Bvh9MBQhCslGXbYivfoQcpOKRNyjfxZY9LViM4j3xP/ABSUHzZfT7fXoSf8qFlH3l8f Dr+E/NtOnn/Pj/pD/wAUr33mKK4gtoLe9gEkUXB5fq4V3Zj6hqBNvxYsqseq02FMsMq/hLijR5TZ 44fa+ovJRc+TdBLnk50605NSlT6CVNN6ZusRuA9zzGoiY5JA8xI/enOWNLsVdirsVeffn7/5KXXf +jT/AKjIcy9D/ej4/c4+q/uz+Or48zoXUMx8leV9D1PSr291OYERSRr6MNxFFcRQLJH685WYpGob 1UjR3bju3wluOY2bLKJADkYcUZAksasraS7aSivcXL8YraBB6jyTSGijiGWTZQxqob4uII+LLpGm kC/Nbfi1+tTpaMRZRsxsxJxMhiZ6pzMY4l+LfF06U8Bhjdb81lV7ck91Owiv7m61e4voxp4uJLdZ VIaeRkgd4ikTv6vB0iRQ0jmhb7TNyymMqFAbt042bJ2SltME8101sklva2tst1J9ZILqrhFXoF5B 5ZVCkL0YE0FTlnFXNq4bOyN1XTJG0uDULmcK7Qp9Tjdq+pbxMLcgBpJJFcSK44sqrRG4EjYRhLeg znHa0ovJEd41jblFHFGqAFyFPEM4HPcfvGYmm1a02yyIapF73/zid/01P/Rh/wBjOavtT+H4/oc7 Q9fg9d/Ma0tLryffJeXE9rbRmGaae1S6llVIp0dqJZtHOdl34HYb9Bmpdg8P1DytBaW+k3ltqV9e fWJFK3k1jrZjEk6FoHkZZ7g/A/oI0M21OZUVOBKjbeWPL7Xs1+dSvr2TTUEdxE+hazJaR3ErSFpP q/1kusUccXBwqji3EqaUUKs0/IzSdNsdZv2tJdQnP1SGMteadqFrAkgWOSYwTXckiASNID6fFG2r utCVSxH/AJzOVTB5RZnkQK+oFmAJjC8bf7ZH7XQLtTc7jK8nMNmPkWBLp82p+WdN1u38x6la+qvp yK4KxJ9XhgaWSIRyQBv3zyF3bcsTy5NWRsCeTwwYgbHp39O52WIg7kcuq7V/LkunRyWOpeZZ7sxq 0kNm0gMcqusqeqIZJ5l5NMdz8JHFqDlmNHLZIEKo1f6OQ6NkiALHV9D/AJCQxweT7yGOVpUj1GVQ zs7kUhh+Grlm28Mz+zzcCa6/oDrNRzFdyffmR5GfznocOmJfjT3guVuVnaH1wSsUkfEp6kP+/a/a 7ZnWei6fUHESY8yKeZW/5E6H5c9NdU84W0VzICbaS5hWBuYBZ5FD3NS1d61+H50IsiJHkHKj2lwx Ea+3n3oU/k/5ZttQupYPP+n20GpvNJb2fowBFjDF5I0C3KKUjIGwWi0GwphjjmOha8HaHhGgPSel 8vcpx/k55VuIz9U8/wBgsgfgpSKGishoY/T+s02+/E45joQ2HtX+YOGtufp/0tfdSdXf/ON013O0 0vmVUd6czBp6QjYAfCqTBF6fy9d8hezP+UqFRiR/nfrCEb/nF5mKs3mYM6A8GawBoxFOVPrA/wA/ prUccT0bB2zPmRZRdv8A847a1bm+9PzmxTUl43oksBJ6hNfiPO4I5fEfipy3O+VHTjoxPalyBMeX Lf8AZX2Jc/8AzirRn9HzSURiQA1gGbgajiSJ1WpBoSFHy3x/L+antYmvTt+PKvsWy/8AOKk8itXz afVb7UpsKsRsf+WkDqKn3wDT+aZdrGqEd++/2PbvLej/AKF8u6Xo3rG5/RtnBZ/WCvEyehEsfMrV qcuNaVOZAFB1M5cUie9McLF2KuxV2KvPvz9/8lLrv/Rp/wBRkOZeh/vR8fucfVf3Z/HV8eZ0LqGw V4nrzqKGu1N6/wAMCsuN55g9HUYNRtII9LgeaW5VYB9Wa8QiNiksAKlpJPh+F+IDfBxotMeo7Ud/ 0OSJSo2Nv0pX5o1HUdTfT9R1ASNc3Vs0hnkK0lAup1DIq0CIvH01UCi8aDamWYoiNgd/6A1ZZGVE 936Sr6PCDEL2OSKzayknu9Ok9SAzmWOIyoktKyUT6sOP7niWahKcwwjM9Od8/wAfHv8AuZRHX5cv x07lLT5LqS6OqXnNEuLqOSW4jhZas7u1E9IxceRjfgqftJ+zSuGQFUO5MDvZ6lU1bzDLfaXOkNsL S1nmtwYopbpkQW1ssKIVkZomDBaqTVxQivHGGOj5/DvRPJcduXx/H6UotNNvLuSSKFQZIoHuXVmV T6UUfqsRyIr8ArQb5YZANYgS94/5xO/6an/ow/7Gc1fan8Px/Q5uh6/B7L538qW/mzyzd6DcTG3i umiYzCOOYqYZklH7uZXjavCnxDNS7BgtjafkFotjBpt9eaK0+n3j+s1wYIS2oW6cJZWiHFA6jrRe KmlKbYE7qhb/AJxuLNcrL5cdFtGSSKOS3aBbX1hKVeBSYl/fOrKCtefTfFd2Q+TpPykXVXj8nHRk 1GS3LSR6V9XVmgDISzLBQU5Mm/ywq8//AOcnvJ+v+YIfLsml2sM8VubyC4ee5tbUK9wIDGFNzLCG ZhC+y12BzHz9CTTbhvcD8Uw698geYz5Jj0qzhs5b+2sfqyCO/shSURALRjOq7sq9swzRkCSOe+4/ W5hyCESDYsbfcmOk/lXoFtq+uyazqFk1xqwmeG/+t2sb2ks0jzi19EzP6haNWb1Ph+Gu3dYn1CrG w7x81o0CBYkdvSd/d37/AGvS/wAjfLl/oHl/WbW7kiuI7jWLi6srqGaOZJbeaGAow9JnC0oU47dK 0oRmdpR6HE1AqVb7d/P7Xo+ZDQ8r/MW5/LVPMputV1BbjzDbxw2i6JGulyTlZT6i0jvY+b8w1Kep sG+EBqHLoagxjwj9P62Bxgm3lk2v/lJyiuhY3UH74xLGlx5bZZuStGYnYSM6Ialmkbah3anClo10 6/t/Wx/Lxv8AZ+xV1nzD+VcscVy1ncmOZ5PUkSbyqHFEUBF2Z3CBPteJPxMTgjrZD+0/rU6cH+wf qek6V+fuk3WmfWrXSbq4hiVZOMl3paXL24Z0luFgW4UenE8fAnYVPsaYpLdSna/85G6JcG6dNEun trVwrSxXmlORWMyVdfrYC/ZfoTsp32IAtaQM/wDzlJ5XWC4EGlyPewvCi28l7p6I4mV2LLOs8iEI EHKnQsBja8LL9J/NK51vQrbWNC8qapqVvcllVopdNEYZJGjcczd/FTgaFQR8sK0yzQtTu9S05Lu7 0240mdmZWsrsxNKvBitawvKlGpUfF0xQmGKuxV2KuxV2KvPvz9/8lLrv/Rp/1GQ5l6H+9Hx+5x9V /dn8dXx5nQuoR0tjapfiJ5mgsmUvHcyIxMiKDR0QAH96V+AGgFQGalWyAka82ZiAfJk0MZmtFubi Jta0aGV4kmnWno2tmsfqhbwvbTAos0aQxuojb1FookIQUHY0PTL9J8t/j1+DdtXeP0e/b4dPix6+ 1W4urJYCI0sY2ZrWzjLFbZpJXcohl5yUIrX4zUceRJGXRjR8/vajKxXRq0vXtbElblHZzNFHbH1G aETxok0yqVENZI/3f2q7dBRWxMbKAaCskM9jf3MsN/FcfUKR297EZDE8zgRx+jJJGODIoLqzBdk+ E144Lscuf4/HvZAEHny/H49zUEtxqEM8BZ5CwiX0UMhX1FPGOeQseJ+ORkJdhx9T4dvhCQI/j8fg KCZfj8fgt+WnQXV8zlFJ0+8CSNO1vxYwMKKU3csDwEfRq0O1ccnIe8Lj6+4vav8AnE7/AKan/ow/ 7Gc13an8Px/Q5Wh6/B6l+blvfXH5farFYQtcXZEJhhjMiyMVnQ/B6U9o/IUqAJRXwb7J1LsA8MH5 eeZDqNxNfxanr8ryxW9zZrNK0iIWfnLxXVEkiBihjokxavNHr1jATbV95C/NOS3F3ouj6jazmAQR zGsMkUUUnNYkSbWrtuL/AAhuSdK9asSp2el/lP5b84WOvNd63aX8FuttcKk99ceu0jytbLxk5X94 wZTbMVonEqdipqGKCn35xXtjZ+W7Se6UOVvAbZDH6hMotp2BAqtOIBYtX4QCd+mYurkYxBAui5Ok gJyMDPwxKJF3X49218reVi/1iLT727tVhbS1K3UIuJBbysqGZGliYych6ghf1JKGrFOAkG+asYxE bnc/Pr+Kco556iMBwjrHiN10rp6aHmed7IPVFtLpoLg2j6ikYhjF3YxxXnqPA6XNQpUenGFVreb0 m/dMft0+HLDKJqvT6eV/b+OX2MeKWPxI8O0Z2DvUavYbc9gLPOrO+47J+Uaen5buITN6zw3ZilJR I2V0giDI6p8PIHq1Ty+0dyQMzs83A+/9AR2lvKMuHg4oA18/d9wrkBQDN8znXPPPzC/MHR9DuJFs NI/TPmKyMbn/AEW5kjtkkBHqyXFvb3JTgp3XqR0xUPPP+hg7i71Czd/KtlfwSoJHNv8AWriUzNbr Iro/1PiKRyFWUcmUBq9KEWmmQwfnjaShDqugxQzOTF9aePUvq3Bk5QKZJNNWSryn0+IQ9GbwBbWm 5/zb0VrSaCTy/ZyfX1naa3uIr+3haMEyOZnm07i68A8kpoaGi0YnlhWlS7/ObQLKymn07SIbiBnS ORora/jDlSGKKDZUlMcSyOTyCr8I/aqFaSXSvzie/wBZW5svKulx2rNEWlkW+ScT3Il4zmZdOakZ fmjP6f7VS3xEALSa6b+aXmXTrL6kPJ8OlyyCa5tysWowWLc1S55FhYfbkEkpbavMUO7Gir0XyP5l uvMegrqV1arZzGWSNoU9cqAjfCQbmG1kPJSDX0wPDChkGKuxV2KuxV2KvPvz9/8AJS67/wBGn/UZ DmXof70fH7nH1X92fx1fHmdC6h2Kp41p5fRGtzrs0lvUSKkVq5QsUpUrJJF8QY8T/k1IJ2Vqblz4 ftbjGPLi+xKLmOKKd44ZhPED8EqhlDDseLAEZaC1EUdkdc6ZEYrc217FL6kcTPDJIkbJJJQON3ZK LQb8unULQqsBLvDYYbCiidG1WR7HUNNnvDbfW1ikhu3Z6K9tHJD6bsp5CJrWeVOKoxJ4rShOCcdw a/H9tIhLYgn8f2KFrBcaZeRXcV5bCaH1JIXSRHPKIkfDs/Fz9qMsB7fFiSJCqKRHhN2Fmg3slpcX TpIyCSzuoHCmMchLCycT6u1KtXYcv5d9wcguveEYzV+4vcP+cTv+mp/6MP8AsZzW9qfw/H9Dl6Hr 8Huet6Do2u2DafrFnFf2LMrtbTqHQshqpKnwOal2CTaf+Vv5dabP9YsPLtjbXAkSZZ4oVWRXiZHT g4+JQGjU0XavzOK2yjFXYqwP84PLkut6Baw20U73Ed2svK0RmkpFbz8SeArWMycoySOMnEj4qA15 gTGv29P0mg15CQNhbyWz8p/mRePC8OnX0FjfJb2V9bXUK27eg7TiZozAY3i4BlX9j4Af5+JxIYo3 xSjuCOQ6dfx1vm5EMmWOLw4S/nH3S2IPXbblv7lfX/J/nKZoLfT9I1GJTG73a2yrHDNFO0ruqrOs 3CYu8nVhvQkJyUijglLJxGJ35Xz+NcvxTlSxiGnGIT3v1AVXdz69KHvJAIeyfl1ZXEOjSS3WmJpU 0lxI8dkIViaJZFj5Cq8uXJ05faNNlqQoOZukBESCK39zVqcvHwmzI8Isk3v8eg/b1ZXmS4zH738v PIt9qM2pXmgWE+oXAYT3b28ZlfmOLcnpU1X4flt0xW0E35R/liZ5Jx5Y06OSRPSYxwJGOBHEgKgU LVdjTqNjim1Q/lb+Xhmll/QFmGnjSKVVj4oUihe3QcBRBSGVk2H2TTFFqMv5QflfL6nqeWNPYy/3 jegvI/Z/a6/sj/MnFNqWm/kx+VmnW4t7fy1ZSRgEf6ShumIamzPcGVmA4ilTtTbGltEXP5S/lncz rPP5Z095EVEBMCU4RqiIpUChVVjUAHYYracaJ5X8uaCJl0TTbbTI5ypmitI1hjZlFAxRAq8qd6VO KE0xV2KuxV2KuxV2KsX/ADO8rah5q8j6loOnyRRXl56HpSXBZYh6VxHK3Iort9lDT4euX6bKITEj 0as0DKJAeCf9Ct/mB/1cNJ/5HXP/AGT5tP5Sx9x+z9bgfkp94d/0K3+YH/Vw0n/kdc/9k+P8pY+4 /Z+tfyU+8O/6Fb/MD/q4aT/yOuf+yfH+Usfcfs/Wv5KfeHf9Ct/mB/1cNJ/5HXP/AGT4/wApY+4/ Z+tfyU+8O/6Fb/MD/q4aT/yOuf8Asnx/lLH3H7P1r+Sn3h3/AEK3+YH/AFcNJ/5HXP8A2T4/ylj7 j9n61/JT7w7/AKFb/MD/AKuGk/8AI65/7J8f5Sx9x+z9a/kp94d/0K3+YH/Vw0n/AJHXP/ZPj/KW PuP2frX8lPvD1L8kPyt8weRP01+l7i0n/SP1b0PqjyPT0PW5c/UjipX1RSlcwtZqY5aq9nK02Awu +r1HMFynYq7FXYq7FXYq7FXYq7FXVGKur274q6o+/pirqjxxV2KuqNvfpirqj7uuKuxV2KvP2/Of y/HeXNtNp9+hhuGt4j6SqzhaKXZJHjeP4+WzDYCppuBk5tP4cOOUgB8T8qBv4NEc4lIxA5e4Ae8k gD9e3NbF+d3lOWRo4re7kdaUVDauWr/KFuCT92Y8hwi5XGPeYzA+Pp9P+dTMZYk0CDLusfZZqV/0 TJG6N+aujaxqNla2dncmG8doROfSZkk4h0Jhikll9Jl5cpePFTSuxJGVPSGMeKwevw9/JhHODLhI II235/Jlp1HTwSDdRAjYgyL/AFzF4S3uOoWApW5iFRUVdeh+nHhKogEEAg1B3BGBXYq7FXYq7FXY q7FXYqtlmiiTnK6xp05MQo+840qiuoWDGi3MRPgHX+uHhKrvrlnwV/Xj4OeKtzWhPgDXGiqtgV2K uxV2KuxV2KuNe2KrPi49B18ff5Yq4cvUbYdB39z7Yqk3mLzfonlxLRtXlaFbpikJSKWapFAaiJHI +2Msx4pT5MZSA5pVY/mp5MvZI4ra6meSaQIq/VbrZiAw5futhQjc7ZM6aY5/eEDICqp+aPkhplj/ AEjxkdFZVeC5Q0Y7faiFD8QNOtN+mP5efcnjDINN1G21GygvLRvUt5a8GIZDVSVYFXVWFGBG4yqU SDRZIk86PsPv9vlkVSHzf578teUraO5128S29XkIIRyeWQileCKC23c9B3OW4sMshqIYTyRiLJS3 yh+b3kXzVefUNMvuF+amO0uEMTuAKn0+Xwv8ga+2Ty6XJAWRsxhnhLYF5v5ojtZ9R1XT57C2lMmq XE4umRvrK0l+x6isqmNuP2GBFd6VpmzwwB4ZdRF12TKY8UR/Ov4/gmvi8ts7Wea00z1IQtq93HD6 yqoeTmwPHmoDmgLb8j4ds53TanNxxuUq4h1L0+qjDgkKF8JL1zyZd6Yn5h+XreCKGO7likE0VuGC qq2cjCWQs8vKWTvQ7/bO5+LZfmB4RgBUf23tQDpPBPiCRNkD7hQ69z1WKOMx28hUF0hsODkCo5Sk Gh7Vyj9rkqNyYha3tbKMtyuP9JdJCftt8VY4pfs/Ou2Ecxuqt+mNMtFeG/1G30qdpRKtu88SuqJx Z1pKKcX4tyKjodiDvg4CeQtbS/yzqel6bcNob6lBdTGKK7VoQkFtBFKsMFvbxR+s6qjH+6SEUVOP qEu4kmlkiTvX4/H47ox22ZZlLN2KuxV2KuxV2Koe6/v7P/jMf+TMmEdVSSeFf0TKsUY5y21mSFG7 O0jb7dScsB3+aF81wZbrUV9GWNPQnZJJEKK4MUA+HlQ7EEdMQNgqK1y11qZT+j5EVwp+rH1JLd4p fRnUyM4W5ilBLxhUkhKoayHmQqZGBHVEgeiZW1zb3VvFc20qT286LJDNGwdHRxVWVhUMrA1BGRIp kCqYFdirsVdirTAEb1+iv8MVU+Kcf2uvi3jirgqeoftdB3bxOKuCpRPtfe3hirQVaH7X2vFvHFV3 FOR+10HdvfFVqhOEf2u3dvDFXEJR/tfe3hir5H/5yBur+b80dTjui3pW8dvHZqxJAiMKv8NfF3Y/ PN/oABiFOp1ZPGwLTbm+tdRtrmwZkvYZUe2ZPtCRWBSlO9cy5AEUeTRAkEVze46/Nc2Xn3VeFpL9 Tu9RaOgDHlK8q85ZGAumVFA78fhI4hRtnJ49XOEtnez0sJx32/H62F2bJDoGjXAP1hrLU2Mluwbl w4xSIsbkFFVisnIVG9DTvmHizVw/0Zfqdlnw7z/pQ+6/1hkH5TXy/wDKydHkurtn9Nbwv6rV4gW0 0jNyJOxLsTQ9a/PNkfpdTHmy3zb/AM5BeUtH1n6pozSa1aw2tvczTW8loIEDOrWycppYXI/eLyI+ zVRvXaPG20gx/wA5EafLfXOl8FQNI6ki/wBJMIR5AJHaR7lSq8ZC1N26jtXHjHctMJ84fmV5G813 trq+vadqEF1NbyPF+jb3SrgG0RWDVQzM6MFUllJB6+GX4dXLGKAasmAS5pRP58/LwX66jLb6tdXU drDDeXEVzpE6LBDFFb8CgBXakcXP4edW695/npVVCvij8uLu932Hp95Fe2FteQgrDcxJNGrUqFkU MAeJIrQ9jmG2q+KuxV2KqU93a2/H6xNHDyrx9RgtadaVOEAlBKl+ltK/5bYP+Rqf1w8J7l4gse80 y5oqXcXqIeaMkiEqaUrSp8aY0QthCW9qsVBJqEUkY9IBeKqQsDckUEP4+IOEnyVX1BrSZS31yKFf TeJ2YqRxl41p8S0Pw7YI2rzEfkr5TWV3XzVeAO0hI+sRV/ekcviFP2VAzN/Nz/mhq8Ad5ZX5Z8qa JouuHVk12S8nayisTDLOpj4QxxL6nHkfj/cVr7nKMuUmNEULtmIUbZX+k9N/5a4f+Ri/1zE8SPeG dNrqGnswVbmJmY0VQ6kknsN8fEj3hURk1dirR5diB8xXFVlJOP2h18D4/PFWLfmZqOo6b5Qvrqyu WtrqtvHFNCAHDSzrGOPIkb8sBbMQsvFLb8xfPxkQ/piar+oqxOYxRoo2LMvNU9RVpU0Hif8AJyeM XIBnniIwJHOkPbfmD+ZX1exvT5pSSzF4yXJdIV9QSoz26c+KrT4o2NKVTev82SccadbHLK0ZqP5h fmDazNDFrcryiNVeJY1eVS6cgzclQRt8VQtG2Hh0sOKKjJJi2ufmt+a1nJceh5gmki9U+ktLdXFW KrGB6QSg7/Fyr8NWOY4iO5slM976f8lX19qHkvQ7+7l9W6vNOtJ7iQgAtJLbo7MeJpuT2yqXNtib ASP8xvyk8v8Ann0Zr12tNSgQpDfwAcuFa8JFY0dQSSOhHjl+n1UsXLk15cEZ80k8i/8AOPXljyzq 0WrXd1Lq97bMHtBKixQxuNw/pguWZf2atQdaVplubXymKGwYY9LGJvm8882ar5cudb1VrOzt0kN5 NJ+mdO0+ES0NwSJGuooXD8z+1I3xbnc5psuThkYyB26cv0hyRljXJjEtjaXnkyyBEcV7LbW/1x44 0MsZkCpIZKfFVTISwbMUkRkKrm5sdQCJWehT78s9Ig0jzlZajeajLHNbyX8dury2yu4aO5htz6fo byMoWgDH4qAip45sceoOTaO468/1OuFX+1gtx5g86PZy2V3NcwQ6lYPbBZ4ILmCQO/8AoyNTTYlS JWf+9DFW3CNSowt6N/xT+Z6SR31tesmmzpI4MFjctbTLcuVRKJpfpkRSRPJD6iE+FanCqOufNn5o Nof6ce61FfrDR3MWrRROAGQmD05/T0dQySGN0jXcI1AaBviVSFdX/MnTGe306a/urDUI0uYrRbOU pcRRjihmA00B0Jk4Oin7WzNyAOKvs/y/LJLoOmyyo0cklrAzo44srGNSQwCx0I/1R8hkmBR+KuxV 2KvK/wA87C0vv0FDdyiGDncM8mxIH7oHiGZAxodhyGZmkycFlxdTDioPH7ryxokN2y218s1i3FZC 7xW8jqCGZaB51XcbGp8adszPzQI35uL4BHLkmmiTaD5aOp6qWQ6ciAmMSwzMiNOiRh2cxxkjmNzS vYdsx9RqBwXvs3YsXqpHXX52+S0kCyLVozQows6DgaEMpmzAGpjX8X2uT4W/RDQ/mj5f806fqGha LHJ9aEcd6eXBU4pcrEyVR5hsZOnHcbgkHJ75No866soCufJSsbPWYkeJbhD6kcan1J+TLQFqoyIv EkddunXJjS5K3Mfkf1t/DjPWX2H9SL0SLWNN8wwS3EsQhiS4mLMxkp+5ZuQLD7IYdjShI6UAY6aU dyRTCUYjkT8v2pxb+alivZ7eHzDYRs9J3tUVPX5PHzLsqch8QFa0rx3wXG9/vaPV0RvlzXbKbzFp TPrkN7E1wkS2ixwpWViAvpuCjkqSrMOP68Epxrb70xjK9/ue4ZU2uxVpqeFcVWUHH7Hf28cVeefn 9d3Fn+VOu3NsIo54/qXpvPwEalr6JSWLVFKHJR5oJI5Pnuw84FrKQandWsr38TQ3FtGqyqtYpOYP OFR8XEfDVtjQ1PTKjGPdTR4kiau0Zp/mOKaKw0+KCKMSXUNzHKY4GaK99dmecRkNxcrWr/stQjeu WSASAgTrcuiza7HcXUU7MtsLOzkSJEICepKIxHEFBBfpx8aCpysA20meydea4NHitZilvayxyycG i9KJJVRtwTRSf2aEdBlHEQ5fCC+k/JBVvJOhsIwAdNtCAAoG9unSlMrJZUnhC8h+77Hw9sCqg6dK e2KvL7/zh5C0/W7+xuvJ9+J7y6Y3NzJp0bQTuriNpld3oUqvOtPFupJzIlpfEAJMTt8e+mrjANUf kybRbPyBq+lW2ow6PYwRXCh1guLa3SVNi3F0o3FgorTwzFnp4RNUGYohMF0TyfaXttepaWNtdQI6 W0irHGVWbijcQKD4goUHrTYbE1lH0ggbA800GLXP5Mfke9tFbTeXNKSO3BRGUCOT4h6h5yKyu54i oLMSB02xplbIPJ/knyR5PiurfyzYw6dHfyrNcxxyO/KQrRaB2fiOI2VaD2xQmVz5h0i1vhY3E/p3 LNFGqFJKF5+fpqG48ST6bd9u/bBaaVTrOmiwW/acC0YRkSkMBSXjw2pXfmMKEZirsVdirsVY3508 gaJ5vjtE1WS5jWyZ3h+qy+keT8QSSATtx2yyGQxa54xJiR/5x2/L4yEtPqRkZaEm8YtxpTuPDbJ+ Oe4MfAHeV5/I/wDLX0b6yuri5uIbwKl7BNdip9NlmWpAV1K8A2x6e2QlksVQZeELu0A//OPn5IXh kvXja5MrO81ydRmcs9ObszmQ1O/JiT75XQTwBM9I/Ij8stMkkk0iOa1uGg9F5YrlncQmUS/7s9Qb yR/apXalclCXCbAZRFGwmY/Kjy5RuN5eVBPNg0FSTueTelUn55f+Zl3BmJUl5/LT8vpldG1WR0lS S2ZFuLdQfXR4WX4EX4qFgPfIZM8pRI70E2KSy7/5x8/KpZ1NxPcQyzfYT6zHEGoKfCgRR86DMD8t /SP2fqY8ITHSfyH8hWN5Y3tnNfMNOuoru3hFzWD6xbMArNGqhSQUo3fxwxwUfqP2fqWnpOZCXYq0 1PGmKrKin2+/t44qxf8AMyz06+8mana6jweylFuJlkRZVIFyh3Qq4O48NuuSjzQXjOmeRfK3CdtO 0y3EgRmkeaG3B+IMoKMV5mu9Kj28ctGzApRqmlLpNnaRW8sOo63c3ds/qQW9tbpHCW5SPyWNY5lD Jw2IYMT1ANLPUQaaxIWASl9rFHdSH9LW0T3TxH0q21rLGoTsZQ3w15/y/fmMJyHV2RwYz0CbN5Js ruZr641CURXNyy+nblBIasQOMZdaEU4ttXkKKH2y8kdzrvV3/c+ifKkC23lTSbcSlhDY20YZtieE CipBAPbvmOebcOSbEryH7zsfD2wJVB06198VeUeatMtvMzSx635g8pzzWlyRp0NzaJcGGMuU9J2k u1blITEHAAHIUpuOM/Cl3H5I4h3scs/KWm22qpK+peQBH6c0Q9OxRGlimjkWJnhFx6Z+2tQP2Cy8 yNy+DPuPyXjHemv/ACo+/k1SW/Sy8rWge4WaNBp13c8VhkBhKFrqFY/gFWSJVUnbfrldMrTnT/yk +r6vHc3VloF1p8sx+s2cenvbmOBoplYqfWlSaVy6KxkQDhyHhQqyqy/LryHY6iup2vl+wi1JZXnW 9FvGZxK7FmcSEF+VT1rt2xRbDvzb/SrXiR6IbyHUVSKSa4tQtBD6lTxDqUeasQ4BitOvIbZXKO7b CW27z5/OWv2nlPWNK1mWDTVuZljtbUS3U01qoeJUSeb1UbjJBGeKxIoPIFOKsFWXAaQJwEgOb6Uy TW7FXYq7FXYq8I81a1q2ned/zEutKkNtfW0GkelNGHLn+6+GkUF2zc+XCnp9DuV6jMyj9zD3lpgf 3kvg8nby3qlxfx69fxTx28v1q31O6t7C4lle7MAE80gfTuKpcsxB5cjVmp9mmYTkIi58tP8ApEWm qaUbbTkVjdap9TS2QRwKksqRt+ivRkMCxEJIPtqT8VHChW2ZeVbK7lg806w9oIBD5Z1KK+le29CV pZ2MsYaRtOsPV/dKBVWp8P2e5u0/95H3hryn0n3JlB5k8z6b5X03TrGwutV0W70jThNFDZyXUBDw Ol7G4jtLnkxTgODugPcqK85ar+8PvP3scP0D3PM28tanNIl7L5Xlsobe2h9EfUVkaRpuVzylMWkS W7FI/hakYI40JO+YzdaFs9M0pY47W50pjLeoyW0rW8imab1Fn/0YDRXIqvIBaMOPhtRV9TflDAYf JEApJR7m8YNPGIpmrcyAvIghtqMxFTVPpbrkmLM8VdirjXtiqz4uPUdfD3+eKsW/MrWdY0Type6v p0NncmxVZ7qC9V2RoU5GiBCPj58aV265KEDKQA6lnGWOMZGd7RNVX1dLvolEfmO9GieXrqbyuupy 65biVfqEDPBbRuIjGs7FJOAKzEk9PhNK5dkhESIidh3uNhMjEGVWe5ZNrFskau/kWV7xmvAFSz5q DZIsi/vRFsJ+REVR8TCnXIV5tmwPJQk13T4bieKb8vrtvTgLxPDYeqjyqeLRV4LT4uQVv2gOQ2K1 HhDvDZ4kvNEfpALotlqUfkMercLJJPZNbqLiOWGQRmqpC9ef24225AVphrerYAM6sXkfT4nMQti0 SN9XpT06oDwp8P2enTKylEkPyG46Ht8vfAq4Vpv1xV8y+dpr258y3ceieWf0VNb3ksdxNaW1xcfW SkwPqsz6Tdwq49IvWN6DfdssOefKygY49zGbn/FESK02kS2Usaq1vcfox+RMkKRRqpbSH9MI8c8p KcQ5Pwj4RR8fJ3lfDj3Bn/lHVfzV802JvtG1FnhtGjS506S9e1mk+rr6csSmXSEVTJIvxMjAA1Ap vlTJMX8q/wDOQg1FriHUmS1meaQWjarFIsQdy5jLtp3IqVk4Jx3XjWoHHFdk48qeX/ze0/zT6+qX l3eaSkqxv6+o20qzRK/EP6K2kXpgRyF2CtyLIByIOFWJfnn+ZXmbyz+bWg6JpWqPYWerWlmLtIba yd/jvZouZluYLhz8FQF6L13qcrmZdG/FHHXquz3dPNK/JH5peddfurq9kuhcaFLcypZT3VrYxy+m REIlCJErOpk9RS9KVFOtQuVgF1xDm1TEb2fSlnI8lpBI5q7xqzHxJUE9MqlzYKuBXYq7FXYq871L y75sj82eYdSBkl0zUY7GPTktnkM0XpyQi4aizWfGoBY/vdwPsuPga+c4nGAOYYAHiJ6PI49D/Ny6 aK3sdG1u3jlmkfUZZJrqIS2xUcY1judYdQzh/wB5RwR+yaqa47azrTPyd80XmmWAufME9taMwuJ9 PlbU0ljWT0+dueOpS0YLGRy9RlFTxXckqLRWgflT5/0i21WKbzOb2CXTLy10y1je8UJcXKAo7Ce4 mT92/IK27d+Q6ZZjIEgTytjPcEBlXlTyXLBb6TdaxPdNrmkRxxPIl3O0MrfV1SQulVjlBLH4mSvv tks0gZWOSIAgUWZZUydirsVdirsVaanhXFVlBx+x39vHFXAD1G+DsPDxOKuAFE+D9XhirQAofh/a 9vHFV1ByPwdh4e+KrUA4R/B4eHhiriBR/g/V4Yq2QvIfu+x8Pb3xVUHTpT2xV8+a1+a3ms+Y9Rst M8xtFFYX8kXF4NHeN+dyIYbYf6T6uwV2qxV2A6BsyI5MVbx+1rlCfQ/Yy3Sfzx0exsoLTX39bUI5 Bby36XWkpDcDnJG1zEgva+mrREEAcvAE1AomQTtsGwA0ryfntpiyMqaNcTIrRxt6N7pTSLMTEskT RG7VleOWdIyO7HbBaaTk/mJrn6Onvx5H1wrBVmt6WnrtGDKGaOMXBLkekvwL8R5DiGxVUl8+62bq xhtvJ+rMt4bQyvMsUQgjumlDtKVeVAYFiBdeVfiUdcUPPPz1/KTRfM/m608zar5gOhRWVhHaI8tt BcQOyS3EvFfUmjZ5CHPwLGemxr0iWUTW7FNJX8nvLt4GSHVtau05TLevbRi2M8kgfnbW800LwrFK rKFoD4s1FbDjgQNj3fYzOflty/S+m7Mxm0gMdRGY1KV68eIpXrhLUq4q7FXYq7FXmerfm5Ponmfz Za6laxyaP5ehsngMBEdxJJeGNaM88iQ0DS/5P05kTxAY4y6lrjMmZHc82b8/PO2sSahb6Te2lkx+ sT27FdLd4rQRiROJm1GNGlio3Ooaq/FxHEjMa26lLSP+ch/Of1WS4e/s9RjitJZZQ1pawtFKsn1e P1D+kYhQzPGxKBqo23eja0zPyL+cfmPV7fzguorbfX/L1lLcwwrAscSvbo3P1niurs7yKRxoNhsx NaTxR4pAd5YTNC0Rffnff2nl2N2srd9cuNMttRjJnghtU+sqd3W4nhf00kUKxDV+IU5UOTzQEZEB GM8UQWK2v/OQHmH1YmudY0ik682iS2t+EKssZq0jaqrHj6jAhVdqo3wkUOU2zpQ0z/nITzpPrSWN xNpvFkuXHpQW8pPowtcDdNUKU4xlQxcKdjjaaeyflh5i1LzD5Ti1PUZ4ri5klkUvCkMahQfhBWC5 vUrT/iyviBhYssxV2KtNTxpiqnUcft/te382Ktgj1G+PsPDxOKpX5l1mTRfLl9q0UIvJbG3knS2a WO3R2RCQHnl/dwpX7cjbItWOwxVINP8AzJt7i+1+1msJYhoVkuqzy+tBGFtpld7aO5W8Nm9rcypC 8hjlXhGnEySKTxCqN8lebr/zE1813ZW9hFAIGsmivo7t7qGQMPraIkacbSWWNxaysazIpfgnTEFl KNMlQjhH8fh4eGLFxI4v8f6vDFWyRyH7zsfD2xVUHTrX3xV4d5r8sfnTqGuNJYWlpZaZLcOp9F9N L+nDIVgmkea1Z+TRzOeI5bA/ZOzqVW98l/nlFZW4s9UjmDRLBNaxXFigAeST1Gctpao6iP0+i8q8 uvcLspP5P/P+G2kU6nFqRhhWO3tbiazNuzvEeT8DYj+4k+wCRy61WnEq7PQ7Tyd5ojiufX86anLN OY2jf0NPURcAQyqgtitGr4dh71KFCz8jeb4NRtriTz1qVzaW8yyGzlt7ECWNW/upHSFGIZPhYih7 ihxVLvzF8gS+bPMdhEzSW1mluTc3UQYFljkr6IdKFWYuP2lPEsVO2GtvNRKj5PMfP3kvUrW4k03R 9M1fWtUvbpWvtUSwkgtBByMnogqpjZmm4SM4AWgAXj8WWxA2vo1SJ3rq+jrJeNnAtCvGNBxbqKKN jsMpbVbFXYq7FXYq8mXS01n80PO1jpl9PpOpNBpxuNQjEM5okcbARxTIQtRsWPL2pmXkvwY/FphX HL4Jzpn5XazaxRxXXm+9u4RHJFLamz01bejxmNDFC1vIsZRT7g9OhIzEb1ulflbrNhdVk81TX9gz mWWyu7Cwk+P1Yn/duIl9NSsRUqop8VV4kVxQy7X9Ej1LRdRsYFihub2zls0neNXCiRGVeSkHkgLV 49MnjlwyB7kSFinj+v33m3ylqNtpGkX5kureysbNooofTtVmmJHrlIrC6CIRAVNHAA6hDxLHLLil fesBQph2k+YfPk+qXMfC8ghtwZbea9tfRV5nDSNdoy6HJx5f7qD8W5U+10ypkk586+YLZJLC7E04 1GOSKCeSBY49izlBHJpEYmLoq+p8NWXlRatimn0b+Vdzfz+VmF+7SXMF3cwNI8SQuyxSFUZkjhtU 3UCnFKUpu3XCxZhirsVca9sVWVbj0H2vH/K+WKqV016sUjWkcclwFX00ldkQmprVlVyNv8k4QrEt d1TzBHol1J5hsbCy0hxHFPKmp3cEiCbim01vbeoCXfiCpUg96fFkhEHkhh/l3zN5X0rUG1XSRo8M s9u0d5I2taifUE88l4ryxPbSxM5mmlPqtVxyYBuOxn4Xv+SOJH6X530DSLqZrG08r6a8kMEVxLBe Nb+stsvpW6M6WQ+GGNSsa/GAuykDq+F7/km2aRXPnwwRV07TOZp1vbgUBUbkC1apG/w19q98hUVT 4l+L7D7/AG+WQSuJfkNh0Pf5e2KrhWm/XFXy3+ZOpNL58t7OD09TWe9mt7D0Z4ZGXU2uEdoTS7hI oKBk+DizD4qtxy6OpnHYMTjB5so0i7/PvStHXT9J0j0LWzgYafavYQUIUrVeb6m7qRzNOfUDapyq czI2ebIRAFBPovM//OQM14LQ6BbWZuJ1Ec08EcscNuUkZyzwagyvIp4KOXAHwqaCKdltr5w/PcMq P5Zaeb1iZ43tbWJBExqEim/SlKqoPxsrVJAoKVZVl/l7zd5uuHsbDVPKmoQ3Romo6iTZRWqMB/eK q3dw5U/yqWI98KGMfmxrQt9butMKpc2N3ozprdu49JY7aY3EcUsl21xGsEZPqF2SGRgqGtPhrbHG ZxodGuUxE79fx+liHmz8xba48t2lnot0Y7n1oY7KdAYmmeyX99H6XR1BKAIfgrIvxfC4W3R4hKcr ogc+W/u93f8ArY6mZjGJ3iZcjv8Ag939j6AsGZrG3Z/tGJC1dtyormMebcr4FdirsVdiqHFjbre/ XEjVJmQpI6qAzglSOTDc8eO2G9qVEYFdirsVef8Anb8t9R1vWm1qwbRTdRxILddT0sXMoljYMrfX FlSWNRx+EIuxJO+JSxiL8kNWhljEOn+T0t0ZwqyaPLM/FjUF3eflIRWlKgfqwUtq2jfkN+jrqO6M Xl6Qi6juZY00u5RiEYD91K19KISEFV4x0DfMktLb0zyz5V8v+WNMGl6DZpY2AdpBAhZhzagZiXLN U08cKE1xV2KtMARvX6K/wxVT4rx/a+14t/NirYC8z9roO7e+KrfTjZFVgWU9QeRHTFViQwIDxUr8 W1KjuPD5YVVeKcj9roO7e+BVqBeEf2u383hirZ48X+1/w3hirZ48h9rof5vbFVQUptX6f7cVYfqH 5U+Ub2Yzn69bSl5JgbbUL2JRLLK0zSCNZfT5eq3IfDTZR9kAYqq6N+W2haPqa6laXWotdAq0hnvZ 5lkKiRfjWRmFCJjUDbYGnIVxVleKuxV2KsL87flL5W856nb6hrMt76lrGscUNvcvDD8Jko5RdvUp OwD9QOmKqOp/kx5H1LRNN0S4hnGmaVIZbS3SUqAxV1322X943wrQe1ABhxkwNhZbiizeGJYYY4kr xjUItetFFBgVfirsVdirsVdirsVdirsVSHzN5Zv9ZeFrbXL7SFhUhksmRQ5LK1X5AnbjT5E5bjyC PMAsZRvqgLHyNqdvNE83mvVrpEfk8MkkQV1ow4kqgb9rs3YZI5gf4QgRPeu/wXrSn915s1NV48Cr eg9RUkbtGSCK9RQ7b4+KP5oTwnvZLZW8tvaRQSzvdSRrxa4kCh3p3bgFWv0ZSTZZK2BXYq03T7XH FUm1TzX5a0meO21TWrOxuJTVIbieKJyCTvxZgabdcsjilLcAliZgcymkciyAOkyujqGV1oQQdwQR kGTYJon7wfh4YFS9JdTE8nKnN2UJAXBtxElwVaRZBF6nqtC6sY2+GoCqftvk9kboyCRyXVmYemQg kkCD1KDdwF7VqNwOmwpQmJSvUkrGfUHbw8MCuJNH/eD8PDFWyfiH7wdD4e2Kqi9BvX3xVvFXYq7F XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXwp50k1eTzbrDaxy/SZu5hdc61 DByKCv7IH2fbOnw1wCuVOkzXxm30x/zjfJqz/lygv+ZhS6lXTi9f95qL9mvb1fUzTdoV4m3xdlpL 4N3qA+zH/n2OYLkoIaan925E9kZmuGhuA07Cf1kmiZHdjxWORWZVoePw8SoQDJcSKVrLTtPsXuPq VrFa/WpWubn0Y1j9SeT7cr8QOTtTdjucBkTzUABXX7Mf+fbAlx+zJ/n2GKrj9sfI/wAMVbxV2Kux V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsC86f8AKmP01F/iv9F/pf4f 96ePq024+rTfj4eptT2zKw+Nw+i6acnh36qtm1h9Q+pwfUPS+p+mn1b0OPpelT4PT4fDxp0ptmMb vfm3BWHGi06fs/dgV3w09q/jX+uKt7VPj3xVocaLTp+z92KuPGjV6ftfdire1R49sVdir//Z uuid:b33becff-9251-d249-9159-c36e88fa9a4c xmp.did:3df98f64-f90c-4712-9b7e-386b070092b8 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:753e444e-0f29-b141-9820-a8c857f1cbff xmp.did:cacdeeb6-584a-4e36-bde2-e58b0aad4bb3 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:77a9ee95-b6d1-4c59-9ee0-3e7f2421d3ef 2020-07-03T20:13:53+08:00 Adobe Illustrator CC 23.0 (Macintosh) / saved xmp.iid:3df98f64-f90c-4712-9b7e-386b070092b8 2020-07-05T23:07:04+08:00 Adobe Illustrator CC 23.0 (Macintosh) / EmbedByReference 交大9.tif EmbedByReference 代尔夫特理工大学3.tif EmbedByReference 64925928_xxl.tif EmbedByReference MechanischeSlang.tif EmbedByReference 17133595_xxl.tif EmbedByReference /Users/xiaoduorou/Downloads/未命名作?11.png 0 0 交大9.tif 代尔夫特理工大学3.tif 64925928_xxl.tif MechanischeSlang.tif 17133595_xxl.tif /Users/xiaoduorou/Downloads/未命名作?11.png 0 0 Print False True 1 16.000000 22.000000 Centimeters SourceHanSansCN-Normal 思源黑体 CN Normal Open Type Version 1.000;PS 1;hotconv 1.0.78;makeotf.lib2.5.61930 False SourceHanSansCN-Normal.otf SourceHanSansCN-Medium 思源黑体 CN Medium Open Type Version 1.000;PS 1;hotconv 1.0.78;makeotf.lib2.5.61930 False SourceHanSansCN-Medium.otf FZFENSTXJW--GB1-0 Ҏ_丝天下?/stFnt:fontFamily> Regular TrueType Version 2.00 False FZFenSTXJW.TTF FZJHJW--GB1-0 Ҏl黑?/stFnt:fontFamily> Regular TrueType 1.10 False FZJingHJW.TTF HYDianYaTiJ 汉A兔R体简 Regular TrueType Version 5.00 False HYDianYaTiJ.ttf Cyan Magenta Yellow Black 默认色板l?/xmpG:groupName> 0 白色 CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 黑色 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK U?/xmpG:swatchName> CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK l?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK z红 CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000000 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 灰色 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 明亮 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Adobe PDF library 15.00 endstream endobj 5 0 obj <>/ExtGState<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 6 0 obj <>/ExtGState<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 7 0 obj <>/ExtGState<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 8 0 obj <>/ExtGState<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 9 0 obj <>/ExtGState<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 20 0 obj <>/ExtGState<>/Properties<>/XObject<>>>/TrimBox[ 0 0 453.543 623.622]/Type/Page>> endobj 21 0 obj <>stream HlWMo?ﯘS`8Ҡ??D  q?rHS I?gvIew\?,?\.֖viǛ뛟?_aC\ZrZjL?[nG} |<Ŗ㑻?diI%?cpw_}Xק?Y>=~yoW?ˏO_~X?.ǧ?N\=~^?C\{˅q9~ƙ {gqw?qyZ>????y+~[[?.j/N2}?-C?r~Dp?XSKiu??j\ӑ Ȍf^gU[[Ic)RZ?dC"KL?ήu2[e-×m?ŒXC!8????.?:?=AG ?6!/ ?ģ?x=bMH?|`"v@WŢ?~ ????h?QBs# PEjȌp?#9{?-OB?d(wY%H?T$xp 916Ʊ