%PDF-1.5 % 1 0 obj <>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 使用vAPCI-CMS质谱法分析不同等U的榄?/rdf:li> 2020-04-27T18:36:35+08:00 2020-04-27T18:36:35+08:00 2020-04-27T18:36:34+09:00 Adobe Illustrator CC 22.0 (Windows) 256 140 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAjAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9L6t5l0DR5Io9Uv4bNpg TH6zcQQGCliTsBVgKnLceCc/pFteTNCH1EBASfmF5KjZVfWbZWdiiLy3LCnQU/yhQ98sGjyn+EsD qcY5yDUf5ieSJaelrNtJXkRxbl9hSzdB2VScTo8o5xKjVYjykHSfmL5HjFX1m2UUU1LUH7xPUXt3 XfEaPKf4Sg6rEP4gl9t5p8yatqN6/l6PT9Q0WBhFBN6jCX1RGC6zVYcAHJ3CHtt3w5MEYCIlYkef u8kRyykTw0QPP7058uT+bJUl/wAQ21pbuFjMItHZwWIPqBuXhtTK8oxj6Cfi24zP+Kk2mmhhieaZ 1iijBaSRyFVVG5JJ2AyoAnYNhNOhnhnjEsEiyxNXi6EMpoaGhG3UYkEc1BtfgV2KqFzf2NqUF1cR QGSvD1XVOVKVpyIrSuAlVsGp6bPL6UF3DLLufTSRGbbrsDXGwtInCqkt5aNctarPG1yg5PAGUyAb bla1A+IffkuE1dbIsXSrkUuxV2KuxV2KtMyopZiFVRVmOwAHc4qp2t3a3dvHc2kyXFtKOUU0TB0Y eKspIOGUTE0diiMgRY5KuBLsVdirsVdiqG/SEH1iaDjJzh48iEZgeQqKcQcRukiha765D/LL/wAi pP8AmnDwsbd9ch/ll/5FSf8ANOPCtrku4XcIOas1ePJHUGm9KsAK40tquBLsVYh5207UrzULAabf fU7oRzION6trI/IBlRY3guQ/JkFWpVe3fM3SzjGJ4hY26X+kOLqISJHCa59a/Qf2MZj/AC482fWF aW+vXSKVGi56q8vJACrk87eqFloSFJqdqqACMo63HWwH+l/b+PNxo6TIDzlzH8V/738eSovkDzjw T/Tr1JYHVopBqxJYRIyx8ibQr8VQrjhSm5LHB+bxdw/0v/Hvx5J/K5K5mx/S7uX8Pz2+aKTyX5mW +VpTc3kAt/TkabVpYuboS4qscJI5uwq1egpTjsYfmcddBv8Azf2tngTvqdv5x/QPx3Jxa+WLtp3i mgurS1Z6CSDWLwngi8Y29NRGFZlPxKppWhqx3ymWcVsQT/UDYMJJN2P86X7GS6fp0djHJHHLPMJJ GlJuJpJ2BYCoVpCxVdtlGw7Ziznxd3w2ciMaU9dmuYNEv5rVS91HbytAgeOMtIEJVecwaNanarin jkGTzSXVLa4jub67t4Jbq0lmVuF1pUjEmjojM0UYUsChIYijDv1KqBuLqZZ/VvNFtXMUdYmludID fW4VZ0ZQYFP2ea8613PwACuKp15U0PUItbsLgaN/uPjLgXIOmFIfSVYInj9C2hkYyIvxcXooFAOg xVMfzM+pS3uj21w7eqRLcxQjZW+qz2soYmlfgkEe1d6mtcryEhlEMF/KXzBayedLS0k1NLm5vbWR 4rb0BG6Kis68XVmLR+m2zMoqfiB+KgsMIiqYgk3b3bFXlX5n3egadqLTXNjZzaleEx2xntYJfUaN Ia83ch9omYCgP7PQDevU9pZNPACF8vOufkXVa+cIbmIMj5Dy5sW8s+bAPMOmaVDZ6ZatcXcDGOC3 jSVQ0gT1VHiOzU65g4+2tRkkOL6Sa/i/W4WDVT4ogRiAZDkHrlwnnWL0UtzBecpG+sTySrahI/UI XhELe65t6dCautT4ZtL8noK81U/4r4qREnIj4h9Zj2bbav1Xod9/wxsdy0e9GwG/iNqbiQl53ZJI WKMF+BnBVkSM1+DHYhdwmGRZKd1IY7aWQEAojNUkKBQV+03wj5nFXk2sayIZX1O5sbZQnorNdy3e ko8gLNGiEyxKFWJWLfbU1IArU4qlk0kNteTSR6dpVtb+gstuReaQsbKnFoJBytCQ8cEcjR/EVCr1 puqqaaRp1vreuW9dMtL7ToTFRPX0u4jKBEaKSkNu0q+mJXK0k6EU2fZV5r+ev5rfmX5S/NW403Td bXTdFeK3ubWJ4FeNlESeokrCJpQrOj7pU79v2UDuUyNJVqP5g/8AOR9556u9A0+8GnXcDojaTJPp jFeUMcihXkqWaRZOYAc9wPstSAyVGz9yOEkeb6q8ttqD+XdLfUjy1FrOA3rHjUzGJfUPw/D9uvTb JlRyQl3bwrLq0l1cXDW1wqq8MUZkCokaBuAjjdqtz/1utNhsT0SEH5k0nRpbyKW5hSjqPWk+qPO3 EUUcGRWVWK1X4u2BU2mudSc2psbYXFtOAtxPNK9vJGv8wiMTVNCf5d6dtwqlXnDRdV1bSZbFDayy 3E8PoJPGWhCRsZG9RH9ZWPEdlG/cbET2rZG7BbD8m9bkd3vf0TbyDi0bCxs7gdZOcY4W1r8B5L8T fGan7JAbIJel+WtK1DSdOTT7m5huLe2VIrL0YBblIkQLxcKxQmo24qop2xVKPPs9s0MFjcSsI7k0 e2rYCGdaN+6l+uB24tSn7ta1+nFXnemWv6V1C3msdDsFuYLVDNFY3Oj3M6iQUVafVQ3FrdAnLko4 kha0VsVTpvLXmBxLLLok0zxiP0kcaTR7ggH6zVbVWUxfCgbjWgPw7Asqr6lZ3lr5PuDL5Qso5vW9 JbKZrd0mRA5iknVYo4VjjLmRgGIUAkEnK80+GBPcyhGyAxzy/a6Dea5b+abzULTUNWiiu1tVhggt 4xJdCNIjKiNHM6pGlESdWZFbqWXmdJPtgQlwkSJPKht1HO/vcwaQvQ/Jusy6lqLP+i/0fbmyimhk qx9Uy09RSTFGn7tkoCrtyUhtgwrusGXjjfucXJDhLLbiSOKCSSUExopZwqlyVAqaKoLN8gMuAs01 EpK3mnyTHc/U5dT0+3vCVVrOeWKGcFyAoaGQrIORI41XeopiRRpI3Rx1XQT8RvLU02J9SPvvTr7Y FaTzB5fa7jso9StGu5aelbLPGZG5BiOKBuRqI2PTsfDFWL+dfy6vPNzWrXuqyWElkkyQTac0ttIR cemXVmEhNKxL/TImNpBpKPJ35Jp5a8y6brkery3TadA1mkE6RkfV2iKBVMaxEOCF+I8qgGvjhApb en4UPJvzaE36StfTjZwZZQxUE0/cw0rmi7chxcHuP3uBqdRPHIGPf+j9rFPLIuT5n0g+iwQ3lsQ/ E0IMqmtfkM1Gkw1kh/WH3tMe0Ms8g2ocvgX0GnKh5AA1PQ12rt2Gdo7VsADpiqGu/wC/sv8AjMf+ TMmSjyLE8wiciyUb0A2c4L+mDG9ZOXDj8J35/s08e2KvHryyksNRn/06a9uNQDNawNrlulJIgCFt uUauiFXYyU+zTo2KqlrEbvVDbDUdVkl1AukTWuq2c7IYXdSI7Z2jFIaUfgtR8PINVzirMPLem6hp 9wt5cDXbt5SyfV72W0ZYeW/xCGWjAUpyqx3qSaAhV5t+dPl3V/MXmGb6tbasLWx/du1rpyzK9YYn cpKLm2kdGFAU3UsvSoriALtShdD8nRX/AOYNz55v4tVsoYbiGeLT9QsLlpGle3WEGJraW4UgUjLk w7BVFdmOV+EOHhv7GXFvb6BtITBawwk8jEioWG1eIArljFATlzdTok9xB8YqbeNH2KRtybnHJ/IV 2/mO3QiXNeShqEepSxF7HUbq3n4oFikt0aMEFeRb9wzVKg9GpU4OErajdXmvgxafBDI8MsRjudbr 6U8UhFPUitzbTROV5VUPtUUYEbl4UWmUctxLcRK6lgsjuHEbxKsfAqob1DuxLdskaCo/IJdirD/z Al8yRpanSoZ3tRLH9fkhntbfjEWIYlriKVtqg0RlPgfFVgOn6nq989rFc381mgkWMXEXmG1epZG4 SsUiVnKzxGHgahjy5LsMVTS2sL8zMlr5oeVoooY5FXzAJfSMjmYsVkt3LMFoEZz8S7HxxVOIPKcu qeUZrDVNTZ5JJU5vJf8A19I1jXlEFkkjRW+Mhm5xksNmqKZDLiGSJierKE+E2k+lflaLSFbW71my vbEfCbb044gU5hwKoNmHQMtD3+0K5pj7OYTk4yZX8f19ermfyhPhp6FpFoi3huPViklEIhYxScyQ GqCQAoHfN1DHwBwpStF65cT2+i39xAnqTw28rxJ+9+JlQkD9wskvX+RS3gK5JDz0DX2vGuDHHIbg CgaPWA0YjqjlnNRIC3HjTjVakVA2Vblk1q3slLs7yKUJ9Maz8TRULAAfGFIiag6NWnxV3VT3ytNr X6VRLyKM27RMRIHvgUbZgojuUKbKacuSn2xVPbGx1P621zeyJVSyxRq8ko4c2ZCaiKNWCvw2j5UG 7t0wJRJpPC8VvdVuYlaMXFQ3GTjQl0UqrMuxKkYUIvFXk35ma4NJ8y+pb3Oi2moyRIkFxqyzVAZH LryWFwFog6P1O/E05G/JFeaULqHl2K0guo7ny8gjZbpbpbasXKGRBLJGEjJFDQcqniaVrTGx3Lv3 prH+YfmI82l1zR4o7eON7ion/boWZWeGNfTorBXFQSexRlJ4h3Io96inn3zEaumraO2oTcY45I4L lwqsyD4j6CtICDz2KgVWpoQ5eIdy15sp8h+Y7zXb65+u6naXn1Z3ezht42iYxkIBJ8R/eBVkoWAo eQ2G1XiWmcZFktkIEbEtxFDVtthTrvXFXnSef9OsXbhqMOq2yMFa8uybcErL6czMYLERh422C8t/ brk5zB5AD5/pLCESBub+X6Exg/MLTR6bSrYxu0pjX0553oOdCQfqq/FTqP5vhr3yDNW078wI7u9S zP1BJZp2igC3sh5RI6o7/HbR/GC3Hh/NReW+KsP8+XP5Y2vmDU7bWvM1zpd5cyc72yjhSdGaW1hj HJTb3B4+kqkVoCSetCMjxC6Z8Bq0kttY/ImGdG/xPM1usokS0+puiDjCYAgK2ocD0yFrXlQUrSoJ 4gjhL23Qo9OTR7P9GEtp8kSy2rsWJaOX94GPP4t+Vd98LFRhtrC51S8ZjHJJC4SaAiNt3iiZC9VL ggA8dwPiNQdqHkmy1LpsUFw9wIPrcT0VLNIrZQm27cn9Nj0/m79PBsoQd5aXM08L2+ny20SH99Es Vg/qDw5NISv0Y8RWkL5v1K90bSJdQ0qyhtbq3mjX1rowpbtCzESuxWaL4UjBf4mXoPljasTXzx+b FzITptlol/EqisdtKJbhmZeVUjN1GnH4lNee6798Cs58o3PnKe2uj5otrS3nWdhZmzLgNBQUMiO0 nFq16OR/FVJPzDvpINQ0m3i1C4tpbuZIUtYJJF9cEsXUrHa3f7Clq/D0+0MVY3axarZaYs11Pqcs tv8A3ima+l/exTERr+701WcNvyKx/Z3Kspriq2TS9Q+tGS2v9Z5Xks0J53OoFfSLkyMvOwkRCjV9 IUUMvRjirJUuo7Xy9bNdyXEoXU/SEl1z9TnIGUFnljtzwDP9rcBehoAAehWnm/nO+125/MIaZp2q yRS6joD29roKvcIkt0srXJkp6bWq84ImQM0qt2O1RlUrIIHNPVX/AOcZZNRa+8wpqRKXsfppJbSq Y5o+Luv7yNjVPiDKAVB+Gu9cqwRIMgQf4f0/j4tYkSS9s1+aeDQ9Qnt0SSeK3leGOSOSVGdUJUNH CGkYVHRBy8MyWbzK70q+vVuLl7W3ipcIbYQprEC1QmNi6IIwycqUT7DcS1aP8KqEg8vXX1oJ6EJM kolgLQa6zKELCQSSlivFqt6YJCgHblscVZF+XVpq8FytpfRxW8dk0iiKyXVIIWchiGIuv3Tp6bgB OikbHYKqrP5J41mSAqxMnLfixWigV+KhWvxDau+5/ZNFVG4e8ltilhNFHeugZLmSFpYRRgKtGskT ENvx+P3qe6qLRAiKgqQoABYljt4k1J+nFWH+YYrP9JXd7deX9Nu0tFUvqV08gcJHCzkyH6pKqKgl Yf3h2JrTpl8ccCASSD7h/wAU0mcrIA+/9SDb8wF+r28kVrpDxXEXNGOoOEI5lD6bCzYOtU+14inb IyOnialkr/S/8U05NTKOxEQfORH+9TjTtZ1e4vBHqGjW9vAKl5YZbi4kVgNv3bWkPfb7WTnjx16Z WfcB/vi2wnO/VEAe8n/ehMoNV0KW7ltYmU3VuyCeL02DRNL8UfqVX4OfVeVK5Twlt4kxWKNacUVa DiKACg8MiyXYqtkKiNi1eIBLUBJpTsBvirzCe71EzM1lFL9X/etb28v6a5iZOQkEknphSjc/gHCg oOPLairdxBrMAtYY+bBTCkxMmtPWOKr1UryPP7NQ394BxNeyqY+XrzzfBd2Gkyw2clugWsrRai8o jjYesWuJww5HkCnNq1BHxfaxVgn5m/mV5G8tebfMFhqNnJJqkxtfVmtqxTNGbZKD1VMZoFYj7asK 7e2JmgTJyMcqFvMdJ/OHy/oXlGfTIrS71FENwsUNwIRF6UsrFEZkY9UPxckb4mPalAcJJQMlPq3y NM8/kny/O9Ocum2btxAUVaBCaKtAB7DMymi0ULaO9Oq2d9bQz2E7elJDJSRZY5LdFkSWNl48SCRT cEYSqVWlt5cWPRtebR5hqrWkFvZTXkLS6nDC6/3M88peRGQSt6nqSdeVSTgVF22rwiW7Szsr+5e2 ty8ak/DP6YqqQvcSInqPypV2UfzMBhPNAVI5bOS5soYp5SsTSQ/U7gMHIhEsLSkTr67gslBISVcf EKghihKarHGpJVQCTUkADfAq7FWPebG1WJY7jT5p4ZIVPxJFaSwVdgvKb6w0TgIKn4JF+npk4yAH IH5/rYSiSbv7mOWPn7WJoILj1bZbXkkTPMLRnkajKXEkGoNH8chRdl6gilGBESzRc3nnUBbGaN7d QrQkSOtuUaN5ArkH6+nRPir4EEBjVcCpdd/mBqNwqWzPp9tcygOLa8W0lMas4jR2SPUxzVnHBeHU uvg2NqrDzMFvI4pF0tw/rKs4jtURnSUIsalr4uWVTRqJSv8ALspPEUUyXQGvPr0oe+0q4hIdlisI GimC8l9PmxnmB4jlyPHckU403SSlOb6WKKzmlljaaNELPEi82YAVIC98CvG9X0a4n1S7udJ8utp9 rdzlHVtPnjlqyUNwXtNQhVuTFuL+mJF5dOpxVS0uC2hsPrtzoN6twhcPax6fdcnEC+tGsafXbhFV VX4F58eTUHEmhVZ75dvtfeaPTbSzisLSKJZmkaweC3YtIfVWKlyxDGvIArTfqcVQdx5zuk1Wayl1 DRU53I+oxX93Ckrwu5jUxIjcm2BI5CpJpXwbVOR5r8kCH61P5lsGRpfWE636RxmrFYxtLxK0hK06 MVbb7WBLJFZXUMpDKwqrDcEHuMKGFfmBpGo6vpN/YWdl9dNw8sKATSWzQzT2awpM0kbCsSrI6yJx PIH2oTIbBETuXn3m/TJ9Jt9G0t7W3sPRsgZbK0YtCspmlaRo+Q5Kju7Mq9ht2zmu15y4wOlfpLrO 0z6gAdqep39ncLY3NrpayQSxFGtBbMsJDRShljLFJFVH48GqjChNRTN+Du7cC0s8peQrTyrBcSWo MX6Reze8gaQy/wClJcsXkBURRKGWRRxjiUbZdAbtczszfAl2KrZU9SN0rTmCtaA9RToaj78VYNDo d/Z3Mxi043dpcHlFHPaWgaD4CX+KKaHlzffoWqfDoqttdJ1S5uYIp9Es4beSQS3DzafGRtVoalb1 yrxGKPk3FgTutOyqd6R5Yl0+e1dIdMjWCNYnNtZvC1FFB6dZnEaj4gF+LY9dt1Uj8z+XfzIudVvL nRdTt4rVpEe1tpY7YVQRxqyPI9pcvXkrkHfww2Vpb5V8vfmXbXsza/fWF7bN8ES+hDxUBV/eAQw2 78mYN8JchQepIrjxHvWgzy3R47eON+HNFVW9NeCVAp8KktQeArgVivmK281y30x0WC0kJkiUSXSJ JGFAj9T1DVJE+BiVKiSp2IXudwmwQlzeYbGyT6tqepeXo9Wj9T6xAb+CAKRUxji9s7jbZiRtSoB6 A8RRTJNKs4b21+tH6s1vKeVpNatDcRywlQVk5+hGN99l5CnfHiRSD8xazYeWIo5x6LXM2yRTD0VZ PUjiY+pBDIwIeZABxNSfpBuwtMc0j84l1a7ltLW305JrcIblbm9u7Xg0h4IvK4sIkLOzKFHKp7Db IJZ3omoXN/Yie5jt4pw7K8drcfWoxQ/D+94RblaGnHbFUl87Wkkhs7gWMF0kTMHnlt4pngDqULLJ NPAsdeQ5GjfDUU3xVgtn5ku9OgSFtat7SG0iiY2zQaNDDHH6kgKqqXbFAjMsG7UDqKV+KqqO0jUv M+qwTRjzdBYcEa2P1q20t3W6DsW4i2uJ4/3arTg3ahJJriqaXC6uZWlPnrTVgCSMRJbWjURxyjev NfsFW36FRQgn4sVblg1dk5jzzZRvSYsVt7EqrFVUMvIE/unBO59mJxVG+XW1VL6M3/nGy1NJX5Rw W8NtEzbcWiUqzkoHI40+IdCx64qyXXo7aTRL+O6jeW2e3lWeKONZnZChDBYmV1c0/ZKmvhiryG5t b8atM2nWcstk1yJ5rR/L8fqsYTGP74yQo5DMrq532PGvHjiqdtfQKJIn8ukhHRPR/Q0jfuyCqqHN x6Z35N1+FSAVBxVUt/MtvFJ+k9P8vTtewIIUK6RLBP6UjVZVa4mhWlRyPx/P4tsVQUeq6Y05jj8r SJHBJJIxOiSLSWrqTG31gcjIHLckBFK1NWAxVG6Nrd7ZXM/paMLa1mcSytDpEkTSBiGVG/0tn9RA HDFoxuwoNiCq9NFKbdMVSK+80eXtFu7mPVtQgsnlk9SMTOFqqwoSfoCEn2ydWAxuiWL+ZIPInme8 XUm11VFvCIm9GjIFWST4mNDT4gw/2J8M12r7NGaXETW1dHFz6eOQ2bZC/m3ypY3DS3GqwxJMHasr FKcB6h4gqKgIGYmuwGZ4x05fGiYfMmh6ukEem3kd00zxSRemahkSQOWDdCOKk5ICmJNp3kGbsVUr t2S1mdTRljYqfAgE4Y80FgqeevJdzq8mjjzQtrNaFZmnW7UpKkT8mjMssZgPqLVXEbl1AO6sCciD WzOW5tPjrmjW+h3uu3d6zaTal5PrcMksqegKEMvo8y436gHLJGmACn5d1EarodxrMF8Lyznkml0m eKK5tgLdNkWRLiaZpGVlYF+KBuyAbkRNlSKQOqeedbt9WvrCx0myuhZyemGl1WGCRwII5SfREcrJ Qy8aMenxdCMilb5V/MW71zT5rn9DerPARzg0u+s9QChkLKGk9SABiV406dDWlaKs0RiyKxUqSASp pUV7GlcVS66065mmdlYqhkWQcZSoYBAvF0KOpHX8MmJAMSEtk8j+XJb9NQm0Kwlvo5BKlzJV5A4N eXJkJrgNJTxPriAKsMKoAAqiRgBT/YYNlQ93pqagYlv7aCWGMksrH1Ae4HFkA+0A30YbCr7HQ9Hs HkeysoLd5SDI8caqWIHEEkDfYUyKUYqKoooCjwApiqTeY9BtdWEKz6bbXhiIeKe44l4ZF+y6K8co qK7YqgLb8vdItGR7IpaSRFDDLDa2YdFSvwKTCQFYOymgrRjSnXFUwj0G9SeOT9LTcUTg0QgtArNt +8J9HkG+Rpv0xVeuiXaliNUmqeh9G0FPj5bUh8PhNfwO+KrI/L94oo2r3En2d2hsq1DEsTxgUVcf Cdu2Koqw0uS2llkmu3u+bBo1kjgQR/CAQhijjO5BPxE9fDFUbLFHLG0Uqh43BV0YVBB7HFUEdA0M kH6hBUdP3a/0xVSn8reW7iOWKfTLaSOf++RokIeo4/EKb7DFXL5X8trw46ZbD03aRKRJs8leb9Pt Nzap9z44qirPSdMsiDZ2kVuQvAGNFU8dvh2HTbFUVirsVSLVfK0moaj9cGrXtqtEH1aBoxFRQwP2 kZvi5An4v2R71VQWneQRZWqW/wCnNUuFTrJNOrSMABTm3Hcin44qpXv5cW12pDa3q8TFDGHhvHho CalgsfBeXvT26bYqnmm+X7SwlSaOa4llRHjLTTyOp9QqzMYy3DlVNjT4RUCgNMVTPFXYqtljWWJ4 2+y6lTTrQimIKsetPy98o2d19bttMtYrv4j9YW1thJVwVb4vSr8QYg4du5d1up/l35U1X/jpWUd5 ReA9WOJgErXiBw2Wu4GEm+ihUtPIPlizvPrtrZxw3RSOL1kjiDcIo/RRQeG1I/g23pgBHcqfmKIt yKKW/moK9KYFbVEUkqoBPUgUrireKsG8/wDk3zRq93He6JrF1aMBHG9pFdNapxBcPICsclWCynan xGlSABS6GXhFUD72qePiN2R7kXoegecrPS0tpdZY3CyyNJNcUu2ZGVeA5MqUoQdv15CcuI3VM4xo c7Vk0Tz4lsyDzJHJP8PCWayiYABQDURmKpYgnt18BTIMkN/h78yvXMw82wkUoLc6dEIa1O/2vU+z x/3Z1r2ICqq02h/mC96JIvM0UVpxQG3+pRMeQZuTcyR9pW6diAa0qCqnmj2ur28FNUvhe3BAqyRL CgI68VFTv7k4qj8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsV dirsVdirsVdirsVdiqDutTWC49FYXmZVV5OBQcQ5Kp9tkryKN08MNLY372/rtz/ywT/8FB/1Vw8I 7/vY8R7lseoyyIHSxnZTUAhoOxof9248I7/vXiPchh5l04XYtpT6DcSzPLJAgUh3jIK+pz+1ERUL T360JhQ5qJWufzT5ZR0R9Ws0eUlYg1xEOZBUELVviILrWniPEZBki7bU9NupGjtbuGeRBV0ikV2A 26hSfEYqvvp5LeyuJ40V5Io3dEdiikqpIDMqyED3Cn5HJRFkAsZGgSGN2vmzXLuATWumWs61IZor ud1AoSPiWzpvtlwhiO4nt7h/xTSMsyLofM/8SqL5h81mJW/QlvzLHkv1q6KhKAghvqO5O+1PpyXh Yr+o/If8UviZK+kfM/8AEp3HqMZjUvHKrkDkohmYA9wDwFfuzHMW7iUpdd0+KcQOJxIUaWgtrggI pCkswjIXdtq9d6dDgIpINoMec9ENy1vxvRIrcCW06/CFq8fhkMHBtz1B98CU8xV2KuxV2KuxViR0 n8x/XumGu2oikdzap9WWkUZb4Afhqzce/L6DmRx4rHpNVvv1aOHJvuPknWgWuvW1tKmtXsd/cNLy hliiEIWLgo4FR1PMMa++V5ZRJ9IpsgJD6jaZMyqpZiAoFSTsABlbNL18xaMyhvrIAIrurA/iMRuL TIcJoo22ure6hWe3kEsTV4upqDxJB+4imJCFTFXYq7FXYq7FXYq7FXYqxT9FfmJ9ZuG/TlsIJGb6 uv1dT6acyVFOILNwNKlqbdMv4sdjY1Xf1aeHJ3j5J3olvrUFtImr3cd7cNIWjkjjESrGVFE4jwau +QyGJPpFNkQRzUZVb9OzMjMHWC1+EFlVgZZwQ5Cv41HypWlcH8I95/QgfUfcP0qCRx22o394JOeo R2sbXwCmOF41M5i4cnPFga1YsR8q7QG5bTy5McsfO895aQXMWniQrc+kqvdpSppxYVZuWxBoMyZY KPP7GkZNuSV+Z5o4Llr2WO1SOv8ApVxcz2MAjT65cmjNcQyyb1oo50YnbjuTTPn8vuTDl8/vQ+ma HeX1tBqEGgrPJHF6BZDpEiStF6kTxM6QUARlPTiKn7I3GQZsn8i6Hq1pe3FxeaTDpUHFUhjV7V3J VFQmkFtCVX4fhrISRSqr0xVlmp/8c27/AOMMn/ETkocwxlyLC/IK3Y8radMt04jRhFLDRf3he8VV YtTkOKqy0GxDewzXdmm8A/HUtGi/ugntzpV+NTgluPMNyLea5b0dO9O2Ebji0n1eoi9RlCIercqD rmeLcl53+ZHkzWbzUdR0qEXN7pOtIl7Nf3publba4ilkWO2thGwWKP8AffZ4N8JbrtSJDIFMvzBS V9MtIptPvdQuTp8cc8dp6klKt6U3Mtb3BkpyLDmnxUNRTlSzow6sO0Dyfc3NmdKt9F1qGGF+MUhu IYgsCyRMjusltBHyk3YpwZgOQY1ZqxS960u3NtplpbFBGYYY4zGpBClEA4ggICBT+UfLFUTiq2WW OKNpJXWONRVnYgAD3JxVZHeWkqCSKeORCQoZWUippQVB71xVeZYxIIua+qVLCOo5FQaE060qcVeS ap5W/OO10ya6Pm1ZruGLj9VhVF9SRpeSlTIIVVmB4BSwHvirIPyl/wAYCz1NfM97Je3AnT6tJIYj SPhuFETyUAao33xVm19/vFcf8Yn/AOInDHmgvLLyRfrVlqPpyW6R81mV1VpG4kqsf7uRwK7knccf c5VI2y5JLqXm+7/S2n6JpWoTRvIjTvbRyvA3pLdsxkUrUMQscivGAWYMOlOQOWZiAfJOMApD5p85 +Zv0X9ZttWu7W0u7pYLG5guriZ51UKQYghH94CWHVWXieVDgjIrIdz2bUPzL8n6Lwt9WvpYLlAiS f6LdSLzaETfbjidT8B5Eg+PgctlzYhH6L568pa3G8mm6lDLGpA5MTFy5VoVEgRmGxHIClduxwKnu KuxVQv7+z0+zmvb2ZLe0t1Mk88hCoijqSTiqSx/mH5Il+selrNtI1pGZrlEfk0cQ4gyMo3C/Gvxd N8VUZfzN8gQtxl16zjakbfHJxFJk5xkk/wAyHkPbFXlVtrHmWZLqOT80tPa7aFxGsW6x+kyTPMQI 0IIQSAqdh+AUvRfysbU2sNQa/wDM8PmdjMhjuIdhErRK4SnuGDA9xihP9c5ozPZ3MltqDxqKxxGc FFYlRIipKwHxPxIHjk4npTGUetpU0ut+m3ravcBOJ5MdNkpTatQYenXvk68o/P8Aa135y+X7EvSw 1SL1S96iwKwaHjpDrxUItedYSKhg24ptTCSfL5/tUe8/L9iUefrsWd1aGG0jvLGL6vO4uLjTbdpW ElxLMAl5Czc4uPqlSUA7ceJBqkTe7bECkgsdb0qGS8l1DTkXTbeIWlxDbXXl+VI2DuAspcWhRKuy RhmqaHlGp3MUvS/JS+XCkr6PcRSKR6ogj+pHjFO7Ojj6oPsEhlUsd6HqanFU/wBT/wCObd/8YZP+ InJQ5hjLkWHfl7Z6dJ5YtLy6txM9mJXiPBpGX98zniihixrGpFATUCm+a3sv+4Hx+8tOj/uo/H72 YzRxRRRt6au0LAWyiOoR2/dKVCKxUUehYdFJrtmwAPe5FsQ1/wA7+dbHU0g0fydJrmnSRxyR6pb3 0SRMJRXYMhYgeIxKaZPpt4l5dTTqjRj040KOULBkklVgeDOKqwIO/XJdGHVMciyQGu61Z6JpU2p3 gc20HAOIwGb946xigJHdhk8eMzlQYTmIiyltr540q5tGukt7oRrxPFogGIcAqVHL4hRgdshIiM+G +TkQwylHiHIoRfOPlfX7Oa0ktpbm0l+CaKRFKMKBuzHbMk6WVXs4EtXCJo3aQ+ZfKH5dX9nHAumR 6YdwJrWzteXFldQpDI9EEknqUG3Ib7VwDTSPcg62A52kdt+Wfkq5gkmjubsxSl0FbPTlZQgMShWS BWojKrLU/sj3xlpZA1ssdbAixajqHknyZaQy2z6jfRi7SJJV+p6ayMsCqq8lMHxEFaip27UzU6/t DHpZCM7si9myGojIWnPkTUPKnlGHULeCe6uYrqZZIS8ECMkaRKoQiFYk+3zOw7+Ncwf9EOn/AKXy /ay8aL025rLZShASZIm4juartm8geRbC8Xv9R1qXT7VF0LVZLxyPrEUVhd8I29JmP7yaGAMvMcFN K7gkAVIqlAllYVrb8lbbzRb6Xreqz3VvdRQtDJZlWt0dRcTNxmguInfi6ymqmlQd60By2vPoi9k5 1b8mEuQj6bdJp10Lu3u5rj47hpBbI0YRvUPeOQry6/TkYwAuuoSZXVs4byn5dmmgurvTbW4voAON 1JEjOG4BCVZgSKqoB8cmTZQE0WGFfsoq/IAYFU728hs7V7mavpx05cRU7kL/AByeOBkaDXlyCEeI 8kr/AMX6T4S/8CP65kfkp+Ti/wAo4/NJta/Nbytpk4tbyK5cyIHosaMpUkjerjwx/Jz8myOshIWk t1+c35dXED21zY3MsEtPUia3iKtxIK1BfsQCMfyU/Jl+ZggLbzt+TUVuPT0L04IeBLtaREJxURK5 YsaUWi8vDIT05jzIbceQTNDdMotS/KSSFwugwvHMCJQ1pE3LkeR5VJr8W/z3zUa/tHHpZiGS7Ivb 8eSnIAm1h508k6cJRYWbWgmYPMIYEQMwUIGbiRU8VA+QzC/0Q6f+l8v2sfGi15ymv01/T0s15GWS BZQasOHoXxJ4UPPjTkBvuBsc35+ke8/oZD6j7h+lLtZe5W0cQQxF5A4lmFz8UaolSfSPp0Zm2Apt 3AzEnPIKofj9rn4seKQNyo1t7z+rqh7S71VL4WKJb3JEAZH+J5ZZFFCssZDoi8hQsOKn+Yd74ysO LKPCUP5ivvRg01riW7RUMXpw22pW9kJppZpk4IkskRlZVq5R6K+w33GTlza4qKz6bBp62smqa2bT nJaNdyX+lK9PUESzNKLlWBXlxU/bqDyXlTIsma+TrbSxcXt3Y61LqRmIS4s3uIZ1t5Y/hYBYiwQ7 brXb5k4qnmsyzRaPfSwosk0dvK8cbp6isyoSFKco+QPSnIfPJQqxbGfI08hf8xfMVtrllomp6VZa ZqGoSQw2kVzpxqzXLcI3IhvZmSMMaMzACoIBrmT4uH+n8x+px/Czd8P9Kf1s6XSvOkkMbx/oH4hy JayuN1NCtAZgR9OHxMX9P5j9SnHl/ofI/rX2qeYLfUY7bUNKsbyKUBfrFnbtDHG3EEmRpXkJXr9l T1pXY5XknD+Hi+d/qbIQl/Fw/j5r9f8AOeieUhGuoWvoyXRAgjtPTPquzcI4wXMHxsx27AbkgVym XvbIodfzU0CSf6va2Wo3c4kETx29q0pQllBLlTxUASBqk7jpXIskT+Y2qW9n5Dv9QmszdqqQPFZO D8UrzRiFXUEVAkZeS13G2PFIfTz/AF7JjGMj6uX6t3j2i+brqK80qDWbL19Wu2kkYRm3V5jxmI4y GT46VAK1X0+Ip0AzXZDwyIvk7aM7gK6sh/L5Lj9H3KatF9Vnhu2SWkjKSCqBT6ivxZvi48lPxEV3 epze6Ung25Xt12eZ7R4fFHuF9N/x+hW1HUY1imeBWltQYQn1pjccre5DAOi3IcSAijHjJzXYEKOQ OxhDcXz35bbj3fq+ezq5SABPTz32PXe/x3borRJ7rUtPhWWFZmRY3nmjiWRI3iT1BIbYlGV5WrxV AfhZSDSirDIBA8/x7/Lz/aZQ9Y2H2X9nn+O4Iea/7yzPOORTCCskP2GU9Cu7bHr1zzv2s/v4/wBX 9Jc7F9P6khzlmx7wJPTshJTlwj5cfGi1pnqOMbBzkMl1q6hlksldkB+NJVCvShHEN8Q+1T4qdD7V lHluylV7clG41e9h1a1sPq9ufrIYhjdBXBCu20TJyf7H7P8ADDsjdEve3SziD6uGkK8hxMpTvt6n pemD8PQt+vDQRuiYJfVgjlpx9RQ1OtKiuAikr8CpX5n/AOOHc/7D/k4uZGl/vB+Ojia7+6Pw+9gW bl59hfnayafUoWAr+5Uf8O+QJ3czD9LDtUtYtOiM94fSiAqWNTt8lqe1crnmhEWTs5MMM5Goiy9K 0Lyf5atbSEa9N9XjRS98k8jW0UkskaenaTkqKqOZb0+YJda0cbLqNRkOSf8ARF/Yebt9PHw4f0jX 3clLVvLMXl67+rRSmVLpRdBSrrwL/CUAd3PVK9uvTOH9ob8cWb9H6ZNGqlEy2FbILNC4z1/zPa2p UXDLZS3BC+nBqCq0bGItQoWZQrqJm3989Wib2c2UT9QSEWlsylWtPLYqN6xx0NabbNXue2T4P6J/ Hwa+PzH4+KHTT4lfmLbQVIHHjyWhHwmtOdO1PHrjwf0T+PgvH5j8fFGaxoEb3OnJbX7wW1t6NxHB BffU7eVA8hZfSWN19KklKBtxT+WuVE2a6toFRvosuYbltQUxWyPbmgnd9dniUBWDAxxIjcyT15Fa 9DUYeA9yOId7IvLwkDTCRYUJCsFhvZLz4mHx19SOPjQjY9/bAQQkEFW81LG/lnVVkV2Q2kwIjHJ/ sHdRUVI64jmp5PHPLt29n5t8q6HfXF1qXpyy3LPCLq1ubWYIyQzXNqksySxToXjY+kvH4iW41yJZ B7sgYLQilKgbltgdtz7YUJR5mTVFtY7zTb+DT5rRnaSS8V5LVo2jZeMqJJFsJCjcuVRTwJyudCpE 1Tdhs3AR4jLl3/D7q/TSV+cNSm0t11MXhgtrZYTdRLbpcCZf3rADkyFN0+0G6EjrRlyBIcPJxiPU x3TvzI1K91AW9rD6KsUeaf8ARU0qxpOVMRk9G7aQcqSRluGzCrcVHx1s2b+a4opvL9ykih0PpEqw 22lUioPuMyNL/eD8dHF1prEfh97x/wA0C+TULa6tPK8+sXUDW36LuraVIlScuYnRqENCkURDcgrK anlxFWy3PpsEZWY7nnuXFwarUSjQka5D0j8BIvPXmbXdC1uCDS7toEeCOdyypM5kHKLkXlDtXgij rm80ejxcFVt7y6XVavIZ2Tv8Eq03zJ51816kNIfUA813DOqBoYByKQO4j5cU48yvHlXatcsz48eC BmI8q6nvRglkz5BAy5+Xkmnm3XPPnkvWG06LXBPHdwx3ImSCFOQZnFXQq9HDhhUE1XjvsAKtLDDq IcXDVGubbqjl00+ES5i+TJvy81F9Y8v3OueaEjvrCzuJku7qpgkt4ljjlMvGIxo8YLMX25Drv0zm /aHszBLLEyhY4e+XefPd2PZkzPGZS33/AFfj9b0Sz8qeTLvmI7LjIm7RNNIW4FmVJKLI3wScCVP8 QQNN/Iuk/mfbL9btfCiyO8ULYTqNgInA/wCBObaAohmeSm+o0NwI7eWRbdGZmULuy/7rVK+pyI3X 4KHscaSl8NutzPJMFvQk07qxe7Ijj9OgbgIJWO71HE9CD0FAZGZHd8kCIKeAACgyCXm+t2n5pyXq nRNSltdKZUKBIbKQqBFFsvqozUJEn2qmpHbbDLmgKnl2P854tKeS+uLK7vpyGjjv0RTADxqv+iLC H4/F3+Kg3TAlW/NW883W35QavfWbRWvmO1tIriVoB60SGKRHuDGJUbkPTV+PJfu64YzMTY5sZ4xM UeT5hh/NH82F8gx6z9ZjuUu9R+pDVuNpGYJFh9b6t6TIi82VS3Moy0NAeXS06vLxVxdO4fqcYaLF /N295/WnM2ufmFb29mvmS4K6lLbpMw4Qj93LVkqEUAHid9s3/ZkY5cXFLc2XR9oylhycMdhSl/ib WzDcwtcB4ruF7W5R443DwyU5oQynY0GZk9Bhn9UbcWHaOeH0yr5Jfe3NzfRmO7mkliIjHpM7cAIU 9NAqA8VAXwG/fIjs7AP4fvZHtPUH+L7npflfzY2vqYdd1AXGuSu0NgsxWIMvEFFBUKteZagO5O2/ TOP9oezdMcwuH8I6nvPm52lz5csSSbPwSfXtb1aw1a50tQY5I5Syu6jksQqApHEqeVRuDsVPYjOc PZenlI8Mdh5n9bdHJPe30mzsmq38ixtK8dnAUjTiGY85zxUsVUFqdyBnTn6R7z+h3A+o+4fpUJZb q4MDzaZcSGCQSxitrxJC8eW8z/zFlpQ9PfKy2ileDU5plDx2Fw6EsvJZLZlqGodxMehFMQUGNc3g v5raRHd/mfpc6ae+oTQaZqJEAu4bSLk11dxwluZRnJmlX4Q69zuA1LMkDLYc/wBgaYkAEnl+0pad Je9aF7umnXzwW49BLVdSg9XjGZXNwirGnxNcpRZGUiTnypRc1xhRPk50fpplv5UefdA1vzfZaZbX LNrK2huruAq+0bwq278FQ/3idGzLxRIBacpBp7Nq8ayaTexsCVeCVWArUgoR23y2PMNcuReK+XtN vvKH5qt++ZvKscTW1isE1w6tbuoktwYleVW+rSPOtJH35M6Rrtg4SniD2mLUNPRSrX8cpLM3J3jB AZiwX4eIooPEd6Dck74eA9zHiHegdVtdC1OW2kudQZVtiSIYbx4YpAWRis8aOqTKfT48XBFCw7nA cZPMMo5KNg7pF59SO6sA9olhOIpbX0ri8CyRQOpmpJEPRuFMqchQfD1+0O5IoAMQbJLz6R5reS2t Ev8AR5JfVla5kW1+PmyfWl9OFbR6fvGV/iNdlJLM2RZPX7RU1vyzCEv1u1uY1P6QSPishVgSyp8N ASu2WYsnBISas+LxIGPK0ql8h3Rmjkg1qa14PG7pHDEyuI25cD6okKhv2uHEnxy/JqIzNmP2/scf DpZ4xQl9n7WM+a/yM/T+oxXn6b+renCsPD6r6leLM3KvrJ/P4ZnYe1+AVw/b+xwcnY3Eb4/s/ahN D/IGbSNTi1CHXYp3iWRPRuLAvEyyxtEwdRcrUcXPfHP2qMsDAw2P9L/jrLT9lHFMTE9x/R/48ivN X5J6j5l1CK+v/MEUcsMK26LBYsq8EZmH2rlzWrnvkNL2lHDHhjE873l/x1nquzZZpcUpDlW0f+PM i8j/AJbxeWdAu9HlvjfR3czTNKsbW7LyREopWRmVhwqGVgQenTMXW6vx5CVVtTl6LS+BExu97ZL+ jDUETMKEMCKg1Br1BH0jvmFTloqSEyWzQsxJdChc0ruKV2oMkDSlZwvf9+xf8i2/6qY7IWi3uwzN 6yEu3IgpIRXiF2BkoBQdBtXfrhsKu4Xv+/Yv+Rbf9VMGyqkEXpQRxV5emoWvStBTEm0r8CoLW9Pl 1LR7ywimFvJdQvEk7RiUIWFORjYhXA/lPXIyjYpMTReS6v8A8473WteX7PRNV8ztNZ2NxBNaxRWf pRJHBDLEIhH67dWmryLVp8PuBwUbW9qKK1n/AJx/XUTY8NcFutlZW1iqC0Lgi2jEYYcp6itOhJp4 nNtou0fAx8HDe/fX6HV63s3x58XFw7Vyv9KXf9C0/wDfx/8ATl/1/wAy/wCXP6H2/scP+Q/6f2ft d/0LT/38f/Tl/wBf8f5c/ofb+xf5D/p/Z+1Zcf8AOMUM8DRSeYa8v2vqfT6PXzU9oZ/zExKuGhXf +py9P2b4ca4r+H7VTSv+caU09OI8xGT3NnQ/8nzmCMTedHfV6/cQtFePdLcRwmaNImWVeQIiMj1B Dp2c1+WZIO1OWRva8w37lH+sRHgSV4xuBWhXektD16HBcU0XC2vQysJLfkgKo3oNUK1CQD6vQ8Rj YRu848/fkTaecdZg1W51iW1ntrdoo44o2VRK0806zVjljkqn1hlA5YJSJNjZYxpRg/IiWKKyp5im 9eyiggEgS4COsJBJeH616bM9CCzAtv1yo4gebZxny/HxR/5efkxaeT9RttRN3b3l5b2otGuY7Jbe aRQixgySerKxHFBt8vDLRsxJJ5vQ703Is5zagG5Eb+gDSnqcTx6++BWGQ65+Y6xcF0u2uZUI5s0i qxHIcjSNqbK1V239uuKoj9N/mJU00WDZQ27UqfD+8xVWtdT/ADCuOVdMs4ONP753WtT24s/SmKql 2nnO6hEU9hpk8exaOUuy8g3UA16D8cVQ1joOtWdwJrXR9FtpFookjR0YrQDYqPBFH0DFWXRBhEgZ FRuI5IpqoNNwDRaj6MVXYq7FXYq7FXYq7FVK7bhazPQNxRjxahBoDseRUfeRirzqDVNehaaOxu00 22AIhtFt9O9BXaRgJE/0wyMOI9Rwx+Ko48TVclKRkbKAAOSCfzZ5khkeGTXT6sMbymaRNJES0YKz SqLuN+EaypIw2olKnltkUomw1fzzdXrxWuqXN4IHmlnCWulsKMxENuOFzyQhCrqWG4I5MOmKppcR fmCiBodQvJJI4l+A2enlJJArjf8AeRtuWUtuoqBQgFsVVNPT8wZrkx3N3cQh5ZmSR7SyWJI46IiO Umlc8/tqQN+/H7OKsws47mO0hjuphcXKIqzThRGHcD4m4AnjU9sVVsVdirsVdirsVdiqQeb/ACfp /ma0hiuqCa1ZpLZ2HJQzLT4lqAa/fTbucnDJKPIsZQEuaSeW/wAsV0WKeOC+a0Mxi5TWQaKQrFXi jFzJ8PxHDPLKXMohjjHkEZYfl89mzunmPWZXZVWs17LKAFA/ZkLrU8dyBXc5Wzbt/IE0V2t2/mXW Z5lblSS7YRn90IqGFAsNDTn9j7W+Koc/lrcFI1/xXroKgJK4vGrIgCijbUUkRirJxatTXc4qnui+ XZNNkEk2q32ouqhI/rUtVAChSSqBFZm41LMDvWlMVTgioI8fDbFXl13+ROi/XZJ7KRYo3DUEnrOw 5AKVr6g+HioGZH5rJ3/c0DTQu6ZHrP5fXGqXz3R80a3aK7s621pdehEqsQeACKDQbgVNd/YUx29F SeTrxnVl8x6rGAoBQSxkEgMK7xk78q9ew/yuSqi/ka5KuieZNXjRlUIBcVZGT7LhmDMe3IMSGpuN 2qq1beRLqCQOPM2sSLy5FJLgOCtCvH4lJ6cdxvVampZ+SrKIYhFEsYZmCCgZ2LMfmx3OKr8VSnzL oD65YJaJqd7pRSVZfrGnS+jKwUFSjNRqoeXTxAxVjq/lWgTifNnmU+J/Sb161pXjXFWh+VfHp5u8 yEnZi2pOfuoqgfdirMrC0FnY21oJZbgW0SRCe4cyTScFC85HP2nalWPc4qr4q7FUDc6NZ3ErSu0y u1P7uaVAKCgoqsFH3Yqho/K2mR0CyXVAzNQ3Vwa86kqav9mrbL0H0DFW7fyzp9u5eOa7BKohBu7i lErQ050qeW56navQYq1B5XsYLlbhbrUGdAAqyX926UEnqbxtKUbfapFePw9NsVTfFXYq7FUq8yaC 2t2UdqupXultFKJhPp8voyNxVl4OaGqHlUjxAxVjn/Kq4+HH/FnmXtU/pN6mhr149/bFWj+VfxAj zb5k9+WpSH5UoAPwxVmOn2f1KwtrP1pbn6tEkP1i4f1JpPTULzlfbk7Uqx7nFURirsVdirsVdirs VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir//Z uuid:cb340cc5-e14e-4be3-af53-cea9b6b25128 xmp.did:541a087f-2f59-0141-a9c9-10abbe0f0b9a uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:4c61dd15-0850-4f9a-afcf-1417445aefde xmp.did:be66a5ca-af3a-9649-b204-4be91a01ef37 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:F7280F80B56EE811B28093B04032AB63 2018-06-13T10:57:25+08:00 Adobe Illustrator CS6 (Windows) / saved xmp.iid:541a087f-2f59-0141-a9c9-10abbe0f0b9a 2020-04-27T18:35:54+08:00 Adobe Illustrator CC 22.0 (Windows) / EmbedByReference E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\untitled.jpg EmbedByReference D:\李梦\企业文集\囄\质谱技?.png EmbedByReference D:\limengbei5-3\最l?大图\机器\png&psd\expression\20180410-产品2580.png EmbedByReference E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\40sig0076rf.jpg EmbedByReference E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\is09ad77b.jpg EmbedByReference E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\263-9932.jpg EmbedByReference E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\is538-077.jpg E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\untitled.jpg D:\李梦\企业文集\囄\质谱技?.png D:\limengbei5-3\最l?大图\机器\png&psd\expression\20180410-产品2580.png E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\40sig0076rf.jpg E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\is09ad77b.jpg E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\263-9932.jpg E:\张璇 目\北京博晖创新\北京博晖创新VI\囄\is538-077.jpg Print True True 1 210.001667 284.998619 Millimeters ArialMT Arial Regular Open Type Version 5.06 False arial.ttf Arial-BoldMT Arial Bold Open Type Version 5.06 False arialbd.ttf Arial-Black Arial Black Open Type Version 5.06 False ariblk.ttf Calibri Calibri Regular Open Type Version 5.62 False calibri.ttf CourierNewPSMT Courier New Regular Open Type Version 5.11 False cour.ttf MyriadPro-Regular Myriad Pro Regular Open Type Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf MyriadVariableConcept-Roman Myriad Variable Concept Light Condensed Open Type Version 1.015;PS 2.0;hotconv 16.6.54;makeotf.lib2.5.65590 False MyriadVariableConcept-Roman.otf SimSun 宋体 Regular TrueType Version 5.03 False simsun.ttc AdobeSongStd-Light Adobe 宋体 Std L Open Type Version 5.017;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168 False AdobeSongStd-Light.otf Futura-Bold Futura Bold-GBpc-EUC-H Bold-GBpc-EUC-H Unknown Version 5.03 False simsun.ttc FZLTHJW--GB1-0 FZLTHJW -GB1-0 -GB1-0 Unknown Version 5.03 False simsun.ttc MyriadPro-It MyriadPro It It Unknown Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf TwCenMT-Bold TwCenMT Bold Bold Unknown Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf TwCenMT-Regular TwCenMT Regular Regular Unknown Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf 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 3 0 obj <> endobj 14 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.28 807.87]/Type/Page>> endobj 15 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.28 807.87]/Type/Page>> endobj 26 0 obj <>stream HWێ$9}ϯ?(wD8|FH]^eh[G?f~??+?Se j'c4y׏O4?WN7{??>?2|??ts?̻fy]o}+!J???9?GTt???%D ?_c?D&??{J'SSDO?{~?X????cH>ɑ??^AO|?Cn}^@Gq_??'X?Kbt?$/\y] fqzыC&ݟ<ʉA!|8?ԍXRt/`q⣍~w{Cd.?L9_Nn)m;9oO?_oY(\"B-©?TZ!f~@|[R}?7?0,e]bz?~?n٠?-b ?DY?نmQ-Q\j`}@?[ř"UG(&5ʼn?C?BhO)|?VR@ Sr"]8 ?PKL0%Av?Xg ??A. ^&EX?]Iĩ???؁g-#bAZp?PE ʲôϷ׬Ǯ 11ѡ5ɽƵ 11ѡ© ڻʽ ֻ齫 ѯʮֵĿ 齫Ӯ ɽʮһѡ ߹Ʊ Ƹ