%PDF-1.5 % 1 0 obj <> endobj 2 0 obj <>stream application/pdf seo-periodic-table -flat 2017-01-26T11:41:29-05:00 2017-01-26T11:41:29-05:00 2017-01-26T11:41:29-04:00 Adobe Illustrator CC 2015 (Windows) 200 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7 FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqp3UAuLaa3LvE JkaMyRMUkXkKckYbqw7HFXyXJB+b/wDysI/lteebtZi1e3mY6XqMdxIiXmnykyCeXc/FEKk7seq1 +AVvwwgb4jVBozzmKERdn5PZ7Lzt5k0ibWfLVtaHWZfLdn6r6te3LLI6w2yHlInCR5Hkk5N9sVrT YZkjSQMYyJri25ebiS1kxOcRG+AXz8vc1D+eMUkBH6KU3MYYzgXDCFF9aGJJWkMO0TiblyptQeOT PZ2/Pb3e/wA+ezEdpiuW/v25gXdct7tC6f8AnLrMs7zy6ZFJayh3htlkKOirbxXG8pVg9Fdv2BXb L/5MgR9VH9pDjS7WnGX02CD9wlz+fRNJPzgkicxy6KVlQqHj+sVLFivwxfuvjYBwSNsgOygdxL7P v3Zy7XINGG/v93Lbfn5Kmkfm6dQ1SysP0QU+uzLCJkmLqobiKisS8uPL4ulMGXsvgiZcXId37Vw9 scc4x4PqPf8As+b0TNS7p2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVDHTNOOprqh tov0kkLWq3nEeqIHdZGi59eBdA1PHFUTirsVdiqy4ghuIJLeZQ8MytHKh6MrCjA/MHDGRBsIlEEU eSE0fRNL0e1NppsHoQM5kZeTuSxABJZyzHZQOuTy5pZDcjZa8OCGMVEUEdlba7FXYq7FXYq7FXYq 7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUNqWo2mm2M19eSenbwLykb8AAO5J2GTx4zOQjHmWvNlj jiZSNAPKdS/NLzRqN2YtEh+rRkkRIkYnmYDuah1+gDOgx9l4oRvIb+wPJ5u3M+SVYhXwsqdp+Zvn HTLsJq8f1hTQtBPEIJOJ7qVVPxBwz7MwzHo29xtjj7b1OKVZRfkRReqaHrVjrWmxX9k3KKTZlOzI w+0rDxGaDPhljlwyer02phmgJx5FH5U3uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVxIUEk0 A3JPQDASALKsX1LzXOZDHYKBGNvWYVJ+QOwHzzhu0faqfEY6cDh/nHr7h+tzMemH8SBi8za2jhmk Eg7qyKB/woU5q8XtNrYmzISHcYj9ADYdPBk2kaxDqMRoPTnT+8iPb3Htncdk9rw1kLHpmOY/HRxM uIxKYZtmp51+c95Kmm6daKSI55Xkkp0JiUBQf+RmbnsaAMpHuDzntHkIxxj3n7v7WM+WjeJ5P1GX SA36VE6LcGIEzC0Kn7HH4gOfWmZ+o4fGiJ/RXw4nU6PjGmmcX95xC658NdPilGttr721qdX9dk4y G0NwG5UqOVC/xdfHMrCMdngrzpwNSc9R8Xirer+1lv5MXkwvNRsqkwtGkwHYMrcfxDfhms7ZgKjL q772cyG5x6bF6rmgeqdirTukaF3YIiirMxoAPcnFUq/xd5W9b0f0tac+n98lK/OtMs8KXcWfhS7i mqOjoHRgyMKqymoIPcEZWwbxV2KuxV2KuxV2KuxV2KuxV2KuxVK/M0zxaRLwNC5VCfYnfNF7R5pQ 0cq60PgTu3YBcmLWsZlSNDc/V1WNnrvufUpTqN98890WnGY0Z8AEb+3l0c6cq6Iiax4wtJDqXqsK 0iJCsaEg/tnbbbxzY5uyYCBlDMJEfw7A7X/S8tu9rGU3uHaXO8Wu2zAn94FR/cMtN/15X2FmMNZC v4tj8QnMLgWa56k65iv5jeWptb0L/RV53tm3rQoOrilHQe5G49xmf2dqRiyb/SXVdr6M58Pp+qO4 eVaHd6PZR87m5vrPUY3K8rUBaLUd+StXrt/megzRnLYCMo+byWmOKG8pZIZP6K7V9Q0O9t3n+tah c6iRxQXBV13YUrISW2XsBgxQyRNVER8k6ieGY4uLJKf9L9b0X8rPLFxpemzX94hjub/jwjYUZYlq RXwLE1p8s0vampGSQjHlH73pew9FLFjMpCpT+5nGat3jiQBU7AdTirwfzv5xvvMOpSwwyMmkxPxt 4VrxYA0EjgdS3bwzaYcQgPN2WHEIjzWXHkpotAF6LiupIiXFxY0+xbSsyRvXxJUV8AcIzequiRlu VdFTyN5zvvL+px21xIzaXK4W4gY7JyNPUWvQjvTqMGbCJixzRmxCQ83u+at1rsVdirsVdirsVdir sVdirsVdiqD1eyN7p8sC/bIrHX+Zdx9/TNd2ro/zOnljHM8veOTPHPhlbDWkskCxTwOJIhxZfA13 7jvnlM48B4ZAiQdkN1NZNOH24mPhQEf8bnIAxSm+gWYu9SW8RClvbrQFv2npQD6BnT+zWgOXP41e iH2n9n6nH1E6Fd7K89DcF2Kse8z+VvLd5bXGoXunCeeGNpGaEmOV+ArTkpWu382ZOHWZcYqJ2cLU dnYMxucd+/l9zejeR/K+ntHc2+nBLigYGdjKyGnQciygjxGSy67LMUZbMcHZmDEbjHf5/eyDMRz3 YqhNXjmk0q9jgr67wSrFTrzKEL+OShzDKPMPnfRrWaS+gcwXEtqJFFx9XjLuUDDkq9BXcd++beZ2 drI0PNnqeY76bUpJbrQ19C7RoJfRt2+sG1aqqiuTxLKF+VRmJ4YrYuP4YA2O7ANQtL5G9Sa3ljT7 CySRlOVSeNe1SB49sy4kOQJB9G6bHJHp1rHKCJEhjVwevIKAc08uZdTLmiMCHYq7FXYq7FXYq7FX Yq7FXYq7FUv1TSrG6jeWWAyTIpK+lQSNQbKK0Br2rmt13ZGn1O+SPq7xsfx72yGWUeSX6Z5c0qe1 t7tkmpNGknoysvw8hWh4AePjmtw+yukgbPFL3n9QDYdTIp9FFHFGI41CIuyqooBnQ48cYREYiojo Ggm12TQ7FUJq/wDxyr3/AIwS/wDEDiqLxV2KuxV2KvKfNnlnW9Ov7ubyzcvPaVMl5pkDkvA01GP7 pTur8QRQdvAZnYssZCpc3NxZYnaXNhEep+Z0uH4zXRmkcGRCZCWda0qOpI5HMoxi5HDHyZ75N8o+ ZtSngu/Mc1wum27rNBYXDsxeRK8CUYniq8j13OYmXLEbR5uNlyxG0eb1DMJw3Yq7FXYq7FXYq7FX Yq7FUs1/zDp2iWn1i8Ylm2hhXd3I8B7dzmPqNTHFG5NWXLGAssCuPzY1Zpa21lbxxV2WTm7U/wBZ Sg/DNRLted7AOAdfLoAnfl38y7O/nS11GIWc0hCxyqaxEnsa7rmVpu04zNSHCfsb8OtEjR2Zrm1c 1BiymtlAsZeKKPht5avH8lb7aeHUgfy4q3+kUjPG8Q2p6CRt4j8pBsPblxPtiqLxV2KqV3ALi1mt yeImRo+XWnIEV/HFVXFXYq7FUNPfxRuYo1a4nHWGIVI/1iSFT/ZEYqtsrWRJ7i6mREnueHNU+Kgj WgBcheX3Yqi8VdirsVdirsVdirsVdirsVdirsVeL+fNSmvfM12HJ9O2b0Il8Amx+9qnOW7QymeU+ WzpdXMymfJG+XH0yWyv4ptMtppNPgMqzSByztzA+OjDb4u2T00omErjE8Ittw8JBFDZjmpsjXjyJ EkKyfEIowQi9qCpJ/HMKcrN1Ti5Ru9g8j6lLqHlq0lmPKaMGF2PU+maAn340rnT6DKZ4gTz5O400 +KAJT7MxvcQCKHcHqMVQotbSz5To5toEBaVAwEPEDc8TslOvw098BNblMYkmhzeJeffz4vZp5LDy qfQtVJVtSZQZJPH01YURfc7/ACzVZtaTtHYPoHZPspCIE9RvL+b0Hv7/ALve8n1DV9V1KUy6heTX chNS88jSGv8AsicwibNl7DDp8eIVCIiPIUu03WdX0yUS6dez2cgPINDIyb+/EiuIJBsIzabHlFTi JDzFvWvIH573Szxad5rIkhchU1RVCsnYesqijD/KAr41zOwa0jae4eO7X9lIkGem2P8AN/V+p7S9 u9y4c3J+qMAY44fg5Ajq0gJYjuOPH3rm1Bt4EitiiIoYoYxHEixoOiqAB9wxQuxVD6jqFrp9lNe3 b+nbwKXkb28B7k7DK8uWOOJlLkG3DhlkmIR3kXkmsfml5k1C6aPSB9TtxXgqIJJmUb1YkNT/AGOc xn7XyzNQ9I+17HTdg4McbyeqXyCC078zfN9tOHkuReR9WhlRaEfNArD78qxdq54nnxe9vzdh6aQo DhPeC9Y8r+Z7HzDpwu7YGORDwuIGNWR/4g9jnS6PVxzw4hz6h4/X6Gemnwy3HQ96cZluE7FXYq7F XYq7FXYq8b/MHSZrDzFPMVPoXp9eF+xJ+2PmG/Cmcx2jhMMpPSW7ptXjMZ33r9HuNPGnTxtqUVrJ exCG4WWKRii86kqUNCfhGRwcIiRxAcQo7FnjnHh51bHrsRm4KQOZo1osb0ILfRv3zEkBdDdxZ89n tPk/SZNL8vWtrMOM5BkmXwaQ8qH3UUGdVosJx4gDzd1p8fDAApzmU3OxV5D/AM5A+bprLTrby5au Uk1AGa9YbH0Faip8ncGv+r75rtfl5RD2fsh2cJzOeXKG0ff3/Afe8a0Tyrr+tLJLp9hcXNtD/fTQ xs4HfjUDdvbMCGMy5B7fVa/DgoTlGMjyBKZad5Y1G89RbHSbm7MO03pwPIUPg9AeLGnTLYwvkLcX NroQrjnGN8twPkhtQ8sahHeR2LWFxbajKoeG0eJ1dwfBCOX3DIyx9KotuHXQMTPijKA5mxQ+KB1f y3r+j8P0rp9xZCT+7aaNkVvYEilfbKpRI5inI0+tw5r8OcZV3F7j+QPm6bUdGuNBu3LzaXxa1Y9T bvUcf+ebD7iBmy0OWwYno8D7XdnDFlGaPLJz/rft/Q9XzYPIOxV57+cl7NHpNjaIaR3EzPJTv6Si g+VXrmi7dyEQjHvP3PSezeIHJKXUD7/7GIeQIFGtVpyd7W4oPnC22azs6Hr/AM2X3F3Xa0v3X+dH 7wkd7aT2kYrC8PqGh5ggnbtXMTJAxHKnPxZBM87ZR+UV5LF5mkt1P7q5gcOvaqEMp+jcfTmf2LMj NXeHU+0WMHAJdYyey51jxDsVdirsVdirsVdiqD1bR9P1a0NrfRCSImqnoyt/MpHQ5VmwxyRqQYZM YmKLCbn8pIzLW21IpET9mSIMwH+sGWv3DNVLscXtL7HBloB0Ka6T5I0Dy8janeym4ktlMhnlFEj4 78lQV3+k+2ZWn7OhjNn1Fvw6SMN+ZZBHfXNyqyWduHt2UMs0zmIMD0KqFdqfMD2rmwcpd6uq/wDL NB/yPf8A6o4qvhe/MgE0MSR92SVnP3GNP14q+b/z2ld/zDuVY1EUECJ7Apy/WxzSas/vT+Oj6n7K RA0Q85S+9NfJk89z5R0zTL6x1O1txcTHTdW0zcM0rgN6qHY8WFK1rTpksR9FEHn0cPtOIjqZ5ISx ylwjihPyHQprZWD6dp/mmyv5r26+r6nApudOp9ZkPCQ8jyJ6/tb5ZVcQPeP0uJlyjLPDKAhG8ctp /SNx+AgPL0srXPmSLS2vP02LGM6OL8UvPS5j60I+P7VOXHh/XIwlzA51/a5GsiBHCcnB4XGePh+m 69N+XK7SzSU1tPKvm1vMKzroptwLRbzn/wAdAuDCYRJ368ivbKhylf0/pcrUHEdRg8Hh8Xi34a+i t+KvsW/kFNJH5+CKaLLaTI/uAVf9ajJaM1kDL2tiDo/dMfpfRDSanyPG3gK1+EmZwSPcekc3T5e1 6uq/8s0H/I9/+qOKsW89+Xtb13SZwYIRLZsk1ikLs7v8JEqNyVB4FaeGa3tTSnLj9P1R3dv2NrRg zer6ZbH9BeWaVqgsZi7mWKeNeCPE7ROpqK/EvxfZqpGcxhzcB6g/J7PUYPEFCiD3i0T5k8w2+qxx JGlzziYn1Lm4e4+EgbDkBTffJ6rUjIABe3ebatFo5YSSeHfujwsz/KPy1cQmbXLlDGsqelZq2xZS QXf5fCAPpza9i6Ui8h9w/W6P2h1sZVhieRs/qel50LyzsVdirsVdirsVdirsVdiriAQQRUHYg4q7 FXYq7FXgP/OQ+hSwa9Y60ikwXsPoSN2EsJJFf9ZGFPkc1GuhU7730X2O1YlhliPOJv4H9v3vOdF8 z63pKvDZ39zbW0tfVigmeNTXvRSBXMaGQx5PTanQ4s28oxlId4BTXTfMOqWQd9O1W4tjLvN6Uzx8 yOhcAipHictjKuRcPPo8c9pwjKuVgGvcll/qWr3epjULjVZZbuOgjupJ3aZFFSFVqltqnocqlZNk uViwY4Y+CMAInoAKLXmDWtd1GZRqd9cXkaf3HryvKAAOo5E9cchJO6dHpsOMfu4xietAB6X/AM46 aFJJqepa46n0YIhaQsehkkId6f6qqP8Agsy9BC5GXc8t7ZasDHDCOZPEfcNh+PJ7xm1fPnYq7FUg 1vyJ5a1iVp7q24XLfanhYxsfdqfCx9yMwdR2dhymyN+8Ox0vaufCKifT3HdB6d+WPlKymEpt3unU 1UXD81B/1QFU/SMqxdk4IG6v3t+btzUzFXw+5lSqqqFUAKBQAbAAZswHTk23irsVdirsVdirsVdi rFPP/wCYmj+TrFJLlTc39xX6pYoQGanVmY14IPGnyGZWm0ssp25d7CeQRDxe8/P7z5POz2/1W1i/ ZhSHmAPdnLEnNvHszEBvZcY6iTLPI/5/rd3cVh5ogitvVISPUYKrGGOw9VGLcQf5gaDwpvmLqOzK Fw+TOGe9i9nBBFRuDmocl2KqF1drAFVVMtxJUQwL9piOp9lHcnFUs8zeWLXzN5em0nVKAzDkssQP 7qVTVHSp34/j7VyrNiE40XN7P109LmGSHMfaO58uebvJut+VtSay1KEhCT9XulB9KZf5kb9Y6jNJ kxygaL612d2li1ePjxn3jqPekWVuwdirKPJ/lTXvNtwunWMB9BGHr6g4PpwJ/lHu1Oijc5djhKfp Dqe0e0MOjjxzO/SPU/jvfTfl7yvpWh6BBolrGHtYlo5cAmRzuzv7sd83WLEIRoPlOu1s9TlOSfM/ Z5Imt1ZdedzaeO7TRj37yL/w3+tljiIyKWKWNZInDxsKq6moI9iMVXYq7FXYq7FXYq7FXYq7FXYq 7FXYq+T/AM1tXudU8/aw8zFltZ2s4V7LHbkpQfNgW+ZzqNFARxRrru4GU3Isn8vaHM3kvS7zSvLs Os3c1zcR3bSRSSUReHCrRunH7R3rmPlyDxCJS4RQZxj6RQth/wCYWm6Xp/mq9t9MCi0Rl+BG9REk MatJGH3rwcsv0ZlaacpQBlzasgAls99/KrVdV1j8utMeOdUvLV/q0ksqGQNHBJQCgKb+lQVrmh1+ MRymuu7m4jcQzbjef79j/wCRbf8ANeYbY1a2iwcnZjLcSU9WZurU6AeCiuwH664qr4qh9Q03T9St XtL+3juraT7cMqh1P0Hv75GcBIURbbhzTxS4oExkOoYHqP5DeQbyRnijubHkalbab4foEqy0zEOh gT1D0GH2s1kBRMZ+8fqpvTPyI8gWUiySxXF+V3C3M3w19xEsVcMdDAHqVz+1esmKBjD+qP12zyxs LGwtUtbG3jtraMUSGJQij6BmVGAiKAp57LmnkkZTJlI9Sr5JrdiqGNlwnM1s/os5JlSnKNyf2itR Rvcde9cVUNTnuLawmle+t7SiEJcTJRFYj4SeT065GUhEWdmUYmRoC0rh/MDykAkUmqxPMAFdwkiq WA3IqCAK++UfnMX85v8AyeX+ayC2uba5hWe2lSaF90ljYMp+RG2ZEZAiw48okGiqYUOxV2KuxV2K uxV2KuxV8zfnH5Pu9N88yXIotjrcvrW9xIeMayOQJVdzsOLHl/qnOi0GcSxV1i4WaFS96n9T1T/D FnpbarpYtLSWWRGiuqyt68KzEOATVeK8R8P2qg5LijxmVSs+S8JqrDGdY0O9gktUSW3vGuXaKGOz mS4bmrcaFUJI5H7Pj2zIhkBvmK79mswIfUH5d+W5fLnk/TtKn/3qjQyXVN6SysZGX/Y8uP0Zzeqy +JkMhyc7HGhTI8x2bsVdirsVdirsVdirsVdirTuqIzueKKCWY9ABuTiSoDwDzf5qvPMGqSTO7Cyj Yizt6/CqdAxH8zdSf4ZzuoznJK+nR6TTacY4116qmp+VLfTo3in1JBqccayvZmKXieahgqy0Ks1G +XvgyYRDYy9XcuPMZ7iPp713k3zTd+XdXjDSE6fKwW8hrVeJ/bA/mXr+GS0uoOOX9HqjVacZI/0u j3oEEVG4PQ50LzjsVdirsVdirsVdirsVQOtaJpWt6fJp+qWyXVpJu0bjoR0ZSN1YdiN8njySgbia KCAebzK+/wCccvLks5ez1O6tojv6ThJafJqIafPNlHtWYG4DSdOGVeTvyo8peVphd2kT3WoAUW8u iHda9fTUBVX50r75i59bkyCjsGcMQizHMRsdirsVdirsVdirsVdirsVdiqE1iCWfSb2CIVllt5Uj H+UyED8chkFxIHczxmpAnvfOMMoiY1HXbOXepBZ6+vaQmlzQ3eqHUrUwGO0s57cieOUr8BExBACH uHPyzO8WPCQZcQrYVv8ANwfClxAiPCb3IO3yYFMC85CjkWIAA3qSBmEHOL6SsYZIbK3hkNZI4kRz 13VQDnUQFAB5WZskq+SYuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvLfPX5 Z3j3kup6HH6qTEvcWYIDK53LR1oCD/L18PbU6rRG+KHydvpNcK4Z/Nj31vz404i/R8pegT0TYqVo tf2GjK/tGppmNxZb5fY5PDhq7/2X7WU+Sfy6vV1Fda11FikV/WgshT+8JqHcLsoU7hR9PhmXpdGe Ljn8nE1WtHDwQ+b0rNo6p2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV 2KuxV2KuxV2KuxV2KuxV5He/m75kgvJ4EtrMpFI6KSktaKxAr+9zoYdk4jEG5fZ+p5DL2/njMxAh sT0P61cfmR+YBtPrg0eI2lOX1j6tcenTrXl6lKZH+TtPfDxm/eP1Nn8sazh4vDHD38Mv1oL/AJXH 5n/5ZbL/AJFy/wDVXLf5Hxd8vs/U4/8Aoiz90Pkf+KexZzb2bsVdirsVdirsVdirsVQ2qXUlppl3 dRgGSCGSVA1SCUQsK0pttleaZjAyHQFtwQE8kYnkSA8nX84PNLMFW0s2ZjRVEcxJJ7D97nNDtvN3 R+R/W9gfZzTj+KfzH/Erpfzd81wyNFLZ2kciGjo0UysCOxBlxPbecGjGPyP60R9ndORYlMj3j/iU ZoP5p+YdQ1qxsZre0WK5mSKRkSQMAxoaVkIr9GW6ftjLPJGJEaJ8/wBbRq+wcOPFKYMriCeY/U9T zpHknYq7FXVH39MVdUVp38MVdUVp38MVdirgQRUbg9DirsVdirwTQ4LKfz3DDe0Ns964ZW6E8jwB +bUGdZnlIacmPPheC00Yy1gEuXGf2fav1PzB5xTzDdKLq6ju0kkVbZC3FVFdhEPh4hfb3wYtPhOM bCu/9rLPq9UM8gDLis7fsY0SSancnqcznUvbPzEm1KBbGawuJ7d41uGcxXcFqhHBQPU9cgNu3wmh APUbgjhn1IMIj1HzCtlHfHUNSrI3pNH+lNPZnYc2dk3WPkgCgqFNQymooaqqq6lrTTx0vdXeT0A8 sH6TsFFIzxVjtQepxLEg/diqlc33meW0uRb3erW01sDcRv8ApKwZGM5hBiblQnh8TAE+Kg71xVEm 81rUxHfwza1BDM8SSpDqlmFjSNfSZuLdPUZC5Za1oaeOKrE1LzIHW5ku9WUGRSbb9I6ZxEcXH4uT cARJ+Pjviqy31PX0kilS81aZYHWSeFtSsN24RyshEioSqgFDTaoboK4qnvkP9NTawh1TVr+M260T Tr64tZWnf96si0t2r+72Y8lr07dVWc+YP+ODqX/MLN/ybbKNV/dS/qn7m/R/30P6w+9896X/AMdO z/4zx/8AExnD4vrHvfSM/wDdy9xTDzn/AMpXqv8AzEyfry/Xf30/6xcfsz/F4f1Qt8nf8pVpP/MV F/xIYNF/fQ/rBe0v8Xn/AFSzD8wpNMHmysosIrgR2imea5vIJieUrxjhbrR+9N/n2zuXzhicF/pd 3cWlvG1kn6RbvfaiGVuKLwr9t/3nJQqnjVa9MVbtL3TXljS8vNKeXnT1or/UmUj01jTih8Awq5Io wJ8cVQl+dHLwGG602SURAes+pX5kgLFkZwjgAUTqFWor8I/axVM9Qn0tru1iibS3u5KiWRb/AFCE i9aU8oxKPiKVX4Aen8wxVAQHy/6dxb3EmmC7jQvHNFfaiEejSOVFG5/Dy5F2X+bsBiqZ2usaNJqL PfT2Frp91cSySul7qPqenKsgm4inAvxmrsaCuKvW/Kvl7QtG08jRRItleFbhFeWWRQGUceAkJ4in bFCc4q7FXzpLDby65drPc/VYxLMwm4lqMpYqKAjqds7IEjGKF7B86lGMs0hKXDud2WDzBO1ubRvO BEdGQy/VD6vBVag9X7e9ANm79fHX/lxd+F/sv0O3/Nnh4fzH+x3+fNhepW9lBcBLS6+uRlatNwMf xVIpQkn3rmzxykRuKdFnhCMqjLiHfVPc/Nfly71k2Zt5LNPq5f1BeWi3fJJOIYJyZeFVBB8c4p9L YxZ/lZfxcfWm0g8ZkkAj0qJV9NkMdwgHKg9ReO/t74q7R/yquba9tn1CTSrmyi9QXFtFp6xGVHQo FLB6fDzYgla/ecVZSfIXkklidCsCXILH6vHvQg+Htirv8BeSzzB0W0Mb8AYjEpjHp8gnGM/AtPUb oO+KtyeRfJ0qxLJo1oywx+jGpiWgj6Up367VxVt/I3k2ReMmi2brxCANChoq/ZAqNqdsVRFl5V8t 2N8b+z0y2t70lybiKJVkJlNXqwFd8VVfMH/HB1L/AJhZv+TbZRqv7qX9U/c5Gj/vof1h9754saC7 iYzCAq3JZiOQVl3Wo+Yzhoc+dPpWX6TtfkzHWtfku9KvYpPMsV5yXa3WxETS/EvSTgpXx+jNnn1J lCQOQS8uCr+NOl02kEMkSMJj58d18LY/5O/5SrSf+YqL/iQzD0X99D+sHYdpf4vP+qXo/m6019/N dvLaW2qT2gWCv1WW1S3+F258vUVnqOfiO9M7l84SGx0/znCX+t2nmCQtA0UMZurFgKQsS6tGpCSV QBGPxBj3NcVVTY+d5NQ9Q2OtIgDAq15YjeSIRqw4oUHpli+xO9djiqH/AEN5ta79RLLXZYqyPJ9Z urIpME+NYmiaM0WQxUA47F/oKqn+iPPskaRNY65KSZBNK17YQuOShCUojbhv3iHlsd6k9VU88veT tb1O3uJNZvdY024X91HDLPbOK8F/eq0C0b4huG6++Ks9tNOggtoIXrcPCoHrzANIzUALsaDc07Yo RQAUAAUA2AHQDFXYq7FXkt15Z0aS9mJteUjyNX45Kklj2DZw2X207TjkMIzG0qHpj30OjUfZ/Ry9 Rjuf6Uv1qY8qaOZPSFkTJWnDlLyqO1OWRHtr2sZcAl6u7gF/Kkf6HdFz4f8AZS/WtPljQwaG1oR1 HOT/AJqyB9ue0x/GP9JH9Sf9Dui/mf7KX63q93qem2UkMd5dw20lwSsCTSJGZCKAhAxHL7Q6Z3za oL5h0BmZF1K1LIQGUTR1HIAj9ruGGKrjr2hCMyHUbURgEl/Wj4gAgE15eJxVy69obMyrqNsWQVcC aPYb9d/Y4q0PMGhFQw1G24tWh9aOnwgE9+1cVb/T+h/EBqNsSi82AmjJCnox36Yq5df0JljZdRtS su8TCaMht6fD8W+Ktx65osjrHHqFs7uwREWaMlmNKKADuTyGKqHmqRo/K+sSJsyWNyyn3ETEZKOM TIjLlLY/FMZmB4hzG75Ot9c1u4mSC3T1ppDRIo4yzMfAKKk5nn2Z0I3Mf9lL9bkj2j1v87/Yj9SI vbrzXYxiS9sprWNjRXmgeNSfAFgMjH2b7PPKN/5x/Wk+0WtH8X+xH6ky8ha/qM3nXQ4nZeD30CtR R0MgGOT2d0eKJnGNSjuPUf1sD29qsg4JS9MtjsP1PpHVPOnlnSdQGn6lfLa3RWNgkiSBSJiyoQ/H gamNh17ZgOOgv+VneQQwU63bglilCWFCKddtuvU4q6T8zPIsYctq8VI1VmosjGjgMNgprsa4qtj/ ADQ8hPGJBrEIRpGiBYOPiQVbqvSh69MVRK/mB5PZ1VdTjIcJxcB+FZFV0HLjx5Mrg064qhj+aPkA SRx/pqDlJuv26dAdzxoOoxVUi/MnyLLCZk1m39EMFMhLKvI1NKkDsK4qnWlatp2rWSX2nTi4tJa+ nMoIVqbGlQMVReKuxV59D/x2E/5iB/xPPJMX+Oj/AIb/AL52Z+j4JzDDpf8AiAuLiQ3PrufT4fDy qajlXOkw4dL/AChYnLxfEl6eHa9+rjky4OW1Mdn/AL6T/WP6847Uf3kv6x+9y48kx/NIXLW9kkVu bhCs5kX9GjU12CUBUsvD28ae2e0OpeeWyx3DQpc2MYuREwgjPl0F+KogVox6nIqjcOJYCu++KVcW LRxSR29pAslussExHl5Go5UufsSGjNB8J6/jiqL1KG6lnYwWccVk8bSpbHQWmMZltfWm5MXWtWdR 7saU23VULa0up7I0sH3cyXMDeXR6jS8ucjqS3FSY6Ba/TviqyPTpPq8moyWPpzSSRJ6y+XWMyF1f 1HC8zv6kffpUbUOKqtl9XGm2yXNmVImeCdP8PsVnTmXSiqYyvFY2rxGxZv5QQqyrRR+XWp31tZRe VJLSebaCS5sRCF9IFzxc/EvEpSo708RirL/N3/KJ61/zAXX/ACZbLcH95H3hjLk+YPyw/wDJgaF/ zFJ/HOk1n91L3ODi+oMq/SJ0nR/MceveY4NZt9QtZbew0iK5kumW5d1McxDDjH6XHxzG4OKUeGPD R3NVs2XQNm2Hfl5/ynegf8x9v/ycGZWq/upe4tWL6g9z8+XV0PMscNsdRmkVbeSK0sry1iR5ROqq rRuGlVW9QciaKfxzlXYsfgvbxLMwwtqDW6JEryR6hpxMUjND04q5Rl9NgdgAhbtirpodWt7INFfa qzVliigfUtNZ2cFFq0jKzfaLg+HGgptiqhqGoapHbRy3NxqMbrbySXCrqWlpIwaYLyXihLMFdeJU fF8IHYYqmWpSXkrTUuL1IKWTRFNRsY43ZLTiyBJFb7RNWVwQePKvHFVJrnWIp7Bm/SclpGsckkDX ulJC6JwjIcgBiHoGJB77b74q1pt9rFlqNk/HUr8BlpbXF/prKZGY8gyoUZ2BDISe/wDwOKvT/Luq 3Wo2ssk2mtp0UchS2DSRSLLFQFZEMRI4nFCa4q7FXnM0jx3ryIaOkhZT4ENUdc8cz5DDPKUeYmSP m7UCwjV+rrcPeLqIF2CZFJiNGc1PuB92bSPhjIcwzjxbMh6Dufx5NW9Vw7e9LGYsxY7kmpzRSkZG zzLcyDz3ZC6k05f0Ne6uVaQ/6FdNaekCUHJ2DxBj3UV7E57Y6litn5XL3MYl8mX9u1UhaddVHEKi BFkIWVeR9NFDbfLFKna6DMGEUXkvU7WMwmNZBqoHEyw+iw4eoRQKx+Iite2KqsflKMX78/KmqBOL fEurExVCMCBWVHJc7Gu3f5qq0Wg3H1Y/86pqhmjhNsgbVEQlLj1izUSUR/DzofhqKig2xVCx+Wpk iq/k/U3a2uPXto21VWLNIyKylvU+wFQH4ierVpiqtZeXY4omkTybqg5OvOCTUwdlLjkP3+48R3r4 Yq9B8t2UNlolrBDaPYLRpGs5H9Vo3lcySLzJbl8bGn8OmKFPzd/yietf8wF1/wAmWy3B/eR94RLk +W/Jq6ZBex6jNrw0S/tJQ9q5tWuRQCpfY02O3Eqa50ueyK4eIHzpwIVzula68v8AlIyGQea45Wk+ Nj9TnX4moSDSvcnpt0p3CiOWf8z7Qkxj3u8mW1vbfmNocNtcreQrf23C4RWVWqyn7LAMKVpvg1BJ wysVsVgKkHtPn5FTzKLj0pZpY0gMPp6Qt3RwzFONwR15qPlnLuwYzp2nRvzh/R/pGN7ZpfS0GMM8 DRswIDFgnNwy1NehrTpiq2DSr6WWG/urdmW4kkje3uPLyqWYv6xEnxOVVnYkMAae5xVq0hlgjKw6 e0UV9bJHcQL5eYx+pDGKASBo2flcKstCD07Upiqf+UvI93eWLyhbS3T60om+taNDBJNCIgWAj9Q0 +3xqRWta17qot/yo1AyL/pOkyxR8FiSXSojxiVgeGzCvSte5xVFaZ+W9/Hrdtfas+lalbhme5Uaf HDKGALR+mw5f7tbken074oZ1Z2drZWsVpaRLBbQKEhhQcVVV2AAGKq2KuxV866j5g1ldQuVW6cAS uANugY+2W/yHojucULPk7aI2Cq1z5tXS01VnlGnyP6SXHw8S4rt49sj/ACJoLrwoX7lsXXVBf4i1 r/lrf8P6ZL+QdD/qUPkyp77rvmCPR/QMljeXiTFgz2UPr+mFKirqp578tuKnocqdOlB/MjSxB636 L1YrVaKLGXkQyF608KLvirc35jaZE7KdL1d+JCsy2E5FWYqO2+47Yqtb8ydNQc5dK1aKIqzCVrKQ LVK1UnsTxotevbFVx/MWwDyoNI1dmiT1KLYyfHuAVX/KFe+Kq5896avqc7HUU9OVIatZygMzyGMc CRRhWnTxxVCW/wCZujXFtJcQ6fqkgilSF0WzkZ+bhz0FacfSPKvTbFWz+ZWm8SV0jWHI5/CNPmrR ACTuAKGu2KpvqtzFf+Uby5WN1iurCWQRSqUcLJCTxdTuDvuMhkkYxJHMBniAMgD3vnKHR7SaVIYb NJJZGCxoqAszE0AAAzUjtXVE0Jyd6dDgAsxCa6j+X+oadaNd3elxpboQsrqYpOBNAA4QsV698unr tbEWZy+bTDDpZGhEX7m/Jun2KebNIZbeNWW7hKsFAIIcZDF2nqJyEZTJBLLNo8UYEiIsB7jq/m63 0vURZT6dqE1ViZbm2tzNCfVZkAqhLAqU+Kq7VHjm2dGgZPzF09GZV0rVpCgUtxspP2wvECtKmrgU 7Yq7/lY2l/Wpbb9G6p60JowNnIqnrQhmotCFJFTvirrT8xdPuFdv0Tq8SqjyAyWMtGREZq1UMBXh QA71I96Kty/mLpkUrxNpuqeopICizkq1AxJUdSKJ19xiqw/mXpIiaT9GasVSoNLCbqDSnTavviqY WXm+yu7tLZbK/iaSUQrJNayonJkd6liNgBFuT4jFU9BBFRuD0OKuxV2KvmyWzuL3XpLO3XnPcXLR xr7s5Gbm6jbtgajb0qS30m4lm8uR6vaNp7Wq2FrZ8n9QXcTcll+zw5GWtaHcZh2R6qN3fwcSyPVW /N5RPDLBNJBMpSWJikiHqGU0IPyOZwNuaDb2X80bjTYm0pL82npTtLEfrlzcW44sYw3H0Nm2/n6G maR1Dz1LzQ4dOSO4n0xLRm9aJor7VG9UxO6p0o37v1DUk+HbFUQtlpMltfXYuNNuDbxRLEG1DUjw FyUWIMXrt8clGAHHYmgrRVL7y80O4eC3+t6VIpRo4zJqWpGM8ZHZHloCy0Hi/f2xVcyaNFqLWwud NktGZZjF+kdTWT0eBkRzyLI1YXBP8N8VRurzaRc6pNNA2m+jPcs4u4b/AFFHc+sRWWKJeBkAlWu+ 5Oxo1MVQkWo6JJeXtnKtil3BErxuL/U1hZlMTSn1CvwsiA8tg1fGuKvQ/wAuNT0LT4zoRu7carc3 Ezx2lvPcXQIhHBj6k1af3LE9BirL/MP/ABwNS/5hZ/8Ak22V5voPuLPD9cfeHgPl6W/i1uyl0+L1 72OVWgh7MwNaHpnO4SRMGPN6PMImBEuTJNV0fTr/AE3VdSTT7zRb2z4y3EM5LW8jO4BVS4Vg1TUD MrJjjKMpUYkfJxceSUZRjYkD80i8n/8AKVaT/wAxUX/ExmPp/wC8j73I1P8Ady9zM/zCXT381mRv qZvLaGCQfWby9t3WNfUlkp6KtGvwxVoNznSPNsYOoaS8bRi70eRpWeKJEv8AUS5ScJRjQO3L90CA Ps/M1xVUa78vPYOVm0y4hY+m1dQ1BF9SY+kobkfsehAG3JKkEjquKoeDUtFMl5MDpyTIvGOManqD LKDH6c4WKPlVQHYIAOXtiq8T6fYXU5lm063KycZQ2oaqWAFwCVIZV5lZItjQLT7wqoXTadLG10ZL B5Y5BA0cGpajSZIY0Dcefw/ukZW2bp8t1Uz0m7tZ57Iac+mzctRLQ/7kNSVzJOYvSDMQDI5FvX4q iq+NcVepeS/Lseg6HHaiFbeaU+tdQRyyzRJKygMsZlLMFHEbYoT3FXYq+fvX0G1vZrj6xfQ6mk0h 5wcEVTyk3R6l+6joO/jttqkRW1OzqRHSkOj+VlQypJfrdo/KJ6xqDQMQdgSrB+Hc98Pq8k+ryVdQ k8pzw3k63GpS6lIS8DT+kysSR/ev9on7WCPGK5UseMVyp6z550zWL6bS/wBHfXFWKRmlezlgjoWe JV9QTI9VClm26U6GozUurYZZ6F5yMKm6s9bW4RUWErdWHwErK78HUU+IpGp5L1+g4pV/0d50MEI+ q68sjRoj+lc2CUFFi+Jiq9kLGg25HfviqyXR/NihrU2uvXAkrE04u7Ff3aOYmC/uwqiQOHPc0BrU HFVG08uealEMb2WuQH1EjjlS609vq68+LGGirxUIWA2HwkgimKogWPncR2qPZa40hBkklW60+sT+ rJ8G6/EpCqxp/k96Yqp6jovmto3s1sNauLQERrGbmxEbpAOBLrxNfV9Pl7luvcqsm0ryNqIWC6fX NUtJBObn6o0sMvDlIzPEZDGSyMDTFDJ/MP8AxwNS/wCYWf8A5Ntleb6D7i2Yfrj7w+e9MOmi6rqD TJAFYq1tx9QSAfB9raleuc5Dhvd6WfFXpr4p1qeq6PewGGTUtVnWNSYI7lllQPx2qCwoOW2w6ZdP JGQq5fFohjlE3UR7kF5P/wCUq0n/AJiov+JjIaf+8j72ep/u5e56N501HXLfzFWwlkj9K3iMbJpD XoAkl4OBOGU1PL7I7Z0jzaQnzB5kt0SeWaf4uEgf9AMoEMCSFgTyFCKHbl/q9cVTLQm8763aLLp2 oQ2oUQuTe6WsBdWShlSjNX41ZlHEbN9yqdweXvPplMk2sWEQHMRpFYq9BzBjBZihI4jelN8VVH8s +dDBLGvmC2LyE/vJNOjYhSXNPhdKkchue4r3xQp2+gfmIrH1vMNm4KbMLBfhcFKDiHHIEc6nkO23 XFV6+XPPMYCxeYrcpyZiG0+LY1ZkNVYdCRXx67YqyTS4tRh0+CPUrhLq+VaT3EaekjtXqEq1NvfF UVirsVfPt9FGdRuFoorM4qaAD4jnKT1WXiI45c+8uklnycR9R+abf4Ll+rC6/SGnfVi/pCb1vh5g cuNePWm+ZPDnq/F2/rlurLV8e39YpC0SKxWimhpUdD8sxDq838+XzLj/AJjJ/OPzL3HzH5nh0JIX msL69SbkWaxtzcCMJxqZOJ+EfFt8jnWu9Sp/zK0tVL/ovVTGjMkjCykqjhVfiyH4gSsgPTFV4/MS xMUjnR9XVok9RozYy8qeosZApUEjny27b4q1Z/mRpV5cQwQ6bqnOaVIVL2UqKC7cCWZqKoQ/arir UX5kafKyINI1gOyu5RrGUFeCGQjwJIGwWvUYqtj/ADL0+VikOjay7+m0ig2MihuKs3EFqCrcCBiq Kbz5YiNGGm6mxljSSNBaSVIkYKK/y7neuKptoes2+sael9bxTwRuWX0rqJoZQVNN0cfdiqNkjjlj aORQ8bgq6MAVKkUIIPUHARaQaS7/AAt5Y/6tFl/0jxf805X4GP8Amj5Nn5jJ/OPzLv8AC3lj/q0W X/SPF/zTj4GP+aPkv5jJ/OPzK+Hy55eglSaHS7SKWMho5EgiVlYdCCFqDiMMBuIj5Kc0yKMj80wy 1qdirsVdirsVdirsVdirsVdir5+1H/joXP8Axlf/AIkc43J9R97z0/qKbv8A8oHH/wBtR/8AqHXM k/4v/n/obv8AI/536EgzCcd6Z+aX1QyaQs8dq7sbj0WuZLuGRGAjblFJaKzLSg5Vp2oc7Z6R50b+ zjsmaMWAiaXiiTalqEkjLHy9FEbkI4pH5lvt9OoxVetx5fjuvUs57GSGKIqzvqmo8gksYRw1AwHK SWg3/UcVcg03cySad66ss1vcpqOpRq0E7SM7ueTOSshjWpWrV8BXFWpLzSTDcerLpkV0LeKOeVb/ AFPmjxsIojwpUmOID4qfa2/apiqvFLpFLaeCbTTDp4eayupNS1BZnjW4+AzMFQDkRVtjT2xVY9zp RFoZptI4ywoIpG1PUEY8WVWQgcqryhp8VBUcu+KvWvJkvmFrER6lDarYxxxDTLi2kkcyw8AUZxL8 deJFa71BxQyLFXYq7FWM/mD5/wBL8i6EuuatZ3lzponjguZrKNJfq4lPFZZgzx0j5UWoruQKb4qk 3lT86fLXmBJZ5LG+0WwjlW3XUdUFtHayTurSCJJYZ5xXhGzVNF6b1Za3DTzPIdL+DQdTjHM9a+LJ IPO/k+aOWRNaswkEpglZ50j4yKWFPjK9eDFT0YCoqMTpsg/hKjU4z/ENvNqHzx5QluJoF1e2WSDg XMkgjQiRQ6GN34pICpBqhOS/KZavhLD87hsgyFj9P3/BEnzP5aDFTq1kGBCkG4iqGPQfa67ZH8vk /my+RZ/msX86PzCOtbq1u4EuLWZLiCSvCaJg6NQ0NGUkHcZXKJiaIotsZiQsGwq5Fk7FXYq7FXYq +f74qNSuCy8lEzkr0qOZ22zjZ/Wfe8/P6j70z/SnljmGOitxHVBcyUPxg/P7IK5f4uL+Z/si2+Jj /m/akhNSTSnsMxXHet+fbPXLk2Q0xb0qqXRlaxkt0o4jDRCRZw3IOVK7eO/XO1ejYPJo35jRMEI1 y4iJAYx3GnxEsjMvMEhzRqqaH6SeoUq/6H84tHJGLHXI1ZC8aC7skWOjxuixrGE+JOPEcmpQHt8O Kql3o3nZpuNvDrnNk+KQ3WnKigoWZK8CWb1KD+m+Kr5dG833OpRTehrFsJJfXMDXFm0ZMVJeMnCM oFLKFWp/2PXFWptD88L6wWDWJW9CER0vrJKsRCZjT02QPyZ+vXiTUVxVG+WfKOv38ks+pXes6UYH i+rxXFxazh1U8ztHHSpru3WpNd61VZFdeSr+ZWEfmXVId2MXCSP4ORWg+xvQKQK+OKGUgEAAmpHc 9T92KuxV2KoTV9J07WNLu9K1KBbnT76J4Lq3etHjkHFhUEEbHqDUdsVY/ov5YeUdK8raZ5ZS2e60 3SZVuLYzyMZWmTlSSRo/T5mjkUIpTalAMtjnnE2D0r4NM8EJAAjkb+LFLzSbafVWuZ/Imom+aX6z 9Yi1CZY1lLtL6iMkqhSrO7fAteR+Gta5ZHV5AKvb3D9TXLRYibI358z+tqHSTGtvdWn5dTGeQpH6 c2ocSkduIvSZubMo+FAKHf4SD13P57LVX93Vj/J+G74d9u/py6+TILv8rtEu4bH0ozYJGEF1bGSa 4rH6glaFHaUBBy578SDy5UrQ5fj7SyC73PwG/Lu3cfJ2ViNCOw+J2u657fjqy3S9LsNKsIrCwi9G 0h5elFyZqcmLndyzfaY98wcmSU5cUtyXYYsUccRGIqIRWQbHYq7FXYq7FVM21sTUxJX/AFRkeEdy KDX1W2/3yn/Aj+mPAO5aDvqtt/vlP+BH9MeAdy0FXJJdirsVdirsVdirsVdirsVdirsVdirsVdir sVdirsVdirsVdirsVf/Z uuid:2b9a54a8-da91-4d8f-9544-41def31c6706 xmp.did:0152fad9-e214-7e46-b62c-7886e107800f uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:879b5304-c990-4c4f-a4cc-d5c309ff9ce0 xmp.did:C2A150628A17E611B12AF20DDC2A59B7 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:C2A150628A17E611B12AF20DDC2A59B7 2016-05-11T11:09:40-04:00 Adobe Illustrator CS5 / saved xmp.iid:0152fad9-e214-7e46-b62c-7886e107800f 2017-01-26T11:41:15-05:00 Adobe Illustrator CC 2015 (Windows) / Print False False 1 8.500000 11.000000 Inches Montserrat-Regular Montserrat Regular Open Type Version 2.001 False Montserrat-Regular.ttf NexaBold Nexa Bold Regular Open Type Version 1.000 False Nexa_Free_Bold.otf Cyan Magenta Yellow Black Default Swatch Group 0 White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 Black CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK Red CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK Yellow CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK Green CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK Cyan CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK Blue CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK Magenta 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 Grays 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 Brights 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 7 0 obj <>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>> endobj 8 0 obj <>stream HWˎ$?W?F"E=^x?> l?O{GRUVuzfv/F]IeJ?H?oӏ?w??~|_?J+r???]~ÏkmcYSI?7j8fG??5'jj=^>?֒f;_?cw?,Tj??|dCRx?US?ì?`~4g?l?JYR}G^k?ze$?oT+,G?5xT >n@@BO6SnnbhvwdyԣjM^8=:;gMs*E2q?rõH^N{JO\*?p?Z0S-?߁4Kdx??ۙ)MhZ<ܔ DH]V?X?-̯qǖiȥ~GeTi^u?JK(=Qi^J?Rm ҹƵ