Problem 55965. Where the Four Corners Am I? (Vectorized)

Created by Ben Placek

Solve Later

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:rPr><w:b/></w:rPr><w:t>NOTE: this problem is intended to build on problem #55960 (\"Where the Four Corners Am I?\"). You may wish to solve that problem first, then use your solution as a starting point for this problem.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t></w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>The \"Four Corners\" region of the US is where Colorado, Utah, Arizona, and New Mexico all meet - the only place where four states touch. The Four Corners Monument itself is on Navajo land.</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Given </w:t></w:r><w:r><w:rPr><w:b/></w:rPr><w:t>vectors</w:t></w:r><w:r><w:t> of coordinates x and y, return a column</w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t> </w:t></w:r><w:r><w:t>vector</w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t> </w:t></w:r><w:r><w:t>of strings, where each string is one of five options according to the location of that element:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"ListParagraph\"/><w:numPr><w:numId w:val=\"1\"/></w:numPr><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>If </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>-\\frac{1}{2} &lt; x &lt;\\frac{1}{2}</w:t></w:r></w:customXml><w:r><w:t> and </w:t></w:r><w:customXml w:element=\"equation\"><w:customXmlPr><w:attr w:name=\"displayStyle\" w:val=\"false\"/></w:customXmlPr><w:r><w:t>-\\frac{1}{2} &lt; y &lt; \\frac{1}{2}</w:t></w:r></w:customXml><w:r><w:t>, then return \"NN\"</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"ListParagraph\"/><w:numPr><w:numId w:val=\"1\"/></w:numPr><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Otherwise, if </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>x</w:t></w:r><w:r><w:t> &amp; </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>y</w:t></w:r><w:r><w:t> are both positive, return \"CO\",</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"ListParagraph\"/><w:numPr><w:numId w:val=\"1\"/></w:numPr><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>if </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>x</w:t></w:r><w:r><w:t> is negative and y is positive, return \"UT\",</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"ListParagraph\"/><w:numPr><w:numId w:val=\"1\"/></w:numPr><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>if </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>x</w:t></w:r><w:r><w:t> &amp; </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>y</w:t></w:r><w:r><w:t> are both negative, return \"AZ\",</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"ListParagraph\"/><w:numPr><w:numId w:val=\"1\"/></w:numPr><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>if </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>x</w:t></w:r><w:r><w:t> is positive and </w:t></w:r><w:r><w:rPr><w:i/></w:rPr><w:t>y</w:t></w:r><w:r><w:t> is negative, return \"NM\"</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"468\"/><w:attr w:name=\"width\" w:val=\"646\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" 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kd9Ov2g/TGaCfqQ7Jrh45Z/OPHb2yuWO71GxulfxwP057w1geiXTtEvbtwt+j9/IU9z379hdu0U7QT9SHZtUPksM1QH8VbH4h27U1WC0+KbpjUwhPL4a7RTtSHZNcOEcI2Q30Ub30g2rUv673wYKUbrvbCA7vhjtFO1Idk1w4RwTZDfRRvfSDatSc/y14Y0pZX9cKDX/2Lw72inagPya4dIoBthvoo3vpAtGtH7vXCtBn+5KbKr+yrnaGdqA/Jrh0ifm2G+ije+kC0aze2VLzbZni/TR552XCXaCfqQ7Jrhwhfm6E+irc+EO3ai8uK9+uvfBn558/lXxFeN8PrNnn4x2oOfvll+jdvJl423CPaifqQ7NohsveBZniluEm7wm9CINq1E8sid/OlkbkcXt1wWQyv/2Gby2+zWA13iHaiPiS7dojotRnqo/hNCES79mFR4vIvE5++nHJ500UxTD8vvuibrGk/aCfqQ7Jrh0hem6E+it+EQLRrFxYNLu2FB4ceeHHjshiu/h3hsnKypN2gnagPya4dInhthvoofhMC0a49ONe3sr39ctEMF8VwtU2Gxb+EYzXcG9qJ+pDs2iFy12aoj+I3IRDt2oHzV0zudLefywrIIeHOF4/P1bBqkHpDtBP1Idm1Q8SuzVAfxW9CINr1/s4X/+5UvAvnvnf3qAd21VuhnagPya4dInVthvoofhMC0a73xzv+WG+b6+SWj4gf2lnvg3aiPiS7dojUtRnqo/hNCES73t58Re+R2vbgdcah+9DLo52oD8muHSJ0bYb6KH4TAtGudzd2PW+uehuvMz66v94C7UR9SHbtEJlrM9RH8ZsQiHa9u7mzsb3JXCc3f6eE/b1ouCu0E/Uh2bVDZK7NUB/Fb0Ig2vXm5o730MW8qU5u73lj96PXRjtRH5JdO0Tk2gz1UfwmBKJdb+7xjhdGat7QHem10U7Uh2TXDhG5NkN9FL8JgWjXm+Ptfuz9XvmfUa5xjL9ZO0I7UR+SXTtE4toM9VH8JgSiXe9t6niPXcnjoLFPoP3nrveDdqI+JLt2iMS1Geqj+E0IRLve21TXHup404fJD3Y8jvLj5P2gnagPya4dInFthvoofhMC0a73xrv9WFubLjQ++GWSqYWyqfdHO1Efkl07RODaDPVR/CYEol1vbegPBkf/YnDszvTCaCfqQ7Jrhwhcm6E+it+EQLTrrQ1dxhv8MNmPk/eHdqI+JLt2iMC1Geqj+E0IRLve2lAzHL72x3H+bu0G7UR9SHbtEHlrM9RH8ZsQiHa9Nd7sL/kzQ//QcH9oJ+pDsmuHyFuboT6K34RAtOudjX0uPFzwhiulXhTtRH1Idu0QeWsz1EfxmxCIdr0zm6GeinaiPiS7doi8tRnqo/hNCES73tlYVeOgx79IMvzVFb0o2on6kOzaIfLWZqiP4jchEO16ZzZDPRXtRH1Idu0QeWsz1EfxmxCIdr0zm6GeinaiPiS7doi8tRnqo/hNCES73pnNUE9FO1Efkl07RN7aDPVR/CYEol3vzGaop6KdqA/Jrh0ib22G+ih+EwLRrnc2VtX8brI2op2oD8muHSJvbYb6KH4TAtGud2Yz1FPRTtSHZNcOkbc2Q30UvwmBaNc7m5rhYx8MT83w4YI3fKBeFO1EfUh27RB5azPUR/GbEIh2vTXe7Mfe7enS38N/Lshx/m7tBu1EfUh27RB5azPUR/GbEIh2vbWhq3hjVxrHj9PLop2oD8muHSJwbYb6KH4TAtGutzZ2+Y+DHv0dGb7WqFdFO1Efkl07ROD+YHMFO9kMtY7fhEC0661Nl/Eee7unK40PVjyO8s8M94N2oj4ku3aIwK2b4T/ZyWaodfwmBKJd7413+7G2Nl38e+xj4bEWqldGO1Efkl07RODWzfAf7PQPtpe4yWa4e/wmBKJd7+1jHyc/1CcHrzTqhdFO1Idk1w79RuT+k+2UzVD38ZsQiHa9t/lC3lDJe+Si4dg96aXRTtSHZNcOVaVvNtVHm6HW8ZsQiHa9Od7ux67kTVcaH2l5U5v0N2tHaCfqQ7JrhzY1Q/ZJP3LmJpvh7vGbEIh2vbmvumjoJcM9op2oD8muHZq+XFL+oSG72AxV4DchEO16d7zfj73j80XDrdVwLob+Yu0J7UR9SHbtEZlb/aHhdF0xbX/VbdoTfhMC0a53N3e2h75pPH82vPES4KP76y3QTtSHZNcebfg4ufozQ5uhwG9CINr19oZK2/ka4Kaj5vt47B+60YujnagPya49mj9OXr1oOHXH/ANnbrMZ7h6/CYFo19t7sORh7npbjnpoZ70P2on6kOzaJWJ3vdtNlwzzHcobtSP8JgSiXe9v/qPB+71tscMDbc9iuFe0E/Uh2bVL8yXBlYuGUzFcuZ0bbYa7x29CINq1A+fmduffrvl1cfv5UuOdo36eT+9nyTtDO1Efkl37RPKuVL/50+aV7lffqv3gNyEQ7dqDbd0tKt6yAy6qYXkU+wSL4d7QTtSHZNc+zRcNs2o4F8O1S4rcajPcPX4TAtGuPVi0t/UPfA8fOl9cHTx/Cr1+2XBxwdDfqf2hnagPya6dmj8vvv328fmmtep352btBr8JgWjXLiyrYd4NTzXwsgAuW1/aDS96oX9kuD+0E/Uh2bVT5+uCV1cGz1cT15vfvdu1F/wmBKJd+3BRDX/8cl3ipoZ3Vf+WVw1//Fj+FWL4eXWrxXB/aCfqQ7Jrr5bV8Mdv//jHP8M/fjtfLwwrnyXbDDXhNyEQ7dqLi8t7h3JIk/v5y+KW6wuDl4Uy6t+vv8SBP3/+sjzoyL8x3CPaifqQ7Nqti2qYWS2GNkOB34RAtGs3Li/x5W4+Mr78vHhd9lmz3h7tRH1Idu3XnWq4XgxthgK/CYFo135cXwBMJAVvUzX0k+R9op2oD8muHauqYdn6tuyjPeA3IRDt2pO7lw2zS3/3Lxt6wXCvaCfqQ7Jr1y7+rHCp+F9UDuxkM9w9fhMC0a5dufrWyJW1L5Hc/FHhhZuvs2g3aCfqQ7Jr3/6ZdsN7lW/jbnp7/CYEol07s94N7/wj2Cu8XrhntBP1Idm1d/9c/DM1R7/V1wsPpj3Z1G7xmxCIdu1PUg5/vfoXaRLZhUMvF+4c7UR9SHYpyiH/XM1vv/3jfi2UZsd5fkS0a5d+/vzlV5re4R+iYfWuX+Ko42HHf72GRe0X7UR9SHZJGnXsAkdEuyQNop2oD8kuSaOohYFol6RBtBP1IdklaRS1MBDtkjSIdqI+JLskjaIWBqJdkgbRTtSHZJekUdTCQLRL0iDaifqQ7JI0iloYiHZJGkQ7UR+SXZJGUQsD0S5Jg2gn6kOyS9IoamEg2iVpEO1EfUh2SRpFLQxEuyQNop2oD8kuSaOohYFol6RBtBP1IdklaRS1MBDtkjSIdqI+JLskjaIWBqJdkgbRTtSHZJekUdTCQLRL0iDaifqQ7JI0iloYiHZJGkQ7UR+SXZJGUQsD0S5Jg2gn6kOyS9IoamEg2iVpEO1EfUh2SRpFLQxEuyQNop2oD8kuSaOohYFol6RBtBP1IdklaRS1MBDtkjSIdqI+JLskjaIWBqJdkgbRTtSHZJekUdTCQLRL0iDaifqQ7JI0iloYiHZJGkQ7UR+SXZJGUQsD0S5Jg2gn6kOyS9IoamEg2iVpEO1EfUh2SRpFLQxEuyQNop2oD8kuSaOohYFol6RBtBP1Idmlz/FPGsI/2dYe8KYHol3v7JfXeLN5lL+wqZdBO1Efkl36HDbDPeJND0S73pnNUE9FO1Efkl36HDbDPeJND0S73pnNUE9FO1Efkl36HDbDPeJND0S73pnNUE9FO1Efkl0v7tsUMZvhHvGmB6JdX+Un//1KNkM9Fe1EfUh2vbjfvksVe7QZ/vM3ftAL400PRLu+yq8/vr4b7qYZ/vyVH/SlaCfqQ7LrtR362D/4udeDzfC37/K49RG86YFo1xf5Ga/5l18U20sz/NULjj1oJ+pDsuu1/eOQgN/i6ttDzfC4sxcNX9/xLT8i2vVFjiXtq69s7aMZHkr3l7+0OqCdqA/Jrpf26Ee4T/TIQzn22R8/2NLrOr2RB0S7vsaxvYS7nyj//PnLr7+e9v31118+eCVsF82QJ8mWvhLtRH1Idr00Ktbig9lppS5o2/Z6yAPNcLp3Lxq+PN7JQLTra0wdrW4/P6fdFn79QDvcQzOcnqMXDRvQTtSHZNdLI8QWdewVmuH8sNnUy+KNDES7vgavenXNMKuFJ8OlZw/NcH5p2dQXop2oD8muVza1scXFt5dohr+xr99BeXW8kYFo15eYPkxe73jrvfBgsBvuohny2fvo4foA2on6kOx6ZUnBe4lmmDRavSTeyEC060tMFW31kmHZCw/Y7zG7aIb3W7eehXaiPiS7XhkRtvxU9iWa4XzRkE29Kt7HQLTrS/Cir73qU7kpsOdjdtEM54uGbOrr0E7Uh2TXC5vK2PJD2ddohtP9+3Hyi+N9DES7vsLU/Fa6z1RtKuz6mH00w+lZ+nHyl6OdqA/JrheW9bvXaIZTo/Dj5BfH+xiIdn2FqbukHyZfXTD89Zefp90O/34Na+G49Kh9NMPpeD9O/nK0E/Uh2fXCCLCLz2RfpBn6cfJ74G0MRLu+Aq95+qJfFMNfrrvjXA7ZfsxOmqEfJ3ehnagPya7XlX2Y/CrNcHoAfpz82ngbA9GuL1B9mLwshje98OhU79h4zE6a4fQ0/Tj5q9FO1Idk1+tKu9hoM/znbydsPu6xZjhVCpvha+NtDES7vsDU/pLityiGv6a98OBwTYwfH7OTZvjxE2gM7UR9SHa9rqnesXky3AxvVh401gz9Q8PXxtsYiHZ9gfWCtiiGq70w/PzVZljhBP6h4VejnagPya7XRXy9ZjP0Dw3fAu9iINr1BXjJk9ecG0JVDMNY6dlLM/QPDZvQTtSHZNfrIr0uP5B9lWa47XHqm+NdDES7vgAv+W3zmb97/KSrXXtphtPzvFOv9dloJ+pDsutl5VXsVZph3mv1YngXA9Gu51v9M8Op0DztY9C9NMNPOING0E7Uh2TXy5raHZt4tWboHxq+NN7FQLTr+db62fmPDJ91rWtvzdA/NPxitBP1Idn1svK/1HuZZsjDtxm+tNObeEC06/nW/gpu/iz5aR+C7qYZ8lLaDL8Y7UR9SHa9rFN2XX8c+zLNcHoIbOol8SYGol3Pxyt+XXzmS4bP+wx0N83wRZ7o26GdqA/JrpdFdr1qM/zwHeob4E0MRLuej1f8uvhMlwyfeKFrN81w9U859VS0E/Uh2fWqVprVyzTDlWarl8KbGIh2Pd1Ka5kvGT6xzeymGX7GKfQ42on6kOx6VTZD9eNNDES7nm6lGU6t7Zllxmaop6KdqA/Jrlc1lTs2J6/TDP0Kyhs4vYcHRLuebqWesfrUD0D30wz9CkoL2on6kOx6VSv/IyIv1wz9Csor4z0MRLueLv9q8nQl8aldZnfN0F/rr0U7UR+SXa+KYnX9YezrNMPpMbCpV8R7GIh2PR2l5ar3TKXtqd+Z2E8zfJFn+m5oJ+pDsutVkVxf0gz/+Y/TAb/9Y/2vAq9O8M9/HKvrb7+tHmEzfAO8h4Fo19Pxgl/1HlY/9D788uupdf76yy95waz70t3Dr5z2v933l19O59l2mmTv4/ZKM/zJ7r/Go2QpYzNsQTtRH5Jdr4rk+oxmOJW6heVp/zl97nvELTe97qIZTrce/ZY/locvMur74T0MRLuejhf8stdMHyaPXyejMc2yMxV9acvhF9+dmc4VLvZdrEd/o+2xeXvSi3u9u/fPi5OfD7i18jUfPRftRH1Idr2otV716c3wshceHA+qmuHN+fJvmXDj6kVFfX+8h4Fo17PlneWjzfCq1x3dnmu1GW47fPHQfy6PWPxt5FV1m25j4/qUj+093f3Sajfk9tHXU0NoJ+pDsutFfVUznPZcOhS9ohkmp0urIbfZDF8Y72Eg2vVseTOcOtLYNa6sMx1cn22lGW49/PzQL4+Y69dFX5wczsKPlz3tsb3T9hpWvrLDrTbDL0U7UR+SXS/qi5rhzQXDoyh6680wOVteDbnJZvjCeA8D0a5ny5vhVHvYfMxKZwpXtSlvhpsPPz/0i0PmvVYaZjxTfrroaZ+y98HlKwlusxl+KdqJ+pDselE3zQyf2wzzYngoeuvNkP9eSR4PJ7cZvrDTW3hAtOvZ6nbG5kPWm911t0vve/vhczO8PGRqX6vl7WfW0z5p74OsGvIQbYZfinaiPiS7XtSXNMNpt5PfAj/+4MvKSTOcLPcOyUVDbk4/adZrOL2FB0S7ni1vhixeXaTbpGp2V2fM7vuBw+dmyH9P5l3YPvk18GPcH/9d9jSWTu7tXRbDtBpyupEXVMNoJ+pDsutFfUUzXKzP3y8+/WM0sXD6z0oz/Me0+7kc3l4atBm+vtNbeEC069k+uxkum92vxzL18+IrvMtTJvf9yOEX/Yydf5kL3OJM09J0pummaT08tPfFHZ/+dZvpX685ua2G3Goz/FK0E/Uh2fWiPrMZHkzFbnkcS+HibOe2F1i7rJEsHczLtwXQZvj6Tm/hAdGuZ0vaWWDx8SKzaHGL3rVcXrSm2/t+6PBlQZuXpx/Oh1w8ictSx+Kje7MQlt9FXnyoffu62Qw70E7Uh2TXi6Lb3dSqT2yG0043d7Kshiwtm+Hl7vM622drT0Gv4/QWHhDtejY60VVlOS0OFBkOvD30XJvOZWrqY2wGFrYdvuhti4IGbri5aVn2kq63Ze9zjVzd++aFy19mPRftRH1Idr2otQtun9cM71/tO2Bl2Qyv7nramc2z6UGwqRfEWxiIdj1bfjHrtPh4kZkL3O2RyU03zfCxw89F7LYYzrvf3LQoe7ddb8vexd2u33RbgvV8tBP1Idn1op7fDKd9suZ2roYsLJrh9R8UTue5+UNDm+Hr4y0MRLuejQp1VcWmYsXmVnMzum12WVm7rksPHl7tzi2Ly4Kzc32bb2R7297rpbN4SDbDDrQT9SHZ9aKe3wxZyM/EbVkzvNmfdZvhG+ItDES7nu1Tm+F0WNbszrfO/eu6Lj14+FzDbgvddOb0TNON83EP7T3fa1IMF7eyPbl+qvoKtBP1Idn1op7eDKeF28+SD+aLhmwvmiHbZ6zbDN8Qb2Eg2vVs9K2VZpi2n3UctXLYTWu6rktsbj18rYWF8vHPx03N8KG9yxqZ9NcTm2EH2on6kOx6UU9vhndOxK23zXD7v05jM3x9vIWBaNez5c1wKjJX/eaOO6Vpvn1qYFd16dHDp86W7L9+y8F0ounZsbltb7ZW6uvaya6eqr4E7UR9SHa9qKc3w+mqIJvXbm62Ge4Rb2Eg2vVseTMsSldhul7G5o3prFMju6pLjx6+/iCv97xydfNDe9/Zee1Z2Aw70E7Uh2TXi3p6M2T75g5wU+tshnvEWxiIdj1b3gznK2NsbrNyrrPT7fNZ82a4+fD1kjad+M51PQ58aO/pTtd2ns92+ahshh1oJ+pDsutF3atbtwVtaXszXDvPajO8raQ2w/fFWxiIdj3bSh2brnytXhrL3D3mqh9dbbK1+fD7zZDNG9zMgQ/tfW/nladx/zB9PtqJ+pDselEfa4YcXTTD9aJ3Mt3Ops1wn3gLA9GuZ1tphlOTWb+Al+CY+9WOC25XdYmtzYevX767d/WR27mnh/a+X/HY4fJ09w/T56OdqA/JrhdFrRpshuy0KGWPNsPpFGzZDPeJtzAQ7Xo2KstNLTotP/RG3P2g9XqPy7r08OHjzZA73tgML/a+t/PKHjbDDrQT9SHZ9aLWatVU0G562AV26m2Ga+t6Hae38IBo17OtVRb6TVWBrtkMj9I97h+mz0c7UR+SXS9q9YIb6+WVuKnF2Qz1Mae38IBo17OtNcNp/YF3wmZ4ZDP8Nmgn6kOy60V9qBkmHznfFDu21z6VnvZn02a4T6e38IBo17OtNcOpyzxQZqamRuFKXN1Z3gw3H77eDFefFHhu3NNDe08vy3EjxQ6XT8Nm2IF2oj4ku17UTTOb0LfKPzT8Hs3wtFw+UH1zvIeBaNezTfWKzbOpLxVN7drdA6462NUmW5sPb2mG93ZeeRrpop6MdqI+JLte1GoRm1pfdSmOXZYH35zvzhW9m2uWNsM94j0MRLuebb1eTVfHkptWsP/6m3d15SxvhpsPX3/o67eccDM97aG9p8e82vHys7FoM/xStBP1Idn1qkiu2yLGDcXHyVOJW+6y1gzXTsOtNsN94z0MRLuejhd8vV5t/wh0ak1rFWu6r5Vm+Ojh95vhShG7aneP7c3W6ouSPwsWbYZfinaiPiS7XhXJddurpkq3ftGQHS6OvSl2ySfOC7fl8uFmuH6AXgbvYSDa9XS84ElnmS8abq2GdyrWfMLp9qtm+Ojh681welIrv0bXJ2Jz297T5mnrxvSgLm8vHqqeh3aiPiS7XhXJdVvcpkq3WrnmVrfc4bansZAXzPlO2LYZ7hPvYSDa9XS84Fkd46YN1ZDGw+4rBeimNF01w0cPL+pWfuFuwo3zc35o72nnldfkunWe2Axb0E7Uh2TXq1r7jPY8rVcuGs7F8OL22542XXvMmtt8jk9ohmzqFfEeBqJdT0eVyYrO3MV+/FpXmp+8X3VrmkrTfOt1M3zw8KJuTTelZ5pONLe3x/ZmM29580t2eeu0zKa+Bu1EfUh2var1Zjhfz8ur4dT4LjvcbbG7vSx4Np/jA81wOj+bekW8h4Fo19MVzfDcc+qrXdHoTj/M+2dnmyvWfKrrZvjg4dPu2UPjpqtLd0fnJzXfyPa2vW8fyNnaM7h+pvoStBP1Idn1qopixS15NZxL3eWNSbFjJTnLuRjaDPeN9zAQ7Xq6srTMLWilOh78POzEz/P+t3snN93c9WOHV81wOvXtjeeqdy6CD+19Xir2vrrJZtiCdqI+JLteVVGsppIWbey6p51vuqpwSbGbLxped7pFMfxAM1xZ1is5vYcHRLueri4tcyELaTc89sL56HM1ut75fCIWws1dP3b4tHfWDOfLgNe3nu9i0QxXG1269/mxrO497wsOSV9BPQ3tRH1Idr2q9SZ2Ud0uitc/FzdcHZedbt77omAuT/KRZnha9R+teWm8iYFo19OV/eqyGv749brxzF2I7WWVWu47X5S7WL4tpQ8dXj7y85kuHvPiTMtbzstb9j6/Jsu/v6QjH7E0Y/ni5Ho62on6kOx6WWRX2qyW5e233/7xj3+Gf1w0uuuelhW7aS38Nt3NP7mSOJ2M5ceb4fr+eh28iYFo1/Pxiq+1lkVZO/j1F8rQz5/L3nRaC8sm+cvP476/LNeWl82mE7B58MjhZTNcnml6yNOpppsWT/mhvZcvCa/HxYtx84jqR6pnoZ2oD8mul0V25Z/GXrTAxM1RaVG77JKBH2Pj5sNsm+Ee8SYGol3Pxyu++knn8lrYKvYN9d4X95I0w0cOr/vWZaP9NfBjHMB/F83wI3vfuHlA0/42w69FO1Efkl0vKy9ck7oa3h6UF7W1s/x2+2eOjzbD4u8k9TJ4EwPRruejA602w3tt7Yg9D6q9L+8ka4YPHH6nb63Wt5/ZZdJP2vvg9vGkT1RPRztRH5JdL+tOtaqqYXKdbqXY5WeJkvfhZjidmU29JN7EQLTr+TbUlvuXDdnxaH3nq/aZ3/Pmw+9diVupb7E7Py273ufsfZA8nOkpsakvQjtRH5JdL+vex7HT7TduvrB8sHa2qQEuHTreh5vhadEvoLw23sVAtOv57hWso4s/9rtxUZrWa9P1Pax00q2H333gaaE97M2Plw87vdvVvdcKbHrplduuzqBno52oD8mu10V6rXerrNWtNcnVYnf5VeSD4x1+tBmu764XwrsYiHZ9AV7yO71lvRsmzWzqfEu3nWn1auW2wzdU2psTnb5MzMb1M77d+7jMxvXeq73zxoYHqmegnagPya7XlV+Lu3D5feTwj7UmVjS1y5Nwho82w+l4m+FL410MRLu+AA0nvdp1ISmH81eVr121rJt/7+ZgtRluO3xL4br8zvB0GjZvTvrY3jfd8N5rYTP8YrQT9SHZ9bqmwsbmin/8g+8UH/7xGtYeFuc43tX4Ga7dNEu9It7FQLTrC0z9hs3Sz1/mr+3++staEzr5+cv0z76kve6eDx5+Fg/5dJ5Np3ls7/8nHuS0//qLUTRgPRPtRH1Idr2uqVy95J/q8dirC576/ngbA9GuLzAVl48VMK3i9b1/UVafi3aiPiS7Xhj59Yrtavrs2S+gvDbexkC06yvwmttcnmP61Nvm/dVoJ+pDsuuFbfs4+VvyzwzfA29jINr1FU6fh/qiP4l/ZtiFdqI+JLte2At/nMwj988MXxxvYyDa9RX8OPmpeHX9nf5ytBP1Idn1wqaPZF/v42Q/TH4TvI+BaNdXmD7u9OPkZ/DD5Da0E/Uh2fXKSLDXu/Lmh8lvgvcxEO36ErzovurP4IfJbWgn6kOy65VNf2j4cpfeeNx+mPzqeB8D0a4vMf2hoZe1noDX1l/pr0c7UR+SXa9suvT2ah8n+2Hyu+CNDES7vsR0WcuPkz+fHyb3oZ2oD8mul/ai306eHrYfJr863shAtOtr+O3kp5leWj9M/nq0E/Uh2fXSXvOi4XTJ0A+TXx5vZCDa9TW8aPgs0yVDf6Mb0E7Uh2TXayPEXuvimx8mvw3eyUC064vwsnth67P5YXIj2on6kOx6bcfPZX97tU9lqYZ+mPzyTm/kAdGuL3L8zPNXi+Hnoxr60jagnagPya7XduhYr3jp7dBovWT4+o4z9Iho1xc59Bcvaz3HoXX72nagnagPya4X99uLXnn7h5cM38GxFB4R7foqv3pV62l+8ZJhD9qJ+pDsenH/fNV+9c/X+19u0Q1qYSDa9VV+2l2e56ff7GlBO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLhX+l1ShFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFU19v7nf8+iFoY/mBFyjD6pQLtRH0Y/VKBVNfb+/NPfngMtfDAaqgCo18q0E7Uh9EvFUh1vb0/fwxVQ1rhkdVQ6xj9UoF2oj6MfqlAquvt/fnjoWoYu996oBr+wSGDH2Lr5TD6pQLtRH0Y/VKBVNfbO1S9B2pa2gwf+BaKzXBvGP1SgXaiPox+qUCq6+0dq972i355M9x+1dFmuDeMfqlAO1EfRr9UINX19k5Vb3M1zJvh9mpoM9wbRr9UoJ2oD6NfKpDqentUva3VcKUZbq6GNsO9YfRLBdqJ+jD6pQKprrc3Vb2N1XCtGW6thjbDvWH0SwXaifow+qUCqa63N1e9bdVwtRlurIY2w71h9EsF2on6MPqlAqmut3euepuq4Xoz3FYNbYZ7w+iXCrQT9WH0SwVSXW9vUfW2VMOiGW6qhjbDvWH0SwXaifow+qUCqa63t6x6G6ph1Qy3VEOb4d4w+qUC7UR9GP1SgVTX27uoeverYdkMN1RDm+HeMPqlAu1EfRj9UoFU19u7rHosrqub4f3CZzPcG0a/VKCdqA+jXyqQ6np7l1Xv7kW/O83w7lVHm+HeMPqlAu1EfRj9UoFU19u7qnr3quG9ZnivGtoM94bRLxVoJ+rD6JcKpLre3nXVu1MN7zbDO9XQZrg3jH6pQDtRH0a/VCDV9fZuql5dDe83w7oa2gz3htEvFWgn6sPolwqkut7eVPXOla+shqvNcHFDVQ1thnvD6JcKtBP1YfRLBVJdb29qdIvOV1XD1Wb4+9T5QlENbYZ7w+iXCrQT9WH0SwVSXW9vbobbquF6M5xLX1ivhjbDvWH0SwXaifow+qUCqa63d26Gm6ph0Qw3VUOb4d4w+qUC7UR9GP1SgVTX21s0wy3VsGqGW6qhzXBvGP1SgXaiPox+qUCq6+0tm+Gi9601t7IZLqvhce9bNsO9YfRLBdqJ+jD6pQKprrd30QwXxW/lol/dDBfVcOWqo81wbxj9UoF2oj6MfqlAquvtXTbDu9XwTjO8Ww1thnvD6JcKtBP1YfRLBVJdb++qGf4vNkNaDe81w//1O9sr1dBmuDeMfqlAO1EfRr9UINX19q6b4fmiX1oN7zbDxR5ZNbQZ7g2jXyrQTtSH0S8VSHW9vetmeKca3m+GdTW0Ge4No18q0E7Uh9EvFUh1vb2bZlhXww3NsKyGNsO9YfRLBdqJ+jD6pQKprrd32wzLarilGVbV0Ga4N4x+qUA7UR9Gv1Qg1fX2kmZYVcNNzbCohjbDvWH0SwXaifow+qUCqa63lzXDohpua4br1dBmuDeMfqlAO1EfRr9UINX19tJmuKyGrGBjM1zsd3mDzXBvGP1SgXaiPox+qUCq6+3lzXBRDS8v+m1thosdL6462gz3htEvFWgn6sPolwqkut7eSjNcq4abm+FKNbQZ7g2jXyrQTtSH0S8VSHW9vbVmuPI/ZrK9Geb/ayo2w71h9EsF2on6MPqlAqmut7faDBclcFENH2iG56uOi2poM9wbRr9UoJ2oD6NfKpDqenvrzTCthg80w7Qa2gz3htEvFWgn6sPolwqkut5e0QyzavhIM8yqoc1wbxj9UoF2oj6MfqlAquvtVc0wqYYPNcOkGtoM94bRLxVoJ+rD6JcKpLreXtkMb6vhY83wthraDPeG0S8VaCfqw+iXCqS63l7dDG+q4YPN8KYa2gz3htEvFWgn6sPolwqkut7enWa4qILHZvdoM1xUw2O1tBnuDaNfKtBO1IfRLxVIdb29e83wqho+3AyvqqHNcG8Y/VKBdqI+jH6pQKrr7d1thpfV8PFmeFkNbYZ7w+iXCrQT9WH0SwVSXW/vfjM8N7uohgPNcHHMnzbD3WH0SwXaifow+qUCqa63d78ZXlTDkWa4rIY2w71h9EsF2on6MPqlAqmut7ehGS6r4VAzXFZD/msz3AtGv1SgnagPo18qkOp6e1ua4bIarqmr3k2htBnuBaNfKtBO1IfRLxVIdb29Tc1wQzW8U/Wuq6HNcC8Y/VKBdqI+jH6pQKrr7W1rhver4b2qd1UNbYZ7weiXCrQT9WH0SwVSXW9vYzO8Ww3vVr3Lamgz3AtGv1SgnagPo18qkOp6e1ub4b1qeL/qXVRDm+FeMPqlAu1EfRj9UoFU19vb3AzvVMMNVW9ZDW2Ge8Holwq0E/Vh9EsFUl1vb3szrKvhlqq3qIY2w71g9EsF2on6MPqlAqmut/dAM/xfv7NvZlPVY99gM9wLRr9UoJ2oD6NfKpDqenuPNMOLz4OvbKp656uONsO9YPRLBdqJ+jD6pQKprrf3UDMsquG2qjdXQ5vhXjD6pQLtRH0Y/VKBVNfbe6wZrlfDjVVvqoY2w71g9EsF2on6MPqlAqmut/dgM1ythlurHtXQZrgXjH6pQDtRH0a/VCDV9fYebYZr1XBz1TtVQ5vhXjD6pQLtRH0Y/VKBVNfbe7gZrlTD7VXvWA1thnvB6JcKtBP1YfRLBVJdb+/xZphXwweq3qEa2gz3gtEvFWgn6sPolwqkut7eQDNMq+EjVS+qoc1wLxj9UoF2oj6MfqlAqkuZZTVk6SF/2Ax3g9EvFWgn6sPolwqkupThC8ZHLD3mT5vhXjD6pQLtRH0Y/VKBVJdSi2rIyoP+4L96d4x+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdqI+jH6pQKpLOWphYEFKMfqlAu1EfRj9UoFUl3LUwsCClGL0SwXaifow+qUCqS7lqIWBBSnF6JcKtBP1YfRLBVJdylELAwtSitEvFWgn6sPolwqkupSjFgYWpBSjXyrQTtSH0S8VSHUpRy0MLEgpRr9UoJ2oD6NfKpDqUo5aGFiQUox+qUA7UR9Gv1Qg1aUctTCwIKUY/VKBdvJ5/sf/4AdtxOiXCqS6lKMWBhakFKNfKtBOPs+PH3bDxzD6pQKpLuWohYEFKcXolwq0k89ziCa74SMY/VKBVJdyx1J4xIKUYvRLBdrJ5zmFk91wO0a/VCDVpdwpeA9YkFKMfqlAO/k8pJPdcDNGv1Qg1aUcuRtYkFKMfqlAO/k8pFOwG27D6JcKpLqUI3UDC1KK0S8VaCefh3Q6shtuweiXCqS6lCNzAwtSitEvFWgnn4d0gt3wPka/VCDVpRyJG1iQUox+qUA7+Tyk08xueM//K91Fqks58jawIKX+P+ku2snnIZ0WXq8b8sAlSZL06V6tG/KwJUmS9ASv1Q150JIkSXqKV+qGPGRJkiQ9yet0Qx6wJEmSnuZVuiEPV5IkSU/zf/zvVK9vjocrSZKkJ/k/X6QX2gwlSZKe61WuFx7wkCVJkvQEr3O98IAHLUmSpE/3StcLvx7/82dSgf9lKy39wX/l/zqetuJ//kwq0E4+D+m08FrXC78eo18qkOpa+OPHn/wkm+GtP/z1yDD6pQLt5POQTjOvF97D6JcKpLoW/vzx48+Ly4a/8989Im8DC5f+2N/11fj12PMvxCpGv1SgnXwe0gleL7yP0S8VSHUtHCNm2Xj+3PFFouOLccTCpT8uXqgd+OPwUnjRMMHolwq0k89zzCZ4vXALRr9UINV19ucpZRbT/88dV4HTi3HAwqUoSruqhr8Xr8XOMfqlAu3k85z+D/LA64XbMPqlAqmuM3JmMf0PHy/z4xZUy/eoDzyXwMKlwyW0B6rh8YpbeNWPYymGXjRMMPqlAu3k8/B/kV4v3IzRLxVIdc2S4X+oeg90mW/ZDP+I5/XnQCHjuQQWLh2rHj9v8KRm+Hu85L9/ybVLHv97tP7PxeiXCrSTz3P6v0evF27H6JcKpLpmU69bFI3j0vbi8R2bIZXs8Wtdp+MOWLh0PO/2sz6nGfKCf0U1nN7bV73o+USMfqlAO/k8h/9r9HrhIxj9UoFU1+w4+C/bzqkObC4e37AZTo3s8UbDcYGFS6cTb66GT2mG0+v9FS/49AQer9hvj9EvFWgnn8frhY9i9EsFUl2T6cPkZXd58JrUN2yG07N6/EFxWGDhEk1pa1F6SjPknF9zIe8bvrnfBKNfKtBOPo/XCx/F6JcKpLom2eSf1jZWw29YHnhEgYXNOCywcOnBa2jPaIbn1vsVzTD7/xx0wOiXCrQT9WH0SwVSXRMG/0XTmarexmr4rZvho3+Mx2GBhUtT1dtYDZ/bDL/kI96vvK+XwuiXCrQT9WH0SwVSXUgvCc3NcFuv+obN8PwMWNiMwwILl+ZmuK0qPaMZnh/Cl1zH+4bv7vfA6JcKtBP1YfRLBVJdSOf+uVdtqobfsDvM19UeLk8cF1i4dK5lm6rhM5rh+SGy/Vx+nLyC0S8VaCfqw+iXCqS6QKu7bDmLZrilGn7DZpg/ry1Oxx2wcGnRDLec/MPN8M+Ti3dhOumjH5QP4t5shlcY/VKBdqI+jH6pQKoL6dhfNsMN/eM7NsPTpa6BNnN8JkcsXFo2ww3V8OPN8HT85T39cVi9bItPdHoEAyX7zTH6pQLtRH0Y/VKBVNdJ/lHhRTO8X/i+ZTOM/jRUnXgugYVLF83wfuF7TjMcfW5jvunb247RLxVoJ+rD6JcKpLpOpmbIJi6b4d2LRW9VHXgugYVLl83w7gXVZzXDrzT9jnxhGX0JjH6pQDtRH0a/VCDVdZIXj8tmeLeW7LgZ3qtL79AMp5dk+Dm8KUa/VKCdqA+jXyqQ6jrJh/5VM7zXS/bcDO9Uw3dqhq2P4Rti9EsF2on6MPqlAqmuo5Xict0M75SCXTfDuhq+RTP8Do/hG2L0SwXaifow+qUCqa6j/M8M56p3bohlK9hjMzy/NGU1fItmuPJbsneMfqlAO1EfRr9UINV1dKcZzj/U1WSPzfD3xcXDohq+RTOcnsSdv6ncG0a/VKCdqA+jXyqQ6jpa6R3nqrepGu6yGc4/hfXK9BbNcHpNhp/Ee2L0SwXaifow+qUCqa6ju81wUzXcZzPcVA1thu+L0S8VaCfqw+iXCqS6jlZG/rLqbaiGO22GW6rhezTDb/Egvh1Gv1SgnagPo18qkOo6WOstF1XvXA3X6s1em+GyGh5vvPVWzfA93uBPw+iXCrQT9WH0SwVSXQdTb2FzdtkEztVw5crYbpvhohquVLf3aIZ+OTnD6JcKtBP1YfRLBVJdB2sT/6rq3auGVTP8/ffTrb//vv41jcf88fvpYf/5+3DdOpzk9LD+vDnLcfmIhUtXVe9eNaya4aaXhtf2oWb4+588uY0vOvv/ubq3zTDD6JcKtBP1YfRLBVJdBxub4aItpd3hevez6Q6O/uRgNg9laToy73jTrcta9Me0eMRxyfNgt7RR/XHxsM4P7Ii1wMKl66p3PlV+V9x4+wTvvTTh4qmeHNenk6ZvBnVzlr20yxcnfUGvlHe4W4x+qUA7UR9Gv1Qg1XWwVp+mssDm3AxCVg6ud59cFbDpjtg4lJD5xMcbrnHb4j4va8zB8baHmuHiycwW3ZCVwMKl6ei5Qp0fUVYNb3bH/Zcm3DxZHtN00uS9SA5J2t7ixbk5IHuDrx6Xjhj9UoF2oj6MfqlAqutg0RAuTHWBzYs2VdQRNnHb4sLhaH481oxpn6xzTO3p/PBu+lQ43PpIM8weVZh3ZDuwcOm26p1PeHtnK81w00uTPtTj+mozXLxNF653PL84yV0kb7DNMMPolwq0E/Vh9EsFUl0H54ZwaeoLbIayGt7uHlZaShzNT8eaMe91POYSt5zvMKkxIR799ma41p0Cd8NWOG1fmU6wKEnnh3VbDZPdt7406fM9rk/HX78T+etzcPXA5hcnPeL6tIFbbIZLjH6pQDtRH0a/VCDVdbA28KfCwObBos3cNIdk97X2cziaH073Oh17WzpuLhmmNSb8ub0Zrj6qg9PzYiMcN69NZ1g+3vMDu6mG2e5bX5rsCR/XpxNcvRFrr8/B5QObXpzsGmzyJOYDbt+kPWP0SwXaifow+qUCqa6D07y/HfhTx2DzaNFn1q5VsXnE0smfgR9jL/57utf5tMetpemI6d4ua8zylHxZ+eIc3HjZclY72cnxnvg5HA+5Np3i4jU7P7nrVpXtztJJ8dIsTjs7rk8nvXwfkr0XLh7Y1a4XjyFcv78rr+beMfqlAu1EfRj9UoFU18Fp3m9rhstadVUdkt0XTWM6+/SN4Okm1tm6qSNT25vayOLu5++LTN/DXX8AF11mcYq4++NJpn+95uSwxI/hcPuNrOotn+5VeUp2X9zhnZdm+dBwXJ9OevGSLXf+83iCPy6+g718YBf7TmdZvDqsnHGAzXCJ0S8VaCfqw+iXCqS6Dk7z/qrlhKk5sInV6nC7+7mSFNXsau20OZtOOj04NsNqIVqeIusyp6WD5b9Ts/g6yGFvfgynm69MD/fqNTuf4/KG290feGkOsucx7bt8IRYlcPkIFsuLvRcv2vIc8/LFK3yQPYrdY/RLBdqJ+jD6pQKproPTvF8tAtfd6NxeLivC7e4s3Jx62X+mAsPm1a5TpZnuaa441+1k0XLuNMNzS1p9VLE7PwVuvTTte1kAlw/j4uS3u7Ow6aUJyfOYd12egaXq9TnvvvJg5/XrJze9dNfn3jdGv1SgnagPo18qkOoKWcM4mhoCm7Nze7noCDe7z83j5syL/jPVj2npsnZclZT5uNtyMt/ZnWZ4vuviUc1fAgnceGna9aY8nR/G8vQ3uz/00oTb53Hec3GK+bTF63O+aW3v1Sc3lWo2dcDolwq0E/Vh9EsFUl0haRgnU3Ng8+x82W3ZKW52Z/u2YSz7z3wj22mjmu5mvmO2l+aes7yRxcXDnHe7ebqLR/XncDNcHLi4g5vd2d740mTP47zj+X4Wj//W7ROfV9iesXyzbjNMMPqlAu1EfRj9UoFUV7htGJiaA5sLc6fIOhebc4/Iasq5483156Y9hemU0xqbWatbdDK2DzjB+SHM5Sk9xXzrouBx06XswZ7Mp8gq27T7gy9N8jzCdNLz3UwvV3ramxdzffe1Bri2vmuMfqlAO1EfRr9UINUVbhsGpubA5tJ007JWXO8+bdcd7Fx/WFjuz8p0H9NBdfNZPl7WzgeUnex8jrmdrdSg66q3MD+zxTO53v3Rl+b2eYRpv/NJWMhPez4v2+cny/bMZvgARr9UoJ2oD6NfKpDqCrcNA1NzYPPCdNuirVzvzuZKB5taxrmWXNen2+oyHZM3n7kYsXnAGc6P4bS9eor5QfPfwA2Xbh/r2dzAzvdyvTubm1+a2+cRbt636biV0968fNdv2OzmzJhOwKYOGP1SgXaiPox+qUCqK6z1gPXmcHDuTlMRudr9ug1dSW5m5Xx/bM9Np3xA6c0szWe486CWT2vCDZfK80w3Bl7Tq93vPIrk5uvncTDtNr9vd16em/Ou7n9zZtgME4x+qUA7UR9Gv1Qg1RXWesCdpnHuUPSVq92vr1Bd4+ZF/ZmOmJaut+9casuKC4/pphmuPaj5HGfccOm6ZF2abg2nO7ra/fGX5vp5HNw8l2ynC6fb56d09Yadrb1KyQssRr9UoJ2oD6NfKpDqCms9YL05nEw3T13kavd7NYKbl92KpekQts5Nh4W8jm1qhve7DTucsX7pqupdm24Ox1f1avfHX5rr53Fw876xvfby3NxvdtKjtd+I+6/eDjH6pQLtRH0Y/VKBVFdY6wHXVe/GdDuHXu2+2jvA7cseMzWP0yOZtuY9Vh8optvZPLh+EPe7DTucsX5puqu1Fjbdzl1f7f74S5MdcfNysL32mK5f3/WHcXNm2AwTjH6pQDtRH0a/VCDVdcC8vylcNIf1IjDtcDr2avfV3gFqxkWPOS1xCn4+3/1aYZlxO1sH1w/i3oNaPiewfumq6t2adjjd19Xuj7802RHXL8fdl+d6j9WHsXYmm2GC0S8VaCfqw+iXCqS6Dpj3Ny1nKklsJs41KkrE1e6rvQNZM5yqx6GSTD+fd7hbfbidrYPrB3HvQS2fEli/ND2Um9dsNu1xvLOr3R9/abIjrl+Ouy/P9R6rD2PtTPdfvR1i9EsF2on6MPqlAqmug9O8v205U0liMzFViPDH9e73akTWDKeHcjjo9t7vVh9uZ+vg+kHce1Dnu52xfml6KOvNcHGiP693v/cobIYvhNEvFWgn6sPolwqkug5O836kGc4dIvxxtft0zY/NG+x+ea/TQX/MPy1vT5aWpgfD5sF1l7n/lNjhjPVL012tPZSD6b7i7q92f/yluX4eB9f97f5jurrf7KRH12eerB6wZ4x+qUA7UR9Gv1Qg1XVwW0ROWC9q1LlEhKvdh5rh+aJhducsrVWf6bGwecBZ5i5z70F9ZjOcn8L5pWH35zTDey/Px5shy+WT3h1Gv1SgnagPo18qkOo6WGsIU59hM7eohri64bpeTLj5qmZM5WX+L+tHq1XmJClc10ekp11afTqXpt3qkjS9gDN2f/ylyZ75zVnYXn+/rs6y+nKuPT6W6ye9N4x+qUA7UR9Gv1Qg1XVAXbppCFOxYXPFTZe6Wl/pESsd7fpsLJ/ceUDcurz5pvyctpM2hOlhnXHDpTtPbjI94Am7P/7SZCVuOsvc36bj1grn9ZPPTnp0c2awfOdJ7wyjXyrQTtSH0S8VSHUdTI2CzdmdIjZZK3Nsrhw+nfy6ZlxWs8tbk8q0MD8Otg9uys+d53T9XAK3XJr2u1eSprvDtDub21+am+cRbvrbvQd1fd7spEc3Zz5ZWd45Rr9UoJ2oD6NfKpDqOvhgM5wbA1i9cwmLG29qzOXJWJywettlDuZOyfbBTfmZdspPcS5P/Ddwy6V7JWw2nfBk2v3hlyYrcbdFjYWV086vLNvpSY9uz3y0srxzjH6pQDtRH0a/VCDVdbA28adWw+a6uXMcsTivpiVsbkw33WpRym5unI7Kusn5QbBwcFt+Tgsr9WY+x+IZcdOl6fa7zfD8RA+m3R9+aW6fx/kk52dS197pvPOt2UmPbs98NC2zqSNGv1SgnagPo18qkOo6WCkCc5VgszCd4Yi19cuC4XzAzY3Lc7E0m1sj20tzoVreeFt+5t2Sajjf9Z/zY1959tOe95vh4nEtdmd780tz+zzOO56fyOLx37p94tlJj27PfDS9+mzqiNEvFWgn6sPolwqkuo6Y+Nc1ZeoSbFbOdWax+9zjbkrYYvfbbnS+aHjbWbghuWVRwFg5uC0/57suHtUfn9gMl49s3v3RlyYrcdOei1PMd1W8PuebspMeJWc+sBlmGP1SgXaiPox+qUCq64iJ/4FmuKhzi91ZuKkYi/aTdKvzrSwszHdzXWfm4hNYOkjKz3nP1UcVj4mfArdemva9ffQJ9g3n3VnY+tJkJW7adXGG89Hrrw8LITvpUXLmg9X9d43RLxVoJ+rD6JcKpLqOVkb+1CbYrGXV41xULhrUokWm3Wq6Pasg8938uawt8//+yhGLB9kzO++7PMfyFLHJT+F085XpmW1qhtnL8OBLkz2PrL+dT3tx3sVp75z0KDtzYPXiAYvRLxVoJ+rD6JcKpLqOpuLA5mTqSmzeMTcrtg8Wbev3qWb8flqcbkp6xlRM2LywqD5/Tof+weNPHi9LaaM6+PP0sKYznByW+DEcbr8xnWNbS5rv8baWHWx4aarncdHfFqeN8x5v4qwnyzNkJz1Kz7yyunuMfqlAO1EfRr9UINV1NPWiq5k/NQo270l2nyvR0Z+BH+O++G/WrU573TaWg/MZwsUZ/0wKLrdenuryUd04vgr8HI6HXKsefSLZ/bGXJnse026X79rF63Pj4gTpi3OQnzlf3T1Gv1SgnagPo18qkOo6Wpn5U8lg8y72Z+toOvON+TseWbc6HcXGtbXq82d26TMvP6uP6uD0IrARjpvXpjNsbIbT/svdH3ppsucxnWDlXctcvg75ixPyMycvr2yG2oJ2oj6MfqlAquuEmX/Vc6aOweZ9pwPYOFnpP9E5+CntVocT3RYW5NUndt/cDNdb2dyG2Aqn7SvTCbY2Qw642P2RlyZ7HtPxV81w5fU5uHoZVl6ctTNP52VTJ4x+qUA7UR9Gv1Qg1XWSd4THq8DxCH7G5ZdDcKgc/Jh2q0M14cfE1ACXDg99ezM8P7cr845sBxYuTd1pczM8HXG5+wMvTfY81prhfMO1lQp5++LkZ2Zx+1PeB0a/VKCdqA+jXyqQ6jrJPyicigubWxwO4cfZTZE7fSWYjbxo/Jn0lbPbSnU8yyPNcL2WnbAQWLj0eDM8HnK9++aXJnseq80wOW+4fQ1WX5z0zMXd7RqjXyrQTtSH0S8VSHWd5FN/6k5sbhLH8NPZ5Td/p68Us5l3qz/u3OnF922nL/c+1AzjPi7OMZ/lhLXAwqXpBXugGR6Oudl960uTPY+yql11w/l73EurL0565umM6d3tGKNfKtBO1IfRLxVIdZ2MFJ0Vf6ZV6o/pH2TZeg9pl7vwO9/mvSh011bLz8nv00n412vOjqtHLHyCP9LX9+GXZqM/4smdTvw5Z056twKjXyrQTtSH0S8VSHWBqf8JY//e1b6vdacZrjsdd8DCZ/js8veleDkefynfHKNfKtBO1IfRLxVIdeETPyr8Vp82fq9m+L1em8d84mXl98Lolwq0E/Vh9EsFUl1417n/zZrhC/PPDFcw+qUC7UR9GP1SgVTXhLn/bj3IZvhZeDV8Oa4x+qUC7UR9GP1SgVTXhAr1bpeEbIafxA+T1zD6pQLtRH0Y/VKBVNdk+rDwzSa/zfCT+GHyGka/VKCdqA+jXyqQ6ppM14TerAjZDD8JL4avxg1Gv1SgnagPo18qkOqaMfnf7KKQzfBz+GHyKka/VKCdqA+jXyqQ6pq95+y3GX4OXkc/TL7F6JcKtBP1YfRLBVJdZ8z+9xr+NsNP8aZ/a/ApGP1SgXaiPox+qUCq64zvGDxeor4zm+Gn8MPkdYx+qUA7UR9Gv1Qg1XV2mv5+N/nkdNwBC/tGNfTD5FuMfqlAO1EfRr9UINW1EC3qz3cb/TbDz3J4Jb1kmGD0SwXaifow+qUCqa6FP97sk+QDm+Gn+d1LhilGv1SgnagPo18qkOpaesNLQjbDz/PH+/0/Dp+B0S8VaCfqw+iXCqS63pzNUE/G6JcKtBP1YfRLBVJdb85mqCdj9EsF2on6MPqlAqmuN2cz1JMx+qUC7UR9GP1SgVTXm7MZ6skY/VKBdqI+jH6pQKrrzdkM9WSMfqlAO1EfRr9UINX15myGejJGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/VCDVpRy1MLAgpRj9UoF2oj6MfqlAqks5amFgQUox+qUC7UR9GP1SgVSXctTCwIKUYvRLBdqJ+jD6pQKpLuWohYEFKcXolwq0E/Vh9EsFUl3KUQsDC1KK0S8VaCfqw+iXCqS6lKMWBhakFKNfKtBO1IfRLxVIdSlHLQwsSClGv1SgnagPo18qkOpSjloYWJBSjH6pQDtRH0a/JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXDv7Ff6VHUAsD0a639W/+Kz0L7UR9SHYp/Os//CA9gloYiHa9rb/+4oeP2n6ev22j+0I7UR+SXQr//cEP0iOohYFo19v668cnVcPtvyv/thnuC+1EfUh2Kfz4cfei4X9pAHf8l921C7zrgWjX2/rrx0PVMHbPfzH+/rG5731WF9WLoJ2oD8kunVofP67a2Az9WHpXeNcD0a63dah6D1zDW22G/97c9/7212pnaCfqQ7JLp/l+7zso25qhlwz3hbc9EO16W8eq9zcb9xXNcGvBzI7WO6OdqA/JLlH62FizrRn6Hed94W0PRLve1qnqba6Gq80w1rZdNPw79vQPDXeFdqI+JLvEeL9T6jY1Qy8Z7gzveyDa9baoelurYdUMt53kcAab4a7QTtSHZJf+c4jqu61uUzNkX+0F73sg2vW2pqq3sRquNcPDlcBNFw0376i3QTtRH5JdOgTwQX3RcEsz9Osne8MbH4h2va2p6m2shmvN8N/pamLzjnobtBP1Idm1e1wy/ECvm0sj29oN3vhAtOttzc1w+2fBB2zOToVvw6fEx/38vdoV2on6kOzavfPFwMGvj3y8WupV8c4Hol1v69wMN1XDtWa4snzj1CD9Q8NdoZ2oD8muvZt73XCzm6qlXz/ZH976QLTrbS2a4ZZqeKcZ3m18W/fTG6GdqA/Jrr1b/v0gS4+Zq6X/Ys3+8NYHol1va9kMN1TDlWZ4/F5JuPfVkq376Z3QTtSHZNfO/YsAPhq6aMixXjLcI977QLTrbV00w/vv90oz5EPiu91yvje2tQe0E/Uh2bVzl185ZvERfv1kz3jvA9Gut3XZDO9ey7vXDOsTTJcM/cXaFdqJ+pDs2jniF49/IDxfc/SS4R7x5geiXW/rshnerYYrzZDVwEJuLpDbvgit90A7UR+SXft2eclw4MKflwx3jTc/EO16W1fN8F41vNsMq+PPlwz9Csqe0E7Uh2TXvpG+/52+RvLoRcP5kqH/Ys0u8e4Hol1v67oZ3qmGeTNcVL7qV+Z8yfDutUm9EdqJ+pDs2rWpEP5naniPfiY8XTL0s+R94u0PRLve1lT1zg2xLG33m2FxNZA9DmyGO0I7UR+SXbtG+EavG7to6L9Ys3O8/YFo19uaq962apg3w8XFwOLoZX/0N2tHaCfqQ7Jrz+ZLhuePhR/7VJiDvGS4V7z/gWjX2zpXvU3VMG+G50PD6kVDbj/xKyj7QTtRH5JdezZ9Frz8+ZGrf/PXT7xkuFO8/4Fo19taVL0t1TBvhiyerB18ccnQr6DsCO1EfUh27dh0yfB4xW/koiGHeMlwt/gFCES73tay6m2ohmkzvOx8a780y4+cy+uSejO0E/Uh2bVjy0uG5yF/2tpivmTItnaHX4BAtOttXVS9czVcu6S3pRnmpW/aiTPYDPeDdqI+JLv26+r7yIs/OtzGf7FG/AYEol1v67Lqnavhyt8Bps2Qq4F/pTdOpkuG00fPLOv90U7Uh2TXfl3/ZSGbm68ATsf7WfJ+8SsQiHa9ras2d68apuWPxX9PpS+94Djfxg9+BWU3aCfqQ7Jrv8jdudg9+A/XzP9ijZcM94tfgUC0621dVz02Q1rd0mbI2t/5rSfTJcN5J7+Cshu0E/Uh2bVb0yW/udjNnw6zfQc7e8lwz/gdCES73tZ1mVv8zWBWDbPuNx3y9/xT0vrOt3AK/9BwN2gn6kOya7dOqbvsgQ9dNJwvGfov1uwYvwOBaNfbuql6dTWsmmH8uNr6zu1x/qtEbtHbo52oD8muvUq+cHL1lZQa+3rJcNf4JQhEu97WbdUrq2HWDOfvliw/M76yqIyLIqldoJ2oD8muvSJ0Lz46ZmnLZUD/xRoFfgkC0a63lVS9qhpmzZC140fIpx9vLgguLhku/ixR+0A7UR+SXTs1XTK8uOS3/V+79l+s0QG/BYFo19vKql5RDbPdWTo2w8X1w6WLZX72Kyh7QTtRH5JdOzVd82MTLN6/aOi/WKMDfg0C0a63lVW9ohomu19cD1ypfRernMM/NNwL2on6kOzap/SSYfrHh6n56ydeMtw3fg0C0a63lTbDZTVkBXebYXq+yyuJbNkM94J2oj4ku/bp5p+sAcv3/nrQS4Y64vcgEO16W3kzXFTDywKX7H71ATJbFxcNL9dWPnHWu6KdqA/Jrl1a/RbytouG8yVD/8WaneP3IBDtelsrzXCtGia7szTtdrV5cHlV8XpT7452oj4ku3Zp7ZLhxn/tmn28ZLh7/CIEol1va60Zzlf2Lktesjsr00XC6bhF7+Og+TLiafPysqLeF+1EfUh27RKBm/S/1c64MO3jv1ize/wiBKJdb2u1Gc63XFTD292nK4Bzz2OX80E31whv9tBbo52oD8muPSrq34aLhv6LNZrwmxCIdr2t9WaYVsP1Zjj3vps/I7xZsBnuC+1EfUh27dEpbvP2x03FnxB6yVATfhMC0a63VTTDrBre7n77fRIWpmNu/6zw9hC9M9qJ+pDs2qGVf7Lm5O5FQ//FGs34VQhEu95W1QyTarilGV6t3N1Bb452oj4ku3aItF25LMiNqxcNp0uGfv1ENsMdKZvhbTW83Z2F5UfDLPGXh5dbR8mS3hftRH1Idu3PfNGvttL8/BdrdMbvQiDa9bbqZnhTDVeb4bLlsdPpiOnD5OMGWLIZ7gPtRH1Idu3P/HeCd9SXFL1kKJvhntxphotqePw7wZvdb/+KMLB2bH7LnycX1VHvjnaiPiS7dmfjJcOVvyP06yda4JchEO16W/ea4VU1vNl9+pvBi2a4aH5pc7x7p3ontBP1Idm1O1svGaYXDefvp3jJUIHfhkC0623dL2kX1XC1GbJ5sljkx8vLg34FZVdoJ+pDsmtv5m53X3LR0EuGWuK3IRDtelv3m+F01S/8fbs721fHs9tf+SXDedU/NNwF2on6kOzam+2XDJP65z9yrQv8OgSiXW/rfjO8qIZrzfCq480XBVeuDrJqM9wF2on6kOzamQcuGSb9b6qVfpasI34fAtGut7WhGS6r4fXua1f/WJ52v7xkeL6ZTb012on6kOzamanblRf91v61a//FGl3i9yEQ7XpbW5rhshqCG+ZrgtfVb1oHq7NN96o3QTtRH5JdO0PO3vk7QXa6boCseslQ4BciEO16W9s62k01ZH21Gc5/f3h086nxyofMeku0E/Uh2bUvGz8Ozi8azn+i6CVDnfALEYh2va2NV++uqyHLcwFk82w679FNb5yaoX9ouAe0E/Uh2bUvxOzdbsdul/ux5iVDTfiNCES73tbWz3WvqiGr638wuNz/tv9Nt9oM94B2oj4ku3Zl+kPBu90u23G+ZMi2xG9EINr1tjb/xd9lNbxaTBre4qLhzSVDv4KyK7QT9SHZtSuk7IZ/dIYdFxcN/RdrdINfiUC0621tboaX1ZC14lPhxXdQWFnafrd6ebQT9SHZtSebLxmedz3XQP/FGt3gdyIQ7XpbD1S0ZTVkafULKGG+aFjdyKbeGe1EfUh27cmmf7LmZL5COF00nP/FGi8ZasbvRCDa9bYeqWi3lwHZSo+e92b7QnGxUe+GdqI+JLt2ZC53bJeuWySbXjLUAr8UgWjX23ro4t18GXBLM5xuTMufzXBHaCfqQ7JrRx64ZHjzD9fMrfIe/0WbPeFND0S73tZjH+vO1fC0OX2+nH+RhPbH1qX6SL0V2on6kOzaj7X/ZZMV7EyPZOM+m+Ge8KYHol1v67FmeLX7nSt/d28Lpz31zmgn6kOyaz8e/ArJRZGcjr3PZrgnvOmBaNfberAZTvufNqZmmH3HJBz3rW4LbOqN0U7Uh2TXfhCwm/85QnY/dL25Jd5nM9wT3vRAtOttPdzQTgecfj7+GFba3+Ej47WPi6f79Q8N3x/tRH1Idu3Gg5cML76wsv2Soc1wV3jTA9Gut/X4tbvjEacfj0eG09at2HWlNPoVlB2hnagPya7dIF8f+FdnOODHvzZ//STYDPeENz0Q7XpbjzfD4yHHH+Z/4PC4lYj6x083pmboV1DeH+1EfUh27cXU7h74V2fmQx64ZGgz3BXe9EC0620NNMPDMcf/Ts1w/brfX2uXDOfrjTbD90c7UR+SXZJGMbQD0S4t/bX1F8PPimUz/AZIdkkaRS0MRLu09Le/GNqOdqI+JLskjaIWBqJdurD+IbF0jXaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDskvSKGphINolaRDtRH1IdkkaRS0MRLskDaKdqA/JLkmjqIWBaJekQbQT9SHZJWkUtTAQ7ZI0iHaiPiS7JI2iFgaiXZIG0U7Uh2SXpFHUwkC0S9Ig2on6kOySNIpaGIh2SRpEO1Efkl2SRlELA9EuSYNoJ+pDsus7+Bf/lV4LtTAQ7XrU3/xX2j3aifqQ7PoG/vXjv/ykLf7ly/VdUAsD0a4H/f3jL37SG/jLov8RtBP1Idn1Dfz3x4//brps6LXFg3i5/sOPakYtDES7HvTXjx+XbeLf/Fev52//D+FjaCfqQ7LrGzhO1i2tz2tlhwuswRfimzj+6h4R7XrQ8cVbVsO/3uAa4r+3Xzl7pyum0fIv30s9iHaiPiS7+v33OBw2tJ1/ea3s//3P6cViS81O78YB0a7HHMvEj+Unyn+9wcfL/95+4fN9fnH+Pr2XXvP9ANqJ+pDs6nfMk8DmumhF/LRbFEMvGn4TvB2BaNdjePUWL9/h42V+3IJq+b1e/782P5x/v881Nt4ILxp+AO1EfUh2tdtcdg6fo370ouG/4t7++8pXHk+vlRX5m+DdCES7HvJvXr2La4YPXXf6ls1wez3662uusf0dL/RfT76n6b30ouE42on6kOxqx4fJ9//Q8FAhP3it7PhHei99xW16tfxc/Vvg3QhEux4y9bpFkToubb/u9E2b4cbHE23qK4rU4Zsh4bkf03Mn/p/CB9BO1IdkVzviZNMlww82IorhK/eq6Sn4cfK3wLsRiHY9hBdvWVlOVW9zNfyOzfBw9WzbEzg8en58ormzPbeFTm/F9lqvK7QT9SHZ1W36MPluWTvt+KFGNN3XK38YO100ZFOteDMC0a5HZB9A0i+21ovv2gw3XZ87VjZ+fqLpZX7yfU0F1I+Th9FO1IdkV7fNTYf9PvJvGnKKwMIL2tyk9QV4MwLRrkdkte7BK0/fsRkeH9OWx795x4853MsJC0/Cnfh/C8NoJ+pDsqsbYXL3WuDUiD5y0ZBThBf+N7N5Bn6c/B3wZgSiXY/gtbu4vjZVvY2N6Ts2w+MD2nLlbPOOH3O8m6PnttDp2uTzu+67op2oD8muZpsvgbHfhy73TdcnX/qzWD9O/kZ4LwLRrgdkHyafm+G2gvFtm+GGR3R6/s9vhueXlIUn8ePkj6KdqA/JrmZbe8785ZGPXCyb/87wlT+K9ePkb4T3IhDtekDa6s41ZlM1/IbNkMJ7vx+d9nv+Q5//zvDZlY278f8YRtFO1IdkVzOa4d26d9rtiJURW+/tWzs9B5vhd8B7EYh2PYBWd/lljUUz3FINv28zvPuQtu73cekL/QRf94zeFO1EfUh2NSNK7tWc8yXDj1Wi4wW3F+9UxxfBPzT8FngvAtGuB/DSXV7JWjbDDdXwGzbD6SHde/Bb9/sEx8r2/A95p2b4Bc/oPdFO1IdkV6+tH42e/0IwsDbmXy/85ZMT/9Dw++CtCES7tpt6RNEM77+s37AZ8ojuXaL7on9lEH9/RVvzDw0/iHaiPiS7ek3NkM01y0uGu/8cdXrNXr7ivgHeikC0a7v8s8fLZnj3A9Bv3AzvXDqbn+gb9Sie0dM/tn5XtBP1IdnVa+Mf/k1l6GTvn6PyMuy8IH8LvBWBaNd2VKOrGnHZDO+WjO/XDKfCe6/ysdNb9ai87Gsr2on6kOzqRZDcKTmXlwx334l4FfxDw368FYFo13a8clf96aoZ3utN37kZlhcNF8+TlTcwPXf/0HAM7UR9SHa1mirfnao3f37Kf3feid7iG9bv4fROHBDt2mzlj9Kum+Gdavj9muHiCVQXDdnl4H161PSe2gzH0E7Uh2RXq41/ZsheP+YvX+z7T+w2vmp6Pt6JQLRrs5VPHqdidS5YZTX81s2weFSLK4vv1KN4Rm/0p5NfinaiPiS7Wm3rOPMlQz9IPZounfoVlHa8E4Fo12Z3muGiYVXV8Ps1Qx7Q0XrnW/bHN+pRPK03+tPJL0U7UR+SXa22fS562unYH/0XWw54EfwKSjveiUC0a7OVEnGueufyVBSN8+7fxPyP0RyxeGN5yfCdetRK3dc2tBP1IdnValMzXP4xon9peMCLYDNsxzsRiHZtdrcZbqqG364ZXnS+1YuG56d2wOIbsBl+CO1EfUh2tSJG6orDTqcPT71oGLZdatXznd6IA6Jdm/HCXX+Uuqx6G6rht2uGl51v7YNiboZfQdER7UR9SHZ12vTV5Mudpr853PX1Muvxd8EbEYh2bbX2v5dxUfXONWutYn3zZrhSkdhp2vf9muEb/enkV6KdqA/Jrk5T6WMzN9Ugvm/B1q5bkV9O/i54IwLRrq2mDsHm7LLqnXvWSnu63P0z/PtjPY3HM32smlek6Ub2eqMedXpCNsMxtBP1IdnVaUvDuf7LwocuGv7nv4de+Z9P/xLv6bzxoP6z7dzs/9967//853TWuye1GX4XvBGBaNdWa3+RdlX17lXDqhn++6/TrX/9+5G299eHWs1ceKu/uJtv44fVz8rHnsHD/v43dxP3w9KNLfuE4z42w0G0E/Uh2dVpS8OZ9pnLEtv5H9lNPfK493RooEdy/XF5LEuly6JGf5tlHXV5R/+62H+10S4ebRzIXbJ5ddDFs1Qj3ohAtGurjc1w8Rd5aTe63n1GkZktugoreX2JasdPl6bT3fki8dz1qs9Vuem8E+uXimcQWMwez3zc9IqxkD/0v6d3AlkzvtlntaeWd6U7aCfqQ7KrU1LUrk0l6Nwep56VVqxFZ7ooZNxFcocXtS13UcCy/W8fyuKObg5I+9xFLzw4PUY2ru9gZVlfjTciEO3aaq1CTLWGzbk8hayOXO+O61Z1MB8+1xy2L8SBaWPkkJVLl7Pz01p5ZOFciqcnl5y0fAZhfl1uHu389ObX9vygbixe3tn1fuk+K6/D+bnpcbQT9SHZ1SkpatemxrQoQaykR52b4Vwpjzg8ucOs6V1aNrnLs55dt73zHSXnv62Gl5cVcdiNH22G3xRvRCDatdVaW7kpVHU1zPtX0qrCfF9spy3vsM6PS9MZs3a1xH5R19ZbH/scTnX6aX2fK8t7n1+Xq4Pn9fPOizu89Hd+N5dnzPdZeSVshh9BO1Efkl2dkqJ27bTHxQfOU4vKrr2dm+FF15ruIbnDrJNd2Lbz1XOY7yg94vqRr/TN2I2fbIbfFG9EINq11VpbmXoIm6Gshre7r/ad850VFw2PN93ezdZLhtN+hwt5/HjzDJeVkUd6fd3v7jM4mJ/F5WNicfnkONvqI7m2POHaPiF7LWyGH0E7UR+SXZ0IkaLgJJcM57WsUM7N8LKRTYfPhe1sveydbN338tFMd3TzIfHR1SNfuxAZ1ZAfrl8hTm8z7HZ6Hw6Idm3F63bzWWhS9apqmOx+7kY3pm7EZtJtjss3FWouPLe3XJoe6uHn6ZjrO1n2NPa5Pu1pNbPcc3ruF0dPi8u7Xd7jwrzrtcWhRTHMXr6LF0CPop2oD8muToRIUXDY4/Iq21TQ2FyamyH/PZmb2FTY2Dyo2t4Bux3Uu17Uvatd/xv48ejyoiGLJxe73mmGVw1TX+70PhwQ7dqK121LM6yqYbL7svD89e/AzweUo9Wixw03lee0nHahC9OJjxv8fP0Ul8sX+882PIMjlpb3MB+6fKQsXj3b5b1cOh9bFsPs5ZgOuPdCKUM7UR+SXZ0IkfVmOBW8yz2Ki4YXjfC/x8P+9Z/z4Umjuupw1xYdbrknp45zn62ddfqe8fLBsXK02Hd6oNN5p5sun3/6PNTh9D4cEO3aitdtUzMsquHt7ufCM39LYvHVWpbYuikwHHz9qKbjb5rkNY4/7ZfXvovVtEhtegYH88syr827XTzSi0c1OZ8xnu/pBNO3XubTXRTD007Tv15zsngwJzbDj6CdqA/Jrk6EyHXvOWOHq2ts8zKbC8tmOB90Pnpro5pPs7jjRQlcPuDF8mLnRdtbPvZ5OT3vxcO66Lg2w2/q9D4cEO3aitdtWzNcVhRWcLP7ec9lOTmvnranWnR19/NubE+me7nbd9jx1MGms13eyeUiW/ljrZ7B0fXjnbcvS+DFo8L5fBd3c3xh5oXjzUfL7yIv/gry8n7CdNrlObUV7UR9SHZ1IkSW3enC3I7Ynkxl6rZSLvpUdtaNjWo+y/IOWLo9+twCz3eZrR1M64sTs3LzgJfV8PqJTpcU2VSX0/twQLRrK163mwZxU/VOzkUmLT3n3efWcnXmaZ1ltq72mg++LHNTj7zpQTfYkcOn405bJ1drbC3vb+MzOJrWeGRsXb967HXx8E9L4fpJxc7TPUyP9eahrL0bgfWrA7QJ7UR9SHY1mrrPajOcetTNDqzfXjQ816n0pNua4XyS5X5z17s9OLlpbe/p1OeqN+9584AX1XClGSYXTfWleB8C0a6NVq8tTV2HzdlKGbnefd7t+sTzDafNqfSk1/MCCyfTndytO1fPKnuSVy3tajNsfQYnFw9t2rg+9PZOzqXvptrF/Vw9/NuHUtzE8uXrqm1oJ+pDsqvRvWY4VyO2z6Y6dd2Y8lJ3xnH5jbPp7MvdyhPftrt5he0Zy+d1tm+fyrIa2gy/Kd6HQLRro6w0HU3ths2z8wWsZZm53n3avm0mV/fI1sX9nO/i4nFNR96WqGvTCdic7iTpfWzeHPHAMzia1g6L05E3Lyo3JA8jfU5/c/zq+cLqCVi2GY6gnagPya5G95rhhg+N2Z7NNyRFK2xqhrc9L2Rt8Wy6db7X1d2vO920nZ53utFm+F3xPgSiXRtlLedoqiNsLsxFZdlGrndnMys83ERnmSrZssKwdLA8wXQf99vO9aO5fZbsMZ/+dg8W7j+Dk7mirZe1mzs9P/vsXibz+ZJiuLzfS6zaDEfQTtSHZFejO81wtf6FmyqG6pjAYWUznOvYxcNibeWx3tzt2uO76XTTjul5V3uuzfCb4H0IRLs2um1EuC5XC9NNy0Jztft02qyYXF6eS5rNtMPR+YFNe1YtCjcV7LS9eDjXCzevw/ZngLnk8d/kcd48rOlh5KUPd9rjdH9XDzRf1Sa0E/Uh2dXoTjOc6s9NuwrTbdcdbzrlSvfb0AznNnbxqNbubzLdPh00FT42z66fM5sr5117CaZ1NtWF9yEQ7drophFNrqrehbn8nNvK1e5pd8LVXU67nh/B+fThXG1WKlDmZs/rO+Fctx1tPuSBZ4CLhx1YXri516p+ztjn9i0CN18VR1Y3vFi6QTtRH5Jdje40Q27Nb165KPfhZjgXw8t9VpsepsOmh7O1GV4fd2XtZpvhN8H7EIh2bTTUDBclaOojV7vfdKCl023TXU6PYL4nFm4eANv5OS+x66IWXa1cbYbrlQeewYRVJEXu5py3rfjW3fZ480Idsbh6lAq0E/Uh2dXoqiVdqS/Trdx6p2ndb4anHW52uXvg6fa5q21thtPTWCnH02ltht8U70Mg2rXRWDOcb51rztXubP34K8NtU2lZuZ73Nw/tanlL10kK1+UlwOSC4PUSm5ueAeaOe5CVPY47N8PT9tqLfLL6Dk2mR375aNJFbUM7UR+SXY3qZsiN91we/NFmODW6687F6sppw1VXW72jlWZ42rrFzTbDb+r/b+9ul9VGsjSMdkxUdd1Ah6vsuv/7nDzwSgh9gJTHZuuYtf60lQghyIg9z4DdnX1oMtrZqbMMx4eHzpmdnqOHhmgZbmEIpvHo+ofZJW9ZtW0l/O7fZ+52mk1bZfjIPLsmabh6m1tl+DDfVt7MTE64v8rqIvukTqiTyU6hh2U4PPjMfXw9js2nZTiG4fz5WX5ehnni3jLceUPK8KSyD01GOzv1luEkDS9P/UQZju1zvYcctUfzp7vlXamzKLBmGljTPw/mH0QOH1rcy/ihrPfr/L42P/yptZu9lxPuXzOLyrBH6oQ6mexUyhBZzbg89lzOv/pcGY41On/6k8s2e4vvYBkmAZXhSWUfmox29srntoiTWeotjRV0ee796ZMvz7YtAum6kIPb+jVurn/eSK6ZtXOnFTYvtA/D40mpY+9gcP+ZLMxfd3pPm9Zu9t7qGdc1ZdgldUKdTHYqZYisfRM3RtpTd1X1JOEeh9j4mosbenLZZm/x7T0vNsrw2dN4kes+fMhoZ698bptff+VwxV0G3Z9+sKuGr8U+Cil/vtxP/jxZ3lc6q+dOFvPH+yDLYp7UVYa3T2Q95OYJ9wvLcNel2ZA6oU4mO5UyRNbKMO2zR55x8ZkyHMPwac+tUIZv6boPHzLa2Suf26K47lNvzSSefsxOP9hVw+kfN5ELTdcnyw/66Ga9Im+ttH6tT72Di+EKF2t3On/h2y098Pydr52x69JsSJ1QJ5OdShkiK2U4VtoO06c/SbiHRZUH1x4dLrvWsFez33f3luGzn4VzHWV4Utd9+JDRzl753DrKcFpPP+5PP9olty8N88xUzvWgXfTQV4bDyTkcZPXvjbd8/6yOspp8HB9WnrlVhg/f1fONyAl3V+m4f0apE+pkslNpo3uaodJ2yXM+fKIMx5dce24eOksZXlcf3A6vkY1oMtrZK+HRU4bTFpqdnqO9XXJLpFznfn3ra74NG7c+pN/GtW51enF/tMPkw7haPnXxytfjx2W40bkTOeHuKs+fxbbUCXUy2an0tJ82i+liaLlJIPWX4dBo60/NY9v3M7vy03eWV3lyv1sJuLHMq2Ujmox29tpqro28ureooeH0HD1MnqkxZK7/Md7N9fCPWznukZMXbynrMb/W7DXuj3bIE27/63jLj27xWW99+FPDR7N5J8ON35WoMvyM1Al1MtmplBpb9tOQaY/TZzhr8vzuMhxbdP2Zw0ttFdyQCL1luPFGtz6HjWVeLRvRZLSzVxKirwyXaZj1HD1MnqnZdcYKGu4u/5HVJ64nL88eaukqizdZvy/D3e9g+Ly+397L1md6W9/1IeeczTsZ3pYy/GlSJ9TJZKfSED45HD3JtFH6a1JIvWU4vuJKNH54UnCLO9lbhmNa5HBm+QYvnrxLXiYb0WS0s9dWQuwrw0UaZvlwmNxV2ySCsnK17wu84VKLs+/udRlaeSD3fPAd3MJw8jrzO1iU4eatTj3ZifHVcny1eCkOSJ1QJ5OdSltluPJl4Krleb1leF1/8Ip5fOPCY1jmeH8ZDm9h/bp5UBmeVTaiyWhnr60C2lmG8zScra4nz/flX8G7u8zkWdNi3Jk5w1M2/57fRZYm7t/xsXcw3uZlfXyd2VnLXLsuPP6Uh2tvvP3hxe5vdPlS7Jc6oU4mO5W2CifLz8sn591O7CzD4bu57b9H+DhWh+ePj+4uw+F49brjbW2UYQ4pk41oMtrZayigeUfdd9ID92mYxYfJ01Jn2YbTBMzSh+nVH36zdrN955OLrSTTrChztOsdjBfO4nALs091mWvDiQ8LLucstuhi/tKRC+/8yLiXOqFOJjuVNjpuqLDn5bPotb4yHAts42nNcOHVhFs+f3cZbn0t+GF8zfmDw9vOIWWyEU1GO3sNZTHPju2+mpvG23j6gy+6rufP23BylbucGSNr9/dfOX3tzvNIs5JMwx3koQPvYLz38dwcz25iWYbjM9eq70cWx49g5aTlS19lVRl2SZ1QJ5OdUhkjs/DJ6oNOG+XMsZG6ynAssEcvONbfsvZWHtpfhmMGL178FobK8KyyEU1GO7vlg5s3xP4yvNVJk6UHybP1yO1Lwyxc3S6+t3Jy+lpIbnXUxfBgXufAOxg+q9tV119oWYaPqu/HsDZe7MGtzB/KqjLskjqhTiY7pTJG7sNnLKIcPzJE2ZBgPWU4vt7K13Y3t06b594YhpMb3l+Gt7iY3fPtBRd3tnl1Xuy6ER8y2tktH9wnynASdbfTt5Ln1jJZGKzH1Hh/u7d2uJnVKMpjjx/M4e53MJw4vfHxpOkr5cS7N3hdamZv++N9DC883sn2rcze0PDA7Hz2SZ1QJ5OdUquJc117Emox5tPs+EAZjpd4ElqTUpve2fid393ygTK8XffuDU+uu/go1ld5vexEk9HObmu50gw1ksPHbumShc1ouUXkIs6Gi8xq5mHprXh4/vBgDu/lseHBve9gfPN3Nz6eNlld+6hvl/s+fZnLi49PvX2+0x/hx//hmSZLg4fvk2dSJ9TJZKfU2s+iYynl+LEk2FBJy/C6sxZswxW25drTE//5dnmFf6Zr06uuvdDFyg1OrvHPsJwLDw/dN+CTN8nrZCeajHZ224iIoTpy+MTYKDlubsnzx99Dzvw9SZws3aTEFg9cl3fv7PASd502uj62XpnzZ+57B2NAzl5wPPG2nqX7d3i7YGvD6439yCuPz7xF6sdJl+XhnKvZa6+/EnulTqiTyU6poQynjbNeQ1vGr9auh8fLcNJlW4Y7eXzqWm7uKsNh6erfJn9sZ+U/leFJZSeajHZ2GwpjI2xy+MzK6ZPkaY3S5I8Xa81yPWFRbdcbXI+5FZezmxzOXC+Wg5nhkxhfas87GKNt8Y6yPnkgz5+deXfVO7ctmabhinkYbrwSO6VOqJPJTqlHnbSze4aMusbTk2haBtvdj7Ybxi57lIb3EXikDG9vee7b+u/Ga9+0UiI70WS0s9sQHZ8rw+H8HF1sJ896slzuZPnI9QZz8Nzl7M0o2niNi+GTuEXojneQw837bsaHNnpt81UmWzJebM0iDIe72p3T3EmdUCeTnVoZJJPyGbLnPoa2DedfI+xoGW5G2dTtVrbTcNaAh8pw6y7aOfnT/Ycx3EUOqZOdaDLa2S+f3KwihlzJ4XPXJ+TgajN5NtLs4/yVmPn4Lm934wxf/G28xOU1liV1MdZXjpun72A8IcdT4/WG18vJi1vbepXpfT5Iw+XbGU5Whn1SJ9TJZKfWdqpttN1Szr/W08Ey3BWG0y7besL89Y6V4f++DbE39XFK/nhfhquLVMhWNBnt7LfeK0Ot5HCHyzPy5xgybWYrWD6CJn+c2lhet/hJeKZdbCsax+//cvjhyTsYm241Nscn59H1T7qZ/luSifuLrp+z+m6GF84hB6VOqJPJTq3FD6Pjr7s5fu7uS8ODZXg9fOYuwcYbnFgG4MEyXLnsv5czcnB3B0/eIy+UrWgy2tlvPSOGDsnhHh9PyR8Ha8mzGWYfV1h98MiXX8MLbj7j4UNXd9/VPXoHY/ptXHJ87vWKOXzUcndmubnaj7Nzrh68EDukTqiTyU6tReXk+Ej25BmXpxwrw7Vv6lbMvpybRdy/a9/dHS7D/327u+xw0RyutumBj4hfJFvRZLSz3/DT4/o3VDncpT0nf7q5/ze09//VLAs/1l9uY3nV0/v+sd1Lw63efxLb72D45LYTbLib6wkPg23yr54vxn8OPTFvw7VzPuRhZdgpdUKdTHZqDaG0Vlfn9e2f4b9VZjULe30brvr4okMZ5pBC2Yomo539hr552Gz7fF/9/H8ker4/zsIPGy3zE27tpuNiB97BZ/w9/Ovn/DfTrPl7OOnBOUMZ/tKb/Z2lTqiTyU6xjBKZs18+seX3kbxc9qLJaOeAfHQ/4bM78uUev8z6d5/sljqhTiY7xfw0etTX/Jr1N5W9aDLaOeAnhoQWOYPhN+ccclTqhDqZ7BTTOUdp6RPJXjQZ7RzwE39O5gyyn/6aYa/UCXUy2amWYeLn5L3yefnAziB70WS0c0Q+Ox/e72H4Dljp90qdUCeTnWrDvw/2Fdg+vmQ9k2xGk9HOEcOvj34L/i34MfmzUifUyWSn2vDjqNLZx4/JZ5LNaDLaOcKXTL+V7KYfk7ulTqiTyU614Tswv47uk0/Lx3UK2Ywmo50jxv9evhzzlen8T0udUCeTnXIZJ74E28WPyaeS3Wgy2jkkH56fk38Hfkz+tNQJdTLZKad1jvDXMk8lu9FktHOIf538+xj20o/J/VIn1Mlkp14GitjZwW/v55LdaDLaOSafni8Nv77hK0OV3y91Qp1Mdurl31T43/TYwRes55LtaDLaOSZ/N833TF+fH5M/L3VCnUx26l1rR+vskjT0/eo5XHfjQ0Y7x1x/gvQ10+/gmoYi/xNSJ9TJZOcE/v3jj3+lzl4ff9NQRp/E5f8WXmS0c1DLie9+Sv49XDI/f6ZH6oQ6meycwDe/JB/xj68MT+MShRcZ7Rz0w5dMv48f3+3mp6ROqJPJzhn4CuyQb0L6LJKFTUY7R/kl+Xfi+99PSZ1QJ5MdoFeysMloB+iUOqFOJjtAr2Rhk9EO0Cl1Qp1MdoBeycImox2gU+qEOpnsAL2ShU1GO0Cn1Al1MtkBeiULm4x2gE6pE+pksgP0ShY2Ge0AnVIn1MlkB+iVLGwy2gE6pU6ok8kO0CtZ2GS0A3RKnVAnkx2gV7KwyWgH6JQ6oU4mO0CvZGGT0Q7QKXVCnUx2gF7JwiajHaBT6oQ6mewAvZKFTUY7QKfUCXUy2QF6JQubjHaATqkT6mSyA/RKFjYZ7QCdUifUyWQH6JUsbDLaATqlTqiTyQ7QK1nYZLQDdEqdUCeTHaBXsrDJaAfolDqhTiY7QK9kYZPRDtApdUKdTHaAXsnCJqMdoFPqhDqZ7AC9koVNRjtAp9QJdTLZAXolC5uMdoBOqRPqZLID9EoWNhntAJ1SJ9TJZAfolSxsMtoBOqVOqJPJDtArWdhktAN0Sp1QJ5MdoFeysMloB+iUOqFOJjtAr2Rhk9EO0Cl1Qp1MdoBeycImox2gU+qEOpnsAL2ShU1GO0Cn1Al1MtkBeiULm4x2gE6pE+pksgP0ShY2Ge0AnVIn1MlkB+iVLGwy2gE6pU6ok8kO0CtZ2GS0A3RKnVAnkx2gV7KwyWgH6JQ6oU4mO0CvZGGT0Q7QKXVCnUx2gF7JwiajHaBT6oQ6mewAvZKFTUY7QKfUCXUy2QF6JQubjHaATqkT6mSyA/RKFjYZ7QCdUifUyWQH6JUsbDLaATqlTqiTyQ7QK1nYZLQDdEqdUCeTHaBXsrDJaAfolDqhTiY7QK9kYZPRDtApdUKdTHaAXsnCJqMdoFPqhDqZ7AC9koVNRjtAp9QJdTLZAXolC5uMdoBOqRPqZLID9EoWNhntAJ1SJ9TJZAfolSxsMtoBOqVOqJPJDtArWdhktAN0Sp1QJ5MdoFeysMloB+iUOqFOJjtAr2Rhk9EO0Cl1Qp1MdoBeycImox2gU+qEOpnsAL2ShU1GO0Cn1Al1MtkBeiULm4x2gE6pE+pksgP0ShY2Ge0AnVIn1MlkB+iVLGwy2gE6pU6ok8kO0CtZ2GS0A3RKnVAnkx2gV7KwyWgH6JQ6oU4mO0CvZGGT0Q7QKXVCnUx2gF7JwiajHaBT6oQ6mewAvZKFTUY7QKfUCXUy2QF6JQubjHaATqkT6mSyA/RKFjYZ7QCdUifUyWQH6JUsbDLaATqlTqiTyQ7QK1nYZLQDdEqdUCeTHaBXsrDJaAfolDqhTiY7QK9kYZPRDtApdUKdTHaAXsnCJqMdoFPqhDqZ7AC9koVNRjtAp9QJdTLZAXolC5uMdoBOqRPqZLID9EoWNhntAJ1SJ9TJZAfolSxsMtoBOqVOqJPJDtArWdhktAN0Sp1QJ5MdoFeysMloB+iUOqFOJjtAr2Rhk9EO0Cl1Qp1MdoBeycImox2gU+qEOpnsAL2ShU1GO0Cn1Al1MtkBeiULm4x2gE6pE+pksgP0ShY2Ge0AnVIn1MlkB+iVLGwy2gE6pU6ok8kO0CtZ2GS0A3RKnVAnkx2gV7KwyWgH6JQ6oU4mO0CvZGGT0Q7QKXVCnUx2gF7JwiajHaBT6oQ6mewAvZKFTUY7QKfUCXUy2QF6JQubjHaATqkT6mSyA/RKFjYZ7QCdUifUyWQH6JUsbDLaATqlTqiTyQ7QK1nYZLQDdEqdUCeTHaBXsrDJaAfolDqhTiY7QK9kYZPRDtApdcIBf2YCX/03q90y2QF6ZRw1Ge0AnVIn7PffDOBQhkC1jKMmox2gU+qE/TJ/B8oQqJZx1GS0A3RKnbDb/W/JyhCol3HUZLQDdEqdsNdfGb8jZQhUyzhqMtoBOqVO2Gv+laEyBMplHDUZ7QCdUifstAhDZQiUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oTjMoeVIVAt46jJaAfolDrhuMxhZQhUyzhqMtoBOqVOOC5zWBkC1TKOmox2gE6pE47LHFaGQLWMoyajHaBT6oSrPzNcb7bD7+kJO2WyA/TKOGoy2gE6pU64UobAF5Rx1GS0A3RKnXBVUYYAn5Rx1GQBgJ9BGQJfUMZRkwUAfgZlCHxBGUdNFgD4GZQh8AVlHDVZAOCn+GshDyxlDitDoFrGUZMFAF4tc1gZAtUyjposAPBqmcPKEKiWcdRkAYBXyxxWhkC1jKMmCwC8WuawMgSqZRw1WQDg1TKHlSFQLeOoyQIAr5Y5rAyBahlHTRYAeLXMYWUIVMs4arIAwKtlDitDoFrGUZMFAF4tc1gZAtUyjposAPBqmcPKEKiWcdRkAYBXyxxWhkC1jKMmCwC8WuawMgSqZRw1WQDg1TKHlSFQLeOoyQIAr5Y5rAyBahlHTRYAeLXMYWUIVMs4arIAwKtlDitDoFrGUZMFAF4tc1gZAtUyjposAPBqmcPKEKiWcdRkAYBXyxxWhkC1jKMmCwC8WuawMgSqZRw1WQDg1TKHlSFQLeOoyQIAr5Y5rAyBahlHTRYAeLXMYWUIVMs4arIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAADeVLKwyQIAAG8qWdhkAQCAN5UsbLIAAMCbShY2WQAA4E0lC5ssAADwppKFTRYAAHhTycImCwAAvKlkYZMFAAAA4Mv7K//ffmQVAOAV/i8JElmlSvZhkFUAgFdIgQyySpH/Zh8GWQYAeAElciqz35LtBwDwQrPfkpVIsT+zDaOsAwD8ekrkVBZfGdoPAOBllMipLLfDfgAAr7L4LVmJnMXw9z9zCADwQkrkXOwHAFBHiZyL/QAA6iiRc7EfAEAdJXIu9gMAqKNEzsV+AAB1lMi52A8AoI4SORf7AQDUUSLnYj8AgDpK5FzsBwBQR4mci/0AAOookXOxHwBAHSVyLvYDAKijRM7FfgAAdZTIudgPAKCOEjkX+wEA1FEi52I/AIA6SuRc7AcAUEeJnIv9AADqKJFzsR8AQB0lci72AwCoo0TOxX4AAHWUyLnYDwCgjhI5F/sBANRRIudiPwCAOkrkXOwHAFBHifx6f+UznsgjS/YDAKijRH49ZQgAfA1K5NdThgDA16BEfj1lCAB8DUrk11OGAMDXoER+PWUIAHwNSuQF/lrIA0v2AwCoo0TOxX4AAHWUyLnYDwCgjhI5F/sBANRRIudiPwCAOkrkXOwHAFBHiZyL/QAA6iiRc7EfAEAdJXIu9gMAqKNEzsV+AAB1lMi52A8AoI4SORf7AQDUUSLnYj8AgDpK5FzsBwBQR4mci/0AAOookXOxHwBAHSVyLvYDAKijRM7FfgAAdZTIudgPAKCOEjkX+wEA1FEi52I/AIA6SuRc7AcAUEeJnIv9AADqKJFzsR8AQB0lAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADA1/ef//w/3yOIf6xL6v8AAAAASUVORK5CYII=","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.4333px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: rgb(0, 0, 0); white-space: normal; "><div style="block-size: 794.233px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 397.117px; transform-origin: 407px 397.117px; vertical-align: baseline; "><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 378.5px 8px; transform-origin: 378.5px 8px; unicode-bidi: normal; ">NOTE: this problem is intended to build on problem #55960 ("Where the Four Corners Am I?"). You may wish to solve that problem first, then use your solution as a starting point for this problem.</div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 8px; transform-origin: 0px 8px; unicode-bidi: normal; "></div><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 374.5px 8px; transform-origin: 374.5px 8px; unicode-bidi: normal; ">The "Four Corners" region of the US is where Colorado, Utah, Arizona, and New Mexico all meet - the only place where four states touch. The Four Corners Monument itself is on Navajo land.</div><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 20.5px 8px; transform-origin: 20.5px 8px; unicode-bidi: normal; ">Given <span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 27px 8px; transform-origin: 27px 8px; unicode-bidi: normal; ">vectors<span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 124.5px 8px; transform-origin: 124.5px 8px; unicode-bidi: normal; "> of coordinates x and y, return a column<span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; "> <span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 19.5px 8px; transform-origin: 19.5px 8px; unicode-bidi: normal; ">vector<span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 2px 8px; transform-origin: 2px 8px; unicode-bidi: normal; "> <span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 158px 8px; transform-origin: 158px 8px; unicode-bidi: normal; ">of strings, where each string is one of five options according to the location of that element:</div><ul style="block-size: 116.733px; counter-reset: list-item 0; font-family: Helvetica, Arial, sans-serif; list-style-type: square; margin-block-end: 20px; margin-block-start: 10px; margin-bottom: 20px; margin-top: 10px; perspective-origin: 391px 58.3667px; transform-origin: 391px 58.3667px; margin-top: 10px; margin-bottom: 20px; "><li style="block-size: 35px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 17.5px; text-align: left; transform-origin: 363px 17.5px; white-space: pre-wrap; margin-left: 56px; ">If <img src="data:image/png;base64,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" style="width: 75.5px; height: 35px;" width="75.5" height="35"> and <img src="data:image/png;base64,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" style="width: 75.5px; height: 35px;" width="75.5" height="35">, then return "NN"</li><li style="block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; ">Otherwise, if x &amp; y are both positive, return "CO",</li><li style="block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; ">if x is negative and y is positive, return "UT",</li><li style="block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; ">if x &amp; y are both negative, return "AZ",</li><li style="block-size: 20.4333px; counter-reset: none; display: list-item; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-start: 56px; margin-left: 56px; margin-top: 0px; perspective-origin: 363px 10.2167px; text-align: left; transform-origin: 363px 10.2167px; white-space: pre-wrap; margin-left: 56px; ">if x is positive and y is negative, return "NM"</li></ul><div style="block-size: 473.5px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 236.75px; text-align: left; transform-origin: 384px 236.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline;width: 646px;height: 468px" 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" 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Problem 55965. Where the Four Corners Am I? (Vectorized)

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Problem 55965. Where the Four Corners Am I? (Vectorized)

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Last 200 Solutions

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Problem Recent Solvers52

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