Washington D.C. – Today, the Center for American Progress released a list of the top 10 states with the most deficient bridges and how we could address unemployment and poverty with investments to repair them.
New data from the U.S. Census Bureau shows that one in six Americans lived in poverty in 2010, 3 million more than in 2009. A more up to date snapshot of just how bad things are can be found in the August employment numbers—zero jobs added. That eye-popping statistic suggests that poverty numbers for 2011 might surpass the depressing 2010 findings on poverty released last week.
To address the desperate need for jobs, help lift people from poverty, and keep our roads, bridges, and transit systems safe, President Barack Obama introduced the American Jobs Act, which would invest $50 billion in critical infrastructure improvements. This proposal mirrors the successful strategy of infrastructure investments made under the American Recovery and Reinvestment Act of 2009, which invested nearly $50 billion in infrastructure that put as many as three-quarters of a million Americans to work.
The president’s jobs legislation again channels the investment power of the government to stimulate private-sector business growth. Rebuilding America’s crumbling roads and bridges is one of the most effective ways to put Americans back to work. There are approximately 150,000 bridges in America that are either “structurally deficient” or “functionally obsolete,” according to the Federal Highway Administration. At the current rate of investment, it will take decades to bring these bridges into a state of good repair.
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hzyby1oN5ZhQLvGloocH7i6hFEgdE9Qe+tZvkFqLcXi1mHOJfMWwjq3fJRmSN9tPqUBdYZtrZWrAX0JN49QeQEe1fQMxwz9rx2mSBzzY17u6+jaOqLYjiLIIJI+wm6hGDfUWJkc0QC0GNYeasqOZJy+8Gm6/GxiU0sZn0uXf6EYOLmhTT/XT6/dvKGnhkIy1FxQZ+BYBznqFn4ZolCFwycbXwE4CW3YABoU+Cg2aW0OkN539pUzS+8b6iEkN/J0dt9t5oEwZzj3EQQ+UcqQU8O9p0Q2VzCIkPyIA0Sryo5knL7waaTYxPrWMySp367V/IMBhMPhoxwKl6EqZ0OHROMHBvtjDKh49sAC6E4zlEo9AR0E79KnOhg4GxtcD9aveRvJlh0fVPGc4+rml9431AJIb+To7f7bq03i3ef4CaCyD9SCXpysO+EuIn6cyeIRCh9vmkk5TaDTTeNfBacBAgGRg9OHSQLelys5Pn5ef/1hOQTmQKbOM4J4Zv1RlzgbG1wPwqdCQDtF9g3e5yFg9vBwhtDJYf8zjzefYKbCCL/SCXoycG+TReK6+2AVlgNP6t6e8Gm4wLsCYx+4UIlN+NRe4IerN1C42tY5p5jV4JujoqrJgbmuFGQY5MNbrLyA0D7Z2lT0OMKrw0VV3JxXEL09jRuTe8mgsg/0j4UTQj2nSayObYRGBN7UkZSbjnY9K5G6MgzLjB6C4KeMAOLSfBgrdMLevIIPWo81ZicnIRr4gJnJwj6ghcA2j+qTUGPK7w2VHLIbyAuenuyW5Nz9t1EEPlHWkFPCPadENnc9HaZwYxSRFJuP9h0cmxi3cklsrYOl9qOoPu1w0a9Xg8+Y0wv6CaOcxQTvhmmdmq2JBg42xjcqejbfgBov8DJgq4zjKuaX3jfUAkhv5OjtwfdWkqMd5/gJoLIP9IKekKw7yg+srkfjFg/PUuIpJxJsOnk2MQmwrJEiNYyLYtPdErnBWh2agYjLjK4ROvHU8QdPkg8kWAhFMc5SgzfrCWpHgqc7XbOYOjo21EoAHRCfV3o1S3JMCGetSm8b6hgyaMU0duDbl2Ij3ef7CaCyD/46n/fIPgUt3Oo90kAaIIgBBT0vkE3Bb2PAkATBCGgoPcNuhkOpY8CQBMEIaCgEwRBFAQUdIIgiIKAgk4QBFEQUNAJgiAKAgo6QRBEQUBBJwiCKAgo6ARBEAUBBZ0gCKIgoKATBEEUBBR0giCIgoCCThAEURBQ0AmCIAoCCjpBEERBQEEnCIIoCJoL+v/7z9/9b9X/h+w033z1f/W8DIUkDUsjF4ar/+2/tyvoBEEQRF+Agk4QBFEQUNAJgiAKAgo6QRBEQUBBJwiCKAgo6ARBEAUBBZ0gCKIgoKATBEEUBBR0giCIgmDXgv7Fk7dDP7ryk5/PmT0TP72ZddkKgqEfXTH8cunrNjM01p746c2hH11peuAXT97+ev5Zmgz7Bfks+a/nn33x5G2XT5qyDeQZpgpdrlGHTtflWuxa0Oe++P3Yj3819KMrf7/2D9jzk5/Pjf34V7vtV188edv9Rt8TzH3x+7kvfg+/YvuPG3+OS/zl0tdBzdVoWdB/Pf9MX4kTMuwX5LPkP/n5XFMnZg4KerZnz3m2cWhF0FFEyPEfN/6MAftu+1U+u2LnkNKvaZK1LOjpM+wX9G/JMwcFPduz5zzbOLQo6BM/vfmzX/5dFEVfPHk79uNfYadOM/bjX439+FcyTvn7tX/4yc/nhn50ZezHv/py6esM5x/6Bb5ff/eHr2CTiZ/e/N0fvpI04NwXv4+i6Mulr5HmJz+fk1uiOEH3zQ5P/Xr+GdLrMsBxQz+68uv5ZzpD7Id/dYElc7mv+vu1f9CX9p5Al3zoR1d+8Zvfirm+/ct32P/Fk7coJ+5OUOWf/HwOFv7dH76SX3FI0OZ+Zf0D/VLB/r/4zW+xR3LTKf0yazfJtsnqy6WvTbZxbSAK+c4YISdIEPQ45/peaGqoSFU/zuxRSMQwFYFt9BrcavvmlQQoTK4F/We//LuJn95EHfDvL37z27kvfi+FxjZmVESYULEvl77+3R+++uPGn6HpP/n53JdLX5vOUFQYv2oLoMF9ufT1V+/X0Mi+XPoabeWr92tfPHn7uz98NfbjX+EKGsUL+q/nn0luaFsTP70JdZZ/UQZ9di3o2P/r+We/+8NXuK4gf7jyiydv4VxREOTQw0uyEXRdSPRDlByWQTkxqkDJ/37tH+RXqEAUY3NT2eCBfqnEL7CnP98VLHOcoBvXzH3xe51tXBsI+k4boSOOaQnJgu4bKuiFpobSuUnzMKcLihi2v3q/FkXRT34+h9yC5jWH51rQRZpRN1yXtKAjgdmGsmAcCuy1m2XTWCGjcD/apW6OwcNldBAn6LgG+LnJwEQyR4f3h/x63KFLguYLOdNXi4mf3uzt9dgIur/tTwbqZKgv6vWL3/xWLAxom5vKJh9oBF1y8D0bLHOCoPtZmQR+Gwj6Lp+9L1nQfUMFvdDUUCY3aSEmsS9isCqegYklE7pGsFKdRouCHjVuW6ALWtC1saQycscqNz75bFKdQ0JjjWI6cxRF3/7lO7RUfZ2PE/SmuQXVIS69Pz4a2jkdBJ+aO80uo6mg+7by26dmFGNzU9nggf4pui/ofs5B3+Wz9+1W0INe2K2gBw0YTBA15BvjfdGxZPP2gaDjPhTKjvuOpiN0ADcgGDjks0l1DsaveoycMELH8OGPG3+Oa21+5nIf6ufWdISO/f4IXRwdrFcP/dhU0P3i6WS6voKgzQHJLXigf4peCbppA8Gpnhz2Pn3bGu30XdBQQS+0IOgpR+iRUjAxadC8emfeBR2PQKNG3bANQcd8XNz0EybQtXJN/PTmHp9Dx/SfzJtHjTaKJw1RFGEGHFOETQVdz58itzhBx9l/8ZvfppxDh0/nvvj9l0tfy3gcPm1hgVOGaCroMuWq59AlmbaDJAja3FQ2eKBfqtYEHR6Z++L3egY2paD7bSDou3wKuv9oJ1hg01yNF1IKuq9ROkFQxKLGlVIullGMeftpDl2q99X7tYmf3sQjAlhWmvWv55/hsa8YApo19KMrP/vl30HBZZUFcig8/P4sD+gnGqtcIm81RXDNSVDQJ9STfWlYCfew+iG+HoNgP24t9bHwKfobLjayRMdfvNE1NBX0SL05IatctPXECzKdErS5X1n/QL9UrQn6t3/5ThZgwKcJWWlBD7aBKOS7fAp6pJYkTfz0pl6BE+dc3wvpR+hyCfQTRCERA+Aa3eZ982LWzniwO+Cr/0QY8hyfIAqGdq5nCdOPeQAFndgB3LObO02CKBJaE/Rv//KdrKvpRKkyAQWd+J+Qm33zZgpBFAmtCbosOe9EkbICBZ0gCKI5vv3LdwlRmHICCjpBEERBQEEnCIIoCNoS9KZr5r/9y3dY+4WYXHHJehI/OieIi1HeaaSfRhQn5nOhGyDR3/LwILcTtkqTZyH7UZdfzGmnDHn43kBnBf1nv/w7hHD53R++SniBqIX40WnihvcF4mKUdxrpG5k8C8rzGwPS0vIwy9krQe9JHPZOo48EPQ/fG+isoHeuJnlwc18jvWv6wtS5uoHolaAXEnlofm2WIe+CHgz1GwxMPBQTwMgPUW3e6zOxm00oZJ1zHm6x24F5gS0Y9FlSTsQE1/aNFozWHRcDXeCHaMdLzEN5ilyfHEdepwy+XhhnxhYia080ws2bVwrNq4ymtOnDassLh/LypK6d+cZAmjpKnImxH/8KOxOiurcPBJDQDUnCBMlINhjAfUiFa5cOYt6NiPOXRP8XxLkpWPehUKR4JOvy9wZaQysfuBjywhTExZUeakRm0O+RB0NUo8JxsZuHdoZC9uOG9y+MoA95QZ9NSj+4tm+0oDviYqALgiHa/7jxZzF1HqLuxMWRl506cZyg+2ZsLbK2JDDhU+RcwdK2EFYbG0Gdkm8MpKwjCgORTY7q3j4QZlZHSsF5pW3HhUwZUuHaceAfN/489uNfSQnj/KWj/2tD+W6Kq/tQKFK8n0MXvjfQGloPn6srEBce2rQw7EwIUd00dnMww76GH2LC3/ZTGnsaowXdERdhUbDbEO09QVwh/epEKVpOcgOOM7hsi9bEFSZY2l2F1dbfZPDbQ9w3BhLqaIKQBLtthpDOPvSjKz/75d9hNDakgsdpMQk2fpT/Z7/8Oz2OTvCXr4ZBNzWVrKY5+GcUU2fyvYHW0EpwLl/Q9T2vvvIEW5hvMtkz1Cy4MAU9eJQxWtAdxmLJ+Ud5NXVcIdsU9KYWSzgqoTBxCVoIq+1XMOEbA2lKG1frbIGZBIyCv3jy9ic/n8Ocg1+puI4ghRz78a9E0NO0cFNN+XdITRcnSFbTHPz9TRtG+i6cyrghtDJC90P9xoWHjqtJnKBPNIvdnE+VaQftC7pvtKA7mo7QU4Zo7y3iCtmmoLcWWVvvDBYmrrQthNUOVjCK+cZAQh31ADY5qnsmkAi3v/jNbzE2//X8M/1hv5QjdFz8ZBKyqb/i9osXmkpWcg5d+97AbpHNHHpceOhgC0sIUd00drMxTU6WqbWD9gXdN1rQHXEx0AVxIdpzJehxhQz2QyT43R++0vUNmrG1yNoTamo1WJi40u42rHZwDt3/xkCaOuo59OSo7llBP+vDc8K4uOHBp8pGJf3GHPSXRtBNTSUrLoeufW+gNexa0ONC/QbDQwdbWJQYojo5drNs5+GT85mgfUGPQkYLuiMuBrogGKI9V4IexRQy2A+lkfziN7+diPkwTUIDTi/oOHtwCBIsbZQ6rDaS6fKbHIbUNwaSBd3U0axy6dynBLGcAzXy7xKCYceDgi4PdVHZZH9pxLkpWbJMDhNd/95Aa+Cr/wTRItq51GV4l00kI28jEqBD3xugoBNEi2hNKfoirHaRkCtB7/T3BijoBNEiWlOKvgirXSTkR9C78L0BCjpBdBV9EVab6FNQ0AmCIAoCCjpBEERBQEEnCIIoCFp5U7TpE4Y8BHonklHIjyFkgvY/OfLHjT/nOXZ8Mjpd+F41vPTi04WPpXTuszYdEfQ8BHonklHIjyFkgvY/OSLvnkjsXKxqkFAk8kqLdkFwp34Fzw879dX7Nby2g9eL5FmrSJJ+m+mPG3+WV2MkBz8l3t9pJ+BfMnrV8NKLTxc+ltK5z9p0RNDjQEEnCg/oMrbx1r68/w2VRyRYDFSTd8qb8XhnPfgqLN4vx1GIkfLtX76TALCIvQ5hQg66D8alRKiTLtmrW0gvPn0tUy0Kuh/rfSgUkz6KD9KfMtC7HL7Hl+5OeMH7g18CgQv0G9J/3PizDOJ0L9WviU+EPguQN6SxQOR9O8X/iIG0KPkuhAkjYd6V94e6Q4nfIUFoVr/8YnCIr/5ERtxO/1XyZPsgsY63jnhYqJeJyJiQUl+TMoeJb5G3L7pMqCiMfmGy6oAmNkOGHbBFQfdjvQ95Meml2kNegKH0gd4lCFfnggf1BSZ2htJP/hKIfEIEx2IQJ47ATi3owc8C5A1pLGC+nRL8iIG0KLmnxlv4foyn4OcpombfIUGEWFN4HaJPj2BQqbid8nkKCFOygySWgBkhychd/hXhiEuJ0nZowsEIeoIlRWq6+UWXuI+lZNsBjaBn2AFbFPSEoP5+cf0QoOkDvcs1Iw+fy+khYCUZpDT9EkjwDl2PEbSgD3VyzjQrpLGAqXXChz5058EQycTajtJ9TMOXiaHQO/06K9M7hhJjr8vtqYz4JDqg7hGQvGCMKlPCuH7q16tD46c46/mWjLNJp7/oEhzLZ9sB/apl1QHbnUOXOsQ1lKDP4lw15AV61y/L5nwI2VH4Zh/yIuLHuWDui99LZL5kX+QZu7WAHKIZqdev5S4eUy5+0L40TT2NoJvAHelH6DgQtxpjP/4Vhs9SFzkLfpVhU/sj9GAtskL7gu67Pujo5AtbQoIEQdeJ2+mAcVVrH20Jur6RjKtMcIS+20DvuJPKZI6pT2G8HjSUccGECjHvBw3vd0EPWsA0koQPOEjEav9YOVGaj2k0FZSG8sAAACAASURBVHT5qoPsMdPl0NDgzjTdHt9MNxPHQ6GZcb/ACSnzLOi+67P9oksaQW+zA+ZO0BM+jBt5V6eh1HPofqB3POKnoBuvx30JZMj7XABGYb/7w1fYWRhBT/gihMyhBz9i4H8XwiwjkROl+ZhGUIakPDJ21gWQYZBe0BLcKXX83R++0p9IFuBuA2vsZB4GC2b8tSt+geNSQtyzcFoA7Qt6p7/okkbQ2+yA+RL0iVCs9zhBjwvSnzLQOzwxFLMOd+/A93rcl0DkiotkstAYywkKI+hRzDcBzLdT/I8YSIv6xW9+i1GtmYHRJ2r6MQ2/85tPrA2FPlyJh5wm5F5wp9RRSqsBWdE063b8XmMKHEz5xZO3nYvV3r6gRx3+oksaQQ+WIX0HzJGgZ44OBXrfgwg2RKLL+Or9mv6ccT8iuFCHaIo8dMCeCXqnA73vQeShPRFRFOFtjF6XokV8ufR1v1+QeoU8dMDeCHoXAr3vQeShPRHEnkUeOmDvp1wIgiCITEBBJwiCKAgo6ARBEAUBBZ0gCKIgoKATBEEUBBR0giCIgoCCThAEURBQ0AmCIAqC5oK+9c/fLf2f/43sNF//73/f8zIUkjQsjVwYfv1///d2Bf1vn/9t+9NnkiRJsrf8/ofPFHSSJMkikIJOkiRZEFLQSZIkC0IKOkmSZEFIQSdJkiwIKegkSZIFIQWdJEmyIOxvQXfOPX32oudGJEmSzAOzF/TR0bJzzjl34OD4m8W3HS29c+7eg0ctHz46Wr51e67nPsictbX1AwfHnXMXLl4y+91OyP5Tp88Mlkrw15Gjx3QaXjJT8umzFwcOjg+WSkeOHqutrRuDj46Wg2kSvLbxcfPa9RntAvHU6Gi5nZZPpnfittdB8szsBd05d+v2XG1tHW1x4+Nm50rfpqDfuj2Xfw+1wNHR8rXrM7W1df+KVVtbB0+dPnPk6LHtT59X3r0fLJWQHmk2Pm4izdNnLzrtwSLx3oNHT5+9WHn3/sjRY7Dtm8W3o6NlGBNm9NMkeO3a9ZkLFy/pRr7y7j06163bc845c0kgO+FEv4PkmR0RdGl/Mri4dXsOwwoI6NNnL0ZHyxgJXrs+I4kvXLw0OloeLJVEhtCgMbpBi8d+NHqc69btOSTAiXAW3CgcODgON+CMp06fQW4r797r4l27PjNYKg2WSgUY9bxZfCsqfOv23IGD436ajY+bejwuVjW8cPHSqdNnel6jvuO9B49w93PvwSOj2n6a7WZeixu1tDmaIZMpDkroIDlkBwV94+MmFPPeg0fQUMj6xsdNGAsXQxloiP7i19raOlr5yrv3kJ5r12cg3LiTXXn3HplgAxoN6+OQ2tq6XGaRJ0Y3R44eQ4eRot578Eift+deaYcw6fbORmkIj4glcWU9cvSYHozDfYW8g+k0ZYRx6/acsaqfpqnXgsItXaDnlS0q4aCEDpJPdnDK5dTpM5DvAwfHZcQNjdBNVtqrP7SHoMsEIoQbyovOIIdgwO5r0L0HjwZLpe2dnUS2/a5SgCljNEHU69TpM0FBl5t66Aj8deDg+KnTZyRN3OieTCbufmBe3F8GL5b6NjTZa0FBv3DxEr3TOYqDEjpIPtkRQXfO4amCzGxo3HvwKI2gYxvzKmJHKJHcBEmya9dnjhw9hnkV+OPCxUuDpRLOuN1M0N8svsXzqGLcxqKCmFzyu72+uw+aRUxdAFN0n77U6pvCuDQJXvPbpNy59ryyRaU4KKGD5JOdnUMHca2Tx3HGNMmCvt0YmMusC5RXLhWiyM65CxcvQehxLZVZlDjH6BkbDMyLIejbnz5vfNw090bCI0ePyToK1F3EHXcz258+P332AndXPa9IfxGTiv6snW5+cWnivGbaZG1tvRgPe3JL7aC4DpJbdkPQ8ahz5d17TItvpxZ0pNeCjm2ZfNSH4CkokslT6VONu9cEQcdd1cq799goQFfZ+Lj5ZvGtXkeBJSvbobnX0dHyhYuXMIoUodfbZEqiXeHhjTyKr62tr7x7L3frfhpxje81ULdJqDn8JStnyI46MdhBcsuOCLqZhsYEiEwmbu98BKRHx3Kga8yhY9pEP2WGWPvnwmUD2xhgounjRPqMsi2HI9mRo8eKMc+Aily7PiMd/sLFS7A8bnF0Yln+fOr0GaTXD5nJlMTzGw1IgHMO7RCjbz+NuMb3Gqgb+anTZ/ThhXyLIm9O9DtIntlnb4piaqXfF6J0nwcOjhfgQlVI0jVkhuwnQceAvY/WhOaEeFel58UgfdI1ZLbsJ0G/dXuOak6SJBnHfhJ0kiRJMoEUdJIkyYKQgk6SJFkQUtBJkiQLQgo6SZJkQZiBoP/w189b//yvJEmSZG/5l+9+aFfQv//0Q/2bTZIkSbK3/Mc/fUtBJ0mSLAIp6CRJkgUhBZ0kSbIgpKCTJEkWhBR0kiTJgpCCTpIkWRBS0EmSJAtCCjpJkmRBmLGgH5o4bL7hdP/h455Xcq9xeaU6tm+/c+7sufPBBGfPnXfOYfv4iZMDA4MDA4MzN25iz5Pnr3D40PDIk+evel6d/uKT56+cc7Db8kpVOsLQ8Aj2oI+M7du/vFLVB67WPvheW16pnj13fmh4xLhSe5DstBOTe1OumLGgr9Y+LK9UZ27cdM4tr1RNkyW7w6HhkctXri6vVIeGR0Smha8XlyAx+PfO/N3ller9h4+lBb9eXLr/8PHySvX4iZOQITI90flhySfPXw0Nj6AjrNY+4NfjJ04GbXto4vDZc+dfLy7JxXV5pTowMHj8xMnXi0s4POhBsqNOTO5NeWNHplzuzN/VrW219gGjkkMTh1drH9AcXy8u1b/ZPHvu/KGJw2j3etgiey5fudpzG/UXMbhA/5+5cXNs336T4NDE4eMnTvpy4N9O3Zm/OzAw2PMa9RHvzN9FU4cW4F9j5Dvzd33bYiyPTnH5ylV4DRLvnyXOg2Qm1E5s2pvyxm4I+ti+/WfPncfNJhooWuRq7QNE5PXi0pPnr5AAHUCuimjiZHpirB10BH7FRIrev7xSvXzl6sDAoAwDcd0d27efF9RdcWh4RN/rzNy4iUGMJMD8yZ35u2a4Z7w2MDAIiT80cXhgYBDZJniQ7JATk3tTDtlxQcd4HONutON6YxR59tx5c8WTYcvQ8IjpCWRKQggwDDTjuNXah4GBQRl3YCe25f4JOzFFOzQ8Qhekp4zgRNBhRm1buGBgYNDcD+kug21ICYY1l69cxTgx6EGyc05M6E35ZMcFHe1SA/sxS4U2vVr7cPbcebRyJHi9uDQ0PDIwMMhnqi0Q9oci60vm5StXcQPky4G+PQIxUWZmDMgEQmrrStC1bWUW5fiJk+Ijecjkj9DNeBCdJcGDZIecGNeb8skuCfrrxSU8GpIWrKca5UmRacRQ+Z7bqB+J0dzYvv36vt550E+t/TvKvrjHzAn9gUtwAC7DPbNt5tAPTRzWt7YyOZnsQbJDTgz2pnyy44KOm0TMoYug474GIxEkwK2l3NRglcXlK1e5yqIFrtY+PHn+So+vsY5FXICGC19g/+vFJUnv7yHTUMwrQiCWxJCl/s3m2L79hyYOy9hF3FHfucoFQi8Pn2Zu3ERPCXqQ7KgT/d6UZ3ZE0PX9Y/2bTTRo5xxaql7lAjPdf/gYE4uyupbroNvhoYnDeKqs58R1c9Q37PLqAB5TB/eQu6LcesKSaNiwpKxDl7YtrvHXO+vEZnUAp1y66UTTm/JMvim6J4j7oZ4Xg/RJ15AZkoJefOKdiJ4Xg/RJ15DZkoJOkiRZEFLQSZIkC0IKOkmSZEFIQSdJkiwIKegkSZIFIQWdJEmyIKSgkyRJFoQZCPpf//Zv258+kyRJkr3ld58+tyvof/tMQSdJkuw9v/+Bgk6SJFkIUtBJkiQLQgo6SZJkQUhBJ0mSLAgp6CRJkgUhBZ0kSbIgpKCTJEkWhNkL+r0Hj5xzbxbfyp4jR48557Y/fb51e250tNyJaoyOlm/dnuu5NfPA2tq6+dCt/vXU6TODpdJgqSTm2vi4eeDguHPuwsVLfg4d8lchufFx89r1Gefc02cv4va8WXwLa4+OlnUfCbpm+9PnCxcvIXFtbR2uQbLR0fK9B496XuXi0XeZNrtxWQ6ZvaDfuj0XVIftT5/fLL7tkOzeuj2Xf1t3jbW1dfDU6TNHjh7TP9178Ki2tv702Qu56B45euzCxUsr796LlLxZfAsFqa2tb3zc7Hl1+oXXrs9Af0Vq/T0r794/ffYCrjEXS981167PHDg4Xltbv3Z9BolX3r2/dXuutraOXgaVJzvqRHSNa9dn+sLa2Qv6teszGGjgX4zK0fjQWLFfhh7bDQVxzl27PmN+XXn3fvvTZ32gbCP9YKmEa4a+opLbnz5vfNxMGFPAYjAdjAz52P70+d6DR+YyQKan1oK4PTCy9JGga7Y/fR4slXCgdlNytmQm1LY9cvSY6FL+mb2gX7h4CXIsA0DcwtTW1jEbs/3p85vFt2igSDM6WsYFUJQFI0QZmMiBets5Jy2ejdvnvQePghMmYtiNj5v6SikSc+v23JGjxzg2b41NBX3j4+bKu/cHDo77MgHXDJZKML4+0GQSlHgyK4q1YWdMGvdFp8he0I8cPQZFuHDxEsyBv28W3xpBlzH16GhZG0smxDc+bpoDt3cKukzgUNB9Bp8rwPJi/KBhcT3ulxacNzYVdLn7NLYV14jZjxw9hlslXHf1PeiFi5dwO0V2guIyWB7TXAcOjp86fabnZUtmpwQdw8N7Dx6h2fm6jElAGGjl3fvR0fJgqYQm6w9M4gQ9bvxCQh3i5Bg2NJNgZhKgtrZ+5OgxqsZumWbKZePjpoi1IcyOn2pr65iKxF8Zj8sNbs8rW1SKy4LKk2dmL+jQcYzKDxwcxyARcyPGIivv3ju1HubCxUsQFH+EbnSHgt6UuENKSACLmTl0/wlq/ltw3ph+Dj3OtuanjY+benlYbW1dZhrJDlFcBo3CwCjhsUd+2ClB326sVsSjYeyUllpbW3+z+FYEHU/nZMbcn0OH7kCAsOprm4IeT3+CFYPxlXfvV969N2sk9CoXuc3E84y+uMfMG5MFXWyrh+G4MfV/2v70eeXde8yqw5tQc0xmcg1Sd5w4OlqGwZsOkvLA7AVdBt2YSRej3Lo9JwPtN4tvB0sl11jWYlbmbnzcPHX6DAb4slQIT1bRmkXQZVbRcZWLoqxXEV64eOnI0WMYYsCwcmMk10hprLgSw9SUjN3Sb4p6D2yLyUbYFq4J/vT02YvBUunI0WNybT51+oxT4LsXXXCidBDxS57JN0X3BA8cHOcdTD5J15AZkoJefOLZWs+LQfqka8hsSUEnSZIsCCnoJEmSBSEFnSRJsiCkoJMkSRaEFHSSJMmCkIJOkiRZEFLQSZIkC8IMBP27Tz/Uv9kkSZIke8uNf/q2XUH/noJOkiSZA/7jnyjoJEmShSAFnSRJsiCkoJMkSRaEFHSSJMmCkIJOkiRZEFLQSZIkC8LeCPr9h4+dc2bnzI2bAwODQ8MjPTcKSZJkP7Ijgr5a+3D23Pmh4RHnXFCg78zfhaDP3LiJBMsrVefc/YePl1eqLVRjaHhk5sbNnlszD4QlNfSvT56/OjRxWO9crX24fOUqjK8zgQfPnjvf8xr1C5dXqmP79jvnxGj+nvsPH4/t2z8wMHho4rBp6ssrVbhmbN9+/IR/BXCQ70GyfcZZ9cnzV865J89f1b/ZXK19MA7KIbMX9NXah6HhkeMnTj55/mp5pQpbGIqgP3n+CkIcHLOn58yNm8ET7U0ur1TB4ydOHpo4rH8aGh4xDffylatnz513zt2ZvyuHDwwMHj9x8vXi0mrtQ8+r0y8cGh65fOXq8kpVhhf+njvzd+8/fPx6cenQxGHjmrF9+4+fOAmvYZSzWvsAP6J3wBe+B8lMfBe0Kq7H0Ba4DA4a27e/52UOMntBv3zlql/by1euDgwMDgwMQjVE0NFScRmUYYg/VMG4BvJ0/+Fjsf7lK1eRv4xfzIn2MldrHwYGBv3rnBhfUwv6oYnDHJjvlmjD0NyZGzfH9u339yR7QVxwZ/7uwMCg/unsufPHT5xM9iDZJn2r3pm/C53B2FSU/fXiknMun4P07AU9OPtxZ/7u8koVJpON+s65F7ER7vTlrl+SHZo4/OT5K2xjpCOH6M6gT9Rz+/aQd+bvJs93aYoB0XAPTRzG8ww9D0MmUN9iwsL+Hp1eJhuFaO3wmh6OrNY+iJQkeJBsk75V0f5hfH2TVFcjyLwxe0HXYz2fMIQv6HoSRrRYror4FdbUdpdz+SfNrcW7xrjnCsmCjoaLiQLMrXPWJQ3RVmHD4ydOog2bPZIYN0/GO68Xl3BzOTQ8om2eZnRPtk9jVTG7liD5NVnlesjsBd1vqfVvNp88f4XZKBgiQdCDhtM7kwXdnKjn9u0V9f2+YbKg+/bf49fF9ITpnHNDwyPQAn8PePbceaPRen7MTK+bAXucB8lM3Cf/ijv0CF1+zW2/yF7Q/ScGmHJC/ZsKesII3be7EXT/RD23b6+YMA+eLOh6fhA3+/lsuPnkau3Dau3D2L79Mqbx92B5rpkPjJufuf/w8cDAoLkwU9A7QWN2txOYE369uFTfa3PoskYCTxLuP3wM67xeXMJGsqDX1Ry6PO5PKej+iXpu354QF0I0Ptkjutz0oejYvv2wP6SHUy4puVr7gNVvMr7298D46BoyasG6F7gAKwIkffDCTEHvBI1VZamYjGlklYu/Qik/7Mg6dKzKwoQgRutYGHdo4jDuH2U84m/U1epdWaurf9XbejyODXOintu3J/QXGp09d16aYHCFqB6JyyqjoeERfVUgk4lWd/nKVbkEmj2449HAk3+4Bsu30HqRHirvu6DNNb5kkHFWdWoduuhSbkc5fPV/T3Bs3/49e3nLOekaMkNS0ItPvNjS82KQPukaMltS0EmSJAtCCjpJkmRBSEEnSZIsCCnoJEmSBSEFnSRJsiCkoJMkSRaEFHSSJMmCMANB/+vf/m3702eSJEmyt/zu0+d2Bf1vnynoJEmSvef3P1DQSZIkC0EKOkmSZEFIQSdJkiwIKegkSZIFIQWdJEmyIKSgkyRJFoQUdJIkyYKwe4LunHv67IX8+/TZC+dcMGXCTyRJkmQcOyLoK+/eHzg47pwbHS2/WXyLnc65ew8eSZp7Dx7FqXbCT2RK1tbWT50+M1gqif1lP1xz4eIl7Nn4uOnvuXZ9xlyAyXbsX1tbl++Ijo6WTUrz05vFt6b70CM98aDpF33B7AW9trY+WCrde/CotrYOaV55936bgt5Frrx7P1gqXbs+U1tbNz+Njpaxf3S0fOv23Panz0eOHrtw8RIOwZ5r12cuXLxk/EW2Y/83i29HR8u1tfXa2vrGx02d2P9p5d37p89e4JIAiadHuk+/p/QFsxf0U6fPHDl6TP49cvTYqdNnthuCvvFxE5YS1UaDds4dODiODoCfjhw95py7dn1GskKbHh0t4wrx9NmL0dHyqdNnsPPpsxf6ED/bvcMjR49puwnfLL51zkE1bt2eg2Xkinvt+syBg+OSmPKRof3vPXikO0X6nwZLJXqk+/R7Ss+LlJLZC7q5oN26PYdGieZ4qiH3Iugr796/WXxbW1s/cvSY/uneg0eYTIccX7s+g4EMNiTZrdtzONYc4me7RwiNhkGOHD2mx4P64QSsZ/ZQPjpk/1u354wvhMGfNj5uYt5SXxjoka7R7yk9L1JKZi/ocVMraN+jo2W0Xd9MIij6J5k3lOvExsdN59ybxbc6WfAQk+0eIdoirnMHDo6fOn1GfoLWwDunTp/BdlzDpXxkaH/cXPqX2Lif5GZUJ6ZHuka/p/S8SCmZvaDLVCyoR+jOucFSyQj6xsfNCxcvDZZKSLDtqTPMqlszthMEHXM7Jts9wgSNlj0QiwMHxzlC76b9cb8YvH/3f9r4uGluLumRbtL0lJ6XJyW7Ood+6/bc6GgZT42lrWMUI09Qt2MEfVcj9HsPHvnZ7hGuvHsv03/Bu5ONj5tY2YJRpJ5Dp3x02v67WgvAe6beUveUnhcmJbMXdDRoiIW/ygVPG7Qcy3qAU41bm6Cgx82hI5l/iJ/t3iGumhj04fJZW1vHNNTGx803i2/10E+vctF6QfnI0P5YtYJp8VOnz2iP+D/JHo7Qe0i/p/QFO7IOXa8w0evQ0YJPnT6DRSnQ2afPXgyWSoOlEuYNt3c+kZCjNj5unjp9xqlVKzqZf4if7d6hLKE9dfoMhooXLl5Cu8RjjGvXZ2RyNm69reOq5+zsj2ekaI2+R8xP2KMPp0e6T7+n9AX56v+e4IGD4xzc5Yr0CNkJUtCLT7wc0fNikEJ6hOwQKegkSZIFIQWdJEmyIKSgkyRJFoQUdJIkyYKQgk6SJFkQUtBJkiQLwgwE/btPP9S/2SRJkiR7y41/+rZdQf+egk6SJJkD/uOfKOgkSZKFIAWdJEmyIKSgkyRJFoQUdJIkyYKQgk6SJFkQUtBJkiQLQgo6SZJkQUhBJ0mSLAizF3Tn3P2Hj3tesT3O5ZXq8RMnBwYGnzx/ZX66M3/30MRh59yT56+WV6puJ3AsEozt27+8Uu15XfqUT56/gpHFI2fPnR8aHjl77rzx1Ni+/c452b9a+xC0v8mQ7ByD/aIv2BFBvzN/t+cV28t8vbg0MDB4+cpVX46Pnzg5NDxyZ/6u/LS8UgWPnzh5aOJw/ZvNsX37j584iT1DwyM9r06fEjIN/V1eqQ4MDB4/cfL14tJq7YNONjQ8Ak8NDY/M3LhZ/2bz0MThQxOHYf+xffuDGZKdpt8v+oKdFfSz584754aGR14vLtW/2ZQmi7EGWvbxEyfPnjv/5PmroeERjgoz4aGJw5evXPX335m/OzAwaAQFXK19kOG8eBDpe16dfqS+DYJHzMAc1B1h5sZNNH456vXiknMO3cFkSHaHul/0BTso6JevXB0aHlleqWKj/s3m2XPnj584iZ9kZmZgYPD+w8evF5cwA4DhSc/t0r+EIqDzH5o4rOX70MThsX37MdAzP92ZvyuDccwMYA8uwORuOTQ8cv/hYz2vdWji8MDAIPZLMqQRF6BTiMTX1QSmzrDntds71P2iL9hBQRc5WK19QEOUEd/Q8AjGLBiDGGXhqLAdotvP3LiJyVlcQUEIyuvFpdeLS+Ynrd0YlQwMDPJxSGvEWLv+zSaaPTyCeRUMZaTBQ+vRX46fOIltPWOLPSbDnldw77DvxjQdFHQ994JtUXYoBYaBaKmrtQ9nz52HiPTRI4gcUitCUB38n/SNf/2bzUMTh6H1SMMZsN1ST15hHGO8oC+T+BUzk2P79usxuyQ2Gfa8gnuEpl/0Bbs6Qq83xua438d9KGZ75UGcaf3kbqlvesztzti+/TLc0D+ZGV7/StzzSvURocgaMzduynURzd7c96zWPqzWPsA7GLPjmRNcicM1eNvUHcY9+cgzuzqHXm/MniOBfsgjqzJw49lzu/Q1sTYODyTQIpdXqvcfPp65cRNjPUy5yE+iIODYvv1YZcERemuUBRIivrD28koVLlitfYBH6t9srtY+PHn+Sj86klUustPPkOyCE02/6At2cB36au0D1FkvXMFdDP5F48Z+3FcODAxiYUzP7dLXlKXNx0+cxFD97LnzkAbY3Dl39tx5/HT5ylW9Nq6u1qEPDY/wBr8dOrVsUUwKjRCPHJo4jJWLcmuP0br/4LrOKZcu0u8XfUG+KbonOLZvP2dOckV6hOwEKejFJ15a6XkxSCE9QnaIFHSSJMmCkIJOkiRZEFLQSZIkC0IKOkmSZEFIQSdJkiwIKegkSZIFYQaC/sNfP//Ld38lSZIke8zv/9quoP/t879tf/pMkiRJ9pbf//CZgk6SJFkEUtBJkiQLQgo6SZJkQUhBJ0mSLAgp6CRJkgUhBZ0kSbIgpKCTJEkWhN0TdOfc02cvel5hkiTJorIjgr7y7v2Bg+POudHR8pvFt9jpnLv34JFOduv23OhouecmKCRra+unTp8ZLJXE/sJ7Dx4dOXrMOYefamvr8vVhuGPj4yYSHDg4Xltb73ld+oVPn704cHB8sFQ6cvSYttubxbdi7e1Pny9cvARTG9v6h/uOeLP41u9ZZIY8dfrMYKk0WCrduj23vbN3AD0vYTKzF/Ta2vpgqXTvwaPa2vq9B4+ccyvv3m+HBP3N4ltYjcyWK+/eD5ZK167P+HJ86vSZ0dEyvCNegLjU1tY3Pm5uf/p85OgxaMqp02cOHBzveXX6hfcePHr67MXKu/cwoOyHBEN/r12fgTpfuz5jRjP+4b4jVt69f/rsBfZwMNQhJ9bW1p8+e6FHPOCp02e0W/PJ7AXdVPvI0WOnTp/Z/vTZOXfq9JnR0bJzDjoOqyFZbW0d7f7U6TOQFbJlHjl67Nr1GX//vQePBkslY14M2OVfDEnQlFfevXfOcZC+W2Ico80rJsVYR+yMsU7w8GRHwJU9r2mBaaaINz5uBu9388bsBX10tKzH3bduz6HlyZ2jtFfd7kdHyxhRYqPndulfQgggIkeOHtPyfeTosQMHx3HhlJ9u3Z7TyXCVlX/55KMF6rnE0dGyHu7p+1T/nlUfHueIjY+bmNK8cPFSz2taSOL+yQx97j141Be3RNkLummmotqmKT999kJ+wiSj6EtfGC63hBDcuj2Hm55Tp8/IT4Ol0uhoeeXdeygCfsKUrki8vsr63iSbEkM5jGlu3Z7DVIkIukynwE3+xVIOj3OE+Cv/o8V+JLTIHwyZcWpumb2gS2sG9QjdjE2kyZpb1Pw/ecgzE4ypXWB+qq2tY/yu58G2OULfPS9cvCQPHuQmXU/IYtYRf/0pFzk82RG3bs9xNqxzRHeQqUg94sw5uzqHHifoHKFnSMy3wphmpvXAwXG51vqTsHrqFkLDOfTdEsMXWAyKrCGKvPFxM9jO9eFNHcGbp45Sj3iOHD3WLxNc2Qs6paFPhQAAIABJREFUGh9u+eNWuRhB3945h94XtzZ55uho+cLFSxhloCHiwT304s3iWz0Ji1UTehJGFleY1RpkMtGe3yy+xaKIbbVAQqv5yrv3mKJFv4Brgof7jsB0WW1tnSP0DlG6g9g84fF1DtmRdehYCYenoHodurRpbOubypV373FIv1wJ80x/ydCFi5fQOqHpsLMsUnTODZZKsmfj46Z5cEo25cbHTTMe12orUy5Pn73ASnMRCLgmeLjvCNxXmZ5FZkh0B913sNK05wVLSb76vyd44OA4b8/zSbqGzJAU9OITE1k9Lwbpk64hsyUFnSRJsiCkoJMkSRaEFHSSJMmCkIJOkiRZEFLQSZIkC0IKOkmSZEGYgaB/+te/bfzTtyRJkmRv+af/8S/tCvr3n36of7NJkiRJ9pb/+KdvKegkSZJFIAWdJEmyIKSgkyRJFoQUdJIkyYKQgk6SJFkQUtBJkiQLQgo6SZJkQUhBJ0mSLAizF3Tn3P2Hj+vfbC6vVAcGBmdu3Ox5Jfcal1eq8iWzoeER/dOT568OTRx2ziUkfvL81di+/fj3yfNXPa9O39E36WrtA8w+tm//8krVJDY/+YlXax8uX7kqPYvsHH1Tr9Y+oDucPXe+58Vryo4I+p35u/VvNsf27T9+4mTPa7gH+eT5q6HhkeWV6vJKdbX2Qf80NDxiBN1P/Hpx6f7Dx8sr1eMnTprrAdma/Q9NHD40cRgmHdu3XydGN9HW9hNfvnL17Lnz0rPIztE39aGJw2fPnX+9uNQXw9NOCfrZc+eHhkfQmtG+9Yjj/sPHoiyXr1zFgZIMey5fuTowMDgwMCiWhaEpMU15Z/7uoYnDCb9qQU9IfGf+7sDAYM+r03c0JsWAHfc6rxeXnHN6kC7aAWsnJKagd41iarjj9eJS/ZvNy1eumotxDtkRQT9+4qRYof7N5uvFpSfPX+HWEg0dmnJn/u79h4+lyQ4Nj1y+cnV5pYoD78zfXV6pIuXySvXJ81fIk5MATTlz4+ahicNmbC40gh5MvFr78HpxaWzffrncki3bH41c/jUzJxj63Jm/i78JiSnoXaOYGu7Azr4Y33RE0AFfecUiWlPEdhiz+zKENg1B5xxiGuJWxjkXtKcR9GBiuRmKuyqQ6e1vDG50GffyAwODsHZCYgp616hvm7Sga9fkkx0R9JkbNzHuwJ7V2oez584PDAyilddjBP314tLQ8MjAwCBUWx7NSYKZGzcx/O+51fqCuCXybxKD7dJPjEdzCVM3ZEr761Fefeege7X2YWBgEEMfWDshMQW9a+QI3doCLRXPEOSxj0hJUNBBSD9mD9GUdQLs56xLSga1O26g4e/viyFJnikThjIDaabFjV4kJ6agd41xc+j5H990cJWLPOQZGBjE5Djm1usxgo6VFZevXB0aHkFDx3ILJMA0OgU9DWFJTILjhmZ5pSoDPSPTfmLZwxF6VvaXhStiUngE7RnNW37yE4MU9K7Rxaxyyb/9O7gOvd4Ym99/+BizhJhbrO8cmEh6s/YZiQ9NHMbDoifPX2HSho/pmhLLh2BwTIKfPXdepMHc1PuJsQezW5xDz8T+spZZHlSIR7DiS//kJwb5DKlr1KZeXqnu6XXoZA45tm9//gcXe4r0CNkJUtCLz+WVKhfv54r0CNkhUtBJkiQLQgo6SZJkQUhBJ0mSLAgp6CRJkgUhBZ0kSbIgpKCTJEkWhBkI+g9//fwv3/2VJEmS7DG//2u7gv63z/+2/ekzSZIk2Vt+/8NnCjpJkmQRSEEnSZIsCCnoJEmSBSEFnSRJsiCkoJMkSRaEFHSSJMmCMI+C/vTZC+dc5+rc6fxJkiR7wuwF3Tl34eIl/e+bxbdNy7HxcfPeg0fYvvfgUYLgbnzcvHDx0uho2Tk3Olpuoc6S/63bc63lkHPW1tZdA6aCbxbfHjl6TJv36bMXBw6OD5ZKR44eq62t65QpfUfGWbK2tg5rHzg4jj0bHzevXZ9xzj199sIcHvzpwsVLcCIOR24CPxOyTfp9J6E35ZAdEXTn3Mq79/JvGlHQIp4g6BsfN0dHy6dOn3mz+La2tt6a3Ej+bxbf3ro913MfZM43i28hAbW19Y2Pm/qn0dGyEfR7Dx49ffZi5d37I0ePHTl6TPYfODhOQd8VfUseODh+6vSZ2tr6qdNnoAXXrs9Ao2X4IvR/unZ9BleCa9dncPjGx024FXeZxrlk+/T7TkJvyiE7IuhQDfkXouCPVjCiOXX6jB503Lo9B8FF4mvXZ3TmaOKmDteuzwyWSoOlkvQEHDhYKsEN5rwi6DL3gruK0dHyYKkkEu9n2y+89+CRlmb/1+D10lxTYTQKemv2l3aFxnPvwaPBUkkSBAXd/0naHgaJMkja/vT5wsVLp06f6XlNi0e/7yT3pryxI4KOBo37QRGF0dHyhYuXamvrkM7tRrs/cvQYRsrOOVwDsR/jHeyUzEdHy/6Y+t6DR7W1dRyFxM456Qxx593e2fEg9zoTP9t+4a3bc0eOHosbTcQJup6AGh0tw/gU9NbsD0uiyd178Ah/JUFKQY/b3vi4Sdd0iH7fSe5NeWNHBP3N4ltRT/yLCVmZWMROKAssFTflYiYKE3qCToyR/nZjIjh43u3QSMo/Y3BPzok7d1ws/YYYFPSNj5tyd3Lr9hxug6gaLVBbcuXde9zkjY6WtSNSCrpM3eDiKo1QHERmTr/vJPemvLFTgi7N2miopLn34FGciBtB101fT4kI3yy+xYSvJNa3ugnnjRN0bPvZ9hcx1+T3/KCgX7h4SVIOlkrQcQp6CxRLogvAgOb5REpBr62ty8N/PeVixvtk5vT7Tlxvyhs7JejbjXlDtOnkkfJ2akE/dfqMsenKu/d6YG4EvbUR+r0Hj4LZ9h2D2u3vvHV7Ds8bthuDQY3+ujvpLX1LBm2eUtDBjY+bejbs6bMXg6VS/oeK/U6/mySvvssJOyjo2ztXSshc9qnGE39tILR+jEESBL22tj5YKp1qrHJ5+uyFHIgNI+jJ500Q9GC2/cKnz17U1tZX3r3HM2fYTXTZtEv8C3vKlQ+kmu+KxpIYE+BJTMIIXbtm22vwK+/e4+G8DM+PHD2mlwWT2dLvO/6ePLOzgv5GrWWura1D32WVrnnBB8sqRKMlN6MpWBaGsT9G65jkOnL0mNyK6qMSzqtXuUh62faz7RfCkoOl0oWLl2QeUARFmxeP1zT0419OuaRn0JJPn73AbImZftXtTbvG/ITB+JGjx0TNcZHQy13IbOn3HX9PnpnHN0XJzHng4Hh/XZP2DukaMkNS0ItPPFvreTFIn3QNmS0p6CRJkgUhBZ0kSbIgpKCTJEkWhBR0kiTJgpCCTpIkWRBS0EmSJAtCCjpJkmRBmIGg/+tfP/9pa5skSZLsLbf+8qldQf/+0w/1bzZJkiTJ3vIf//QtBZ0kSbIIpKCTJEkWhBR0kiTJgpCCTpIkWRBS0EmSJAtCCjpJkmRB2MeC7py7//Bxzy1IkiSZE2Yv6KKzyyvVgYHBmRs3UxZltfbhzvzd9EV3zu0q/V7jk+evnHNPnr/yfzp77rxzDtv3Hz4e27d/YGDw0MTh5ZUqdi6vVM+eOz80PHL23PmeV6TvuLxSPTRx2Dk3tm8/TIp/BTIQWV6pmg/XxSWmR7pDvzus1j6M7dvvnOsLy3dE0KGzY/v2Hz9xMn1R7szfFZVJQwp6MtEKfUF/vbgk2gGz33/4+PXi0qGJw4cmDtcbV+LjJ06+XlxarX3oeUX6jmj5yyvV4ydODg2P1L/ZXK19WF6pLq9U7z987JzTVsV+JIb9/cT0SNfod4dDE4fPnjv/enFpV8PTXrFTgo7RhDS+5ZXq0PDIwMAghhv3Hz4eGh45fuKkc25oeOT14hKGk8DMjZt6FCPbq7UPOGRgYBCqdGf+7mrtw9DwyOUrV/EXhwwNj+Tf9B3lnfm7GOj5gn5o4jDM6B8iI8S+GIzkljLUuDN/d2BgUP909tz54ChntfZhYGDQOEsS0yPdJ7oDbqFeLy7Vv9m8fOXq2L79PS9YMjsi6NALWAEc27d/5sZNtG9MrUC4cXMKM0HHl1eqq7UPevSth/y4D0LO2C/jGmh6vXEbq8++Bzk0PILxndEIXEpx+TSHzNy4OTQ8Ausdmjg8MDCITHpel74jRjN35u/ir+xHww5OgiGx3iOJ6ZGeEN0BnUh8ZC7POWRHBB2QhovRNEbr2K9nV2Rb7/QFHZnIJC/2H5o4LPcBksDvG3uNMzdu4hpp5EOGgb6g46eZGzfRgi9fubq8Ur185aqZHyDTELfn0F9tPfGLT/+eUhLTI92ndIegUuWZHRH0mRs3MUjBHrRIwZ35uy0Ium9N5IYhP/agVxyaOCxzL3uTcvNuBP3ylau4m/EF/ey585APY2fHpUS7pJ48kXlY0AzYhXCHkWlJTI90n9IdOELflKlteYYAo8jDn/rONppS0NHozQgdt0UyvYhJrj0+32Iun+ZphAHsOXPj5sDAILb1nRDu+ikfLdgf27pJ33/4WA8+NP0pcp2YHukydXcwc+j68pxPdnCVCy5omBOHuC+vVDFyCQo6egJsJ9PlmFhHhkPDIzKHLvPsenEemv4en2+pq4UTTi16u//wseyXS6zYH3O12DO2b//Zc+dh/DgNIuMoj+vxfEgkwKg2vFCPeeRjEtMjXaPfHfQql/wvq+vgOvS6Wrn45PmroeERzHrXd45i9DYWZmDZENJj4Zc0fQzAZZUL9svisPo3mwMDg3t8vsX4Ape6s+fO68GFTLngumjG7LKMGguQel6LviOePKO161G2NqZ4xF874SemR7rDuO6wp9eh95D+tAwJju3bn//BxZ4iPUJ2gsUR9CfPX3F4HiReAuh5MUghPUJ2iMUR9JkbN6nmJEnuZRZH0EmSJPc4KegkSZIFIQWdJEmyIKSgkyRJFoQUdJIkyYKQgk6SJFkQZiDo//Q//vl/XVolO83/5cv/o+dlKCRpWBq5MFyurrcr6ARBEERfgIJOEARREFDQCYIgCgIKOkEQREFAQScIgigIKOgEQRAFAQWdIAiiIKCgEwRBFAQUdIIgiIKgDwTdOVetVntdihyhawZJf6Jqteqc63R5ovbqvrCw4JybmprKtkgGuzVFazXqjsEL1vW60wCC6F6f3a2gv3z5slQqOefGx8c7VKaFhYVyuYyvuFYqFfxNc+DW1laHitQU8/PzKDCaS1xJMilheoOkQUKREk5UKpX0T3BTVkVKQDt1L5VKL1++bPnU0FBgcnIyLtluTaFrpLs9TlepVEqlUvtnaYpSqeRXKtnaCWXz9zdt+ZLANK00qFarECXnXLlcnp2dDSaDeev1epoCJxdSioqTzs/PJ2eYbZ9NwK4FXUrm2yUTQM3RrGG+9LbomtUM6vW6cw4GqdfrcaOnrEZVGVYzuUgJJ6pUKrpx94Wgt2m3lHVsU9BlG/lsbW0Fy5ytwZEbThdXNh9xZQvub2p8SWCaVhpoa1Sr1XK5PD09nZAmTYF9+J0FZdbdPy7D/Ap6qVSanp4Wi+NaJBdVGWKg8viLayYMjaG9bC8sLEQ7h07+MAqH4GKI9NPT0845XIflFJOTk2iUcjiS4U7CnD1lOev1+vj4OH6qVCrz8/MoxtTUlC7n1tYWrtIwi9xeyLAdF3DZv7CwoLNFJiYxioRkqDVMjUzkKCkhRgSmmtIEdTWRHtaTIpVKJdxb4A5MWx6/orLYMzU1hdzkdPhrCgkLmxZiqoZiBN2BBNPT07qp6CKhL2lLaj/C+3J/jX/FKUjjt160ounpaV08aeq6P/un9k1RLpdLpZIu+dTUlDha9icIunjQGBa/SvOApkBH9IZpVFKY6elpPfOAf8fHx5HMtLQ4d0jZpEeY/dIBdd8M2sEkCLYc8Y4/ADeukUx0y5FTuMY4XRqS7iamsekz6mkD7S+xuVQt6DVYEidFtn4j0ZLVGnYt6FIm3RzFoE5dZl1jwmRhYWFra0sKHUXR+Pi4tMIoipBA22hHERvNEX6Koqher8N80nCRg9updM45pIxUU56fn9ea2LSccmochX+3trZ0mSPlGG0NGbProvrZSoH9xNVqVWrt1HBAqjk+Pq7bt6mmnFFXE60ZxtEJoONTU1MyupH6YvIRe2ZnZ6UMUhGdwBQSNtE19YsRdIfIVr1e10bQFTSWFD/KhUH7SLdV3WB063358qWUx4y8ZBgLs5hT+6aQS44xHTL0uwy2DUwyKZvfPMrl8suXL6EICwsL09PT09PTplHNzs5iXsUMm/AvKpVwLuMOXTbdQyWZ7oBSzaZ2MBtB75jpASPocrXTImNOpDuO7pj6EHNGf4wvboKvpWpxXktuJMZiraHFh6IosTQmKXqwZ0aexbUhzLOC4Ahd5xlFkYyUtb8j72KAIcD09LROI91yV+V0jVGqlnUfKJhkIun9pqmzxbFxiU0JI08CKjvHdHq7aSZ6Dyro1DSufyLT2eLMKAn0vLPU1E/W1B1+t9fyajqV9r72VNCwCbVLMK/vRFMwU3GZEDeOburNpo6TDSi4c252dnZqagqXN9OoRFn0DK+xpGhNwrlMqeLcJx0waNI4O/gtM847pgryr34IJ/Y3pQ16Ns5lfpGMvxYWFvw20LSd+41EW6w1tDJCj9T411TVNWY80CyMXsjIt1wuYxvXIj3anZ2dxVxH5M2hayuIuY3V9OVha2sLozA8M5GRHe4wUpZTFGFrawulgurpMm9tbeG8IoiucQume5HsN9lK4SvesCjytEy3M1PCaOcIHWZ0ahwXJ7gow+zsLG4PJTfXGA6bAbhsyNkTRuiyoafp/IYedEfQCHqEbiypczb/RvFK4QtTUDtMbubUcabwm3HcSYOnM8kSmkelMSxFmjh3YPZSS8b09LQ8DkUtTEtrWdB1B5S+mWCHpgnSCLo0SyMyJh/tPvnJHGLOqDuL8VdQ0M2B+qTmtlvOqC0WtYTdCToarlOTqpWd81xozc45mWY1hnaN6V3UP3gDCGVx6jqpJ1ijKJqcnEQCPU0cRRFOiqzq9TrSoO3qs9fr9fTlhPojHykVRuJSZjmXzInrmTJsowqyrbNFJjJ9ZuolG2gEeno6UrN+EGJTTRhTSqKr6RcJv5ohLQ70n5HIIeJH15g9k0JK49aOiHY+XEI+ce7wN+RceHJuLCnJxCOmOqbBVGKeAPkbkfdMzD+1MYX4Ao1csoKjJZk+hX86OakxrG+ZSE19YCbXb1RRY9SsBVE/3sA4wLS0OHdop/iPQEwHlL4ZZwc/QbJ3KpWKaVFoqDKtYUTGlFZ3HF0vfYjfDLQlIzWiHx8fl+FmQp+VvmAetOCMxmKtoQ/WoRPdQXB2soVMoi4uetk7yMqwmI7Ipkw9xfT0dNzyxNwCA/CocX/ZiVNQ0Ikoaow32+8huCFoc8U34SMTw2IJk5mv6FOUSqUOrZzuHOROVC9vyxYUdCKKoqhSqcQ96SUKg/n5eV5oiw0KOkEQREHQypuiLT+B7RBaK5J5xlU8BCvo72zZDnk2ICYoMmmrnW7w6fNvx+BxZ+l0eBM4IsPJ7t0aYa+JQ+uv/ifAj/fStdgm2hOyHZw3zPDBXfr4Nt2JNoOH6cEK+jt3ZYemr/vrpZxNc1tYWICU4Pl+yjKkgay1aH+mMi6T9l2J6icUstRGwByxLRB3FhcT3sQ/exyS7bDbyxVQvFA5XUNHBF3SoKHEXe6yugzqIpkVqbI2yG92GfrM1DcOXbvsYwl25oJuyu8fGFxLlwAs9oqiaHZ2NsNBXHCJd8tIkMI2M5e1bnH5VNoImCO2TShtcobBXuMjufzpC5wycZuCboSiO6FyuolWBF0H0whGhzDxXjKJbeJ2xouIYmKbBAXdNVae6uXhlcaLGE69zt5aNAxd36mpKR0URYd/MS+CyhrbanzoEg2ZRoC5oIB4oyEKxbeR6usDsVMv5daXPRN0xWRrYlkYA+oExuP6dBIrRo/KsWIhaH+cTt7S0i+q+ImRm47agZJIxJhgVto+UnHTunTklmq16gcOquyMtWIivfj+kuq7nQFzqiocjfNWTGtPxZ1LZ17xYomkDG+ie40Jb6K7oW+HqoompPMPBsnRgYOMhuYnVE6b4tBltCLo+lW9YHSI6s54L+KqdmKbOC+ii/Q0308aktIEUhCPyvrrlqNh6PpWdgZFcSr8i26yOsKJlAQbOnSJhl6JLKuJJycnkb8f38aYXe9EyU28Fz/oSjBb+ck3oL426A19OoTBiaJodnZWHAqTBu0PM8Jl09PTUrxgYl2wqPHesrznEpdVcIm3aV3SeGQFsds5Mo1LDwX3/SXVdzsD5oh/5cLTNGCO33105iZlyvAmeqcJbxL3rqM0bLkuGkf4QXKkMZiem59QOe2LQ5fR+pSLqI+LmYryR0/txDYx59Xdz3mCbrZT5tByNAxTXx0URYd/kTPq6UI92e1vaMjrxbqTuMa7yH58G8lEH+jbRw9VjAuC2Zr6agMmV8QcLuuIp6am0PoT7D85OYn3h+V1kmDioN9lIy4rY9hg1UzjSWh1Jr3eo/0l1Q+mTDh1MIHxHTJPSNk0vEncIentkOCIyLsM+MeaSpnzmuaqC5ZtqJwoI3HoGtodoUeh6BDVnfFe5AbZVFv2p4ltEteSzLOvBEE3gRTivNhCNAxTXx0URYd/kfpGqm3pC16CoPujYIQiwJ2dfuXaCLo5UFvSjNB1kaReOltd/iikYpLATIno02FQJqNyXP90hsb+UaNvS9gJeS/cTzw/P1/3Yt2ZDZOVsU+9XtdjW6m7NB4dklBepjdjz8rOKDcyJ1ZSMYrluZ/bGTDHt2rTgDmm+5jMTS1ShjfRO4PhTfSx2g5xI/Q4QZenlKbN5yRUTtS2OHQZrQi6nhKNvOgQfryXKIvYJnJIXJwEHBVc5eJCgRR0SsnB7T4ahl/fqgqKosO/6PpWVIQT/1mi1FfPxGFFBHKI1EQ5fvXj20hu+kA9X29iple8oCsm22hnLIugAY1DYSt9OkybTk5OyjyMPp1vf5QBCoUrZUJi58Xpru6MxRHMStsHdyR+65IaSZAcHXtkYWHBj7Wi59yNv6T6ukPpByraqtVmAXNM99GZ+7VIGd4keHZtSdO6xA6VnaGQ4hzh1P2r33Oj3ITKaVMcuo8MXizql+gQWQVSaFrfTIKiRFE0Pz/fq0crWcG/1QBkrhbzs10tU2ewq1grbS7pST5XH0U4MZfzHqIwoXLaFfQ+ig6RSSCFpvWtZhQUJfJWnvUjzLCrwOhmEJvCBMyZnJzMSQsvTKicdgV9r0WHaFrfCoOiEMSeRB7EkLFcCIIgCoIsBV0/cyAyR2vmzeekR180lWAhzc58mpfYs2hR0LFQwebV7PFuXEwVf9lmmneOZelVC6s+5RUvPHXcbVyOrEKyyLN7532n1K9Xa0/PUz7nMeFoOhp7J/Lqoj8C2doUZIZBcsTywcKYnbt6jNadSD7EXkYrgl5pvG5gGmjT3lgJRYcIhlNompWMjOKiMSRAr0KRZfK7yiGrlUkiB/7CGL9eHRV0ydx/26X9MiTnAzXHsLc1yct2mCyWz1zQe7ugjdgLaEXQ8UK2vIxb8eJFuJjIJLLwU4eDkN4oizp1gAgXE6LBRAuRYpTUFwiRj7/gRAIJQD5MVjqMhpRZh7kwxdPLcqsqEEdlZ6wJ1A5vRfrxK1B4FAz1NcvD/UXHekGurricSJ9CvzrQNByNrqA2u95f3RniA2gt/I6/tKCq4oHolfJ6XbN2rnhQv7lj7m/iwm7gRSEdzkWfBY+4dcNzO0OvaA9qdwM6Wz/sCUFkjlYEHU1ZvzLnv2RVDUUmcY1Xs/w3NnV4h0iNZVxMiAZ/Q589arwZH7ckXLqfPqTihdGQbINhLvSGfvEMOehYE/hbrVaxFj4ufoWub9w7bHFBLfCOhj6RPoWOppIm/I7bOWA3hYmiyIT4AFoLv+O8catWW/0ua5xzzXUxagTS0XnGhd1AjA4/3I0urTm1H3ol8kKL6JP61iOIDmHXgq41CP1fWrCR1DjNDYpg1BhDoR/6imlCNJjM9Z2vOUtCL8JrgX45/QKYTJIFPfKitVSrVdTOnyjX6fWFpGm95MKpTyRmlBPpHPS1s5IYjibO7LriunY4vLXwO2aE7hc4riH5TU5yc97zzOSwG8FwN9huGhvE94Kc2g+/Q0EnOopdCzreLcY2Aiy4nfEiWhZ0jF6le8iMR7DrigImjNDjBB3BRiIvxIpRHAnUVwmFuZDiQYziAnFEjXlhHXvTD3YRJ+iSj18SP9ydOZE+RUVFU4lShKMx9teFwX4T4kNXebfhd2ZnZ+V9eglcpedDpDx+lXWGOFYH0tEwZYsaUQ0kOKoJd2Oaq94ZDL1ivBCFwu/4lxmCyBa7FnS9UgX9zY8XoUUq8kJGuNC8M8L6uMYIXQeICIZoiFTYELlsmDl0PQleqVREv+Rc8sqoySpqjHNlvwlzIcWTt0+xR+dQUbEm5Ix49UCGxjKyk1GqMU7kheOo7IxIIxWH6fSJ9Cl0NJUoRTgaqaAxu+w3IT6A1sLvRA0VdioKoMyhQ+gxGe0H6JAN7Smpvna6H3YDhdGBWUwzwLYfGyQYeqWyM7QIYMLviPXSdjaC2CX2yotFEiu135FJRJqeR5zoHPRTk8I4nSBSYq8IuoSf7ne0H5EmDxEnOgQTSKcwTieIlNgrgk4I8hBxokOoMJAOsbdBQScIgigIWvnART6f1MtLHO0Xr9N1TJ9/++9A5tZfPjCb1HIIePNMPhktG7a1A9usGlFgZNtDW/+mqEDWaaV5b3thYQHNuq4++p4JZH1C+7PDcZm0H4sD1U8opJnd1gsQU2ZudvrnklNk5YKgWba2tuQDVXgvzHzxx0cL0ah1TCHnrUlPKO2uDKsRd2By28gkdjkWm7Z8eDsPTtoPtrNbSGmTDWuCMmUIWcv08uVL05i3trZkVRs9O/0MAAAKq0lEQVQSY9FXaxbO1qTtCrr5VlPTkslHG2ZnZzNcgeAvB24HcZm0nzmqn5BPZWe4m13pTvCDGP655BSZuCBuxDo1NSWf6ZqcnJQXXLHqPJjVbs1b2RlTKI2g61WG2Qp6cuHbbznyKcuWR3OVUCSlNGg/2E4LQGmT74dMUKZsC4ALMNa2msaMD89qn+LFaf1FvfTovaDjWm3CaAjEBLKsWFZe6yEhViCgMvJCDTaCO83rP+b1GQmUgauoxA+Jy0oH2ZCqVXZGGpFBJdaT+LE4dPpq48vFcqGW5RbymWCpvtsZD0RHgHHesnenFpvrTxvrsknmetU5zm7OFalbPFkEYmKnZBJHRZqpyG6l8VFg8ZqOkIPl3q7xqg5OMT09retiYGIKBQU9WDU5i87cRKdxjaA6Jh/xSFycFr9pSdV0sKCgnYMRkAC88zE5OSkr6+OsFFcRp14LkFP7QWx8g/u3F7r5JRc+rpBu5zsKwXar/RWM0mOCMgXzLJfLfk/U/VTE2o//47feuDcHnXPyXqRc8+B3cYpUMCGuUftoRdBFg/RbcLqGUmj9ofcoimZnZ+UtR9wpI+YGlHd6ehqXuODOqBF2A2ZaWFiYnp6Wxq1H6PpFyrisgp8QdPFRU4LxVE36aKemyFrvyclJGZyK9PjxQHQMGT9gS1zZpEbIvNJ4E12/8xnMSn8bXoeUyiqOiukDULGocY+McyVEyJFTVFQ8HNMUgzGFjE+Tq6MNZaLTuEZQHSmqMWNcnJaEpqUdHSxYNRQBSRdAmmKCleIqIiXU7vaD2GibGL+YwqQpfFwhTfMItlvtzUpMlJ6KCsoUzHNhYUHe2JCeqMMfxeUMBBuzMUtwJ2wrEi8VTI5r1D5an3Lx+4/5KfKatQwJEXQwaujR5OQk3hXEmyDBnVEUQcHRQKempvRCbL9fVRpBqYJZmSAbUcgr2tD+Hj99MAf4T95or3vBaSVl8ES6aZoEAjRHZJ6+FuICfYi/HRT0uAag46iYKlQbwb/K5bLclpqm7Lcff0NgjOBLQMrq+CaVG51g2eTAuDgtftPybZWmYDqNzLcAyVaKq4hvnygmiI0xuD9Cj2ufTVuL3ywTWnhC64p2AkGZkvOUniivZ+u+E8wZY7JgQA5do7gRui6VsUycqdtHu4IuMyHRzhey/RG6DAkxPNEZIgc9dxHcWWncJkv7xin82ITRziZlsjKjS8yImRpVVNQUPUKXV+fNoCPYZ6anp/Wton58F4wHIjnoU+t6ybl0bJmtrS3JPNgx9LmiRuPWLogbobcTR0XGOzpIL66vGLKhbZgIOclSBbMjcVxMISNYpjpm4s7YXEenMd3MeCQuTou/X5/CyJMuWLKgy11IFEUy6xJnpbiKyIacOi6Ijam+H2xHrNG08AmCnhwEKbl1ASYoU0KeuifqwiTE/4GaywDUb8zaRP4cup72CV7LjdpEGaH1ZYuyIREwdAAWmXCUOfTJyUkJ4qpvbSYnJ9EzYdaEnZGarJD5TefFsDbxQ4JZ6SAbuJBGXqQRPahEnrqCCwsLaDd6FqyyM56M9pZUP1ITiyYeiJS/qiKluMZ4UJ9Lyuacg7Qhcz8rcy6xoX/fCoNUMoqjYpa1IBNE/okag5fqzgg5fs5mw6lpZT+mkC5DsGqojh+3x7e5PjXgeyQuTovZb04hO03B/GcVOrFMcUSh4YXZiKuIUwMjOXUwiI1ffRNsR5pf08LHFTIhCJL8m9C6ABOUKSFPo5sVFf5IftU561G8a0xkuZ1rtLSJqo1VLtpoiP5mXC8bcXGN2kRHXixyoWuOzJZigi/zk3YfwdnSOLS5niT5XLvNvEMuiJvsJoj20bnWVaR22ylBz/Cak1tg1JnJEuNcnas1VHfGUSGIDNG51lWwdstX/4lsUGEcFaJj6FzrKli7paATBEEUBP0k6MGZHP/hVZoZ7fT5twPMk6S8m5NHVcnp26lg3pDDCCc5KVJrTbGFtlGk5kRELQi6fu0t8oIYmH/lpcF2bmoqjZX/wWetZmfKR5SAeY/Zz7/NMDVpuqXkLKvNkh/ONK2gcVAOIfZp/5FAMHxNygJUQl9V1UVqLfNkIM+mQT+CTb0pgm0juenuqr8Q+UcrH4mO1HNhswDT/It2ifX2LT9ExqrhqAOCbo41/5qlVE07mAlTk6Ykuz1FlKKCxkFNM+w+JIZMa7KlEQxfk7IA0q403M7FxRkuENZ5VpqFVclK0JsOwCnoBUOLUy4mvoq8ImX+xQvf8kqLhoRJW1hY8IMt+CEmIvV2ifyEnRIPxCzgxzvBOiBGXPyN/7JFpmFqJH8psFmgLZEc5LyCSK1VNwE6JJZINTH2iLmI6pNGO9fLV70wGrJmPAqt68cdgA5ygmNlgbYJ9GHeoBH7mAgnQftE3tJ+fXZ9J6RtZTKMK4BfIx1PRmeuPR55MTpM9U3Dk2+ZRt6tm7Z8ML5HfWfEHkQd0WEDokYQNNlpXCntSn8jV4dboaAXDC0K+uzs7OTkZPD9Lv0vWpjukAK9sNoPe+KHmJA8/RgawWAdOKNEtPBPGoVG6BmGqZHD641ocM65ra0tvUbKP4Uumw6Z4scSSY49AgdJ1czCLBPLwnlhNBAyVFe80nirFollgBksmA70ISXBO6LmjVlxaNA+pqjm7Do2jraVyTCuAMEaSX115trj0c4YHX71dcOTv36BxdfV+PgefsQeBE4wT1lkp+9K84Ji1Qu3QkEvGFoRdAxLdbOOG6HLjKQOKiSZyPAhavRJ13jNNxhiAtv+gVpxpOG6BvTrW3HxN/7LFvFRL8xPkXev6oepkQS6wFJIHJUs6PqM/nlNBXW24iC/atHOt+BKjahGOhmsZN4vl2QY68kEfbBg/jWgokIg6Vsi41BjH1NUc3Y/Nk4ww7gCBGskWfmZ6/QSo8P86jc8ZA5jmjyN2gaHR6b6OlCUQHYmNKe4DQp6wdDKHLqWyKZz6Bjd+KEpTYPTwRbiQkzoLtR0hC7tXsaScfE3TJFkQyaUdEqXOkyNf2PhvDAs5hQJgu5Hd4kL2WEcVE+MmhKMaiKXahRPx8fQh5icZZhpAn1EjXegMW1tAjmIQ4P28f0oZ/dH+nEZxhVAKq6NIJcEP/AOKitvpZvS+rFupMAS5TXuWxzm7H7mUSNuiXNudnYWnQuRbfRO35XSwJoKuo6TQ/QvdifodS/qmwliYP6tNJbiobVVKhUJIYJhhcw8mjFmMMQEts2Bsl1WoZn1qfXMQ1z8jf+yRaZhaswUrQ5JoQOY6Drq8pvCVL1YItVQyA7fQcGoKRUVy8IPo6HDXJj4GBI9Y35+HjlLVnpy3wS+gN1wAdAxZLRD4+yji6rPbmLjaFuZDOMKIJclvRALh5jMtcejnTE6/OrrhieZ63g72qe68Ufx0YRcY+IbhZRgZJirNDuNTUwnMhu6vemnTUSfoqvr0CV6bf9CX3UExQtTkx4YgUZqijkBGdqntYakCxD8oIGfedDjgvTV7/eWT/QFuiroZmK3H+F2ztIQMoQvq/D0+QfGwmlWwSd7vE+rTxQV/fSmKEEQBJEACjpBEERBQEEnCIIoCCjoBEEQBQEFnSAIoiCgoBMEQRQEFHSCIIiCgIJOEARREFDQCYIgCgIKOkEQREHg/uM//uP/IwiCIPof/z+sIZEydlf7OgAAAABJRU5ErkJggg==)
“Instead of waiting for more bridges to fall down, we can make the kind of investments that helped make America great and will help put Americans back to work,” said Donna Cooper, Senior Fellow at the Center for American Progress. “Obviously, not everyone boasts the skills to rebuild a bridge. But there is no question that a national bridge-repair campaign, the start of which is envisioned in the American Jobs Act, can offer tens of thousands of Americans a bridge to greater prosperity.”
In these 10 states alone, there are nearly 68,000 bridges desperately needing repair. That works out to 37 unemployed workers per bridge. If work began on just a quarter of these bridges with funds from the American Jobs Act, thousands of unemployed construction and skilled trades workers could return to work.
Doing so would go a long way toward reducing the poverty rate in each of these states. Before the Great Recession hit, 9.5 percent of all American families were living in poverty. But since the beginning of the recession in 2008 through the end of 2010, the economy lost more than 7 million jobs, while poverty rose to 11.3 percent.
Simply employing all the workers who lost their jobs due to the recession will not eradicate poverty. But it would go a long way toward reducing the tragically alarming incidence of one in six Americans who are currently struggling to stay afloat with incomes below the federal poverty level.
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