Construction Activities

March 22, 2024 – TRAFFIC ADVISORY

PHARR – Various nightly full closures will be taking place throughout the project corridor for the installation of beams and lighting structures. Details on the upcoming closures are included below. 

I-2 westbound main lanes in Pharr/San Juan

The westbound I-2 main lanes between the Veterans Boulevard exit ramp in San Juan, and the Cage Boulevard exit ramp, in Pharr, will be fully closed nightly this weekend. The closure will take place Friday, March 22 from 11PM to 7AM the following morning, and Saturday night, March 23, from 9PM to 8AM the following morning. The ‘Harlingen to Edinburg’ direct connector will not be accessible during this closure. 

I-2 westbound frontage road in McAllen

The westbound I-2 frontage road between Jackson Road and Jackson Avenue in McAllen, will be closed nightly Friday, March 22 through Sunday, March 31, from 8PM to 6AM. 

I-2 westbound frontage road in Pharr

The westbound I-2 frontage road between Veterans Boulevard and the Cage Boulevard exit will be closed nightly, Monday, March 25, and Wednesday, March 27 through Saturday, March 30, from 8PM to 6AM. The westbound Cage Boulevard exit ramp will not be accessible during this closure.

I-2 eastbound main lanes in Pharr

The eastbound I-2 main lanes between the Sugar Road exit and Cage Boulevard will be fully closed overnight Tuesday, March 26 from 8PM to 6AM the following morning. The ‘McAllen to Edinburg’ direct connector will not be accessible during this closure. 

I-2 eastbound frontage road in Pharr

The eastbound I-2 frontage road between Sugar Road and Cage Boulevard will be closed overnight on Wednesday, March 27 from 8PM to 6AM the following morning. 

The eastbound I-2 frontage road between Cage Boulevard and Huisache Street will be closed overnight on Thursday, March 28 from 8PM to 6AM the following morning.

Jackson Road underpass

The Jackson Road underpass will continue to be closed nightly in both directions, Sunday, March 24 through Sunday, March 31, from 8PM to 6AM.

Cage Boulevard underpass

The Cage Boulevard underpass will be closed nightly Monday, March 25 through Sunday, March 31, from 8PM to 6AM. 

Veterans Boulevard underpass

The Veterans Boulevard underpass will be closed nightly Friday, March 22 through Sunday, March 24, and Tuesday, March 26, from 8PM to 6AM.

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

All work is weather permitting.

March 22, 2024 – TRAFFIC ADVISORY


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

March 01, 2024 – traffic advisory

PHARR – Nightly closures are scheduled to take place in Pharr next week, March 4 through March 10, for construction activities related to the I-2 / I-69C Interchange Project. Detour signs will be in place to direct motorists through alternate routes. Details are included below.

‘McAllen to Edinburg’ direct connector

The ‘McAllen to Edinburg’ direct connector will be closed nightly, Monday, March 4 through Wednesday, March 6, from 8PM to 6AM.

I-2 westbound frontage road in Pharr

The I-2 westbound frontage road will be closed between Veterans Boulevard and the Cage Boulevard exit ramp, in Pharr. The closure will take place nightly Monday, March 4 through Wednesday, March 6, from 8PM to 6AM. The westbound Cage Boulevard exit ramp will not be accessible during this closure.

‘Harlingen to Edinburg’ direct connector

The ‘Harlingen to Edinburg' direct connector will be closed nightly, Monday, March 4 through Sunday, March 10. The closure will take place Monday through Thursday from 8PM to 6AM, Friday from 11PM to 7AM, and Saturday from 9PM to 8AM.

I-69C northbound & southbound main lanes in Pharr

Nightly full closures of the I-69C main lanes will take place March 7 through March 10. The closures will occur Thursday from 8PM to 6AM, Friday from 11PM to 7AM, and Saturday from 9PM to 8AM. The northbound main lanes will be closed between the Nolana Loop exit ramp and Nolana Loop. The southbound main lanes will be closed between the Nolana Loop exit ramp and Sioux Road.

Jackson Road underpass

The Jackson Road underpass will be closed nightly in both directions, Monday, March 4, through Monday, March 11, from 8PM to 6AM. 

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

All work is weather permitting.

March 01, 2024 – traffic advisory


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

February 09, 2024 – traffic advisory

PHARR – The ‘Edinburg to Harlingen’ direct connector will be intermittently closed, Monday, February 12 through Sunday, February 18. The closure will take place nightly from 8PM to 6AM and is necessary as project crews paint the bridge.

Detour signs will be in place to direct motorists.

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W+PfNcqgddjFfy+W6lrdU4/ZOeb925dy3vEOT117vBWJinXnhXtnM9MdG39r1njp4D3ksfF8qJP+5SFHtIuQjm4fbwWyQ7h49N8vDnpae+o29i43/MRebhuARfczEfGnOY3DXf/UbKB2yVz9DUhyz2fTw9D5f4VJ7H5EVxvQ+ul5wvz41FKti7xvnynLBuAesZk4/1PIt59ua7Ip/21Jnn2jXPona0m/mR/rGubfRje9qHJ2X0R1veA9rSF/jUzVrq0QY8rCvDOvN+ikFz4GsOeC+dqIc/SN9cFE/FeRA9nPB4EXigPcjKM/fycY0+9XVjv25ssbgdCw/HJViav/l4+qBl7vqY+YAhp/6pI/OcsY+a/O1v3+Ni+HkYXnq+Vve+58Yz4z469+zI53lznd6z6jlljfdHHej0jZJ3y47vlnR7daVdxtLpV/H5rtFnY546HRODMeqLNGwYh7q8h9KPjj/vLBT718Hee8mzstVfXRR3k19nk7sX37YXHo7i9234FbfidioHer6aH6fyo7Tmx2fkgPfSVjHseovi/jXTj77d+IxkfbZND8ez7dZeH4Mj5EDPV/P8CHneGPeV595LFr9bfYviFsUtipsDh8uBPmiPe9B8fIrx4zAutsW2OXBdDngvbRXDrrcobkF0uILIw9FL5bpLpXgVr0tyoOereXJJnpSnefLMHPBesvjd6lsUtyhuUdwcOFwOPPMyPpotH5+jxd14W+Q1B143B7yXtoph11sUtyA6XEHk4egF9roXWPdmv3vT87Xfveu56969aw54L1n8bvUtilsUtyhuDhwuB9714n+FuHx8XsGX+tAirznQHCAHvJe2imHXWxS3IDpcQeTh6GXZy7I5cP8c6Pm6P6bN02LaHLgtB7yXLH63+hbFLYpbFDcHDpcDfWBue2BO4efjc4qntMfhX2yLbXPg13PAe2mrGHa9RXELosMVRB6OXhy/fnEUk2Jyaw70fDWHbs2hyjeH7p0D3ksWv1t9i+IWxS2KmwOHy4F7X7jV9/UR9/EpJl8xKRbFojnwuTngvbRVDLveorgF0eEKIg9HL6nPvaSK/3vi3/P1nvva89p93XMOeC9Z/G71LYpbFLcobg4cLgf2fLm/uu8+Pq/uZ/1rkdccOE4OeC9tFcOuL4tihdt/98N/41EsikVzoDnQHGgONAeaA82B/eaAxe9W36L4u/1ubg9m96450BxoDjQHmgPNgebAZTmwVQy7viyKJbYvAu+IAJdHWxEoAo9BoOfrMbhWaxEoAt+OgD80nNPwo+rgUqFzSksvAq+MQB/tV96d+rZ3BHq+9r6D9b8IvB8Cl9a3LYrfb+8b0RkE+mifAajkInADAj1fN4BX0SJQBB6CQIvih8Bape+AQB/td9jFxvCqCPR8verO1K8icFwEWhQfd+8b+RkE+mifAajkInADAj1fN4BX0SJQBB6CQIvih8Bape+AQB/td9jFxvCqCPR8verO1K8icFwEWhQfd+8b+RkE+mifAajkInADAj1fN4BX0SJQBB6CQIvih8Bape+AQB/td9jFxvCqCPR8verO1K8icFwEWhQfd+8b+RkE+mifAajkInADAj1fN4BX0SJQBB6CQIvih8Bape+AQB/td9jFxvCqCPR8verO1K8icFwEWhQfd+8b+RkE+mifAajkInADAj1fN4BX0SJQBB6CQIvih8Bape+AQB/td9jFxvCqCPR8verO1K8icFwE3rYo/t3f/b0vv/jFL19qZ/EHv9r2gUAf7X3s05aXv/rVr778xm/85pff/u3f2WLp+ici8A7n69Y7/ac//cMvP/vZzz9xF76a/slPfuvr5GAj7gjuiyO3V8LgM315WFFM8ceDtJVoXATQH3UhPLIo9rHFfz+XFLu3XqDPPrBc2MQ3f7iY8U/6s/18lL13eLQfhc0j9Xqmsr/0wTZnvVTRwbjt9RD4zPM177B5z5FHl+TNuTv9XNF7jv7MXbv0jD3Tp0fYouYA92zeF7n2LeNL9hOcvdumH99i81tkHonBt/gzZe61H1PvJfOHFsUUilubTtB89loU4/u17dwFeq2+R/JzaNm71Q8X8/KE9x3bZz7a74jnpTGRT5lj3BE+Ils/ZK90W/h8y1ld6evafRH4zPNFbmRemCvXRnjuTj9XJJ2jX+vPLfx55m7R8+qyjywIz+3nfE/Jwc/4UumRGNxj/8Hlmrv+HjbV8dCimM1eFUxeJCRIFsUklI8ffSYLIOXjOA9w0uCdyQe/urFDo3csINMn17OfF2rSGKNDW/hiy7ilp31tS1NXYoTtjF2MlclEgg/90NDNPOnoh3aqIZf7sOL9zARe+XOvtc98tO8Vwx71kJOZ48Tg+SYfafTmPL3nTD7ynlyXBp1xNmywNs9E8nT8OAQ+83yx5+aMEeY9Rh7Nu5lcyQ/34upO974255RJfdpkTX7WUsZcZ11/zFl0zns5aStbaVOfEoN55lLfKVrqnXaxY0MHcbA27erPlFeWXll5EzdxlEa/Otfz3hBj/AFP5We8SdvSjY/6kX6fGm/xu9/KYj8xYz19zLgm34wpeaFtYQAt28Qg9woduR9gn/7l3qN3+ogu/UQX9NX+pT+PGj+8KCbYBI9ADDiBBNAECkAASWCg5SYhq155BcnNo6fB65i5epDLjYM25x8Kxh/Ipa9JnvHmXL8yebCnb/ipb+pMjFibPqe/6IXfhq6cpy/wYDfpymUPXf9yPcfpQ67vffyZj/besbvFf/J2lVOs8yHP6T3/3g3kadK8F6C7Tk9L2i2+VvbbEfjM8zXv8HmvkifmF+O87xl7J9JnLppXooIOc8617JOeY3g4A+ijocPcZ47dPCPpE/Q5/1DyvZ6MJW1Ofek3fMqlDH4wp9E71h4+29CvDtemn3Mu34yXdXSzTsNuzueeqYce2vQTu+kr7548MzfmPHUjk7glbTXeel+xkVjBh3/mA3GzRsOmvs556scvfdvCIHMAHn3AbuKDHXjVhx3H0CZG8KZu9Mo/95b1jBV9z2wPL4onOMwFOoFkDVq2TLBJn0khwMpnMrhmn7pynDrlXfX4yablx6TMjVfWtZV+/FZ25XNihL6JpzakEY9Nu84Te9ZW9uS1P8eD7/qvzLv0n/lovwuG3xIH52rmLnpYgzYb+cc6Z8kLlTXPqWcCHvKZljJTX+fPQeAzz5e5QU7wmfmW9zK5wtyW89Wdnm9K8iqf/Sl63r3pj/L6PO916Cu/WE+d6rE/pQ8e6fjimVKWnlj4ZANbm/LOb/U7MVnhOO1pN+Vcyz1jLfFb6d7CccWrjdljY4WjfOkTsaTuHK/idA0+7zz10l+CAXypB5lsiRE2ks7eKpt6lE/7KywzdmWe1T+8KCaQBCwByPUE0OATuAlSbkgmiLJpZ16AHFTWaGkjZdSz6leHWT4v2eyNLX2W/5z9xAiZmWzEnrbykGlXW/SJ44qevIxPYbKKJ+WxpW+X2ErZVxh/5qP9CvF/lg/kzCpfch26uWXPWeLDnHPhufdMkMvQaMp/Voy1++XLZ56veYeTI+SOLe9lxuYQdMbcfbTVHQgd/bTV2/RB+P6PSTeX7bWT/ijvGYFH/uzJ99nSt0lLfedktZm4EAufbPhjU79zdaTPjM/ZTnl5J47wTHvKrbCcuOCbuumnj8zhmS39QKdyK19Wa6lPXeQSPmBPvO3h10b2qZt4oRkPMpdgAJ96tJ/+5RmCjk4bNGVTj/S0v9I990O5Z/RPKYrdzASR4BLIFQgmBbyTnkmbfIKWQLM52LZNXW6evXxb/Ywj+dC91dJnec4lx4wtk01c1TX9WsWjPXtlt/rEMXmQPxVr8u51/JmP9l4xu4ffXOAzd8l1L3ZykjE5SOOMOGeNMWucB8bmaepgHT1tn4fAZ56veVfmvQoieT+aU+SMuSVqqzs935d5fytnn3Tk0GfLuzf9ke4ZwfdLczl1qsc+9XlmpNFLzzX80vbKR/CyTflb/U57ieOWPddTzrXcM9ZyX9Gd+6LMql/5MfmIO3GZdOfw4Rf+8qGBoevyrfZKWvb4xod2CQbwuWeruCZG+ogcPiqbehjT0v4qJ+d+fC/2lO4pRTGREKQbbGSAIZCAnps7E2eClBvCODcAnSSdiZwJyBpz9Nvwg48J4/pWP5My+aae6Se2jRm59AVZfVYnvIkLY2OFhoyNcfLKJ92e9YmntNmvfAKntDtl3mX+mY/2u2D4LXFwJjJ3PbOeFXKXsWeFMR/OAx/G5Kh3yDwT8iv/LT5W5nYEPvN8re7wvOvII9+DXJ9Rk0PzLsy7FR3qmbLMoWGLRs77Lpm75mj6o548I4zlnXrlp0dPnodpX1706Zf6jDPjw6b6GKdP8HPWbEnLtUv9nvLoFq+MI3U7zp64jMX1jIk1fJJnxgV9+qKelR/S1Lslm3yO4U3f8IlP7g1z7NrS97SVcedYOewkPzoTg9xLZOB179BnHkCbulIvdPj1ecqynnurf8/qn1YUrxJrtbmA4ceEF+Sc58ZDF0hk0csnN0ydbA60qQt6rmlztRHwZQJMHmhpTzr+4GfSSQhb+uwaffJPHJOmbmVnIrqOHeRONf3PHtvEnmuO0flu7TMf7XfD8pp4zKnsM5dnDkKDl7PEhzFnQb7Mde+Jlb53zOFrcH8272eer9UdnmvkEbliy1w0v6BxJ868Id/QRTMHzU/12WPDNwBdaQcaa7TpD2uZw8xTdvr0oeT7P6DJm2fjlL7km35u6cbn1JnjlNEX+lN+e3blFxt0JY7q3rIHXR3I0XLPmKM7fSEWZejT9oeC7/9Y+ZF0fEo9jE/5ib6ki735pW78V2/yp9+5jpz8iYH6V36lLujMs6UP6El7OUYGWe0yz5xkfe5H2nn0+GFF8aMdv6f+vAxT79zIpO15TNLNhN5zPI/y/TMf7UfFdHS9Xux5IfsQ5CN4dJyeEf9ezhcPNDmSjbdhFiZJ77gIFIF9ItCieOOnTB7Pdy0c37XYv/cR3Mujfe+431mf32ZkQeO3FLn2zhi8Smx7OV+rAphvytqKQBF4PwRaFI9/y+UW83i+Y+Mbj3eN7d77tZdH+95xv6s+it7514Ku9Vvi5+/6Xs6XOULu+OkPUM/Pl1osAs9AoEXxM1CujV0isJdHe5fg1unDI9DzdfgUKABF4OUQaFH8cltSh14FgT7ar7IT9eMdEej5esddbUxFYN8ItCje9/7V+wci0Ef7geBW9eER6Pk6fAoUgCLwcgi0KH65LalDr4JAH+1X2Yn68Y4I9Hy94642piKwbwRaFO97/+r9AxHoo/1AcKv68Aj0fB0+BQpAEXg5BFoUv9yW1KFXQaCP9qvsRP14RwR6vt5xVxtTEdg3Ai2K971/9f6BCPTRfiC4VX14BHq+Dp8CBaAIvBwCuyiK+b91X/H/Ee0vwXi5fL6rQ3207wpnlRWBHyFwzfnytw7y/wTP3y73I6Wd/IAA/5fy1v9Jz3r/r+UfoPrUwdF/wyy/JC1/w+ijNuPSeu1hRbG/Jcr/7Jx+6xCyfor+6KKYCyL9ZHxJuxTkS3Q9mkeMt364IBYx2FNcj8Ttmkf7kX7sQbf5ZQ6dyrPVBegZ3IoVGXTfsyDC5sx1/bfP32rpnbZ1j8GLXMpsxdP1L1+uOV/s1T33fuL/6Ddm2nvGnDwFt1VjfSuPV/y5xjl45F6krVvGxOg5pv9sn7f8edWiOLF75L12qKL4Xkn46AvrWy+I+aDecoAfKcslhq9bOD4y4R8Z16N1X/NoP9qXV9dPDuUjS87N4tD8W50bzuBKxriRgeded4oX8fRlNdcm/vFZFfX4iX98ZtzG0P7HCFxzvtiXzK8fa7p9Zm7erul1NBy5KCZf5jnkjvqsdsqfVy2K51047/h7YeldfC99W3pmPFt83EuX3E3fpYJLhHg8fExSljHO+c0PfK4lHxvgB9Dkg0dZ6Bko82xcCklPWo55yLYuXGLQD/rkQ3fS05aXLLqRIwbWmGdjzroNHdrLx5f40ZG0pPQddi0AACAASURBVCMvj7pmr0+5PrFN2tHHlxyMo2NE/KvHd7VGfpqD5F02z0GeIenwkuvyuH5Lrx17dc05dvVV/zmDsxnXuTM45Y48v/R8eefZgxm5wL6wlnvGWL5cNx/ZH+nen/Su0aPbluvmATT2O2mM0W1LWspJVwcy2INfPuNSh+vKup4y0jJ+5DIWeehZnzEkfdJ891K/9okBfht4ii1rYi89dSQfdLFAd+JJLPCmbNpUN/20nzTH6BbHiZHr2MrmOn3uCfLMWZ8yyJ/zBzryGZt4I39qL9I/xvhg24oxMYY/cVaWfsYCX2KO38j7SRr+u05/iubepm3HW7HrX/ow48j44ZvxaGP2l9S3yNy1KAakGUA6bJLpLDT5AckxdMYmaI6hnQJb3fTYyySUxlr6NefQkLUBvL65mfoGD2vJzxpz1mnIOmYOTjZoOZ++wJe+Kpc9uvXP9WnT9fbX/fXu0fHK3BSLmY/Ot84BOU0+5plBl3J5VrTxLT16sJW61aMt58Qlr2eFc84nmzpX/idfx18RuLQoRoJ9cR+Yg/fcK9Yyd9gj1mjIspfsjy33dnU3uqfKp72UxWbqnb7OufaxiZ70mbW0Ay88rNNO+YQPmZfwGr827VlPO/ggL1glbc6xoz/oQzbtIpvy0IwRGymbc/TKh96cs55YrXDK2DJXXLfHn/Q35xkbNvUHP9U58YCW8WrHPmVdyx77ucfYRMaWuqHhIw05/WMOJknbilG99BlvrjNOu8zx0TZ9BBPoYpSy+DXjyRxALn3VBn3qydihIbeld/onxql7a/zQohin86MTGehcA9QMFHputvz2BC+gkw89bpL8qx6+9FP/0Iv+bJlE8iXdtekLPKzN2Jizvmrpf9qVN+kre/LZr3jQgc8Zv3gqd9T+mkf7qBgZN+ckc4ixZwEe6HmWMnehO59nJHMWHubZOBfTbs6TlzE+ZH6nj9BTlnHa8wxyp6Rc3lnwZJzTfudfEbjmfIF33uXmi9pyD1yjd59WdPcTvsyzlM/xlq7UvdIzc06dK970Sb4teej6NMfM0y912U/8Uv7cu7fyUT+0mfodS9MH+sRAHdKTf4XB5FdOe85nv5JzjdiJ71yTH75z9s7RV3in/vQlMckxPLkvK/m5BqanYp13YfqximkVhzLazv2WttpbadnPeNUpT9pf+Tf5lZv9Q4tiAFi1lXOuzcCRn0AScG4YYNhO6ZFn9isA4SFh0o5j49JW6nNt+gwPa9jKxlx9xK4Ne9ZomfDKZzKt6PLZr3xK+/IRgz65dsT+mkf7iPicinmeY3LKnLbPc5tnMHNya/2U7VM0z6c85+by0ecZY8z5O7Wesh3/OgLXnC/2ybsQTZkXzFd3W/LNfISW+7mSZ81ctUeOxlx/srhgLG/2mevfq1j6POOCN3075dPM5VXM2l7ZUR5c0nfH2KYlblMf8fMhXmPGFm3lO7rRh6/ayV5ZdWqPXn9zjfEqtuRJ/Y5Tl3uIX7aV79LO2TtHBydsZkt/oOsnvZjAn7pTJvkdJx3ZOU/7kw4W7uekKZd7JIbTNjgmrsimnLrsT8U+/U8cExd1TX7XZ7+7opjAc3MmoAJjPwNezVcAwocOL4KV3Apk11abv7qksK0NZL1osZd+kUjypS/as0/aHK98WuldrU1dR5hf82gfAY9rYuTs8KGt8o71zNnMdc60OUhvy7Pi2jX9vKi9sOmh0dKnqVufWCcmfaa3waMu19qvEbjmfLEvW3cj2ld3K+vu54o+9zNzDVnyIpu6pJk/uU5emPcpuxqvzkX6pAz5pM5TPqUfyK5iVqe565xeeWzh21Y75SM07Go7fWdtYpw28hzlOuPUI01/ndvjv3i5lv0pO8mXek7hvsJyS0+uO8bOvDOMzXtGXnF1Li72rp+L8ZzP6NEHdSYGK3njwMcp63yV89N37Z2LXZ3ya5/5yr/Jr9zsX64oxkGcz0PJZniY6DOB4AUMm0lzKQDIrQBkHR+mnpwzRtaGb/qy2nz4iAUfacTB3Fgz6VhLXnTLpz161tNu0uZ45RM+ZAz4ln5MHUeaX/NoHwmXc7Gau/Kdyl1zep5Bz5Z0dMGTc/Xf0ud5Rs+cp+4ZB/7wyfsInpynfMc/RuCa88W+eG+iZeYLa/Ak9tzF7AfNd+Fj8v0fuZ/kFTpt8GcuoNd7EV71yp993tusp53kW+nBTtqFX32nfIJv5iJ6Mqa0zXraSazwK2nI5Zx4Emfo4pt8jOGFZmMN/Tbsqmv6z7rvaY6VTVuu2YOZenONMT6pl3nuQ+pEXv/nurmAPH5njNrL/pQ/iYEy2tMH1/Fn7im804dTMWIv41f37PXB9fSTcfpB/GICnkmDN3XBJ17Krfw5F3vqxMfpHxjYGOufa1v9SxbFAkUQfDJpCcR1eoCYgLIhCQgy8ORhTEBmQiWNjUl7qQO5pGciTJ/Vmfz4yEedSWPDoZk8yacuemTxT76kOUY2Y2DMmg1skn5KlzJH6K95tI+Ax6kYydfMoeSdl5e0PCPzDHIW8jwhw9yzoo5b++nbnKf+eQbxZfLDg+9t5xG45nyBc95LM1+0ljmY+YNszuGf+4mNvBvzXkQ25ZFNW5kH2ErafJ/0NfPfNfq0i57M+aRNn5BNu8ilz2mDdejyp//w5Vs0fUi59A2d4GLD16kXmjbpkx+aewAtfcefieNKt7annRkDuvUj9WTcuX4Kd3RlbqYPOdaevdihe94ZaTt9hTdxQT8YzjXWU25LH76sZJFPGePItXkGEoOkTf8yf9C32lvtZQwz9vQF/oljymJj8mtj9g8riqehZ87ZBBNOu6s1aXvuV5f9nuN5Jd+vebRfye/6UgT2gMBezxcPLO9JNh5kPm1FoAjsG4G3LIpXPxFs/TS07+379Z+O9h7PK/m/10f7lTCsL0VgC4G9nq9VAUyRPL/t24q760WgCLwuAm9XFG/9FD+/OX7dLbnOM34AyL+2uE663KcQ2OujfSqm0orAqyCw5/OVfzXLX0H3W+JXyar6UQRuQ+DtiuLb4Kh0EfiKwJ4f7a9RdFQEXhOBnq/X3Jd6VQSOjECL4iPvfmM/iUAf7ZPwlFgEbkKg5+sm+CpcBIrAAxBoUfwAUKvyPRDoo/0e+9goXhOBnq/X3Jd6VQSOjECL4iPvfmM/iUAf7ZPwlFgEbkKg5+sm+CpcBIrAAxBoUfwAUKvyPRDoo/0e+9goXhOBnq/X3Jd6VQSOjECL4iPvfmM/iUAf7ZPwlFgEbkKg5+sm+CpcBIrAAxBoUfwAUKvyPRDoo/0e+9goXhOBnq/X3JdrvVr9XoBrdZzjf9dfvnUu7tKfj0CL4udjXos7QaCP9k42qm7uEoGer8/fNv5ff/6f5fn/+K9+QcmWt3sriimw3/WXeW3tUdcvR6BF8eVYlfNgCPTRPtiGN9ynItDz9VS4l8b8ZVezSHznopginnj7S6+WKXH4xRbFh0+BArCFQB/tLWS6XgRuR6Dn63YMb9VAUUwBPH9N9SyK+SaZb5T9ZEFJkZn0/OaYdb+ZRRZ7NPSrK/mhrdbnP5+ARx9O6Zr4GK8/DEhHh765lphkfGkbXvxPH5Czsc4nG/LZkDfmyZt8HT8HgRbFz8G5VnaIQB/tHW5aXd4NAj1fn79VFol4ksVaFnMUn1m4zjm0/KYZWQtDi8ksOC2UjT6LT8bQacgo5zq2089TutSffX5DnHrQmzEgY8wz3jlHT8oiZwyJo36kXeTkhT7nyrR/HgItip+HdS3tDIE+2jvbsLq7KwR6vj5/u7IoZmwxm8UcY4tTPbZIZW7xKC3XZtGaPI7ThyyopdNjD76VreRLXbnOmGLW+JjPuChI4aGl35MP+qn4k58xn2wWxdjKYnraTZmOn4dAi+LnYV1LO0Ogj/bONqzu7gqBnq/P365ZRPpNZRZzFIAUcvPjN5yrQtW1LC4zWuykviwc8QlaFrD6MItIdJ7SlTbVkXZTX2IBr/Gt5NAh3Vi1RSzooiWO0pGlIZ++OMZe2+ch0KL487Cv5RdHoI/2i29Q3ds1Aj1fn799WQjijd9eZjHH2AJw5fEsCuFxDblZ5KVueKcP2kg+i1TWUl/ynNKVPqmfnqLYb4eTR/9Zw8Y18cNvUbyKzaIYuxlL+tXx5yHQovjzsK/lF0egj/aLb1Dd2zUCPV+fv32roo1CjaKQ4o5GQZhFIms5Z5zfuCKfsrPwY27RqC75Uy88ytJbmKZ8jqcu5rZVnNDmOvr46A88l8SvHXpkjW/KotuiGF7iNa4pmzo7fh4CLYqfh3Ut7QyBPto727C6uysEer4+f7tmUahHFG5ZGMLnX+/TZyFHQZz0LJDhoxCcLXVhR1upJwtkdKxsondLV9qc3wgnLe1gA3357TG86deMP+XhzaKYuYUwcuiZ/On/Cqv0tePHI9Ci+PEY18JOEeijvdONq9u7QKDnaxfbVCeLwKEQaFF8qO1usNcg0Ef7GrTKWwSuQ6Dn6zq8yl0EisDjEWhR/HiMa2GnCPTR3unG1e1dINDztYttqpNF4FAItCg+1HY32GsQ6KN9DVrlLQLXIdDzdR1e5S4CReDxCLQofjzGtbBTBPpo73Tj6vYuEOj52sU21ckicCgEWhQfarsb7DUI9NG+Bq3yFoHrEOj5ug6vcheBIvB4BFoUPx7jWtgpAn20d7pxdXsXCPR87WKb6mQROBQCLYoPtd0N9hoE+mhfg1Z5i8B1CPR8XYdXuYtAEXg8Ai2KH49xLewUgT7aO924ur0LBHq+drFNdbIIHAqBFsWH2u4Gew0CfbSvQau8ReA6BHq+rsOr3EWgCDwegRbFj8e4FnaKQB/tnW5c3d4FAj1fu9imOlkEDoVAi+JDbXeDvQaBPtrXoFXeInAdAj1f1+FV7iJQBB6PQIvix2NcCztFoI/2Tjeubu8CgZ6vXWxTnSwCh0KgRfGhtrvBXoNAH+1r0CpvEbgOgZ6v6/AqdxEoAo9H4KaiWOH2330pBsWgOdAcaA40B5oDzYHmwP5z4Fz5/V0yuOG51nERKAJFoAgUgSJQBIpAEdgrApfWty2K97rD9bsIFIEiUASKQBEoAkXgLAItis9CVIYiUASKQBEoAkWgCBSBd0egRfG773DjKwJFoAgUgSJQBIpAETiLQIvisxCVoQgUgSJQBIpAESgCReDdEWhR/O473PiKQBEoAkWgCBSBIlAEziLQovgsRGUoAkWgCBSBIlAEikAReHcEWhS/+w43viJQBIpAESgCRaAIFIGzCLQoPgtRGYpAESgCRaAIFIEiUATeHYEWxe++w42vCBSBIlAEikARKAJF4CwCLYrPQlSGIlAEikARKAJFoAgUgXdHoEXxu+9w4ysCRaAIFIEiUASKQBE4i0CL4gVEv/rVr778xm/85sfnZz/7+QfHb//273zM6Z/ZfvKT3/rBHLbxbTbWnu3X9OEo89yPW2J+hT37xS9++eV3f/f3Lg7jXrFfbHCD8RWwS9e4I3760z/MpY6fhMCr5QJhX3uukNm626+F8VXO6KV+X3N2wIh3uW/dpeg+l4+zOOum53pwH2u7L4pzI9wQ+2+9ICgULIaBmUsuDyK0b9V9btuwhf+2tLN1cd7rYRBL+kta+nYJ/608FB65D9P+vXDQz9WFPW3Ke21/b1+vtQ//qccbrPMMwH+v2L/F15R5NHbn4pz0VZ6kv585xlf2+Za2de/covMaWe7DrRgenQvp57x/kpbjU+cKvlW+fAvG157RS/3PWB49XmGxsgmmefeveB69xlnaqi1ct8+7k3qCdXJ11eCFnjIrvkvXTvmJDvxZYUl+4MfWWWMdOnyrNuumFc8e1nZfFCfIJN18sJJ+6ZiEycQgWdnwz2gZz9bF+cyHITFI33L9WeNp/944sO/zApg2vzXWe/v6LX6Q41t5Tdzzkr5X7N/ia8o8GrtzcU76Kk/S372Pt+6dV4jr0bnwLTGeOlfoW+XLt2D8ymf0UtxWWKxk4du6q1b8915jf/DBBvbpz7wTmFtDwMdnviXqQvfUL+3a/pLiGt9W+WZMGVfaZx25U3EYc8rtbXyIopgkYCNJGDeczWPuh8uVBq9r8uccPfPSm7pWSYDebMy1yTp6OXTzkk+5VSIjq4wx6nfaI27jQM9Wm/bwSTlp2HPN3liSH1o25PXRfcg1+KGn/vQV3ZOu/T/4g5/+yCd9xf5W7O4jNtSDjSkDLf2Fjh98ssGjfK7DN/W7Z8knD33GnbHADw3fbeLCPLFDT/JBTxvIGZe66BMP+I0TP5BRR8rqAzxpN2PPde2kf4wz7imLPHbELun6aBz4pp/0yNiYZ0OWD/ZTZvJNbNVr7IlbxoUtcUFm+qov6Mdv6PqRGLOe+BvTqVjxST7sJG9iDS3tStMP+xkXchOXtJeYoCMbmGjTODPH9IG1bIkleMgHz/RFvdDcJ+VXsUDTJ/xdyetLYpn4oBda0rFNy7XUTwz4Dh882fCHT7aJq3T8R4f+pC7jV484wLtq+iQNXcbBmnFK1yZ98kFPf0/5BN+Uzf1AN3Ntq1cZ1tMPccEHxvAlnXX8cQ35VZtYaF9esMymLdbQr1/Jw1g9E9vJd8mc2BLblQw8+jZ5XSeWPMPoYQ4G8PCZLXMJLJV3f8Q35ZBxP+B7lXaIopgNmQmQSTyTiQ3KwzHpJjKbyOaj35Y01+jRaaLAg0wml/6YfMq6PnVIp9eH1Ic9/KbNRJ7z1DXtZWxgmDaSFx3Elck956t9YC1lmKdNaOihEc8p+xM7ZGasOZ/7II4fxhb2WDdmeB3LP+esT5+Mda4ja5zIgbU5Sy9NH6XBi07WaYndnMNnTkDDZur5UPD9H+CUvOrSf+X1C15sO4fOWvLru75CS37G8jNOPPFTf9STvmNbvfieNHQlLjnGz8wJ46LfaukXPMauf9P3Geeca8e48McGr3pZzzjhORcr8olL6mbsHBvw2ljXbuqQnn36hC31sAfqhx99iR1yuU/wQFdeGykzdcKb/OkL8tD0AfvQ2Z+tBj31YVt+5FNX8jGWjx498rqv2kw9riHvPiGbLWm5jn50ZbvU/5TFX31NXcnD+tTNXhgzOOk/vDmHL/3MeWKRWKcfjOFDzibGqXfiDC865SEeYtBn58bOeu6ptujR4b5oZ8ab/PBKFyfsaEte9zYxkXZtr51TctqDx3jkxzfi5JNYQ1f3Kgbl0S22ymS86GU/bIy38JbnM/pDFMW5ESuQSd7cnLm5M0nYeJMGWm78Sj9ryWdiaTPt5xi59B1+D1ramTLQ0sfUodxq7Zy91Dl5mXtwtEGfPq9szrWJPViBHS0xZD5lVzhMnpSb8UBLf6e9lJ28K13w0PKC/H7pYx+xRduS1fek65M05B1L0wa9+K2wSb0pk3K5rh3X1M18ZTuxXMnMvcYfMZn6cr6KJXNv+ontpK8eA2KxreSl0U96+iafPCtft3A/x5t4TzvO6TPW3AN9Sl7XUibpjFPHpG3FAp+6UyZ1rejn1iY9MVvtwzl6+rbyOTFP/bmOXM5XmGTcqUf7Sc+9SP/ltU+brk18kiftMsbmqZa2jSn1O5aWutKWfNJTr3zwsL7V4AMX28pmxrrim3R0TAymr+qx5+6Y9wc01+3RbXM/iS/1Jw7wEGM25upb9WkDOWJBf/ISsw17ieHEI+foyKbf8KTO5MF++qTM5HGfV/Tk/azxYYtiNjaTJw/H3NxTBzIT6dQm5gHQFknBOvo9EMmHvkwc5EyotDVloJGcHoCM03HqTV25Pu2lzukbc/jVn70+p25tzjV05MHKQwhGeSCn7AqH9MOxcjMeY9DfaW/GnHQvPuOaPTaxr+70NfWknH6mXewoi/98xITeGLNHvzKpfxW/dHQhly39YT15VjFMfmSSb+41/rBGY5zyxK0/q1gS/5T7UDZ8BZtsxMHHtpKXRj/pGZN88hBH7oVj/J1tFVfuUeKtrHac0ycfeKKXpu3slU++1MX4FG0VOzKrWFg/t0/6kz7kWo6nnYx7Jb/l64rXtdSZ8ozNVXgZs1e03DP1JIapZ0VP+bQvr/2KNvFJnmkXO+RCxqFue/WhR7/Qw/6aw8wzpxwjA5/z7LWZstpc9fBpD7q+JG/mluuZh4mFOvRDfnxcNWSTxpg1mzg5zz79YkwstK31lL1mTCzgkg2/XMNe7gHjjD/xYWx8W+tph3HaT9yTL2M+hVnKPHt8yKKYJMlkmBuYm8uGnDqQ0Eyec5uH3rRlsrmOfNKZZ+IkX9qaMtDy0kDu0nbKXupEX/IyJ+HxZatN/pUOfPUQQwcj8Z1YT30rHE7FPuPBXmI87a381Qd7eE41L9b0deUHOlKnl4nx6Jvr8LPGZ9XSnvQtu9DNTXnp05/Joz/Jn1i6nnrTd+j4Y3yM8wKH17aKJXVNP5E7Rc8cg3clr+0VfRW7OvA1fU89c7yKC93KJ3bKasc5fcaaeyC2yes4ZVyzTx2u2Z/KoZVvqWtFP7c26YnZah/O0Y3DfupPzFM/48xP+GwrTDLu1KNM0lnTD3v5sk/fXJ/8ybOyixzr5ph67JXHP5qxue4a862m7IquT+idvif/9FE/kid9cj35Jh3a9M37WXn6zKFcT39znDyM82xpc+qEhxhvaWlHPbm28jHzLvHBP/nt0QkPn1VDF/HZUs61tLeiy/eZ/SGL4nnASJw8HHNzJ38eNJInD1LS5saSTOg2qeRN2/OwZOLAB302fVAvdORMUOJLmnanHuVcn/amHDbSH3DKWKa+jEUbcw15/YYHv/Ud/Y7VnfYZT32nYp/xoDNjnvuuTXob+qcNafRbPuNrYkUOZdxTp9iyTlM+dbCWuQhfxgM2aQNe9X0ojT8Sd5cntvDgF23GyRr0U/5BT/volz91a9/e2J3To8fYGKde1tN3bOi3mGHPNjF03R5dyNlWsac9xvqGzFZsK19SdiV3Saz6Cm/GiU/iRAxiP31kPf03bnvw0ga9eujT3rSRGKnr3Bo63Ttk4Nee+OkL9ORf7ZN27af9xDzlwW0Lk8RVvfihX+gR9xWdNezCM/nklyfxZe1S/9Mf/BXD1M9YWtITc/kzB1hLfJDNPUsc53gr3onZCmPW5tnFV9ZpuZfMje2D+P0fU55l8yr5WEusc5x8jBML5uAxMYEnMZo6Lpkjn/uUfifOqSvXJz74hL7MMcY5T13wijXrU3b6dwqz1Pvs8SGLYjeMA8CHTc5kmpvLZuZhZeNzDl1dq0PlppqkmTgkRiYZPOlLJg7r0GdjDX/46EfqnPGmzqkradPejBsb2lNPrkFLf1O3/HNtYo8+Y8kDjHzaUh/y2KW3ucZ62pvxwA9v+mx8+pDy8KNjxqlde2TUQww0bKSPzOWhz/xSD+vKs4b85NMfdSX/tLGKX1vJq44ZO5hIoxcjddBnTuITerMlNviTmCQtMUFH8mkHeRt0MaDPlrFhY/quzzNedcy8m/LwTdn0Ze6Zeo1L+8gkpom3MvSnYoWWmCfv9DHtwmcjPv1PXdJnziUPNpSd9uYcfZesqY9+5sz0JfFb7ZMx2E/7ifmUTz8Yawsf5h7PfVBWmUkHQ+PTt9nLAx++0S71f+I0deccnfrJOrFlfrCWviQW6kGHMafsxBQ7Ezt0wJfrK4zl007iAg3d4sQcHekLa8is2sQLvpnnKznW8Bt5G+O5T/Ckb/Je2xNjxq+PM79Sr75MfNzT5IWHz6phI+OEJ/ddO8rOueuf3b9VUfzZYNb+8RDg4pgX6/FQuH/Eq0didene3/LnaXxELp16DD8v0v1bXuUij7xFyD0ifNWi4R6xVUcReFUEWhS/6s7Ur10gMH+63oXTO3DyGUXHq8HwiKK4hdVjdnlVAG99y/gtHsxvUL9FR2WKQBG4HoEWxddjVoki8AMCq8fxB2IHNyGQfw3IeP7V3E3KX1D4nkUxP6yBWf6V8wuGvFuX2KuZn/f8lnj1Q+FuwarjRWBHCLQo3tFm1dUiUASKQBEoAkWgCBSBxyDQovgxuFZrESgCRaAIFIEiUASKwI4QaFG8o82qq0WgCBSBIlAEikARKAKPQaBF8WNwrdYiUASKQBEoAkWgCBSBHSHQonhHm1VXi0ARKAJFoAgUgSJQBB6DQIvix+BarUWgCBSBIlAEikARKAI7QqBF8Y42q64WgSJQBIpAESgCRaAIPAaBFsWPwbVai0ARKAJFoAgUgSJQBHaEQIviHW1WXS0CRWAbAX65B79Q4dLW3/Z2KVKX8/HLQvKXrPhLLu75iy0u96acRaAIFIHrEGhRfB1e5S4CReBNEGhRfP+NnEXx/S1UYxEoAkXgcQi0KH4cttVcBIrABQhQSP3sZz//4dfmWqzyq279Vbr5TaO/whiavJiBBxkbtNQrzW+U1Z3fLuOL6/KjDxlo6RO6sylHnzRk0o/0GflTtC2daXfqmPbx229s1Zd4Tlp+05u+6/cWP3T1pw/K6XPyJQ292Ms9YK9tuW/wtBWBIlAE7o1Ai+J7I1p9RaAIXIWARZCFmnMLS3qLIItTDbAun0WVNAquLLos8JLumJ4CLIuwnFuQSbcwVB7d+k8/7VIk2vBZPehNXmKRxro6kZ1z9U0drGOPdZp4bvGnb8rKS1zpH+s5xwY8Nmxp17Xkn3tArMqLKTps+CYGqQce1+VtXwSKQBG4FYEWxbciWPkiUARuQmAWUlkEo5jix8JpGsoicvJlEYVc8jKf9DlPHgq9LNag4dNWYZa6Jl/qoijEr9mSR9r03/WJH+vJu6LrU/KpL32ST9qqz1hXtqTP/VHXKXrqw5cVVuppXwSKQBG4FYEWxbciWPkiUARuQiALHxRR+LBmo5iycGKN4ohvEP34zeosulJGvfIyn3T1ZS/PqkjNghF6yjG2JR9rqWvGrgwYTH3M0395p/5LbCiDvpUdi0/5tEU/fRMjaKt4pGfcqU8bc/9W+tCPv/qXejouAkWgCNyKQIviWxGsfBEoAjchY8n7NgAAA2hJREFUMAspCh7WbFkUU8RlYQiv81lUWYypJ3lZm3SKs622Kugs5pChUMuWupMPntSF76sCDx7jSr2r8cQPnox1Rcc/8IJvZV870/fcC3ky1i1b8M79mfIr+kofcvgFRm1FoAgUgXsi0KL4nmhWVxEoAlcjMAsfijTWbFmIsZ5FHAWZxeMsqrJYQxdy8jKfhSy6k57Fa471y4Ix/dNO6pZPudTFOP1MH9GBbtvEyXVkUgfrKYtc+gM/PtHQnzTW0t8cQ8NfZZmDV9qe+wNP0hlj34Y8MrS5f6wZ86St7KizfREoAkXgWxFoUfytyFWuCBSBuyBg4aMyiiYLJdYoiLKwoojzQ1FlITsLp5RBD3rlZY4N9CQfBZ+6cz0LWf3MghG9yrGehWPyITt1pWzaJB510qfv+mCfOuDFhs0CMnVJo4c3aVm0Tt/hFzdkGGesqUsfMibk01bKzv3TlnqmXeg09KXP3y+3KwJFoAhcjUCL4qshq0ARKAJFYD8IUExaWO7H63paBIpAEXg+Ai2Kn495LRaBIlAEnoZAi+KnQV1DRaAI7ByBFsU738C6XwSKQBE4hUCL4lPolFYEikAR+IpAi+KvWHRUBIpAESgCRaAIFIEicFAEWhQfdOMbdhEoAkWgCBSBIlAEisBXBFoUf8WioyJQBIpAESgCRaAIFIGDItCi+KAb37CLQBEoAkWgCBSBIlAEviLQovgrFh0VgSJQBIpAESgCRaAIHBSBFsUH3fiGXQSKQBEoAkWgCBSBIvAVgRbFX7HoqAgUgSJQBIpAESgCReCgCLQoPujGN+wiUASKQBEoAkWgCBSBrwi0KP6KRUdFoAgUgSJQBIpAESgCB0WgRfFBN75hF4EiUASKQBEoAkWgCHxF4KaiWOH2330pBsWgOdAcaA40B5oDzYHmwP5z4GuZvB59t17uahEoAkWgCBSBIlAEikAROA4CLYqPs9eNtAgUgSJQBIpAESgCRWADgRbFG8B0uQgUgSJQBIpAESgCReA4CLQoPs5eN9IiUASKQBEoAkWgCBSBDQRaFG8A0+UiUASKQBEoAkWgCBSB4yDQovg4e91Ii0ARKAJFoAgUgSJQBDYQaFG8AUyXi0ARKAJFoAgUgSJQBI6DQIvi4+x1Iy0CRaAIFIEiUASKQBHYQOD/A/zurzL3nps3AAAAAElFTkSuQmCC

All work is weather permitting.

February 09, 2024 – traffic advisory


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

January 05, 2024 – traffic advisory

PHARR – Details on next week’s closures for construction activities related to the I-2 / I-69C Interchange Project are included below.

‘Harlingen to Edinburg’ direct connector

The ‘Harlingen to Edinburg' direct connector will be closed nightly Monday, January 8 through Sunday, January 14. The closure will take place intermittently, Monday through Thursday from 8PM to 6AM, Friday from 11PM to 7AM, and Saturday from 9PM to 8AM.

I-2 westbound frontage road

The I-2 westbound frontage road between Veterans Boulevard and Cage Boulevard, in Pharr, will be closed nightly, Monday, January 8 through Sunday, January 14, from 8PM to 6AM. The Cage Boulevard exit ramp will not be accessible during this closure.

U.S. Business 83 underpass

The U.S. Business 83 underpass will be intermittently closed nightly Sunday, January 7 through Sunday, January 14, from 8PM to 6AM. 

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

All work is weather permitting.

January 05, 2024 – traffic advisory


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

January 01, 2024 – traffic advisory

PHARR – Various full closures will continue to take place this week, January 2 through January 7, in Pharr. The closures are necessary for construction activities related to the I-2 / I-69C Interchange Project. Details are included below.

I-2 eastbound main lanes

The I-2 eastbound main lanes will be closed between the Jackson Road exit and Vic’s Drive in Pharr. The closure will take place nightly, Tuesday January 2, and Wednesday January 3, from 8PM to 6AM. The ‘McAllen to Edinburg’ direct connector will not be accessible during this closure.

I-2 westbound frontage road

The I-2 westbound frontage road will be closed nightly between Veterans Boulevard and Cage Boulevard. The closure will take place intermittently, Tuesday, January 2, through Sunday, January 7, from 8PM to 6AM. The Cage Boulevard exit ramp will not be accessible during this closure.

‘Harlingen to Edinburg’ direct connector

The ‘Harlingen to Edinburg’ direct connector will be closed nightly Wednesday, January 3 through Sunday, January 7. The closure will take place intermittently, Wednesday and Thursday, from 8PM to 6AM, Friday from 11PM to 7AM, and Saturday from 9PM to 8AM.

‘Edinburg to Harlingen’ direct connector

The ‘Edinburg to Harlingen’ direct connector will be closed nightly, Wednesday, January 3 and Thursday, January 4, from 8PM to 6AM.

I-2 eastbound frontage road

The I-2 eastbound frontage road between Sugar Road and Cage Boulevard in Pharr, will be closed nightly Thursday, January 4 and Friday, January 5, from 8PM to 6AM.

U.S. Business 83 underpass closure

The U.S. Business 83 underpass will be closed nightly in both directions, Tuesday, January 2, through Saturday, January 6 from 8PM to 6AM. 

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

All work is weather permitting.

January 01, 2024 – traffic advisory


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

December 18, 2023 – traffic advisory

PHARR – Details on this week’s closures for the I-2 / I-69C Interchange Project are included below.

I-2 westbound frontage road

The I-2 westbound frontage road will continue to be closed nightly between Veterans Boulevard and Cage Boulevard in Pharr. The closure will take place Monday, December 18 through Saturday, December 23, from 8PM to 6AM. The Cage Boulevard exit ramp will not be accessible during this closure.

I-69C northbound frontage road

The I-69C northbound frontage road will be closed between I-2 and SH495 on Thursday, December 21, from 2AM to 6AM.

U.S. Business 83 underpass

The U.S. Business 83 underpass will be closed nightly Monday, December 18 through Wednesday, December 20, from 8PM – 6AM.

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QXZvKRZL+T13Uvhp8WQQ/F1+DhYboETx+pfGytWerzmibaB9/6zhmdl/hTnq+pgeL4OBw/O1+zKVzlIs8d58T3Q948g+qDDzl4fIMubaJTR57LlW3065/+OLuvf1MX39wb0vONcy9l2NM3MdCGNv0Dgbrd7/y4Gi+2+8PWeynP1zXrhzfRHmwuBYYHfl4AXhReHl52frc491ece8uZh+kSv61r6lj+rOFrmmj/J17k1dW59X60GrjkfK3OVeIgnT0G30m3ccxzmW/PPJfqQRfrlXy+W2lrtU7/pOdb99m7lncI8vrr3WAsfKdeeFe2cz8x0bfOvWfevQa8lz4ulBv+8dAm2kPNxTEvAy8Lm2q/4SOpXhZ5Sarv3ZPe+B9z8XmYLsHXWsyHyRqmdq13f+Plg7eqZ2jqQxb7Praeh0t8Ks9j6qK4fg2ul5wvz41NLdi7x/nynLBvw+sZk4/9PIt59ua7Ip/21Jnn2j3Pona0m/WR/rGvbfRje9qHJ2X0R1veA9rSF/jUzV7q0QY87CvDPt/9KQatgR9rwHvphv75Q+TLm+jpSB5cDzM8XhxeAB585fn2snKPOfW1EH4shGJxPxYepkuwtH7zsfUBzNr18fPBQ079U0fWOWsfQfk735/jYvg6DC89X6t733PjmTGPfnt25PO8uc/sWfWcssf7ow50+kbJe8qO75Z0Z3WlXdbSmVfx+a4x5+A7dbomBmPUF2nYMA51eQ+lH12/7iwU++1g773kWbl2/rImukWxnaJoLm7LhYep+N2GX3ErbudqoOer9XGuPkprfbyiBryXrm2e5W8T3f956ye/JXlFEW/FpodpK/7Ujz4qR6qBnq/W85HqubEco569l2yKr53bRLeJbhP9Qw14mHo5HuNybB63lceer23lo+ej+WgN/OU376Vrm2f520S3iW4T3Sa6NdB74OE14GPVh7vNW2ugNbCVGvBesim+dm4T3cfz4Y/nVg7LZ354mD7jK70PQGvg+hro+boes9ZZMWsNPLYGvJeubZ7lbxPdJrpNdH8T3RroPfDwGvCxalPw2Kag+Bbf1sDlNeC9ZFN87dwmuo/nwx/PvRxoD9Ne/K2fl1+Uxer1WPV8vT4HPQfNQWvgpzXgvXRt8yx/m+g20W2i+5vo1kDvgYfXgI9VH/GfPuLFo3i0Bl5XA95LNsXXzm2i+3g+/PHcywXhYdqLv/XzdRdvsb8e+56v6zFrnRWz1sBja8B76drmWf420W2i20T3N9Gtgd4DD68BH6s2BY9tCopv8W0NXF4D3ks2xdfObaL7eD788dzLgfYw7cXf+nn5RVmsXo9Vz9frc9Bz0By0Bn5aA95L1zbP8reJbhPdJrq/iW4N9B54eA34WPUR/+kjXjyKR2vgdTXgvWRTfO3cJrqP58Mfz71cEB6mvfhbP1938Rb767Hv+boes9ZZMWsNPLYGvJeubZ7lv6qJ1ljn7/74V0UWi2LRGmgNtAZaA62B1kBrYL81YFN87dwm+rv9Jr0HtrlrDbQGWgOtgdZAa6A1cF8NXNs8y39VE61Q5yJwRAS4hDqKQBF4DAI9X4/BtVqLQBG4HQH/8HGrhou6hnuN3Opc5YrAMxHoI/9MtGvr3RDo+Xq3jDfeIrB9BO7tb9tEbz/H9fBJCPSRfxLQNfOWCPR8vWXaG3QR2DQCbaI3nZ46tycE+sjvKVv1dW8I9HztLWP1twgcH4E20cfPcSN8EgJ95J8EdM28JQI9X2+Z9gZdBDaNQJvoTaenzu0JgT7ye8pWfd0bAj1fe8tY/S0Cx0egTfTxc9wIn4RAH/knAV0zb4lAz9dbpr1BF4FNI9AmetPpqXN7QqCP/J6yVV/3hkDP194yVn+LwPERaBN9/Bw3wich0Ef+SUDXzFsi0PP1lmlv0EVg0wi0id50eurcnhDoI7+nbNXXvSHQ87W3jNXfInB8BNpEHz/HjfBJCPSRfxLQNfOWCPR8vWXaG3QR2DQCbaI3nZ46tycE+sjvKVv1dW8I9HztLWP1twgcH4E20T/k+Fe/+otvv/vd74+f8TMR/vznf36GWtJnCPSR/wyhbdD/8Ic/fPvZz/7s269//VcXO8T9gMy73xEXA/YAxi2cr3vfia3csb/5zW+vqv8HpPNlKjn/v/jFL19mfwuGt4TBlny5JTebaaJ9pAB0NTj0PGLMjxj3Xo7nfCImfM+fLR7iR1/w4gDWc9DQJD57bFa28MhPXI/ybX3MGvXe4F7wjpg8EwPr8FQTTe1Ri1mn2tljXc749/p9z/myfrxjZo3wfcnbQh2cqwHu9VNvGLhPu6/KBbGeqv9X+fQouzMn5Oer3t/P8uldYt2dq41HxY/eR2Jwr99fmY9TvlDvn+XqlOxn+5tqormgTh1sioCfSy66z4Je0T+7HFcyl+6tisRL/VIdz+B7VJHhO/iin0uFdQ5ympcaeHHp7G3c88jvLdZn++t5oS7yDqCW5t5nvllfp+4aH76sU+2ca6A+s1v6fQjcc77IddYN35nfSz1D5lwNzGZl6n3kHTttnfsGi1P1f05uj7SZk9V7fGtcn+Uz6djN71tt3iL3SAxu8SdlvjIfqfdZ60010T5eM3j2ubz4mRehf8JjzsuNooFX+izepME7L0f4lfWyYXatj9Mn93M+VSRTX/qE7Rxio09JW/kKXd+UEQPidQ/fHNDTB/hy4K9y6oJufNiDPjFKHeYy97A5ZVJ/8m55fc8jv+W4tuCbtUddUGMOa44a8oywx1DGmnX+/vtf/7GO3WOGfyXj/QDP99//0xmAz+GZ0a77nb8WgXvOF/kiTw7vLL/Jcd6FWResvY/IsXUmjzr8doZvDvW4Ly9z+oc/1hW0KTd9SN/V7eyZSRvozhqe+k7RssbRm3bRKV18+cau+qadlNdfZ2WR5yd5sZ34zLdKHco6Y1/f8Ml9/VMubZ/SDe/Mi/Kn5lP8s/6wT3wO/GbPod/MyZeYGFPysj6FQerHTmKAXOLPdw5saU9fiUnb6SNy4JC0UxiznzHJl/LTD/Um1vokLzT8lXfGLt8l8+aa6EyGAQAcCSRQk8EsoPBBBxATDY1vB7ImWV5pAAwvMwNe13yrB7lMDLT5/aFg/AO59FVy6sNe8uT3yl+Tjkz6mt/wJCZ+J4bqwSd485u1mCGTtPzWP3mNbzXja+qRB9v6RQyX6FJ2K/M9j/xWYtiqH9QDNUL9ZJ1SS9ZO0lx7PpPPek09rPmBpmzWqfLQ0Kle8EraVvE7gl/3nC/qx/sFLPjOO4Y7h9wzWMvL3irX8qIj6yT1rDBPXck77UCjHh3Y0N/JO7+VYc5Y+NY+8aW+tCWfGCjDPn4YO/uuocEvFuyjUxvQp5/zGx7HxNUzKR3b6deMUz7mxJlvfdNX9jz7rLGdfs9veBzpg3vn5lP82BBv5PEHvx34CgYMdBCDI79Tf8qfwiDjhEcf2E98Jv6zXhIjedUt3vqLXmnsYTd9lU9a2oKPb7GYdtNn1sYDf9ImvuCmzrR/yXpzTfQ8WHwLcILCXhYSwQKooE16gph8goTuUyCmrlynTvWs5oxh0i36lX1tEVMWnTpWetOnqRM97DmmvL6s6PoijVn+qSd55jr9mzR8o7jN4aRv/fueR37rsb3aP+qf2qDWXFtL1gzfrKkjaoi15ya/0QGNmnZYe+hIPSu69tHDQJdnQf7OX4/APefLnJGrrAu9zPtt5jK/qRPqwzHvvtQjT86pK/dZJ23qwSa2GcQy78jpl7pTp3vMyHs2VvrSHr5Me+hAt2dAnfo4cYG+snON38k748p4sJVjYrny7ZxudE176j+1Lz1nbKxwhCd9EvvU7Vpa6s3Y4YNnjkswSN3aSz2JEWcoB7m1nlKPPGl/6s7Y5XdOOfbSDt8rW8omLpNv+rCqTfV8Nm+uicbhLLZMXO5PEJBL0Cb4CeIKsLRDUr1sndmbNlLmg3jiH6eKJPfxV1s5w7PyF1PElLyu8Ysx/QMfadDRnTjmWjp+MaCpP+fJ98F85h+ZB9nwA534x8DH6Qv7M1751fPq+Z5H/tW+b90+Z4AaoVYY1Ac/1Iq1Y31Y9+xbR8lnvVnb6JOOjtQjLklX3nOJHdYdj0XgnvNlrvDQ/KW3+V6w9m6B1xqC39pSFnrWUeqRJ+fUZZ1RP/7IO/XAi22GtaiMMzw5pm9JIz5rdsYE35TVprjAQyzwOaDp45SHRx366zz9Vrd6nTOHiSP0jEd+54nlKd/0Q79ynvbU7T46k19s5TvnnzzqQtZ8I4duceU77bhOe8TLvvGg/xIMtAm/vugbc+KP/hzQ9CH1yJP2p+5VPlZy7KUdvrGFboexT1ymT9OHjE1dl86bbKIFZoJLIVFEjEyKwSYQk54gJp+y6IaHAcDYdkxdJsBZvlPzjEO+PFjYT5vyMCdf7sPv4cp91xmTepIf+Ywh1/Cn32BwaiTfKR73Mw/uTXzZX+VI/q3O9zzyW41pK35RD1yM1BqDOvKiZOaMuGfdJ521tY8OvrOmobGHjtRj/ElnD1nOCzNy+iV/569H4J7zNe8Tvvlx5B1kTsnrzK21pdy8+1KPPDnnHYvuHEmbeqhJ6xe/+b5kpM7kzzdlYgNf2ks5/NL29BGd+jhxQce9fif2M66MJ/1lPf1c+Za64b90TD9WcsQtLiu6e+ZB++bAffjY4/uSgW/eS5dgoD10r+JKjCYdn/Qr9ehn2p+yq3ys5NhLO3xjS7wmLWti+jR9QBb+W8Ymm2gCARh+MjCS6DdBCx78JCIvJWgWEPQEkXWCiE5k2WekHvb4Tl34wQ8+XDJWRaJN5fnOeNjXxxlbxgKPfiOTxZBFDw0b7DnQqw32iDPpiT96k5Yx5Vrdp+b0XZ60k3sZl/tbnu955Lcc1xZ8o/7mOaRu2OOH2qZerGH52Z/D85TnjdpGFh3qOUVHH3q1nXzTVr+/DoF7zlfei3qUdx85pC4YuS+vM3WS99K8+9CTdOWc1Y2ca2jWk3zpD3vo9P5lnbLQ53fqyTMgH3tgom5qOQd82Jnx4YP6WKsDWc8e6ynH3jV+o9t4V7LGAY2R8fyw9cdp5mTlG7bwjzHjYj99+aPiM7jLM3W5v5qxg6/8OIgzv9kHZ2Jw6Pv0M+PONXLIoyfzZ86hozNjRndijj7rYOqafqAPfn1OWWirGNlnpBzf+Js+ixk0/NUnvtEr7/QpY1FvyrJ36dhsEz2TRkATJL4pBH9MErwT/Aki4CqHHn7gYQCmNMCGlrrhg5572vxQMP4Bn/qc8W+O9GnqT5+g5VAnM746Mib20JF0/Mpiwqf0IXmR5zttaQc9q3ikr2Snr/iRui3+1LH19T2P/NZje7V/1mWeuTxX1Lbn0rqdNWXNKZc1a217B6QstEkHD+sV2w750k9pne9D4J7zRf1knvAk96gFcwafuXWWRn6tEXSwn3WUsspk1HnfWtPYQEfqSX+Qxya2HWkH+fRJHmdjYBYDZuw7pj75oFvTyKcP0FJ3+jhxOWXnnN9gkPrVwZw48j3jSd6MDb9Wvs28pu1pK3WfoxFb+u86cU9drNGXdPzKuoAH/9XFnPzpd+6vMEA3P+pKfuykLnhypA/4nPhnHSiDLmQc2mSGf8Yo35TDx/Rzyqbe5J0+zbzBSwy3jM000bc4/yqZ1SHEl5mYV/lXu69B4J5H/jUeH9eqj0NejD4KXKhfMTjv83HRRj4YX2GrOr59e8b5Im/zHp8PdXNRBIpAERCBNtEiccW8+lMLj3U+2FeoK+tBEHjGI38QqB4ehs1sNsw2vV/R4KKXBppm3YHeuSet8/0IPON8rRpm7vXM8/2RVEMRKAJHQaBN9A2Z5DGeDzGPdsd7I/CMR/69Eb4u+vyf9lxnU32dtp9yr37T7d68G34q2a9bEXjW+eKXJNYLc+/2WzNWuSJwfATaRB8/x43wSQg865F/Ujg1UwQ2hUDP16bSUWeKQBH49k//mtk9d9N3l6B4b6d+iY3yFIFXI3DPQXq177VfBLaOQM/X1jNU/4rA+0q7VWQAACAASURBVCFwb3/bJvr9aqYRn0Cgj/wJYLpdBL4AgZ6vLwCxKopAEfhSBNpEfymcVfbOCPSRf+fsN/ZHI9Dz9WiEq78IFIFrEWgTfS1i5S8CJxDoI38CmG4XgS9AoOfrC0CsiiJQBL4UgTbRXwpnlb0zAn3k3zn7jf3RCPR8PRrh6i8CReBaBNpEX4tY+YvACQT6yJ8ApttF4AsQ6Pn6AhCroggUgS9F4G2aaP7brc/+733Ov/nqSzO3A2X8N3nf6S8p6CO/g6Ksi7tF4FHnayv31Fb82G2BbNhx3sGv+m/Unwrz2vrZWn+yNX9O4Tz3N9FEn/obofgP3c+/uODaQjHgozXRYJZ/IQBr/pKALY1bc3VpDBODKeffWgc2zzigj3rkZ1xH+SYn1vDMj/vO5Nrx2V9qYl2kjLK3zOf8RB91tvrD4rP9vCW2Pck86nw9+p66FON7/HjF+3ZpXPJ5Lj3T7r9qnv7g16PGq5vo1d+yPO/ce2Invnvv26/0555YrpXdRBON0xNALhSKejaGq2K4JOhXXDIzpkv8vJSHgp3Y8Jg/+7ft5/y951E4pxfazCe2MnYOdeLDmr1Hjkc98o/0+VW6yVVeujM/8+zwTY4Z5HHmN+PwHKT+pF+z5g46p8c6nP4+289rYtor76PO1yPvqWuwvscP6/Aae8/knf7dE+tX+T3fUL7zDfkqO+jhvvL++kq9qescptyv8x5b3Vmp75o18U3918jD+5X+XGv7Hv7NNNEUbxaZSZ9FPYH2T7Wrxw5e6fOAQMOGdIogR9KmzdSbMuhQH/IpxyUijdlYZ9zoQw7+c4N4sDHH1Me3dmeM6W/S8E0Z5vQF37AtXTm/M2YPddqZPp/yz/jQh27xmvHmd9rOtTyrPWlfMT/qkf8K37amg7xnXVkr+jlzRd1QEwzqyRqV31k98Mgv7doZeev7lKx+Mc/afpafp3w72v6jzpc1I17k3fuM2UG9UrfkVfoq59LgzeH+rG159OOc/tV9Of1Fv7rUje/Tbp5B4jjlH7qkMee5RWfanzFrf/rjPvPqnKFXO8xpn7V2Jg07jvRNfmnanfmbGPGt7UnLuOHJkTRsexckj+vMd/opZuzpA3pzuM+8whHelIfPmIknc5u2kTtXE+kDa2JI387JJi1tJr7okpY+YidHxi8/9EuwSz33rDfTRAOaySUgAWXOw5RAJU0ZeQE79SGXsoCf3+gCeMYsxvxGJ98M+LXBXupjHxsO41FO3tQNDf+lKbuakdN20lPfLOz8RjYLkjXxYD99nd/Qks6aOBN3fGCgD5rf7MEvzukPtPxGBll5PxSe+UfihkzGphi46qd7Xzk/6pH/Sh+3osv84g85yRpiL2uM76Rbq9TwPAPmOGvp1pi1c05eP4nBtfzKP9pP7R19ftT5yvsi7xHwzNxZp+TVkXWZvFPWWmCf2s87UV34gb6kXXpfTr/RmfWIb+j2Pk1+7GVM+Q1f6pnf0JLO+Uv/jY0Z+2lHWtpzD53YYrDWb+Z8H9P2ipa86nbGLrg4ph8zFnjVl/ghn7mHRqwO/Ers3WeePqA/Y0VOH6fe6R9YrPDFDjqwlQP+xC/1TSzmd+phjV3143/6kTR4xBC59Etf2Et597Wzqgtpyon5Kezg/6qxmSYaYASLtUAnyLmeiQIQEiRo6hKo1MnepKdubJso5eWfRSD9nIw8OauPvVynH8k/1xlr0hKX1AtPYrDyF56VfQoTvYypMw8I9PQrffkQHvSpK/1LPcqem4lHH1d2kT0V8zm919Ae9chf48PeeHkk8sHRf/edzS1065F6yRrK+pl1iRw1pb7VnDbgp17Qn7zeL9Dhz2/9gsbw+1o/fxDvNBB41Pk6dV9gPmlZX7pmjvnOWpTuHnUC77mRtuTLe1Bd0tKfXEtP36hlfLBeU+/qXtQW/PDmSL3ySU+97uWMLOcp5ZCZ2EAnJkbyrr5Tf/LmOnlcYzfPdvqwwvOc7czdZ5hpfzWnbOqU11yt/FvxK5d63Zv4ZO60Iy/z5E8a2CG/GqkXPvxcDfTjJz858GXqPhWrPq7oq5jSzq3rzTTRBGCQACZogMF+0llDzwPg2gQI5ofgaCDZm/QsMmjqy1ld+MS+frGv7/JMG9PftJ+Flfupa67RZ6xJc59Dlr671udTdvBF3pyJmTHl5uHBPnuMVSFf6p98H4o++Ufm7pRd9lc5+kT1VeRHPfJXObETZnJGfTlYZz3POpOPOc9L1t+p/ZS9Zk29WPfK4Zd70POMsLb2n+mnvh19ftT5mvcUOcy8mtNV45I1lzKus46502aNZM6mH9C8Bz+7z1e+KYse7z79wW9kGOzpb87QJhbSPQPq+1AU/vp9asY3ZVmLsfzQ0j/tMROLA1l9YlYn9FzLn3Piwz7y2lzlAh5xZD2xMYb5HslrDHznwM+MAb8YKx+0v8r3il87K58mPonH9En/1DdnYtdvaPipDLN3u/5Peb7lTz3yibW09FUeZmNaYXHOduq4dr2pJhqg+QEwi1lgZtEAkolZBS2Y0qb8pKPLBAH2JQN+D84qQdrAtmv15rcJd5bn3HyqiPAHPYxzcaz8RQYclF/ZT7+hY0/c+E5MVvGk3+f8S76VH+5hf9bBCm/4OaSPHI965B/p8yt0z7OoD1lbuZbunDVOjVnLWU+zLpW9Zk47yrl3SQzyIvtIP/Xt6POjzlfeU3l/mTfyyFjlPHOc9XcuF9xX886atpTPe/Cc/pVv6OAcEZ/2PCt5vs7pRQ75UyP1wJP+npJxX9nEP2nExIDPBivvcOjqSLnV2r2cp6+Z+3N4oiN5+c4YwAx6jqyTuZ+8KZs6lTF/K/9W/MqlXvcmdvgBH+NcTSifM/EZBzrUA0/qPYUDfPrDTCyrgV/QTsWqjhVd7FZ679nbVBNtYQiEgQE8AGRioHGgkHFkguA3qdDRyZ5j2kC3/KzR5dAvvjMRJEqdUwZ5D3zyoQPeaZ/v9F/bp+YsTHmQ1x/2WBsT3ymz8hc/+Vn5po1Jw+a0wR4DXWCQ9MzZOf/SV23PeconHRoxOvBJv9z76vlRj/xX+/lqfZwnz4a+sJe1lWt5nMkjteUg17MW4Mm6k/eaGXn0OtJvamulP/ef5af+HX1+1PmilrwbyF/eG+RfWr4DYp05Zp2yqTfrmbpRp3qY77kv5/lRr2fD84J/00/3lMk4kUvf4cnvXEMjtsRAnezleUm9ea7gh9d3In1RlzM68nwil/7kWpmcV76mDOv0Gf3mjTU/jqyTjA06OoiH/TmQy334tMm+9pSDH0wY+DdlJ79y01/lpTMnHhkrtHN5gJ5x4IMxQMNPsWIfXgf78ib2vg/TbuqemELTzmfYaf8r5k010QQEwLMQAATALB4D55t9fwRQuvvM6MjkZcLgz2TyjQ8pr059keY+M/rdpzDSRupjnb4gi/3kZ4/4JhbaQ7+2nGf88KJT+rSZ/qadqZuYHdNH5DwE8LBWF3L4lHaS95x/8K3i0Q/oxpVz6j8Xu3q+cn7UI/+VPm5F1zxH5DDP96yz9Jv6yppkPflnXab8NWtqMOtLH6c9dUL3nD3TT+0feX7U+aJ+vLPAL+8N8i8tcyvOM8d512WN5H2V++phxo9b70vktW39sadd7RAD9ZznBxpxZJ3Lnzqkp+yMBXun7u3EdcrlORMDz1rS9EH/0m/WGfu0oYzzyte5pz3m1I2OjAcfse9In9nnJ3GTz3xoBzl8YMCfOtnDB3GZsiv+lR31T3xm7NjWL+bVEIOJTcoREz+O1Jty6Y+xIZP8iYc82kraCovETl++Yt5cE/0VQe1RxyxgYlgVwh5jexefH/XIvwt+jbMInEOg5+scOsek8QZmo0WUvJXZMB0z8ka1FwTaRG8kU6s/JXFR+KfOjbhZN84g0Ef+DDglFYE7Eej5uhPAHYqvGub5m80dhlWXD4RAm+gNJJNGOf+nDFxir3/a3kByrnChj/wVYJW1CFyJQM/XlYAdhJ130P/Jnrnv4kESe5Aw2kQfJJEN4/UI9JF/fQ7qwXER6Pk6bm4bWRHYKwJtoveaufq9OQT6yG8uJXXoQAj0fB0omQ2lCBwEgTbRB0lkw3g9An3kX5+DenBcBHq+jpvbRlYE9opAm+i9Zq5+bw6BPvKbS0kdOhACPV8HSmZDKQIHQaBN9EES2TBej0Af+dfnoB4cF4Ger+PmtpEVgb0i0CZ6r5mr35tDoI/85lJShw6EQM/XgZLZUIrAQRBoE32QRDaM1yPQR/71OagHx0Wg5+u4uW1kRWCvCLSJ3mvm6vfmEOgjv7mU1KEDIdDzdaBk/vA38vLffX6Hv1CMvyAm/+bF+fdCHCuz7xVNm+j3ynejfSACfeQfCG5Vvz0CPV/HKgH+0hR+aDDfbbSJPk7G20QfJ5eN5MUI9JF/cQJq/tAI9HwdK702kvw22sFvpfM3tuz/7ne//8le/u2F/LXgDhpyvpMubfW3AssvD828svombc7Q5fUPAfiZctiEh4Ff8LmnLDN7HftFoE30fnNXzzeGQB/5jSWk7hwKgZ6v46TTppKIZjNLE52NJc2nzTJNatLyGz3ZlCLHHgOZbHCnXfTLC21+fyj54R/4R8PsyG9s8sPI/YwX2vRFXZ33h0Cb6P3lrB5vFIE+8htNTN06BAI9X4dI40cQNJgOGtz8PtVw0rhmo4t88kLL5jb1ftZEYx+eHKtGN3XKO/1CF77YTE8/+V7pVl/nfSHQJnpf+aq3G0agj/yGk1PXdo9Az9fuU/gRAE1n/usMrrOJtcnMBpWGWd6cbVbvaaKxlzpdT8RP+Z7NvTwpm80++8aXPF3vE4E20fvMW73eIAJ95DeYlLp0GAR6vo6RytnsEtVsMuVxhofm1IZ5hUTyQp+/NZ6NK/zYZeRvwle63UMncucGdtCbfDO+6cs5faVtG4E20dvOT73bEQJ95HeUrLq6OwR6vnaXsqXDpxrI3Pc30LmHMn5DnL+xzsY51/Cummj0MvxtsU00zXk2vVP2Q+iHf+CTethCNvW4Rp9r5vwDADoyjtTf9b4QaBO9r3zV2w0j0Ed+w8mpa7tHoOdr9yn8aCqzmcyIZhNMozl5aTz9Vy2Ykz7lZyNs44wcv3lG1iYXP5BP3enbXCcfcgz0z99ow8eYTTS21fHB0H/sFoE20btNXR3fGgJ95LeWkfpzJAR6vo6UzcZSBI6BQJvoY+SxUWwAgT7yG0hCXTgsAj1fh01tAysCu0WgTfRuU1fHt4ZAH/mtZaT+HAmBnq8jZbOxFIFjINAm+hh5bBQbQKCP/AaSUBcOi0DP12FT28CKwG4RaBO929TV8a0h0Ed+axmpP0dCoOfrSNlsLEXgGAi0iT5GHhvFBhDoI7+BJNSFwyLQ83XY1DawIrBbBNpE7zZ1dXxrCPSR31pG6s+REOj5OlI2G0sROAYCbaKPkcdGsQEE+shvIAl14bAI9HwdNrUNrAjsFoE20btNXR3fGgJ95LeWkfpzJAR6vo6UzcZSBI6BQJvoY+SxUWwAgT7yG0hCXTgsAj1fh01tAysCu0WgTfRuU1fHt4ZAH/mtZaT+HAmBnq8jZbOxFIFjINAm+hh5bBQbQKCP/AaSUBcOi0DP12FT28CKwG4RaBO929TV8a0h0Ed+axmpP0dCoOfrSNlsLEXgGAi0iT5GHhvFBhDoI7+BJNSFwyLQ83XY1DawIrBbBJ7aRGus83ffikExaA20BloDrYHWQGugNbD/Grj1TwHfXSJogVzCW54isFcEqPOOIlAEHoNAz9djcK3WIlAEbkfg3v72oq7hXiO3h1fJIvA8BPrIPw/rWno/BHq+3i/njbgIbB2Be/vbNtFbz3D9exoCfeSfBnUNvSECPV9vmPSGXAQ2jkCb6I0nqO7tB4E+8vvJVT3dHwI9X/vLWT0uAkdHoE300TPc+J6GQB/5p0FdQ2+IQM/XGya9IReBjSPQJnrjCap7+0Ggj/x+clVP94dAz9f+claPi8DREWgTffQMN76nIdBH/mlQ19AbItDz9YZJb8hFYOMItIneeILq3n4Q6CO/n1zV0/0h0PO1v5zV4yJwdATaRB89w43vaQj0kX8a1DX0hgj0fL1h0htyEdg4Am2iN56gurcfBPrI7ydX9XR/CPR87S9n9bgIHB2BNtFHz3DjexoCfeSfBnUNvSECPV9vmPSGXAQ2jkCb6I0nqO7tB4E+8vvJVT3dHwI9X/vLWT0uAkdHoE30Dxn+1a/+4tvvfvf7o+f7bHw///mfn6WXeB6BPvLn8dk69Q9/+MO3n/3sz7794he/3Lqrb+nfls/Xve/HVu7e3/zmt99+/eu/esv64vz37F+f+s9wo56oqy2MR/iymSaaS4gHjISsBkmA/qhk3HsJrnx2z8cZ//3Z4mF99EUuDmA9B8UtNsx7/APNlh/5ifeRvrNuXF9ay9Yd59H63OLZPFK+bo3lEefL/J+qG+rokjfns/fD+joV+6X1ekr+q/aJFUzeYcyccP6/6uxfkk97Gmsv68w95pVPU3b1pj4qh7PWP8ONesrYHuXXJXof4cummmiSc+oAU0j8PCoZszAuScilPKsiI04OyJbGJQf/Vn/BF/00x6xzkNO8KGxmkmcP60c88nuI+9U+co6ydvOBoZYuHdZd1uKlsuV7PAKPOF/zUeV73k+XRPbZ+0FNnavFrN9L7D2Kh7Nz6g1+lM1X6Z05IT9fdfY/yycYn+JhP3+JBG/mhPX0k/p7VG808zNr/TPc8PdZvk1f5/cjfNlUE03hrBpLG69ZKAACvz9ZeBRZPqazYJMG7ywM+NWLHQaza5MzfXI/51NFNvWlTxMHsdGn1L/yFbq+KSMGxOteXuzQ04d5UPFXOXVhx/iwB31ilL6ay9zD5pRJ/cm75fUjHvktx7sV36i5WS/WMTXJsDatX2tbPuqPOoYOzTOSMWIDep6ZpHf9WAQecb7IOzXg8C7zmzrIfFs/ztYd9XXqjpbXOd8p7ajHb3mZ0z/8sWahTbnpQ/qubmfrOW2gO+/iqe8UzXOGbvSmXXRKF1/Po/qmnZTXX2dlxSh5sZ34gNdqKOuMfX3DJ/f1Tx1p+5RueGdelHeeGLl/SlZ9+Og6ZU6t019idEy8M05kwNCRNrEtNszwfYYbuuFL2fQFO6kzcUUOf3KgB5sMfU355M04kdOX5Ll3vbkmmiAzoQQIqIAmYOwBboINHSAFFxrfDmTVK680gTax8LqGRz3IkYgc8ztprpFLX3NfeewlT36v/MVHBjLpa37Dk5j4DXaMWaDwqhc6azGbvPmtf/J+KD/xD3xNG7JhW7+I4RJdym5lfsQjv5XYtuwHteM5Sj/Zt66YrSnqi29qkZqTZh1Dd9+aTFra6Pp5CDzifFET5phI+LZO+KYWyL1rednLmvNulRcdec+lng9l4x+pK3mnHWjUqyPv6Mk7v5VhRo+x8K199owf+bQln3LKsI8f8Mvjmm/4xUKd2oDOXuqa3x9Kf/jHxJUznD6iJ3XNOFNX4qwf6NJX9vg2Fmyn3/M7dacPua8dbJ8ayGpTHvVlfqSdmudbq010J2bIo9+8Er9raDMf0NHtUN853BJH+ZXHdupDj7qydpIfHQz4Uvesj6RpN2NT5z3z5ppoArVgCIxvkw9gAjAPALwAeIqeBZV8gofuTKT7zGkr16kz+ec6Y5g0Y13Z1xYx4fMcK73p09SJHvYcU15fVnR9kcYs/9STPHOd/k0avlH05nDSt/79iEd+6zFvwT9qxlpMf9iDNgdnyTqj1lizRx2zptYZrD0vKTP19fs5CDzifJlXcm0dZDR5780ay+951847MfWkftepyz3npE09eZ8Sy7w7p18rne4xI48exkpf2sOXaQ85/CV+Bzyeo4nLKTvX+J28iRW6Mx79cZ5Yrnw7pxs90566T+1DB0Po1pyzstDdyxn6uXiUdyYe5Of4LK/EnHlFT8aTmKD7M9xW9tSR9ZR+ai9rRzo0bDLUIy19WWG18kXZW+fNNdECYxITJNbuC3IGnqDNA5LJWgGZdkhEFi9rk5Y2Uib9mOtMbNJyH3+nTe2u/EXPqcOGX4zpH75Lg479xDHX0vGLAW3l3+T7YD7zj8yDbPiBbnOLj9MXeGe88qvn1fMjHvlXx7QH+9TOql5yf1W/1A8/8HHGrENrnjqExlB+D3gc1cdHnK+8W81/4pfvCGvvnHl3zrsWunWEvtST+l1n/c57zhpc6cn71HqFP3/gyTF9SxrxgQljxsTelNWmuMBDLPA5oMHHmPLsqSN9Zj39hjdx+lA4mv1Jz3jkd545OeWbfkz/+J721O0+OlMObNGXtYEMfs49dTGr71w8yZ9r7bv3WV6hY8dBDNpnb8p/hlueMXWq41Q82oMObw5o2GSoR3r6stK98kXZW+dNNtEWWQIiYCZ3HgDoCdCko9NkJJ/AZTIySdCnLhPsrI5T84xDvkwy9i0M6c7J5x4z/MaU+64zJvbQk/zIZwy5Vr8H21ndOZ+KL3lcZx7cm/iyv8qR/FudH/HIbzXWLfm1esyoM/apd35Ye3dQW36zx5o96pi1tZ462M+zs6X438WXR5yvec/wzY8j7ybW1IE/1IuD2qBeHPNOTD3y5Jx3L/pzJG3qyfsUv9OH1DHXqTNp+dZMbOBLeymHX9qePua7M3FBx71+J/Yzrown/WU9/Vz5lrrhv3RMP1JuZWe1p8zE75xuZeaMfuU+y+ukpyx6ExO+V74nz9SXOk7Vk76u6NCwmXo+PoYvq9yvfFH21nmTTTTBULD8AISDxPgNGFnUgJqXDzSBRj6TwdokQUMnsuwzUg97fKcu/OAHHy4ZyKavyGhTeb4njz7O2DIWePQbXVkkWcjaZM+BXm2wR5xJx5/EO2kZU67VfWpO3+VJO7mXcbm/5fkRj/yW492Kb9Rt1jF1w57nlvpibT1Jo7Y9h5wbz1meQ/TKr/xW4n43Px5xvvK+FM+sJWqBumDkvrzO866ddyJ6ztWPupFzjW7rUzvpD3vo9F5mnbLQ53fq8W5PPvZ819BH7edAH/szPnxQH2t1IIsOfZxy0K/xGz3qWsnOeDOejIP1zMnKN2zhH4N1xsV++pL6px9JYy2O7k/d7uMT+DE74MX3HOyJv/uzts0lfruWN/1BT+pnnfFMW5/hhh8Zw8w3NDHGn8TC+PVz6oI3ZdOXKWvcEyd13zpvtomeQAtuAgCAJMAfQHOQ+PxGH/wOk4Es+5kMbKiT4oE2dUHPPfRm4WmHGT71Oa9406epP32ClkOdzBljxgQ/OpKOX3k48Cl9SF7k+U5b+oCeVTzSV7LTV/xI3fixt/GIR35vGLzC36wb11nX8/xZa5wHzxX1Jl/WsudhpW+ej1fE/k42H3G+yC81kCP3qAXqgmGtWGPM0qiFU4/5lFUmbWZ9WXPox37WY/qD/HzXpo/pU9pjnXGIATP2HVOffNDzPZhnIXWnj8Se8Zyyc85v5FO/OpgTR75nPMmbseHXyreZ17Q9baXuczT5MobEL23As6qXxB6elFc/c9pITDN2eDKvyKUPyGU8fKuX9We4UU8pg2zGxFp9zDOWPA+s8U15eNHtmL5knMghP2NV9tZ5M030rQG8Qm4mSh+y0Nzr/D4IPOKRfx/0thmplzCXr8MHYV720js/BoFXni/u/Hm/Uwc8zB1FoAi8LwJtom/I/epPMzy2X/0nnBtcq8gLEXjlI//CsA9t2t/I+JsPgqV5nr9NOTQIGwnuledr1TBz3/cPUhspjrpRBF6EQJvoG4DnNxL5qKKiv5G4AciDibzykT8YlJsIhzNOs5y/gXSvzdPzU/Tq88UvT/J/du6d//waqMUisDUE2kRvLSP1Z7cIvPqR3y1wdbwIXIBAz9cFIJWlCBSBpyLQJvqpcNfYkRHoI3/k7Da2VyPQ8/XqDNR+ESgCE4E20RORfheBGxHoI38jcBUrAhcg0PN1AUhlKQJF4KkItIl+Ktw1dmQE+sgfObuN7dUI9Hy9OgO1XwSKwESgTfREpN9F4EYE+sjfCFzFisAFCPR8XQBSWYpAEXgqAm2inwp3jR0ZgT7yR85uY3s1Aj1fr85A7ReBIjARaBM9Eel3EbgRgT7yNwJXsSJwAQI9XxeAVJYiUASeisAhm2j+w/jv/t9xJX5w6HgeAn3kn4d1Lb0fAreeL+7C+d/7fj/0rot49ReKoYH/Tnr/+9jXYbl17mf1S/nf2986Jtf4t5km2osu/2P28y80MTD/woNT9EcXhX+L2SW+6vOz50c30YkBtnKA/5axSV+/cn3rI/+VPmxB18x//pXZK/+yViavf+22POieA5nVBa3sqb9J1Htk1u/Uf823NtPPebdlEyJWM+60Sewpk7R3Wt9yvsjxqja+ErdH37Vf6euluqjH1bkBz3tq8dG5uDS+U3yeR+8bewz3T8k9Yl8fnFf5+Aq7xPaVd+Apn87lHppx5l146myd0kVtThp76mbOMWnQzXnynVtvqokmmV8xHl0UAJ9Aswb8RxX5LZicKr5bdE2ZecFiK2PPIgab/J66jvR9yyN/pPiJxbOQcZH/U2d7nqW8xJDJ2lnpxg48q3qnJtnHxmpQx9Dg+aqx8mX6hl1teldlnOkLMeDjqRiS9+jrW84X+D4au5nfI+Rh3vHGxBm8B89Tda7+V8/p372x3htL+oKuvBvv1Z3y3kG594j1jEcb8/xQX2DPmDRlVrq4K6nbpCHPnmPeB9hi756xiyYaUACCIgIURgLFNzR/fDwFRlnoKcd3DhKX9KTlOpPs/kpWf5jxKQd2pCftlK8eaOJPOQrAb7HBDuukwWNhQmetHHMWEvHhE/uX4AFvFmrGyfoSHVNmj9+3PPJ7jPOcz9Zp8liL7FmTSc918uZaHuoszwv65KNuc1iXpy5K6hIe5L9i6IezOud3YqT/8GRcyuIjPDM26e80X3u+wDPvODAWe9bQvLesS/ndB1/riFxIBBrX8AAAIABJREFUh5+Re9DM4bSdedK2upjVd05u6kheadRJ6nWfOfnhyZHxE9M8Z/KKH3TtEE+OjM+6Tf3KIYOtHHxjw5F+TB3JB796mYnVgT/nYpfP2PzOeUVLe8aJDLYmJsYFLXmJaWKg3bmPTvgdmQN8SRr+pn9JQz5pK3+1gVzyJub4lz7MmPlWFr4ZjzbAI/W6zzxjlrbS5Z4zvCvducd6YqONS+ddNNEkYiZoAkUhOKDJD0CuobOWN9fQ2CfZn41MQvJmQvAhCyO/4dMH5I2FvfQ1vz0U0v1WVj3ahA/cHOCQvEmDJ7/xL3nVcWoGs4xn8l2ja8ru6fvaR35PsV3jK/VjnVIbfF8yZo2u6oY6yzOKHS9B+K1/7MkLffpgzeYZu8THUzzagp4+nfo2BnyDH79nvOpc+X/KjyPv33K+Jnbem+IPXu4lduQC/BnM3I9+ozNzNfONvqw3bGkPHUljjT7G9HV+fzD98A9s5p3NNnva4Rtb+nnOJ3jRBQ9DPIz3Y/OHf0hLO8Qgb8aKyPzWH3Uiq13ixY/ULT88rpGd39DUAz2/xUo6+tlbDeQyP/Igm/vwmTd40KdOsHCt/PRHvHJfXmdoOTLfyKc/+Jc5TNlZR8hpH/3wTn+1m3pmXNhLH+AVk+kfmKf/6meWZn6Shl/qzP30i338UD5pyGes8KZO5Fb609Zn60010YCcPzqfoMy9WdzQAeVUUQCoh3TyZSK0s5pP8ZmcqRcdaXcVDzwrvfKu4oRm4SCv/bnmm6H+9OUH0gcmFpt80s7N2NfHFR8+qXdFP9LeLY/8keLPWMg5Z/nUOUzePPNZz6u6mrVLrTomLb/nWVE3PNNHzm/6NNfIzKE+9vMc+p060l7eFcTCt8NzyF7GKf3d5lvO18RudY/yHsycZl6yjsT8XL7lcU5d01Z+z7pB3hpQl/OKN32S75R8+rSKL/1SF/MKv9S18iH3co2+tI1Nfqz1tLXyRwzSvr6mXvmkpV73csaW59X9lFnZg8/YsI3NHNDQ4eAbHnhPDX1wTr5VXlcYKaNvGYe0U/FId56y6pSe9lf+TX7lmNFtnIkJGLmfc+rKXKMraXynnGtiZuCne8wzbx9Mn/xjU020gU2fJyjQ3ZuJhTaLYgJFsh3n9Mgz51WBwOM+Sc3EuMbuyl/144u8OUNfycHPviMPJeuJp/7hR+p3bfHKp95zs/iteGZxr3iOtHfLI3+k+I2FmvAy8ixkncq3mpG1Dle1lTW1quOUSV7W6ZN3QO6v/Llkb561z75TZ95VrDl7jFP7Kftu61vOV2IKXqt7dOZr8mUdiXnW2UqePe9VZr4Z6DLHfLPGR9cp43p1dqbNVVzoTL5zPnkePhz54beD+DrHyk7Wqj7nnFjlGt2pT1zgYR/7+jB9Vz+24fE7Z2NKDKbNGV9+oxt9UwZ76k5+Y4OOzRzG5B488rs356SjL20mTbn0i3ViIX/irVzmzz1nbKYecwRdncmLXQZ82Mox+ZOWa/jUM3MnX+rKNfT5rYzzyjdpE2f3z82Hb6Ipgiy+LDSAgeaeiTsHGLRTSTB5FGXanPrkm/tZoJO2Kn70ZKFSAMawKj79hke+aYdv+Va03ONwpf2kET8+vNO45ZE/Gj6ep4zr3CWdfKyTlzrkO0fW+OocZd1T43kOfRBTDp576zQfmVx7ntOnjGXGy7dnOs8gGKhryr/T9y3na2K3ukc/q9lZR+ZJ7Gd+Z01lTUPLGsn6RM+p+1RbztPm9Ek+6+gzn9IPZFeYsL/CL+P7rE7z7E0fldW2vusPdlaD/el/8k2sVjEkf671IWUy3uQ1thXdcy0/3/h8zm/1KeP9xbd+SWMWN3ydsn5nHMqu/IXGvjnhe8qqUz3a53vl3+RXbs553mbu5FXXPE95tqDNscImeU5hkTxzvfsmmoAAlOAdAAn4DOYEE94sXAvDpKjj3LwqEGymHb7R7chiQD55tY1f+o2cvs21OpGbNtSLHnxwsO+BQCZp8GRMuVY+55V80rGdGCftyOtbHvmj4TFrmPjYO1UP1r44ZO1Qs0nnjFu3py673Ec+7bKmtvOMwZPf+nHPjL68j+Z36k5/2fecelbZgye/U/6d1recr4ld3qliB4915R51xz5j1hF7WZfkFx7HrPesuXO1YO7VM+3k/koPdrLeU985n+Z9Lh4Zk7blTTuJFX4lDV3sOSbO7MOfviuTNc9eYo5cfqMX3xyJT66hr2qAfeJN3411JYM9fHJk3CkHHZ3pX/pDjKlHfcwZn3rMiZjJnzbRl9jBm7pYp018w6c5sJX7rFNv6lz5N2WxsxpTDzaMEx3pq/JTxn3mz2jqRm/6iGzaTp3n1odooi0gksTPBMd9ZgqKnxwAN8GEZ5U85OBPnazxIcf0adpMeZOKPH4kTZ3ow24OiiXtIqsu1vi/0oWOSVMOGnZSb9qUnnpdr/RKm/FPnUf4vuWRP0LcM4ZZw1m31p0y1J01woxsDuom6dal9Z28rr1E0T3rDl3qgB+eaVM9t87Tt/mdesFj2sd/9h2sE0P3322+5XxN7Mj9CstZh3w7VnVkjcGDDWvUvEF3jxrMHLvvnDV6qt71xflUTaXd9BG5pE2fMn7wgZ4YaBf8sM3Pyn/4kJc2fVAu99EJv9jpa+LCXvo4+dWh3ZSdWJ2qgek7uhxTZtrDRg7spy9gggwxJC97iUXqWO3nnlhqB12OpLHOmp++g3v6pA7mzCUxpZ70BV7oWTMpy/7k187Ma+rAr6wLZU7pgp60zAM4pW54E6cVXXvn5s000eecfDRtlajV3qP9qP59I3DLI7/viOt9EXgeAkc4XzQWsyng0c8G6HmI1lIRKAL3ItAmevzJRUDzT1zudS4C5xA4wiN/Lr7SisArETjC+Vo1zPwGrKMIFIF9IvD2TTS/3ue3zjn4nwDmbwuS3nURWCFwhEd+FVf3isAWEDjC+Zr/UzoNdH8LvYXqqg9F4DYE3r6Jvg22ShWBP0XgCI/8n0bVnSKwDQR6vraRh3pRBIrAjwi0if4Ri66KwF0I9JG/C74KF4GzCPR8nYWnxCJQBF6AQJvoF4Bek8dEoI/8MfPaqLaBQM/XNvJQL4pAEfgRgTbRP2LRVRG4C4E+8nfBV+EicBaBnq+z8JRYBIrACxBoE/0C0GvymAj0kT9mXhvVNhDo+dpGHupFESgCPyLQJvpHLLoqAnch0Ef+LvgqXATOItDzdRaeEotAEXgBAm2iXwB6TR4TgT7yx8xro9oGAj1f28hDvSgCReBHBNpE/4hFV0XgLgT6yN8FX4WLwFkEer7OwlNiESgCL0CgTfQLQK/JYyLQR/6YeW1U20Cg52sbeagXRaAI/IhAm+gfseiqCNyFQB/5u+CrcBE4i0DP11l4SiwCReAFCLSJfgHoNXlMBPrIHzOvjWobCPR8bSMP9aIIFIEfEXhqE62xzt99KwbFoDXQGmgNtAZaA62B1sD+a+DHtvq61XeXsFsgl/CWpwjsFQHqvKMIFIHHINDz9Rhcq7UIFIHbEbi3v72oa7jXyO3hVbIIPA+BPvLPw7qW3g+Bnq/3y3kjLgJbR+De/rZN9NYzXP+ehkAf+adBXUNviEDP1xsmvSEXgY0j0CZ64wmqe/tBoI/8fnJVT/eHQM/X/nJWj4vA0RFoE330DDe+pyHQR/5pUNfQGyLQ8/WGSW/IRWDjCLSJ3niC6t5+EOgjv59c1dP9IdDztb+c1eMicHQE2kQfPcON72kI9JF/GtQ19IYI9Hy9YdIbchHYOAJtojeeoLq3HwT6yO8nV/V0fwj0fO0vZ/W4CBwdgTbRR89w43saAn3knwZ1Db0hAj1fb5j0hlwENo5Am+iNJ6ju7QeBPvL7yVU93R8CPV/7y1k9LgJHR6BN9NEz3PiehkAf+adBXUNviEDP1xsmvSEXgY0j0CZ64wmqe/tBoI/8fnJVT/eHQM/X/nJWj4vA0RFoE/1Dhn/1q7/49rvf/f7o+T4b389//udn6SWeR6CP/Hl8tkL9wx/+8O1nP/uzb7/+9V9d7BL3AzLvfkdcDNgDGI9+vu65f6npX/zilw9A/XqV7/yW/uY3v73qXjmHLnfNNXdU6rq1lm6VS9vvtt5ME+0jxWWwGhQnjxjzI8YjD76PNv77s5ULL7F89AESB7Ceg8tCbJj32Kwc/ZGfOXvmt/Uxa9R7g3vBO2LyTD+tw1MPFLVHDWadamePdTnj3+v3Vs8Xd3neXVk31hrzZ+Nc3SJ/7s34jP6Z7a+kE/+7nJOZM+6gU/fKtRhnvr3/ss7O2Um/rnlPU+5af+/hp17y3Nyj69mym2qiAfFUYVBQ/Oy1ic4DQZI9FM9O+Dl7jzxA5Bb9q8NCThMfH55zvm6RttVHfotYXeuT54UHIe8A6mrufabb+jp111Cj6MxLXTvv0hx8huEr6Fs9X9xd1JTj1nfq3P37WZP8GV3fnjFzVt7lnMycfVUTPd9J7qq89z7L4/TrM37pt8opf+s8471VzyvkNtVEAySP1xwCzOHMQsqHFTn4HF5k7PMziwM90uCdBx9+6T62zK61M31yP+dTF9zUlz5hO4fY6FPSVr5C1zdlxIB43cvLH3r6AF8O/FVOXdCND3vQJ0apw1zmHjanTOpP3i2vt/rIbxmzS32z9qgLasxhzVFDnhH2GMpYs87ff//rP9axe8zwr2S8H+D5/vt/OgPwOTwz2nW/89cisNXzRX3kPTrvs7zLrNGsO+sGvqR7/1pfyqQ+EfYO9nvKuM+MfNa59uVJ2sqWfNjUJ2YxQB9xOFIffKdo+MxAz7SLTunoy/i0m3amvL44p9/irO087/Chd47Mk7rgwS/40eF+xgsPvklb6YYHmaSxNv7pC99pD76MP9fiqH3mHPAmtokNPqRPyKU8vMpqc4XTuXpDX9pEj76qM/3dwnpzTfQqUYDKQbEAAI5kJdjQAdsDBS0TjKwFIK8JMNEWO7yu4VEPcjOR81udOSOXvkpLfdhLnvxe+WshIpO+5jc8iYnfYMdgVg/f8OY3azGbvPmtf/Ia32rG17QhD7b1ixgu0aXsVuatPvJbweceP6gHaoT6yTqllqydpLn2fCaf9Zp6WPMDTdmsU+WhoVO9xJS0e2Ks7HkEtnq+uK+oG0fewexlrVhj7OcdKl/yosc7Ef18nxpJzzX8nJ28T/EhdWGTumZMn+Z32s9Y0ibnIfWlLfiUSxn0ysd+4gANnWLhXQCfY/o5v+Vjznj5Rjc/DP3zmz39/WAY/5h+Yhd+ffW+UIwYxYa9+S3fnIlZnSta+ss6/co1tIwHvSkLLb9ZWzvMrvUBfgexpC3209a5nIBJ2kUWfRkzttnb2thcEz0PEN8CB8iCyl4eIoAF5FP0TFLymRB0Z3G7z5y2cp06k3+uM4ZJs+hW9rVFTLN40bPSmz5NnehhzzHl9WVF1xdpzPJPPckz1+nfpOEbh84cTvrWv7f6yG8dt0v8o/69kF1bS9YM36ypI2qItecmv6lXaNS0w9pDR+pZ0bWPHga6PAvyd/56BLZ6vqgjasAf6ieHtTHvyfktn7LUrPU7eeVxPkfHn7z3px1seOeeu+e1xTx1Jg1bYrDSl/bADN9z8D199EzDl/LKrexMHfCe8lveFY4Zj/aclfM7c+aePCvdp/xR1pmYrS9naer3mzn3cj1jmT4lL3qSjg/85MAXx8xBysIzv5Vjnjic4p3+pY5XrTfXRANEHphMeu6vwMwCngnNJK0OYdohgRaqM3uMtJEy5xJ4qiByH3+1lTM8K3+xR0zJ6xq/GNM/fJcGHd2JY66l4xcDmvpznnwfzGf+kXmQDT/QiX8MfJy+sD/jlV89r563+si/GpevsM8ZoEaoFQb1wQ+1Yu1YH9Y9+9ZR8llv1jb6pKMj9eh70pX3XGKHdcdjEdjq+cq3hjsp6wpErEHWWcPzPk4+eKFbV9Tc1JtoT7r1ij1++HZMO9YxdGjK5Kysc/rmnjO2OEOMaYu9KatNYmAwTzl0IsdIfz82vsBv7U0c0Z/xaM9ZOb9nbOzL472SuM7cqGfOq5jlUb/fzLmX6xnLjDd50ZN0fOAnB/478hy4Bx0dDLDB/mqATdLmtzIrG9JeNW+yiQZAwcqLA5A9SNITuCy0Sc+kJJ/yWVwUkomHPnVZaM7qODVnISZPHjjsp81TfLkPfxZe0lhnTHzPIkY+Y8g1/Ol35mHaSb5Jm9+ZB2kTX/ZXOZJ/q/NWH/mt4nWNX9RDXsjUEd/+UNvuWffSnD0r1Ct7WdPQ2ENH6tHHpLOHLOeFGTl0djwWga2er3l/8U0NOfJetRaZcx/e+Z3vw2d3bNLnPY8v1v7KTt61+H7JmDpTBlvGP7GBL+2lHJg4JhboJC7GSv5ev7WXOOpLxuOes3J+Z87ckwfdmQfpl8yrmJVTv9/MuZfrGcuMN3nRk/RVbJmzVa7P1Xv6O+sp7Sbf9C9pr1pvsokGDBLCjweHvXmQ8uAA+rmEZpJYZzKwgawHP/Wwxzf6HfjBD4V9yVgVhDaV5zvjYV8fZ2wZCzz6jUwetnlgsMGeA73aYI84k574ozdpGVOu1X1qTt/lSTu5l3G5v+V5q4/8ljG71Dfqb55D6oY9fqht6sUalp/9OTxPed6obWTRoZ5TdPShV9vJN231++sQ2Or5Iv/UlIP6ybvSO3buy+8sn9/UGHXMQP+kyyfdOkRGOWjsr/xRHl7PCevkPXe3U//GnXzIEysDffrFN3zIMTI+volPfazVwYxM+uj6Q9EPdq7xW93IIydeGYe6Mx73nI3F7xkT+5m3jAtaYq+O1XyOL/1HFrynTXXOWGa8xAOPA11iDWapF76MH17zhzz8qUudqxnerBN4sKVtvsHgUn0rG4/a22wTPRMGAACYoJpEEslPJvCzhJIQ5dDDDzYZ2JBGIqGlbvimPeRmEXwoi4tDncwr3vRp6k+foOVIvfjqyJjYQ0fSiSkPBT6lD8mLPN9pSzvoWcUjfSWLntSPH6kbP/Y2tvrI7w3Hlb/WZZ5D1tYMte25tK5mTVlzymXNWtveASkLbdLxMW3rs3zpp7TO9yGw1fNFHc18517esdaHtZO0XIMUNZ33IDqRy7oVUeznftYvOrDrmHagY8sxfXR/zp43YxED5D1HyEx98kFLP9OH1E1c6WOu06dpJ2m5xr4+MyPnmDiyP+ORVxo6xHTmDB5pyp2yLX01E3PKTb8TR7BLm7mescx4xVpbiQ1+8S2NWFM3spnbyY9c8s84oc24tMWc9T1lX/m9mSb6lSBca3sWnvLnCkSezsdFYKuP/HERPx2Zl30+zFzCXMb5wJ/W8DnFSz85tTEfk+Tp+jYE9n6+qMXZlNAc8dNRBI6GwLvUe5voGyp39SdhCiYf7BvUVmTnCOz9kd85/D9x32Y2G2ab3q9ocP1NWTZF6J2/SfmJU/24C4G9n69Vw0z99N24qywqvFEE3qXe20TfUIA8xvMh3ur/1HBDeBW5EYG9P/I3hr1ZsfyfAl1nU32P46vfdLs374Z77FT2RwSOcL78w5312N9C/5jfro6HwDvUe5vo49VtI3oRAkd45F8EXc0WgU8R6Pn6FKIyFIEi8GQE2kQ/GfCaOy4CfeSPm9tG9noEer5en4N6UASKwE8RaBP9Uzz6VQRuRqCP/M3QVbAIfIpAz9enEJWhCBSBJyPQJvrJgNfccRHoI3/c3Day1yPQ8/X6HNSDIlAEfopAm+if4tGvInAzAn3kb4augkXgUwR6vj6FqAxFoAg8GYE20U8GvOaOi0Af+ePmtpG9HoGer9fnoB4UgSLwUwTaRP8Uj34VgZsR6CN/M3QVLAKfItDz9SlEZSgCReDJCLSJXgDOf0s2/xKFBcvht4j/q/6buocH64cA9/jIb7XW+e+LvuK/t7xVPN7lDJ2Lc4/n61w8W6Rt7d7nv6N96TvEX1rT/+72Fqvq2D5tponmoPgfoGe+9AF9xF+1/eiHdP4HyK+J91nl+OjLNDGYf2CZtXDpJfosbE7ZueWRN9Zzlz/1AV6PGI+u9VM++7cH5pl3zdk/ahNNbMbJnLVvLSQ970EwO3ffoQvZlDmF/2f75/xUFlurv23Psy3fnKl1ZK8917ecr2n7SN/guML/XI18Fn/e++h/1L3zmR/S0x/3Ts3ZRLO+B4dTNl51X57y5579U/Vzj853lN1ME50FzwV+6eFNua9K4KMPymwQfLBWF+JXxXStnmsur2t1z8OLrYw9c0ou8vtaW8/kv+WRt9ZOxQgu1Mul5+HaeLV/rdxX8hP7bPzmGflKe+d0PRqP2eQSp7U/bXsv6C84nTuX0FdYKn/pjB/TzymLz/iyqkv25plOeXyEBzvXjFvO1zX698Y771H9B99bx7n6ulXnPXKr+jqlj5oEk0eOeUYfaevRuk/Vz6PtHk3/Jproz5pmks2lzo8XhBe9+8wMeOdBkgadQ8lhS13spx4fiA+FP+iUrn18di0fPl1y6OGZTcNKnzaZ8SkHtqUnbYUVcmLMJZlyiSM0h5epvMzpM+ukocdxCmPpc8b/mbPkmTgnbUvrWx55cANrfjKPxkXss64m9pk3scz6yNygN/MGf8qfqh9kcuDDV+UFPVlb2KGG8Ftf09bEI/lZEwNxKYvuxGyeUfmYL8FjFfvKp8TLdcaRvrJGR+aCvbwrkD1lx5hXWGr70vlULaa8fpmnScPPGSs81udKLnWs1recr5Weo+yZ8xnPxH3Wt/zkwHOiDLkndwxzxZqahx+6+rCfw31ndcKDrPtZ49qAV7r20e867bjOM42suqAjl3bQjz743J/y05b+MENT3n1iWo3ESFv6pCxz4sfaXMiDfw78T/q0nTTkc+C7OqVlPthLX5I37Yipstjs+PZtE000iaBIMmEmx8T5TVFm8pDLQTFkQUCzcFhjY8qwN3Va/OfsIwfd4UHw+9SMXB4Q+VIfPiZPfq/8RQcx6Pf89sKQ7ndikTbgS9yIM3mThq38xr/kNb5T8zncoOnzKfmt7N/yyFtf5GNiRj6JHx4wdYB11gY0+BjIQLeeZ95WtSO++qId9tWTa+1oU/5b56w7deBn1hT2tTfxQAZ+9hnwrTASM+jy3opH2tOmWH04ceIfxIEsA/7M+cSf76S7nrbRJY3ZOE+48Om2uk4xoj9jIKYc0OCZNQOPulcxpI7V+pbztdJzlD3qeFVzYkyc5oI1OZm0/IaHnHk20O2ZQ5YzlbnOM4YdfZl2Zh3kNzLoUXbW/Llc4bu+woce/WV/+prf8qd+5B1TtzhNvfI7Yz/tsEZG/ORjRqdxI4d942EfTB3w6gN7iTcyyZvf0y40/cOm9tOOPrAHr/zsZ66Uefd5M000ibCQsphngkg6fI4sLHUknb3UR7FRWA7WWYDsZ6HJ55z2cw19+qLMnKcP0j1wK/tp65SdlV55V3FCSyy0jz+51j/1py/S8kDKJ+3cjH19lM/DSt4mTZ4tzrc88plrcOPbIY7ssWassM/cruhimHzaSPvuOaeuyadv8jKzR85WP/qQ/K6hZR2qK/fSfuKhDmyzz8halE49z3vhHjwSG2yci08fnPETjMzp3E/8pDFrA9vE40hfVljCmzrnWj3O6Jg8YgsPOOa3filvbcCTMfKt35kv5T6bbzlfn+ncM508zDz5fSquzJV5Sl7yY26zrlZnJXlTL/ryO9fQUlfa0I/J737OWUvup65JnzqTV3nvjfRPmvPU677zClNo6paPOXWt6OlzrpFN/zMP6teP5JPmPG2mP/Iwa/sUPXnfcb2pJtoEkCwuAwcF4eXATPIdJthvaElnf+rikDhWB2YWyyX2p4z6V7MFPmnuU/gZr2viWvmrHrCQN2foKzn4EwsOI7YZ5w4mfqR+18oah36dm2f+Ji/+oT/9nDxb+b7lkc+6YQ12jFP7YC/OGbc4Qpv1L21VA2kHfdg3n8yp65ye9OXaNXpnfmcNpZ+Jk7bgZ59xCiP2M6avwiN9059TM37yw0AOf/T7Mz3ij2xidmr/lA+f7eNTDnDKPdbzJ2syc5d5ObWfts6tbzlf5/TtnXaqzrMerLHMl3FnPtzLez/vktVZSV50WQPw6oO1k/ZZw89IG/qgrN+reXVWUtekT53eBdMvdEzZtH+OBt+0o2xi5V5iuspl6so18hkrWM44+Eb/Sq/2Jy11ysOs7c9iT5l3Wm+yiSYBHnASzY9jJtoEn6KzT0E51Ot3FrJ7WSyf2fdwOKvj3Dx9kNdYsJ8xS3eWz29n9J4aqzjRw76DGMCXsYpHv+GRT9mc5cu91dqDvqLlHlics5e8r1zf8shnreG7OUkM4TG34DBrI3O7olsvySdOaf+zWjcPzuq4dzbm1JPxs59+ruKAHx7GZ/5Z5ys9aeczPDwjzun/ar3KTfqQtlfy5tEYjZPZscJS2qVz2lHGvc9igD9zB7/4MDsyX+59Nt9yvj7TuWe6+Z8xmCv28+3jO2mZJ3WYK74z11mnK150Ycsf+B3QTo20IU/66N6cV2cldU361AkvP6uxilW+qdd95xWm0Fa5Sl0revqca/RlrOQs8daXyZf7rKfN9Cd5tX2KnrzvuN5EE50FQRIoCA8/BZLFTkJJvkM+v0m0SWcP+eRZFTn8yDngR075c/YtrLSpnlPzygdsph2+82Dgjz4in7zaBhf9xnZeBrnWL+SmDfVO3NjHrnoTU/YyplxrK2dsTnnp4uk388xP0ra0vuWRn/GKs1gTHzx+i13mDZp5Y87zIX7iNLEkD9YMs3qUS13YxJb1ps5751mH6MNOxjhxyvOBz3zDw8DnjIO99Bm6cd2Dhz6l7g8HTvwDn8yjLOyJv/qkzXnaIeaJEzyJ29RxyTf+iA/86fe0p77czzV0fGLP/LA3v9Vzbr7lfJ3Tt3faqs6JyTqhDlyzTx6pGcfME/vk3jzBbx149pWdvGkneVhjB12O1Jtr6ed0ycOcdwD+8a2/8yxNnfK+WBj3AAAgAElEQVSnvsQDfnGAR3n24Ds1sO95hkc8kUvs1amNVS61KW/aTNxYT5+UnXFiT/+wKV7qxkd9Yg9eeVJW/s4b+j8WUgQk0J9MjnvMM/EkmX2LxsQrQ4ElLQ+KNiw0ZWaxuM887aMD/RaaOvnOYnSfecaKXnzIMX2a+tMnYnSIh3T30bc6aGkXWXWxxn/1MOeYNOXgWWGcsqv4U/+MIXWnnq2tb3nkZ60RE/WUtcM6czexz9oAq/xWn1jNupr2M9/ombrwg/x85SDerEN0zxqafhKnvuKP9YosPs+aYU/+xPJePK49++kH/iDvmDG675y87KFr5mKFpfLXzGAkXtoFq8Qu9WXdzdxBm3J8E+8145bzdY3+vfGu6pwYzBfrrDcwzzywnucuz1HmdJX7yWu9OKdufHI/fUgb4p/+u7eaqR91IpO65lla6Ux59CDvwHd1M2etGss8e8oSn7LJg373mdPeKpfpc66xk7HynXlGd2I/7epnxqgvuYee9H9iqp53n7mX7rmbvrsEwHuNXGLjlTyfXUav9K22n4fAPQfpeV7eZykfzvs0HUO6Z/95eXyH8/U8NL/OEo3XbPJouLJZ/jpr1VQEtoXAvf3t2zfRXCCry2K1t63U15uvRuAdHvn5WH41hnvS17P/3Gy9w/l6LqJfY23VMPObzfwt5tdYqpYisD0E2kTfmRP+ZxR+cvCd//NP0ro+LgJHf+T7MP60dnv2f4rHo7+Ofr4ejd8j9XMW8l9V6C+RHol2dW8JgTbRW8pGfdk1An3kd52+Or9xBHq+Np6gulcE3hCBNtFvmPSG/BgE+sg/BtdqLQIg0PPVOigCRWBrCLSJ3lpG6s9uEegjv9vU1fEdINDztYMk1cUi8GYItIl+s4Q33Mch0Ef+cdhWcxHo+WoNFIEisDUE2kRvLSP1Z7cI9JHfberq+A4Q6PnaQZLqYhF4MwTaRL9Zwhvu4xDoI/84bKu5CPR8tQaKQBHYGgJtoreWkfqzWwT6yP9p6vq3XP0pJt25DYGer9twq1QRKAKPQ6BN9OOwreY3Q+Aojzx/SUL+N1/nXyObafWviWVejWc00djAx/nfa9cf/pu10OfgL47JOFPevyrXvw53yhr3vX+hxAprfJr/nXl8W/1FN8/yc8b/iu+jnK9XYFebRaAIPAaBNtGPwbVa3xCBozzyNHazibs1nY9uommQ+aGZzCYYf22umVcN6NxTD7LoAwf2VgNb0O5toqfuU38LIr6u8vIqP6ffz/g+yvl6Bla1UQSKwHMQaBP9HJxr5Q0QOMojv2rWTB/NHA0kvy21gZzNaP521yZPeWXhUY7G0bV8NL6nGlh5cl410Umf+qHNvdThGh/wZQ5kZ2yT55Zv8EFvDuybk4nJq/xM/561Psr5ehZetVMEisDjEWgT/XiMa+FNEDjKI2/DtkpbNs/SsxmlycsmEJrNts2gcuzLO5vVVTOp3Gq2mVzR2Esf5Zl7fNswq4/v2bjqGzzGps57Z/CdI/OBj/mvzrzKz+njM76Pcr6egVVtFIEi8BwE2kQ/B+daeQMEjvLI07Tlb5OzsZuNJ2l1b/WvIszGOcvABpC9XKfO5D+3nvKTVx9zn72MEx2O1AdfNq7qgmc20cSbOuc6bWjLOW26x5xN/OTJ72v8TP17WR/lfO0F7/pZBIrA5wi0if4co3IUgYsQOMojn7/5nIHbQOa+e5c00TSE2VjyW12Hes413vLOOZvJSeNb3Ulb7UlPfaxtlk/tK3fPjD/ZrKMLfBIv1un3KX9O7d/j36tlj3K+Xo1j7ReBIvB1CLSJ/josq+nNETjKI/+oJpqGMJvmbPQoHe06X1NOU9eUzcZT2mpP2tRH88pIGXhsrpW7dT6lK+2pO/F5tp/68Ir5KOfrFdjVZhEoAo9BoE30Y3Ct1jdE4CiPfDZpM42rpi73WPObZAfNp40mM02fA95sqv0NdOqT97N5NpOTf6Vztafc1Ief/BbdWOCDJ7+VvWVGd+KGDvGY+nL/2X5OX575fZTz9UzMaqsIFIHHItAm+rH4VvsbIXCUR57GcDZ0pnHVeOYe/zpC/usH2fChI2nzN9PQ0ZWNNXt8n/Jn/ush6FcembTn+lws0mZzyj7y+a9bfFUTjZ/EMccleXimn9O/Z38f5Xw9G7faKwJF4HEItIl+HLbV/GYI9JG/P+E0k9moovFcM3m/xWrYCwI9X3vJVP0sAu+DQJvo98l1I30wAn3k7wOY5nn1G9nV3n2WKr1HBHq+9pi1+lwEjo1Am+hj57fRPRGBPvL3gb361zvO/asc91mr9N4Q6PnaW8bqbxE4PgJtoo+f40b4JAT6yD8J6Jp5SwR6vt4y7Q26CGwagTbRm05PndsTAn3k95St+ro3BHq+9pax+lsEjo9Am+jj57gRPgmBPvJPArpm3hKBnq+3THuDLgKbRqBN9KbTU+f2hEAf+T1lq77uDYGer71lrP4WgeMj0Cb6+DluhE9CoI/8k4CumbdEoOfrLdPeoIvAphFoE73p9NS5PSHQR35P2aqve0Og52tvGau/ReD4CLSJPn6OG+GTEOgj/ySga+YtEej5esu0N+gisGkE2kRvOj11bk8I9JHfU7bq694Q6PnaW8bqbxE4PgJtoo+f40b4JAT6yD8J6Jp5SwR6vt4y7Q26CGwagTbRm05PndsTAn3k95St+ro3BHq+9pax+lsEjo/AU5tojXX+7lsxKAatgdZAa6A10BpoDbQG9l8Dt/5x4btLBC2QS3jLUwT2igB13lEEisBjEOj5egyu1VoEisDtCNzb317UNdxr5PbwKlkEnodAH/nnYV1L74dAz9f75bwRF4GtI3Bvf9smeusZrn9PQ6CP/NOgrqE3RKDn6w2T3pCLwMYRaBO98QTVvf0g0Ed+P7mqp/tDoOdrfzmrx0Xg6Ai0iT56hhvf0xDoI/80qGvoDRHo+XrDpDfkIrBxBNpEbzxBdW8/CPSR30+u6un+EOj52l/O6nERODoCbaKPnuHG9zQE+sg/DeoaekMEer7eMOkNuQhsHIE20RtPUN3bDwJ95PeTq3q6PwR6vvaXs3pcBI6OQJvoo2e48T0NgT7yT4O6ht4QgZ6vN0x6Qy4CG0egTfTGE1T39oNAH/n95Kqe7g+Bnq/95aweF4GjI9Am+ugZbnxPQ6CP/NOgrqE3RKDn6w2T3pCLwMYRaBO98QTVvf0g0Ed+P7mqp/tDoOdrfzmrx0Xg6Ai0if4hw7/61V98+93vfn/0fJ+N7+c///Oz9BLPI9BH/jw+W6H+4Q9/+Pazn/3Zt1//+q8udon7AZl3vyMuBuwBjI8+X7/5zW8/ckyeqZHPxi9+8cuL+D7Tcy8dX/HlXcc7vlvcQ9xJWxif+cJ5uva+3UJcl/qwmSbaR+rU5eUFx/yI8cgm2kfbYmLe4qX36MtIHFaHn4Ym8dljs/LoR/4Rdb8XndbHrFHvDe4F74jJM2O0Dk810dQetZh1qp091uWMf6/fl54v8nrLO0Hd5PtDzs/lu0308ytpldvPzvulXn6Wb/TkG3VLjV3qy+SbMVKXeT9N/md+n/OFfJ26Z7/Kx4nNV+m9VM+mmmiK4hTgXFj8PKpwLzlAl4I6+biYZ9NMnBzILY1HFiP4on914Mhp4mOTsyVsLvHl0kf+El3l+SkCnhfOTN4B1NXc+6nkn35ZX6fuGmoUneh2aAdax2sQuPR8kdeskUu9nfcxOT+Xb+6sbLovtfPVfKv35attbEXfKrdf9W5dm2/sPiv/M8bVO/qqHJ3zBUxvOYvXxDKxuUb2K3g31USTjHmREaRJmgnJhxU5+Bw23OzzM4EmsdLgnQcIfuk+tsyutTN9cj/nU5fc1Jc+YTuH2OhT0la+Qtc3ZcSAeN3LSwB6+gBfDvxVTl3QjQ970CdGqcNc5h42p0zqT94try995Lccw1Z9s/aoC2rMYc1RQ54R9hjKWLPO33//6z/WsXvM8K9kvB/g+f77fzoD8Dk8M9p1v/PXInDp+SI35GQ1rBdy6f3G/ZV1QI1ZZ+6v9CE/70/5sz70RxpzyuFn0la2jCX9t968f+WZ+oxTurbyjoUn30/WKQcvcSCr3WnnnN/KajttYQdZaemXPjPDJw+zGMPv2Wc//UYubZ/SDR9xpV9pe7X+jD99ndicoqWvyMzaRI49/MQ+P+oSD32deLmP/MQBPfrIjC541D1xcZ8ZfuTnmPbRgV74lccXRsYNLe2hJ2X0/RQ26Evb07eMSz/0PfFExyVjc000YPKTg2AAbCY6gxRQkyKI6kFWvfJKI2GZOHgzidAYyJlAZee3+zkjl75KS33YS578XvmLjwxk0tf8hgffkWf4TUEyZvHDq175xWzy5rf+yfuh/MQ/8DVtyIZt/SKGS3Qpu5X50kd+K/7uyQ/qgRqhfrJOs6aT5trzmXzWa+phzQ80ZbNOlYeGTvWCYdL2hOnefL30fFEr3iUZI/t5r8xv8p+DvJLvU4N7Ku/W5E1d2OFbOr4h66CW1MPe/JYPPbMm0Yns1KctZJFRLmPCD3FCPmVYp078V4f+TD/nt3wzXvxFnzFjJ/HCTuZJPczs67P72OXHgT55mNPv+a0Mc2KT+6fW2DGGyTOxyO+UQ17fWUNz5FoeaeQHzIyTfXjM4cQQPnWkTfXBry7m1I1OZeHHL3m1mxirkzn18u1ZSNzQlbFCu6Y+0jdtTP+0N3HJusO3rLv5nXHlenNN9Eww3wKcCWFPYAyIoAVv0ikEE518ykKzAN1zTl25Tp3yruaMYdItgJV9bRFTJlcdK73p09SJHjFAx5TXl5V+fZHGLP/Ukzxznf5NGr7l4Z30rX9f+shvPY4t+kf9e7G6tpasGb5ZU0fUOmvPTX5Tr9CoaYe1h47Us6JrHz0MdHkW5O/89Qhcer7ID/meY5Wj3COPOagJauHUWN2J8iZt5Y920Y+dHPhu3eZ+6sz9vH9X+uDVHnqnPejozlhZs+dQ3u+VnWv8TkxmXCvd2k0596Zv6cfUjczkV89n+ZaPGRsrHKGt/E+fUg/r9Ica9F5JvuS5xMbkR0Ys0D/pxIKPjJWv8metfTCfiFda6mVvlT/9UmbyTfrEV99SPteZ16krv1d6Vnupm/XmmmicSuATgNxfBZfJT3DQmcCvEpl2KBSKOX8s7LSRMhPY/F4VHvTcx9+05xqelb/GJF/O+MWY/uG7NO0njrmWjl8MaGnD9eT7YD7zj8yDbMSIPvxj4OP0hX1ktZv86nn1fOkj/2o/92ifM0DOqRUG9cEPtWItWB/WPfvWUfJZb9Y2+qSjI/WIVdKV91xih3XHYxG49HyZl+kNeZo/1ge80HJYR7mX63xjrInUb62u/NEud17KuF7VkzLpA2vsWMv5PiVfymqT+BzIU/cO1upkL+X5Vof+Ol/qd/qZOKIb2+mbPjGfw1K+1I3f+pazvDlnvlMucYA/8U55159h4/1yyh9tWz/onfivMDLuU/4ZH/SpDxryDPUYT9pf6V75omzqZe+S/MGXPnxWHzMW5BNb1vjIwJ+sUWiOKcP3Srf8zptsoglY4LKAMyHSDYQ5EzTpmejkUx7dAg1wWcBTl8A6q+PUvCo8eLNQsJ82U1fy5T78yJ0aGRM86El+5DOGXMOffmcepr3km7T5nXmQNvFlf5Uj+bc6X/rIb9X/LftFPXCpUWsM6igvPWrbPes+6aytfXTwnTUNjT10pB4xSTp7yHJemJHTL/k7fz0Cl56vU3dH5nvlHXnMYR3lXq7RZ96pBdfwJG3lj3cttQb9kpE6kx+7xoY+6zx5tJd72NX2jBU96kRmyt/rd2Iy4zoVA36knLFM3/K9zBjkPzVPDFZ8+DbtTb7PsJl1dkpf8k2eFUYZ9+THx8R50okdeUbqMTb5s9akrXyRlnrZW+Uv/VIu+SZ92tM3ZeGHx5F5ZQ2u/iQfcreMTTbRBEJA/JhY9jIhgJxBk9wsOmh5qSXwrBN4bCAroKmHPb5TF37wgw+XjFXhaVN5vjMe9vVxxpaxwKPfyGTx4WPSsMGeA73aYI84k574ozdpGVOu1X1qTt/lSTu5l767v+X50kd+yzFs1Tfqb55D6oY9fqht6sUalp/9OTxPed6obWTRoZ5TdPShV9vJN231+/9v71yMJEmOI3qqwSgEKASMQoA6ANThIAQoxklztLe4h/ENZtV09bemx9NskFnx9fCMrMqdg+3ej4FLz1e+AzM7e4zOwT7nO439zIFu1T/asO/0EiN97R91KzzzvastschLjDmIk3i1wzd70D7WHzvrzrzUZrwZG7uMmX7GJc+luDMWPslX8kjsuS/mYwantSif2KhLm1nX5MoYzPKZslwTN+tI3VxvcUP+xEtMuUjcxMNOfnONzh7Dx5E5wSkH6Cd24tljM9bEgX9iTl905LWPxOKMPDGCKZ+xQ5a8Hu2PyU0+G8tasw4xOoM1OcNnqy59mE97iaaAWfDcEJ7ZQH9sOAr77GBCln7E4Uei2WR1YECXsbFDnzJzJrmu3UhjMmfTaJeYZvzEhC5HxgWrI2tCRozUgys59uAZL23x51ldYiDOqh5xrHzxz/jgyNjZzBnnzOtLP/JnruGs2DwbeebyXNHbnkv7avaUPadf9qy97TsgfdFNPTzZr+R2aJc41XW+jYFLz5e94v4wu6/sufJ894EMeQ77Kf1TTyz3Od/PxKUP1IEne4QYmdt+FNfeuy/xk4OBf/byjKcdthPnjwB//E/2PLVnzMSrz8yzh9tzYY34OpJHZOROzNoxZ045ndiQJ5aZO+PlGjv7JOWuxZ5zcqQdc+LEPvGwNgb+GSP3wPqIlz48gxMZvsZKe2wy1uQIf/2IQSz9J3/GYmbM2vb2C06Ni2/m+Ve0f/3v3KMj/bHixtqY0buvWbc26kCSfE7OEm+uT3OJTlBnX7PB2fjivZR07Tu/FwOXfuTfq+pzVuNLOV/gviDzpXkLej9SGcMc+RFIfdfXM9DzdT139SwDZeD//0GZ9/St97Zeoq/orNWfpvhY5wf7irB1+eIM9CN/ng30MpsXZi+997jg+hsNLusO4vLbjZSp63w7Az1ft3PYCGXguzKwujDzHl/9QvQIR71EH2HrD1s+xvNDfOtGXAGjLidjoB/5c22I/7ku57xU34J29ZtuZfPdcEue+n4w0PP1wUVXZaAMHGeAX3Tm9+DW30KDoJfo4/tQjzKwZKAf+SUtFZaBuzDQ83UXGhukDJSBOzLQS/QdyWyo781AP/Lfe/9b/WMZ6Pl6LL+NXgbKwHEGeok+zlk9ysCSgX7kl7RUWAbuwkDP111obJAyUAbuyEAv0Xcks6G+NwP9yH/v/W/1j2Wg5+ux/DZ6GSgDxxnoJfo4Z/UoA0sG+pFf0lJhGbgLAz1fd6GxQcpAGbgjA71E35HMhvreDPQj/733v9U/loGer8fy2+hloAwcZ6CX6OOc1aMMLBnoR35JS4Vl4C4M9HzdhcYGKQNl4I4M9BK9IJO/S/a7/4MJ1H+vv1N3QfFbivqRf8ttbVEnYeBs52vvO3GPv3/2JLR/Kxj8He9n+DcfwPDov2+evzOZfziu42cGjt59TnOJ5oWUfwn2pQ30iJfV3svxZ7qve+KAZK2sL633uozHvY420tEMycH8A8vsBZ6/wjjbR/7snHF2PQfzHCt3zn8NlH7ZOzP+hfrpcwsXeziJSy/PHkb+bJy31PgVfM92vva+E7Ofj/D7jAvUETxbtnku9s7jlv+1cr6Vvhec7/WNIDb8v3o8owf2LtG+Q+X31XxMPOB61OC9faSfTnOJzpfOkUZOv3uRuvdyvEeOeUB8Kdzro38PjEcb6UjO+c+mkytrzz1lL/L5SJ5n257tI//s+o/k4wzkntMT9IFj7jnPvtiw42frtyjEnvGNe3TmZZ04p7/vqokXu2finLje8fls52vvO7Hqh0v3ZH4fLvV7ph3nwvNIXs7BLTUfwe6Z08fvp8+3zDP2LbFu8X1GD/BeW71DJwd7fX5LjUd8J1ae4egRg/d29vZnOU5xiZ6bNkGz0f6JyINKkcqc8cN2NgZ6hx9XZMZCZwxmNggiHav8YE5/bMF0ycauDsgq3sQkHmZyqwevY4UVnRxTV/olj1mzjaQtMzEcrFOXTbfFsb5zngdk6ifPU3+W57N95M/CywrHPAP0T/bf3HP62j7P3pyxjYON9tPm0mf8E9PKT1zM/OR4Fs7M+c7ro+fL94rvSt9R7NPWu2vvvQa36bfXH+Qkn/azn/FVx+xIGWtizLMye9ueX8UgTw5imSN7e3Jl7vR1PfMrz9kczIkhOdEmcSibfhnbb1nKJr/EzFj57cI2n8Enhhmb54wDfgb2rsUBt8oyP3LH5Fn77El8557rz7y1h8QgfuLNOmctYsnYrMEkH1OXXKlLPmcOsFj/1Fk7cYghdu2Nz7zCOvc8eSFvDmPLzZaOGKu9Tfu5PsUlGlAQsiJvbigFQohjEkkj8ZMjCSXH9EE2Y9pEe/nxy0awiTP3ao1fNrc2GQ+MaZPPK7zEoAZxz2cbWL3PyUXmwC55o860TR258hl8aWt9W/Meb+jEvOV/FvnRj/xZcL8Chy81ctuLs98TF/2lnn6gH+kNfnJ4trDJM502l67Ns2dvn4PNtfb6Pxqn+d59Pnq+7LF8RyOjRxyz93IP8Utb1tlT2LLHq4EuffM9NuPOZ/zsdWLjm3k5CxnbPsOWvOmbz9hlnHxGTlz1YMJ3Nbbk2ib+eS7yHJMr+Uusq1qMT8ysf/KXXOODnryOmSdxzNjph7/PxEzs6OSFeGBwgBV7Bjpi+IyMtb5pk/v4w3nRC1kLOTM2uZInbDMvtonTHMzoZn1im/LEkDnINfObY6VLW+2cJ6c8Jw7WWQt6sDDmnmKnLTpqdYArOVS+N5/mEg1ICqOALGqCn2RKlHZJkLKMx0Zlc06C8YHI3CDjMGf+XKObWNIv1xODOnKSe5U/c23lWcXVdlUnuuTC/ODJtfiMn1jUwTtyhnbq9mbyi1E7G5l9mzptzjgf/cifsYZnY9o678qd6QmHvTl7J3scG/tRP56Nt5ozBz70Mf2Xtr580WOfz+Iyn89Hcerf+WcGjp6v1Xtq9W7Kd9fPGT/e6dlb2rD/7PFqrN5byuyL9EtcucYmc5vTWOhdq8u4yYF26jNu2qmf9p/J1c/ZOJkPm3z+DHvGxC/PJGvwO8znM3Nyjp4YDnzdx8S04iR7JfOsbI2fPiu7xKbP7AHlc07fzKOdGI/wqy+x4dYYyJMr7ZLPtEU/n/WZuj07bMmbe+5+GW/lv8VhcrHiLDk1/t58qku0QCkSwhyQkQRSuGOShy712M1YeYDy0BgzSUZ2Sf7pY6zVvLW5ymfDWDt1rfCaAy60zRn9yg/75ILmITdj1UjiA0fGd62vduLam+f+TVvwET9xTpuzPB/9yJ8F9ytw2EPmZo/z3O71RfbmVs+m3BxHZ/qYc50DXMrQ2/vO5HU8C6f53n0+er54H2VPwc+qr9KOtXvJrP3q/bn3ztcv90TZqm/I5Ttu9f7Ul3rMC1Z87LmJ3Trwwc7nnMnFSA7EbE6fnbfk6sGXOVg7WFsnOS/Brq8z/uJWRhz3eoUPHfkY6MXAc+LI2PjMOng2Tsace0aO9NWHWZyJ3XeKshlPOXPGZa1v4tFeLuwZ5cwrLKl3jZ1xWLtn6pNP1uJhzn3CN7Ebkzi5Nm7OEytx3MPcs/QBp1hYZ25rWHGWfhlva33KSzRgbSKKzKabZE7yp55YkOcwrs+rDciG+yy/hDsbd2+eGLS1FvJnzeqdtfPZORtWmfOqTuLYiNhRA/y5tgGNIW5stFOXs3YpW63zIKz0yuBiL592r56PfuRfjfdV+Ve9CJbs61xPnHnW6FH7Lfs/e3n6X/qcefRRdkkN2uL7SJxie/f56PninTHfo/ZKcuX7hT2dfefzar/ZU/Z4NfRLnTJ8iLc19jDa4+YWO7GQzXozh74pc73iSrzaOIN/732c31t8Mk5eZFL+GXZzM3+2FxlXvzyLk19qcR8zNvK9OrV1zlzpl3uEfO5RYjPGxJhyuHKkb+ZRLxf2i3LmFZbU53ovDjo4YLDOPTYGemMoy+dcq895YuXZPcNu5S+H0za5WHGWnCaGrfUpLtGTIAj3IFIQegdkZRNqpx6CklD800ZitWfGPhsTezfos/xuSObM2Kv1CgM5s06ebUxigEOM+KetueFF3Pjgj+1c/xD8UffMYVziJG/IM1bqiJc15dpcOef+ppy1fKZ87k/qzrQ++pE/E/ZnYlntPzL7GCy5ntjyLKCj3/ixd5Fhk88zxiXP2fPYJ+7VyxeblD8L5yW1vIPN0fPF/uW3wv2hVxy5p7x7Uodv9uF8D/EOZI9XA9uMhZ1YZl/hn3nw811vbLFlzJkD2yPfjeQn1+ZMTMqY5Swxen6dtSeu3wrst/jCfg+78cyfPCBLfllnHvJmLWlrXu3Bb2zrzNzokDt4xpc6HciSG+pSv+IZmTmJQZ9MLoxNHeYXn7nwM0/au86Y+tqT2jDPOMmfftonVnRZhzbMxEgdfrknuU4/1yve0ofYWUtyijx12LrfWRu58IMnOTX/3nyKSzQAKQzw/iRoZcyTEMhAnoQqQw4pqSMPm53DxjAPBEoydsqZZ370xM9NQsbz1kbMWon7GaYZPzFRoyNrx8axanBwZ158jcUa/JnHWMxTpx+6Fcfpu6o/sc4aMnbGOdv66Ef+bPifiWf2D/ufvZhnduKyN5UTa9pnL2t3zcy5yzMgxpnP2HnOnonT/O88Hz1fvDfmexN+5vvFPZ067HhXObDLXqDvsFkN/MivfcbBfquv0KVfYqPnsp6JD9+JMe3RE2OFacXVVo+v8hBTrFkbdWftk/vM8Rl28jKmHbnnPpDTOpnnSF3uI7ET73xPwVMO9yplEx986LfiGd/kBXswEGeOiQdbZIzMo1/ym77It7Dgi2Yhf38AABb3SURBVF6OMoZ51E2sPKtzFkvWyDp5njn0cV5hnbI9zKkDY/ZLYkbOj5yaf28+zSV6D+TZdauGP7oRZ6+x+D5n4OhH/vOItSgDZUAGer5k4mvOXHry8kIVXGD46fj6DHDxzIsxFa32/OtX+nMFvUT/zMfhp/knVwPMZlLe+X0Z6Ef+ffe2lb2egZ6v1+/BLQhWF2Yu1Vy0Or4+A6sL82rPv36lP1fQS/TPfBx+WjUJsiP/OeBw0jqckoF+5E+5LQX1Jgz0fH39jeSXS/5nfma+lR3vwwB/KMr9nf/l4X0q/aikl+gPLroqAzcx0I/8TfTVuQzsMtDztUtPlWWgDLyAgV6iX0B6U74nA/3Iv+e+tqpzMNDzdY59KIoyUAY+GOgl+oOLrsrATQz0I38TfXUuA7sM9Hzt0lNlGSgDL2Cgl+gXkN6U78lAP/Lvua+t6hwM9HydYx+KogyUgQ8Geon+4KKrMnATA/3I30RfncvALgM9X7v0VFkGysALGOgl+gWkN+V7MtCP/Hvua6s6BwM9X+fYh6IoA2Xgg4Feoj+46KoM3MRAP/I30VfnMrDLQM/XLj1VloEy8AIGeol+AelN+Z4M9CP/nvvaqs7BQM/XOfahKMpAGfhgoJfoDy66KgM3MdCP/E301bkM7DLQ87VLT5VloAy8gIFeol9AelO+JwP9yL/nvraqczDQ83WOfSiKMlAGPhh46iXaZJ1/+b0clIP2QHugPdAeaA+0B9oDX78HPq7Vx1a/XGJug1xiW5syUAbKQBkoA2WgDJSBMnB2Bm693/YSffYdLr4yUAbKQBkoA2WgDJSBuzPQS/TdKW3AMlAGykAZKANloAyUgXdnoJfod9/h1lcGykAZKANloAyUgTJwdwZ6ib47pQ1YBspAGSgDZaAMlIEy8O4M9BL97jvc+spAGSgDZaAMlIEyUAbuzkAv0XentAHLQBkoA2WgDJSBMlAG3p2BXqLffYdbXxkoA2WgDJSBMlAGysDdGegl+u6UNmAZKANloAyUgTJQBsrAuzPQS/S773DrKwNloAyUgTJQBspAGbg7A71E353SBiwDZaAMlIEyUAbKQBl4dwZ6iX73HW59ZaAMlIEyUAbKQBkoA3dnoJfoO1D622+//f6nP/3Hj59ff/3Hj4h/+ct//Xhmfub485//89/pyA22OZA9G9fE8F2ecz9uqfkMe/bPf/7v73/9639fXMa9ar844YbhGbhLaLwj/v73/0lR109i4Gy9QNlHzxU+W+/2ozSe5YxeivvI2YEjvsv91l3K7nPtOIvz3vRcBPfJ9u0u0blxbqDztS8ULhZentkWXop5cNFdG/uzbSYX+B2ZZ+tFe68PiVwyXzIS2yX2t9pwUcl9mPnvxYM4Vy/4mVPbo/O9sR7Nj/3exx6u8wxgf6/ar8GaPo/m7rM6p37VJ4n3lWuwss+3jK33zi0xj/jyPtyq4dG9kDjn+yd1ud47V9it+uUajo+e0UvxZy2PXq+4WOWE03z3r2weLeMsbd0tlDvnu5P7BHJ6dTWwRZ8+K7tLZXs4iQGeFZf0Bzi2zhpy9Nitxrw3rWy+guzbXaJzU2jS+YFL/aVrGiwbieamQV4xsp6tF+0zPyTJQWJL+bPWM/+9eWDf5wtj5ry21ntjvQYHPb7V19Q9X+r3qv0arOnzaO4+q3PqV32SeL/6euu9c4a6Ht0L19S4d66It+qXazg+8xm9lLcVFytf7LbeVSv7e8vYHzA44D7xzHcCz94hsONnfkuMRewZX93R+ZLLONhW/WZNWVfmR47fXh3WnH5fbd1LdPzfH9w8moaNp8FsEDabZ394GTOwVaZ9PhNnviRnLPPmTNwcPJsTOXE5pPOjkH6rxsdXH2sUd+ajbusgztaY+cCknzryKXO2lrRHlwN/MboPKcMefcZPrMSeevP/7W9//wmTWMm/Vbv7SA7jkGP6oEu86MHBTw5s9E85djO+e5Z22jBn3VkL9ujA7pAXnpM74qQd+syBn3UZizn5wN46wYGPMdJXDNhk3qw95eZJfKyz7umLP3nkLvVitA6wiZMZHwfPOfDlh/zpM+0mt8a19uQt6yKXvOAzsYqF+OBGL47kGHnyb017tYJJO/KkbXKNLvOqE4fzrAu/yUvmS06IkQNOzGmd2WNiQJYjuYQP7bCZWIyLzn3Sf1ULOjGBd+UvluQy+SEuutSTm5GyjE8NYMcOmxzg4SfH5FU9+Ikhnoxl/caRB2xXQ0zqiGUdyKxTvTmZ0w594t3DhN30zf0gNs/mNq4+yBOHvICBNXapRw4eZfivxuTC/NrCZQ5zISO+uNKGtXEmt9PukmdqS25XPtiIbdoqp5Y8w8ThGQ6w4WeO7CW41N/9kd/0w8f9wO4so5fo0cxsDBs4GyabfjYfG5qHaeptfGLTLMR3pE4ZMzFtLGzwyWYUj82qr/IZQz2zGDIe+cDNmI0/nzPWzJe1wWHmSFtiUFcehvm82gdk6cNz5kRHHAb17OWf3OEza83nuQ/y+CPZIh9ya8bWtfbzGfnEZK1Tjq914gfX9iyzOjGqw5aYyBnJ3XzGzp5AR86M8yPAH/8DT2lrLPHrLy5sye0zemRpL3axokt71tqzTj7BKR7jJHZyGxfsqSNW8pJrcGZPWBfz1khc2Fi7+Cb2Wed8No91gceBrXGRZ53YfFYr/slLxmbtMzmwdSA3b8ZQn3NiIpdx2APjY0+85A6/3Cds0OtvjvSZMbFN+8SCPzoxkB89+7M10Gc8cmuPf8ZKO9baMRNHW/fVnBlHGf7uE745Updy4hMrx6X40xe8Ys1YaYN8xmYvrBmexI9tPmOXOPM5uUiuEwdr7PBzyHHGnTxjS0xtqIcaxOyztSPPPTUXMzHcF/PMetMeW/XyRB5zaeveJifqjs7m2fMzHzbWoz3YqJOf5Bq9sVc16E9sudUn6yUu++FgvcW3Nq+Ye4mOTXIDcuOU5Uyz52bOZphNRaPYZOiyUTJurtPORjRn5s81/okdew9mxp4+6BJjxtBvJfssX8actjx70MzBnJhXOadscg9XcMdIDnmevisepk36zXrQJd6ZL32n7SoWNox8of4h+rGP5GJs+Yo99WJSh79rdeZglr8VNxk3fdIv5eZRZmyeV7mTy5XP3GvwyMmMl8+rWrL3Jk5yp3718aAWx8pfHfPUJzbttFlh3eL9M9vke+bxmTlrzT0QU9oqS5/Us84YU7dVC3bGTp+MtdJ/Jpv65Gy1D5/pE9sKc3Ke8VOOXz6vOMm6M475U597kfi1dc6cyiY/aZN5WZNzb2Rua8r4rtVlrMylnfqMqx02yLcGdvDiWOXMWld2U0+MycHEahxn3h3z/YFOuTOxHe4n9WX85AEbaszBs/FWc+bAj1qIn7bU7CBfcjj5yGdi5BA3NhkzbcifmPSZNu7zSp+2r1r3En3hJZpGyGbLwzSbYe8AZ+PtbXoeGHPRRMiJ7wFKO+Jlo+FnA2au6YOOZvbAZJ2uM27GSvnMlzEnNp6xN37OYs7Y5pwyYuRBzEMLR3mAp++Kh8ThWr9ZjzWId+abNafeF6V1zZmc5Dd2Ys046SfOzEsefcHPj5wwW2POxNcn46/qV08s/HIkHuRps6ph2uOTdnOvwYOMwTr9qVs8q1qS//T7EWxghZsc1MGPY+WvjnnqsybttKGO3AvX4J1jVVfuUfKtr3l8Zk47+CQuw9w56592GYv1nm5VOz6rWpB/tk/iSQwpy/XMk3Wv/LewrmyVZcz0Z22vYsuavWLknhknOcw4K336Z35tnVe6yU/azLzkoReyDmM7G4844iIO+2sP85w95Rof7HzO2Zzpa87VjJ350IslbbO3lGcfJhfGEIf2YFwNfFPHGplDnnzOOXGxphbGljx9j6ypBV5ygEsZ+XIPWGf9yQ9r69uSZx7WmT95T7useY+z9Hn2upfoCy7RNFU2z9zwbAY2cO8Ao7PZPtts4mYum1M5/qnnORst7TLX9EGXLxn8Lh17+TIm8dKWZw4IWLbGtF/FAKuHHj0cye/kesZb8bBX+6yHfMnxzLfCKwZnbPaGL+LEusJBjIzpy8d6xKYce2T8rEbmU7+VF729qS1z4pk24kn75FJ5xk3s6MFjfazzhY+tY1VLxpo48dvTZ49hu/I390q/qt0YYE3sGWeuV3URW//kTl/z+MycteYeyG3auk4fZc4ZQ5nzXg+tsGWslf4z2dQnZ6t9+ExvHc4zfnKe8Vlnf2LnWHGSdWccfVKPTBzO2uWc2JRP+7RZ5cUPuT1mHGf9wcewNuXKeN4a+q70YiLuxJ72E6M40iYxKU+7qUc3sfl+1p85eyjliTfXacM6z5Y5Z0xsqPGWkXmMk7IVxuy75Ad82jsTExt+VoNY1OdIP2WZb6XX7pVzL9EXXKLngaTR8jDNZpj2eTBptjx4qZuNQPMR2ybUNnPPw5WNhh36OcRgXPT42dDUlzrzzjj6KZ/5ph85Eg88ZS0zXtZijinDX9zYgFvsxHdt7MzPesbbq33WQ8ysee67OZkdxJ851DFvYQZrckUPZd0zptwiZ+ifMZBlL2KX9cBN5sDWeD+Cxv8k74ont9iAizHrRIZ+Dx/6zE987TO2+Z2t3Wdm4lgb64yLPLGTQ9xyRj7H5FC5M7Hwc6xqz3ysxYbPVm0rLOm78rukVrFim3WCSZ6oQe4nRuSJ37qd4csczMZhznwzR3JkrM9kxHTv8MHefPInFvRpv9on8zrP/Ml5+sPbFifJq3HBIS7iyPtKj4y82Ew77bVJfpFdij/xgFcOMz5rdalPzrXPHkCW/OCbe5Y8zvVWvZOzFcfI5tkFK3JG7iXP1vZD+cf/TH/E9lXaIUuuc512rJMLnuFjcoJNcjRjXPKMf+5T4k6eM1bKJz9gIl72GOt8zljYyjXy6Tvx7XGWcZ+97iX6gku0G8yB4YemyOabzcDm5+GmUfIZvbFWh9AmsKmz0WikbEpsEks2GnL0cyADDz/iyJiz3ow5Y6Vu5pt1k8N8xkkZusSbsbWfssk98awlDzz+mct4+JOX2aEMeeab9WCPbWK2PjGkP/bEmHWa1xkf41ADgxyJkWdtmLO/jINcf2T4TzvxGCvtZ45V/eZKW2PM2uFEHbMcGYM5exJMxM2R3IAnOUldckKMtDMP/g70csCcI2sjx8Qu5lmvMWbfTX/spm9imXtmXOsyPz7JafKtD/NereiS87SdGDMvdg7qE3/GUj97Lm3Ioe/MN5+Jd4nMeMyzZyaW5G+1T9bgPPMn59M/cbA2FxjmHs990FefqYdD6xPbnLXBDmyMS/FPnmbsfCamOJFTW/YHssSSXBiHGNacvpNT8kzuiIFdylcca2ee5AUdseWJZ2IkFmT4rMbkC7vZ5ys/ZODG38F67hM2iU3bozM1Zv1inP2VccUy+XFP0xYbflaDHFknNrnv5tF3Pit/9fytL9GvJr/5vx8DvGjmi/j7sXD/ilcfldVL+v6ZXxfxEb209/F8XaVfP/OqF7kUeGm5R4VnvWTco7bGKANnZaCX6LPuTHG9JQPzT+9vWeQLinrGJeUFZe2mfMQluhexXcqvVq4uzFu/xbwmyfwN7TUx6lMGysBxBnqJPs5ZPcrA1QysPqZXB6vjTwzkf5ZkPf9T4U/Gb/Bwz0s0f7iDs/xP4G9A0WlKYK9mf97zt9CrP0SepvgCKQNvzEAv0W+8uS2tDJSBMlAGykAZKANl4DEM9BL9GF4btQyUgTJQBspAGSgDZeCNGegl+o03t6WVgTJQBspAGSgDZaAMPIaBXqIfw2ujloEyUAbKQBkoA2WgDLwxA71Ev/HmtrQyUAbKQBkoA2WgDJSBxzDQS/RjeG3UMlAGykAZKANloAyUgTdmoJfoN97cllYGykAZKANloAyUgTLwGAZ6iX4Mr41aBspAGSgDZaAMlIEy8MYM9BL9xpvb0spAGdhmgH+MhX8A49LRf83vUqYut+Mfd8l/FMd/lOSe/xDJ5WhqWQbKQBk4xkAv0cf4qnUZKAPflIFeou+/8fMSff8MjVgGykAZeBwDvUQ/jttGLgNl4AEMcPH69dd//PufUfZyyz997D+tnL/J9J+0RqctsLDBx4Eu46rzN9bGzt9eg0W59sTDB11iInYO/ZhTh0/iSMz47+m2YmbeGWPmB7e/ETZe8jl1+ZvkxC7uLXv0xk8M+ok57VJHXPLlHrDXjtw3bDrKQBkoA/dmoJfoezPaeGWgDDyUAS9NXux89iLK7KXJy6yAkGvnJUwdF7S8pHkhTL1rZi5seWnLZy9w6r1I6k9s8TPPvFwqHWA2DnHTllrUITcmvvPZeDMGcvIhZ8jnln1i01db6kp8yPOZHNg4yGVeZWk/94Ba9ZdTYjjAJgcZBxvl2nYuA2WgDNzKQC/RtzJY/zJQBp7KwLx45aUZIFyWvGhNYHnpnHZ56cIvbXme+vmcNlwM83KHDkxbF7mMNe0yFpdIcM2RNuomfuWTP+Rpu9KLKe2Ml5i0U7eas9ZVLvVzf4y1p894YFlxZZzOZaAMlIFbGegl+lYG618GysBTGciLEom5KCFzcPnyooWMyxS/ofTH39zOS1r6GFdbnqfeeDlrs7rU5gUTffqxdqQdsow1a9cHDmY8nhO/tjP+JTn0Id4qj5dV7czFPLHJEbpVPeqz7oxnjrl/q3jEB6/4Mk7XZaAMlIFbGegl+lYG618GysBTGZgXLy5IyBx5iebSlxdJbH2elzAvb8ZJW2RTz2Vua6wugF7+8OFilyNjpx02GQvsqwshNtaVcVfryR82WetKDz74wm6V3zwTe+6FNlnrVi5s5/5M/5V+FQ8/cMFRRxkoA2Xgngz0En1PNhurDJSBhzMwL0pc6pA58uKGPC99XOC8bM5LWF7uiIWftjzPiy+xU5+X3VyLywtm4jNPxtZOv4zFOnEmRmIQ2zF5Uo5PxkCevvglHuzBxCB+6pAl3lyjA6++PMNX5p77g03qWZPfgT8+jLl/yKx56lZ5jNm5DJSBMnAtA71EX8tc/cpAGXgJA16UTM4ly4sVMi5QeRHj0ucPlzAvvvOilT7EIa62PJODOGnHBdHYKc+Lrzjzgklc/ZDnRTPt8J2x0jdzUo8xmRO7GJwzBrbkcHjhzFjqmLFNXV5yJ3bs5Q0f1llrxhJD1oR/5krfuX/mMs7Mi55BvMT8h7hTGSgDZeAwA71EH6asDmWgDJSB92WAy6cX0fetspWVgTJQBm5noJfo2zlshDJQBsrA2zDQS/TbbGULKQNl4MEM9BL9YIIbvgyUgTLwlRjoJfor7VaxloEy8EoGeol+JfvNXQbKQBkoA2WgDJSBMvAlGegl+ktuW0GXgTJQBspAGSgDZaAMvJKBXqJfyX5zl4EyUAbKQBkoA2WgDHxJBnqJ/pLbVtBloAyUgTJQBspAGSgDr2Sgl+hXst/cZaAMlIEyUAbKQBkoA1+SgV6iv+S2FXQZKANloAyUgTJQBsrAKxnoJfqV7Dd3GSgDZaAMlIEyUAbKwJdkoJfoL7ltBV0GykAZKANloAyUgTLwSgZ6iX4l+81dBspAGSgDZaAMlIEy8CUZ6CX6S25bQZeBMlAGykAZKANloAy8koGnXqJN1vmX38tBOWgPtAfaA+2B9kB7oD3w9Xvg2ov8L9c61q8MlIEyUAbKQBkoA2WgDHxXBnqJ/q4737rLQBkoA2WgDJSBMlAGrmagl+irqatjGSgDZaAMlIEyUAbKwHdloJfo77rzrbsMlIEyUAbKQBkoA2XgagZ6ib6aujqWgTJQBspAGSgDZaAMfFcGeon+rjvfustAGSgDZaAMlIEyUAauZqCX6Kupq2MZKANloAyUgTJQBsrAd2Xg/wA5ndHoRZiDkwAAAABJRU5ErkJggg==

All work is weather permitting.

December 18, 2023 – traffic advisory


Drivers are reminded to stay alert and slowdown in roadwork zones, to be aware of lane closures and alternate routes, and to follow all traffic control updates.

View safe driving practices at https://www.txdot.gov/driver/share-road/be-safe-drive-smart.html

Read more

Design Activities

The following design activities are currently taking place:

  • Direct Connector 4 (DC-4) design
  • Frontage road design
  • Utility design

Maintenance Activities

The following maintenance activities are currently taking place:

  • Project maintenance inspections
  • Project maintenance repairs as needed