Question
What is the reason for statement 3?
![angle Y X Z approximately equal to angle S U T text . Complete the proof that end text stack T V with left right arrow on top ‖ stack W Y with left right arrow on top text . end text](data:image/png;base64,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)
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)
Statement | Reason | |
1 | ||
2 | ||
3 |
- Vertical Angles Theorem
- Transitive Property of Congruence
- Converse of Corresponding Angles Theorem
Hint:
Corresponding angles are the angles that are formed when two parallel lines are intersected by the transversal.
The correct answer is: Transitive Property of Congruence
Angle YXZ = angle VUX.
So, TV is parallel to WY by converse of corresponding angle property.
Hence, the correct option is B.
Corresponding angles are equal.
Related Questions to study
Solve for x.
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)
In math, a linear pair of angles are those two adjacent angles whose sum is 180°.
Solve for x.
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)
In math, a linear pair of angles are those two adjacent angles whose sum is 180°.
Solve for x.
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)
When two lines intersect each other, then the opposite angles, formed due to intersection are called vertical angles or vertically opposite angles.
Solve for x.
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)
When two lines intersect each other, then the opposite angles, formed due to intersection are called vertical angles or vertically opposite angles.
Angles 4 and 1 are what angle pair?
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)
Supplementary angles can either be adjacent or non-adjacent. So, there are two types of supplementary angles. Each of these types of supplementary angles is explained below.
(1) Adjacent Supplementary angle.
(2) Non - Adjacent Supplementary angle.
Angles 4 and 1 are what angle pair?
![](data:image/png;base64,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)
Supplementary angles can either be adjacent or non-adjacent. So, there are two types of supplementary angles. Each of these types of supplementary angles is explained below.
(1) Adjacent Supplementary angle.
(2) Non - Adjacent Supplementary angle.
What is the value of x?
![](data:image/png;base64,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)
When two lines intersect each other, then the opposite angles, formed due to intersection are called vertical angles or vertically opposite angles.
What is the value of x?
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)
When two lines intersect each other, then the opposite angles, formed due to intersection are called vertical angles or vertically opposite angles.
Name a pair of angles that are vertical.
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)
They are always equal to each other. In other words, whenever two lines cross or intersect each other, 4 angles are formed. We can observe that two angles that are opposite to each other are equal and they are called vertical angles.
Name a pair of angles that are vertical.
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)
They are always equal to each other. In other words, whenever two lines cross or intersect each other, 4 angles are formed. We can observe that two angles that are opposite to each other are equal and they are called vertical angles.
Find the values of x and y.
![](data:image/png;base64,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)
Vertically opposite angles are always equal.
Find the values of x and y.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVsAAADHCAYAAAC3HPBhAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAK7ISURBVHhe7J0FgB1F1oVZ+VdhcXeCQ3B3d3d3X3Rxt8Uh7i7E3d114jKZjLv7c3/nP6feq8nLkITgJNt3ctNWXV3dr/urW7dsBzjiiCOOOPKLiwNbRxxxxJFfQRzYOuKII478CuLA1hFHHHHkVxAHto444ogjv4I4sHXEEUcc+RXEga0jjjjiyK8gWwfbeBw+Xwg5dUFke6JwxZP7Hfn5JRxFeWMQaxrCKAvFEU3udsQRR7Zt2SrYhoNBTF9VhWenVuG/WQFkbQm2PBalxgnoLUosBm8witpAFPWESii5+39C+GhiKbrRk3J7MWJ5Be6bVYvP80Oo2RRto1FUu0PIqAshyx1FQyy53xFHHPndylbANoq66no8PTgXf+1QhJuXe5GdPLJB4gj4Q1hV5sHEfA9G53kwrSKI3GAzkFBi0RgqG/yYndeInqvq8MXyOrRa68KgogDWuGPwbM/gICQr6vyYXODBWD6jsXxWY/J9WFAbQX0yCLxutJ2az2edj2Omu7DQF9/wDJmBBfxBLM6qxfszy3Dj+FLcMbsG3+QFkRmII5IM5ogjjvz+5PthGwoifW0JTumRhR16lOHpzCD8yUNN4vdh0opyXDogDwf0ysX+PXJxytQ6dKzGxgCIhLE2pwaPjcrH4b1zsGePHOzSPQe7UvftW4BTJtagQ2kEtcng25uEa1zoNrMQh/TJw/56Tr2lxbh5oRtLbSYT82PQ/CLs/00WdhlchdY1ETQkDwVcPoxeVILz+uVit258bnp+XO41sISZoA+LCWZHHHHk9ynfC1tfoxffTsvFPp0z8acRNfi6JNX0jKK80oVOc0twVh/CuPV67PAN9csM7DiyGh9WpMI2hqLSerw9Mgc7tc9gOGrrzIS24rq0Yw6OmtGAAbXbo3kbxep1lbitV/Jedf9mmYeTpzVibtMtRzB/dTku6ZSBv/Qqwh3rQ8g2roQwVmVW4Jo+OdixXynuS3NheJ4bXReW4aI+2dj52zK8mh9CiYnDEUcc+b3J98CWgCyrxzPfZuLv7bOw//RGDLTl3VgUJcV1+HhKAVoQxDu0ImQ7ELjSNpnYd2wNPq9MgW00iIlLS3FCBwKmHcN3ycfZU6vx0fJq/Ht8PvboJPAyjt5leCw9uKFYvb1IwItuswuxX9tM/JGZym4sKfxVz619Ac6b5cKCJtjGkZdThSf68zl1zUOL2V7M8XF32Ishswto0fK5LfJhkXVys1QxivsP7JqLsxZ5MOt/yvntiCPbjmwZtrEglmZU4AyC8A/tcnFBmhcz7cccCmH2gkKc0Hkd4UrAdsnG3zpl4Y+bg62bFvCMAvxTQG2fjT8OrMRXpTLZosjNrcTFhM+feJ7gc/lCF5Y0rzjapiWGuvwqPDmUz6ZdHv7VpxiXD83B/j14v+0KcO5GsAU8zOA+HaOMKwf/N6wWfWp4MOBB3yl52JHW7k0ZYRQlwyIWQsaKYhzbIwfHzHFjnMDsiCOO/O5ky7D1eTF+YSF2o1W7Q/tC3JPux5rkoThhO2NBEc7onY1dhxTh7DFFOLpLFv7SngBJga2tTI9X1OPj8bkJ65WW3Y7j6jFYECGISirq8Gj/bPyjHY+1zsOpMxowIqgjCYlHoqjzhVHgDqPQHUGhJ4r6SGqzqDhc/ghKeLzAxTDeKBp4MIVfv62Egxg9rwinKmMiLI+dWINXxubhuB6837YbYNuUudS70Gd6Hv7YLhs7dC/Fq4VhuKMBTFlUhEO75+HYmS6Mqk205KisdKHjpDzs2aMAVyz3YWk4GYcjjjjyu5ItwjZQ3YAOk3LxR8G2aylezA2iOHksGgxj3opK/HteLdqVeDA+sxJXdsvC/8k6TYGtBZ6nqAavjiQ8BNtOOdh7ciNG1govcZRV1uPFwdn4V3sea5WNYybXoodrA6gDlY1oO4Mw/7YAR1CPGVqBd3MDSesuBl9dIz6dVowz+ufh8P7FuHQGQd4Qg9cc/60lhmAd729ELv7y5TrsOqIc961y4/OJeTi+a8amYctMbvTCIuwmd0vHAty42o91PFpaXIunBskFkY8Tx1fgibkVuH9MPg7unoM9hlejTWkETh2ZI478PmULsI2juKAWLw1W0Z6Q7FuB/xaH4E4ejcViqG0MYr0rgkaEkVtcjesJ2z9vBraVuVX4t4rRbQjUzrk4YCqts7rEsYqqBrwyJBs7C7ats3DohBq0rd3ggoi4XegwLR9/+Zpw+pLaOhfnLvIYQEV8PgydW4hjunD/Z7QcexbjppV+rArGmarfXuLhMFavKsF5vflcvsrFKTPq0L3CizaT83Bk583ANurHjJWlOEqlhHY5OG6uG+OYc0RDYazJrsFzBGyLnnxe3am98tFyfDU+KwihxLFqHXHkdytbgG0MyzOqcFtPAkGwHVSFdrScNhTdUyWM9PwqXLNZ2MZRkl2JJwZvgO2B010Yk6wFE2xfG5qNXQxsM3HguGp8Xa1YrYSxML0Cl3dfjz+0TcD/wGmN6FYaxOI15bikVyb+0Jrp7FaEK9M8WBRInvabSxyeRg9ajc3F3qoY7FaCu1f5kO7yoj1LDAd33Bi2NmMCgli4rhxndhBss7DzxHp0rUyiOB5BXrkbA1fX4qMltfhsjRtjKzc0D3PEEUd+n7IF2IYxexVBJuurQzb+MLQG3cs3ajWbImGs/R7YFhG2j20Btq8Lth14rFUmDhhTjS95bqqhVlVWj49GZuOvAhAtvr8OLcf1kyvwEOP8syDdIQ8nzGjEsLrvK0cTgP4ICuqDWFcXwrr6EDJ+gK6rozXfGEG5utJ+36WiIWTlVeLK3ln40zfrseOoGnxRFUWjy4N243Oxv2CbUkG2AbYhLMmsxMVqoUHY/mFEDb4s3tyzd8QRR7YF2QJsg5iyogznyCLrkIM/jqhFP1pQm5afF7b7E7Y6d6NWTF4vJi4swkFdCB/TdCwbf6P+w/g1c7DX6Bq0p+X9nQ4X35EwlmTV4dWJJbh+fCmun1CKG3+AXj+2BLfNqaOVH4V3Ax03KRFatcNn52NvNfFqm4eLF3mQxv0hrwetx+RiX9MMrgDnz3ZjSeKUpISxIqcKV3cRbKmDq/BhvuMjcMSRbVm2DNuVZTg3BbZ9fzRsgbLcKjyV6rOd5sLoZm6Ena1lO5aWbdXGli3iIazPq8K1vbLxFwHIWLgM3y4bOw0oxyu5QRR9D/wSEsS4NN4XQfaXToyr8w9UXvNfQ8rxeDaL7pv2qSSFGUxJPf4zmNdRWnuV4fnMINQyy9Xgwscjc7G3Onds0rINYxWf1/Xd1OSO5w6sxPt5DmwdcWRbli27EVaX4zJVPMmNMKwGXX+0GwGozq/Gc8OTrRE65xC2jRhtivxxwrbeVJCZ1gits3Dw+Bq0qmkGW0RRVl6Hh/pn4++qOFJ7XjUV616A0+Z5sWir25fSasytw4fTy3D/9AqjD/wAvX9KGR5dXI8eFTH4tgj3GDLya3B/n/X4P8G2ZxEunFyJtxfxOcwsxbl9aJWbDINW+YBSPLbMhYmuWLICUpZtJa6UZSsf9ZAqfOxYto44sk3LlivI1lfhjt4J2KqCrO0WKsi+D7YNhTV4acQG2O4zpVnTr0G0UA1ss9FiYi060upNxUvA68OoRcVmjIZEJVkCtn/oUYCT53uxcqvbPMXhDURQ3BhCltEgso2GtkqzGkLIcUdQxcRtkbV8UuuYwdzVk/cka74d02t62DHtWna0yu1WWfhXvzK8URZBuTk3hLSsSlygY7zXP4+qRauSLZrRjjjiyO9ctgDbOEoLavGfIYIDIdm3Ap8Uh5uafm0sm4etRUSwtA5vjclJgKdTDnae0IBhNQnYlhK2T9Ni/acs1VY5OH5KPfqrqZM5k2FCfsxbXYYre/E4rdo/dckxRfo/moqxXOwyrBq9qiMImvCblsSVNgVIe+Tnliiyi+rw7JBcHNAjB3v0yMXu1D3M4DHZ+L9OSfgSqH+idXvg0Er8t4IQ16nxIOaml+MUgZmQ3ntKA/qYZ+WII45sq7IF2JJx1Y3oOCmHMCAUuiU6NWx6oJPNw7bJ8VDfgG+m5OGPZgyFHPzf8Bp0rRBOY8grqsYtPbPwl7Y81iYP581pxAxL6XgYOSxSPz6UwFfc3XJx9qQSnDM4H7uZ3mpZ+L+exXg8m9apJWmSnxpSN7lqICtVtImrahnnMnXPzylxVNf7MHxFDd5bWI3XF9bgrUW1eH9xFZ6ZUoQWBK7xx/JZ7DuwFE+tdGOqO9kRI+zHlKWlOET3RxCfsdCDSU43XEcc2aZli7CF14NxCwuxu2DboRB3r/NhdfLQxrIVsA17MXhBMQ4SUNsyvp4leGydH5luPyYvKcZR8k/q3K4luGOFLwl1Fvmr6vDu+DzsJIu4Yw4OHl+J/uXMBOaV4DhVqCm+Lnk4aZ4HU13mJENXgdYMzs1NC1mlxWqYgUI8EuZWlJqArrD880mUCfAEo6gLJLrWmoHSA0Esy6rEpb2TLpX2+ThjegMmBxI+YJMCjwcj5hXin3pOHQtxL5/Tmp83aY444sivLFuGbSyEZesrcFbnTPyxXQ4uXJIyEM1GshWwJczWZlXhrj48bnyuOdhnUDEuGlOMM/vR0pVLgOf9a2Q1PimNEX5xRAmdbjMKcVhnHvsmC7sOLsY7hS7U09pds7YCN8gfKtdDx2z8jZZy+9KoAatEsLU2qwWtfMBSC9twnLCNE7bUWJyhvm92iZ9FIiijJX9tHwvbApw/x41lyaOSWE0jukzJxR/UmaR3OT4qDjmdFhxxZBuXLcOW6CrWEIv9E0MsHjSjEYM3+dWHsTKnAue2y0h0maX+ZXgV3itPhS3gd/swJq0E52jsW43l+nk6dviU+gXPaZuNnQeU4nFZcUEady5awnMLcYji/K+64Rbi1pUNyIrKMxuHu6AaL8qfrHO/YJh2PL7Kh/VJ2oqburZVQVb5hFTrxoXAQIKsNE7w/jqwDSOLz+rsLgSt7v3LXBw3tRGzrVVLqS2uw1vDebxTLnYaW4+h2+X4vo448r8l3wNbwNfgQb/JuaZh/l9G1aJN2aY+/AgKKhrwzsQSXDOqBFdS717kwpD6hFW5QeLwErijVlThkfHFOHdoIU4dUoQzhhfj8inVeCODoDVdbeOorXWjw6xSXD+ax0aW4KGldZjoFSqTFmiDF2OWVuBqXusKHr9idAVezfSbGQ9SrdnNwzbJVgNZKTd+DdYyNeV8Vm9PLcWVI4tx5ZhKvLTah3VN145j1fpK3NZzHf7QLR+npfmw5Pt7ajjiiCO/c/le2CIYMAOpnKhpcXpX4D/ZIQOv5qIJHsPROEJWY5vvzior0h8II6/Oj7TKAFY2RFARUrE+GYCi+BRPIBqFPxpBIB4mIIlJFfcVMVdjmigyGEeQS38kbuYvUwWTeC37N0zLXN5YqdY3gi2jEGMTjl1tcF36K4h5VrymfVZhsT55TC0Rxi8twfFt1uNvfUvxXGEYJb9SuhxxxJFfTr4ftvEIKitq8MCAHOzQoRh3rPQ1DbP464oho0iVIKWIr13NRJD1EV1BA9iI+VMFmDSBa+1XRhBPwjapAtrvAWohD7rNLMBObXKw35haDHcps3DEEUe2dfl+2JJAfr8P/eeU4qJBpXiURd5fs2ZclxILVeyXAWo2rF9ASx6IcZ9WZdGqhVQqbBMtDRKa+NOamnwRthawqfpbi9uNbnOLccKwMjywyg+n45gjjmwfshWwJYNIs7JqH6bmeTC9Jgw72t+vIbrUJmFrtRls5d7086wEbKMGtolJvi101WIhAVtF1cTYppXfWAIhrCn1YFiRH4tp1YZ+D2lyxBFHfrJsFWx/SxFrvgNbo9wQZeMxriasVbkQBNyAWY8n3AVNWNVSoRJdGfRnMWzipjpcc8QRR34p+d3DVqLi/neV8FSTLYPThLNAcBVwpbYibANM4/xLgFeqs9SpQVAOURWG0TriiCOO/CLy+4etCNhkzQqyRKXU4DJpm5pOCbJwucXwAq11KWxomUDo8liiba3CqYge5bEowydg/UvBVmmWNhe7v/mx1P0/RFNlU8eljjjiyG8j2yRsowSl8NjkjyVs5VeOx3QsAVcPVf0vGpPrqjgL8liEcYTCYQRCQYRiYYaNELaJNgvEEUP9vGLSG40abQ47zeMm3RQEFT4YZOoivDcel2o9FGJqudR5ErvfblvRfu3TsTDvV/E1D+OII478erINwJYgMv5ZqcBExBKuIdqqQqSBbYzLKI+RtAom2NbxvEyvF6sbXcjyBVAaiaKBrPFFae0GCdlQAOG4YknEI3z/UrAV5KRat9J8v5YCogWnha2WUgFToLWwtftTYWq3tbRxa7v5vtR0OOKII7+ObAOwJSEJCNKCGiYoCMi4LFJhMky4ErZRqkxWGblcyI1QxvCTcvPRZ/kqjMjOx+J6Nwp5XLMrhCKCG+HDeOJUnSiv7S8BW4ngZgGXClkLPqmA6WXm0NDQgNraWrjdbnNcoqWFrD1f4QVj7U8Frd1n45fa41ZtWhxxxJFfT7aBCjICx/QaE1RDBAWL1tYiJShjtGpBq9V0PyM3yVBj2RYQPH1XrMGbYyfh45kLMDS/DGtCcWhY2AA1RhM4buLUSaI0T/wVIJQKP61LBD9BUqAtKirC4sWLjZaVlcHn821k0TaHrfalQtVasQon1brCSm1YRxxx5NeXbQe2MUExSICwaE3Ymv5gxlfLY7JqZaCmwDafkOm1ci2eGToGTwybgNYrsjDfG0UZj7kYJkA4x0JcCfEkgohU4pHfFrb19fVYv349evXqhQ8++MAsp0+fjnXr1qGystJYvhaYqRDVtoVwatx2n86xqm1HHHHk15dtB7Yq7hO0atyl9gPys0a5XxVjpgmCsWxlraopF1DC/aMKSvDqxFm4b+B4vDV7FcZU+5HDYJWMrpGBoiGe66e1HNDGLwcha2VaFfAsDO1xWa4ul8vA9osvvsCVV16Jq666Co899hi++eYbjB8/HitWrEBBQQHq6uoMnFNhK7Fg1b5U4Fq1ILbXdcQRR3492XZga0xXC1uhVi0PCBFxRocFXFq4FraaXmaJN4D2K7PwxMjZeGZcGjqvr8CSYBSFPFbDc8Ly3Qq2UlnHv5A0h2vqdioIBdCKigqMHj0aDz/8MI4++mgcfPDBOPPMM3H33XfjjTfeQPv27Q14c3Nz4fF4mvyzqfFY0Nql9ku0TN12xBFHfj3ZNmBraJrosiAlqsweqVofGHgQIvIhqLODQqrJl6A6obwR781Kx8NDF+DlKaswqKQRa3iSYOzneZEQi9ZBovsXsmxTAZgKPanAlwpKrQu41dXVGDZsGK655hrsvffe2HHHHbHPPvvg2GOPxQUXXIB77rkHn376qQmzYMECY+3K3yvwporis5au40JwxJHfVrYh2Kqfl2ArlAq3ib0GuNxDpJkwgrKOBgivem6t8kTQfW0Vnhq5DHf0nYM3Z+djQl0I+TymyX39jMhw9hcy9gTRzflLtS1VmOaSnZ2Njz76COeffz72228/7LHHHga8++67r9EWLVrgrLPOwoMPPohWrVph7NixWLZsGUpLS41v17oSBOBAINBUweaII478NvK7h63AKpAKsupgq0ESWTg2aJVjQXhNzCXG/+N+nhCglRpBNByHjwGKGWBahR+fzMvHvQOW4N6hK/Dl2hpMdwPrAwQuI1LrBMX3S/BWIG1u2VrZEmxlqcpd8Mwzz+DUU081wBVkDzroIOy///4GvrJ2jzjiCJxyyim4/PLL8cgjj+DLL7/EhAkTkJOT01Shpmvb5eau54gjjvyysk3AVmgVThOgJTQMfhOwTQw8ozEOBFsfT6BGSVgNKk721gaBdd4YhuY34o3pObi57zzcP3Ip2qRXYVZjFAU09tTTTPEozg3E5YqgRNVf0wG7apT/bQW4LFStCHYWwhZ+Uq3bfYKj/LLdunXDLbfcYizZvfbaCwcccIBZP/DAAw10BVyBV9vy7apCrXfv3qYFg2Brr614bdyOOOLIry/bDGwTkJVqKwFbFYrVBTdo/LS0fGnVQtat2uMGuM8Xh5tmaxmpvNQdRZ/sOjwzfgWu7DEJdw1bgC/SKzCN+zUYugGtFULJtOs17W9VFcc08BrqCmzYKl4Z5X8GXtppobwJabY7Fa7qYmy3BUPrX5X4/X7T3vbtd97GKaeegh132pG6Ew459BAcfvjhxtLdZZddjdV77rnn4t///rdpLqZWC42NjU1gTY1X13HEEUd+fdkGYCvU2f8Ta4mtBO8EQLVKEJJN1131CiMkYyHCkareYmpXWx6OY1VjAKNzq/DVnDV4Z9JSfD4/Az3SCzAsvwyTiquwqNaL3GAMDYzPF4siQOAGo2FqEOFIENEYIa4ea2rzazpD0IJWV2GCeEPaxF+Ck6AzMBXcNvDYaAKwOpZQgdwujQUaYXaimj+eV1tTixnTZ+DD9z/EDddcjxOObYlDDzoUBx1wIE479VRceuklptLsumuvNS4HNRObOHEiCgsLTVwSpaE5bLVsSt8W5PuOO+KII1sn20AF2U+XBGwi8AeD1BBC0Ri8Pj+y8gswaNZCPD9gPC7vNRFXT1yDN3MbMSYYxWoypoBawfMaAl4Egi7Eoi5G5k6qh/FSYwED9wRmk9cipEOEc5gWtunhphxBPg+pjFZjIusc+aET7hEtE/Y6j2mRqOszyxgzAHe1G0tnpuGjV9/HKUediL132R3PPPEkRo0cgc8/+ww33nADDjvsMONqUKWaKs0yMzObmoZZF4KFrOArtftSVaKl4OxYw4448vPI/wRsJXHBJiKLNFFEl/g8BFhOEVrNWonbhs7FeYMW4MaJq/HOinyMqPFiFYMWE4x1kRA8YR/8IQ/hI8B6ExqV+qnq2WYoyqXcDbROaf029XDbFGwN5OQUoRVuVM4Rwc5w2BjNyWEbDH8F4NqiGozoMwS3X3szjj60Bd569TVkpK/Fgnnz0JpwvfHGG00FmoB70UUXmc4RckNorAWBVdAUXC1EtW7BqxYLcltoXaKw2qemaArjiCOO/DTZrmErYKRaZbLuBA9Ze1EBhxZuhT+EuRUNaLe6CE9NWYtbCNw7B87CW3PWon9+DRa4QshnuGqCsTEcgi8URITLeJgWLQGMiDehMVXOqZpNUCMh5RoQ4MOEaHKQnARoU3QjdwJBKAZzGSWMI1QtY7x2lKo4PA3MHBYsxqcffISbrrkW3xCmlWVlqKupwapVq9Crdy889NBDpj2u/Lny47711luYNGmScSsInhI9B2uxCqR6HgJtc9hqv7WMHXHEkZ8m2z1sBQoLXEFGQFEtfUBgIXA8BFoJgbio0Y9+2dV4c9o63NN/Jm7vMwXPjF+KNmtKMKHKg9WBCIojsnJj8IcJwBBhFSK8BNywiyBt5AXkXlDzM5mlgiyhFqSFK+CKV1ZTgdsEXsNeGr1xhBk4yPODhHaI5m0wHuS+EIJhP8pKizFt8iR8+cmnGDNiJHxuD+PnfXg8pm3ukCFD8OSTT6Jly5amtcJpp52Gp59+GgMGDEBGRoa5d/s87PMReAVZ62pIPeaA1hFHfh7ZrmErUAggUsFDS1l3ApPX64Gf6z6Cs5E8KSXpVnvCGJNfj8/n5+LhwfNwW5/peHRUGj6cn4N+ObWYUx9GDjlaS0D7GT4SI5zU8iFCgBG4cQNcWrmmVQQtXEIs2gRbAk6M+z7YckUjPwT4vw9+Lmlxxr3830foMqPwuVFSUoz5c+cjIz0DoQAtdV4jTPgH/AEUFxdj3LhxeOWVV3DOOeeY7r4C7/33348uXbpg+fLlZgwGPQ+rFqqb2nbEEUd+HtkuYWuhYUErtQCRFSdXQiBAkBFU/lAUZCzqCbsqsiWX67Nrwui8sggvj1uGBwfMx4MDF+LFiWvQankpxpR5sSoQRSmvox5qXlqhoaiAGkCMVq5xLUQT1m08FkYsIhiTpqmwtdoEW6ZX6aMlq0F2wkRsAF7i1cWlm6CVehCM+c21grRC6+oa0digsREitNaDCAbUQyzhHqipqcGcOXPw8ccf47LLLjPtcuVakE/3888/x8KFC81gNnIRWKDaZ2M19Zk50HXEkZ8u2yVsBQgLCwteqxItzZxlBGCYoPNFADe1kYfVwaGcy3XBCCaWuPH13Hw8MXARbusxA3cPXIBXZueiZ6ELs/0hrKZVXEhYCtQBWboRxhmiRRsOIh4NkKEJNS0SBNtU0BrVPq6oIo2QjRGpUUI2QsiGmJIgCMR4A9VF0NK6jTCDiNCK5WlyA5OzBC/vgRuhYKJbrtwBum+5C1avXm0Grrn11ltxzDHHmI4PZ599Nt5++23MmDHDdO3VOXoeel6JTGhD114LXfvcHHHEkR8v2z1sraTCNlUUQgOGqXME7VGjtE1pSwJl3Le4PoTe6TV4bep63DFoEa7uMxv3jFqKt9MK0S3PhRmNEWQTuLXJ80KCbpTwi4XgM4D0miZgtt3sRqr0xGXa8jhtWCKSsHXTsq1PaLyekK1nXC6EYwQpLeUAwcp8wKSZlzHjpssfrIo0QVKwFCQlWqpibOjQocaPe8IJJ2C33XYzHSIeeOABDBw40Ph5dY7EPjedJ2hbP64DW0cc+enyPwNbrQsiWqaqsepiUQKRcOFSmBL6Ghm2hirgrg4C4ysDaL26FE9OWImre8/E5T1m4cGx6fhkZQWGlAewgKTNZNhyni/3govWamMsCE+EliKtUQ39aJp8iZBWDWhV+y+rVlNPEqjUIJEfJLpDXAaiXgRpJUcYlqk1cA2GaM2q0waJy1to8gfLWreQTJWqqipMmTLFWLTnnXeeGUVMzcPuuOMOdO3aFStXrmzy40rss7LPy4GtI478dNlufbYWElYFDhWTBSJruVmYqClXMKDpZ1TsJ3ipDQE/Kv1+lDFcEQmXRYtyiS+CYaVevD0vC7cPnI2bBy3APaNX4t+z8vDJmlr0K/djViCCDLJJM0LIJeElBcOEoYGtyv68pul9ZnqgCYoJVacGpshglwV7Y+cGme4g0ydrWXGECehImErQRmjeaqaJxPQ+XPJYjEtlHE2ZSDLDkcWrYRvV5rZNmza4+uqrTXtcWbhal2935syZZjYInSPReVp3LFtHHPl5ZLuuIJMKGgaoScBaAFmYmHUuBdxwSM3BaEXGWByPBOHmem00iMpoCGUxFskJtjXBOKbUeNA1uxxvLsrFg+NX4uZhi3Dn6CV4bvY6fJNRhpHVAaT5o8hj+Gqmx0NWCalqQ8sLMl0CmMr/BK+ZgUJtXpkWHheT5ZMNkstBBiFbjQZpxfoJ8iBV3XljUZ5DYPMMRsl7I1CDKT5bqdat/1VLTbsjK7Znz57GjXD88cfjkEMOMd19X3vtNTNMo+ZA03kS+8wc2DriyE+X7RK2qZIKXWu1WbHH+B+L4rTiIgSTKbJzSQiG+OfleiPhW08rtI7WZiXPUzfeZbQqR1a48U16CV6auxYPTlyMe0fPx6PjFuP1WevQfk0pxpa5scQdRT7ZJZ+u/MDy62qs3SBBLN9ujOA0A5cby5fpIFljVA0RGaEyWcbjEOLxAK+p1gcRwlXzsEWNDawWBdzHzMKC1d5XagajbS01a6/8tMOHD8ezzz5rxsSVhXv66afjiSeeQP/+/ZGVlWX8uKkZkuKy6zZ+rW9KHXHEke/Kdg9bKxYQzcXuaRoIRuBK/mnMAv0lOhbImxqBl8Bt4FkVPCeLFFzgD2F4dQNar8vHyzOX4/4Rc0wPtMdGLcM7c/LRaW01xpS6sdgVQCZN1RKyqIbnquWDWkGECNRoiOBKDF+mZg2aQkJERpz7DXwjgh6BJ5+y3Bz8k8NBPl41FeMRk3aBzt5ncxha0X5BWdPvTJs2zfQwk2Wr9rhqHqZZIDSs49q1aw2YBVip7XmXajkLwBbCqeu/iDDdQWY0tYEo6vkc3cyY+G+zEg6EkV0XwMraEDKZ4bl/kTwghpJqLyZku9Avy4MZNREze7MjjmxK/mdguznRt6HvUIhIKD9i7iFiDMTiBJs0Rqgl2sAKuiHTZkCWrirEsgmChR4/hpfU4JtVBXh5ejoeHbUS9w1djodHLMNr09ah9cpiDClqwDwXP37Cs4QXq+WF1eTMFyB0CdiYAEvYSo0fgZasJqOMEXQxgs6MZsZUmCzAWN5BrildSmfyK+ciFbhWraSuy61g2+Nee+21BrbHHXccbrjhhqZxFWx7XKupsLUgFmQFY6nWU6/xs0goiAVZdXh/XiWen12JFxbUoH1RCHkJb0eKxFFT78O4dbXM6Cpw76RS3DSpHPfMqMLLafXoURhAtjr3JUP/FPF5A5iZXo0nxxbg+H652L9vPk4dW4lX0r1Yyt/yO0lz5H9eHNhSBVl9HFJZS/KdmmEQZREmfauJdrCabNJPtPkIXC9B6UN9yIdawqCKYfMZfCmBObbKj7Zrq/DS9GzcN3wp7hi4APcPS8MLU9Px1fIiDMqvwczaANJp1Zbwmpp80kUr1kfA+oxfVoAlXEMBwtZHCNOe5nXiEW5HBbSAaU6m5mWCrhnwRn/JdFsYpqoFoOBogal9mhFCvcq6d+9uJpk88cQTzQDlZ5xxhumFpnEV1CvN5/NtBFdrxSoOLS2M7b6fR2JwuQOYvaYCNw3Ixg6t12OHbzKwQ8dcnJnmx2y102sSPr9GD3rMLcYJXTMTYdty2YbLNjynbTZ2G1yB57KChPRPTF84hPlM0xV9srFTr3wcN7IEl4wqwBE9uN23GPes9SODv6cjjqSKA1uqYEuDx6hcp/zGEzulhBcJxl1yLKjonoBtOO6GP1AHj6cGHncDfH4184qbec0KeNoCQndwdQStMuvw0qxM3DN8MW75dh7uJHifGLMSHy4qQv/iesyihbSGxeN8Wrvl4RiqWPx1+Rl/kJAlYM3YC5HkYDdhLwFM6FHDBHEwQtgKgAInr2mSznULRamFrRVB0nZcsKLtvLw8DB482PhtVXGm9riqPNPANppYUn5edXNWXNaSTYW21Z9LlNHV1rjQfW4JzuydjT+0IzjbJyHaORfnLvFjTgps1VNv1pISXNRLgM3Cn7vn49gRxTh7UC727MxzWgm4OdhpWDW6VUWZbf548VbU48PRjKt3Ea5b4cNCbwzuYAATlpXijJ452H1EDXrwGnp9HHHEigNbanO2bryDSohY3OozVeMszXcWDbkR9TYg4mpExE0A0irVBJKa2beIupbrC2itjqr1oUNOLd5aWIhHRq/Erf1n444Bs/D42MV4d+F6dM6qwDiGWUZrKJ8JqIlF4aGGYrRYCRFEiIZwQk3vNFpWGi5SsAtRfwhstS/VCpUKkgKo/LhTp0417XHV00ztcTULhNrjduzY0Uwoqfa4EhtvqoX7c8LWW+tBv5kFOLy74EkVbDtmGWv1D13zcMFSP+Y2wTYGv9uF90bnYVdBtXMBWk5rxISaELJK6/DCqDz8Sfu/YRzdSvBcXtDMvPxjJS+rCnf1y8Yew6vRpUFvRkIaKxvw9vAc7Ny7DK8WhkylqCOOWPmfh60IZVwGNGmNap3QiHIZkQpE2jYqwBAsanZFyKg4SROPRf0AohqbIKTZHeIEZcS0Xqhl8V4VaZrJdxWDTq0NondONT5anIN/T16Ju4cvwC2D5+CeMWl4cd56fJNRjiHlbiwOxpHHc9TywcPrqt2vAZoGtFH3sSAjM8AlMNVhgmmyFWQWoFYtFC0IU8OkwtKK/LiLFi3C119/bfy4doLJSy65BO+9957p5quxF6zofFnGGk3NAvznkPpyWo/DBFpCsnsudqPFuHNHbss10By2fN51xVW4eUAO/vAVw/cpwXUrQ0hkC2GsKXSh7dI6fEn9apULE+ojppLyx0pRdhXu7puNPYdWoXMj35fkfndVA94cmoDt64StOrc44ogVB7aCkNpWEWQIE6IEqQaEUbWT6vqlmuNMwOWCdGF4+eOkYe5TrTg1RHCpA0KA4PNHg1Q/17nktpvx16pSLBxDOoE8yxVC/6JG/HdFAZ6Ytgq3jkrDjSPScPuY5dxeh09XFaN/SS2m1Xix1htBJZPm5aXlalSnhhjBHiXYIrJqCTu1uY1KuW7hmQrUVNhKtG73mYwlJbzOlx93zZo1pjuv/LhHHnlk04SSai42cuRI0x5XkNU5ciloLAY7Hm7qtX6sVJc14PPx+ThpdBkeWlqFB8cW4uB2ST9sc9gy4ylIL8O5fWn5fp2BPw4oxb0ZajmyaVHqbAqDwTCW5zei15p6tFnZgJ65Piz2bqjg8rkDWJDTgLareHx1IwaWh5FZ3og2E3OxS9d8nDunAd0LvZhOoH8zsxDHdsvGvmPrMKBW1ZaOOLJBHNiKoAQVyWWK63ECUhVhLGibuv6EEmIMl4AtNVmbpg5g5DP8VC+tYI0A5ieowzGCkMCNSgkfVXj5+FG7CMpqgjOfutIfxdQGH/qW1OO/ayrw7Jwc3DduBW4fuhB3D52Pp8cvxcfzstF3XRWmV3ix2hVEQSCKylAM9aRuoyxoqo8QDzIRmvZHoNwa2EpsWHvcuCSSrQl0nvyzAuqoUaPMRJIaiFzTpqsCTR0ievTogVWrV5uJJXWOzpdq/eeAbX2dFxPS69C9OIjikBe9ZxfjMPlrVeHVHLaBIJYvK8YpvRKw/evgMjycGUKJO4yC+iDWJJt/1W6Cfg0NHnw1Jgd7tadF/NV67DqsEm+X8rmao1EsT6/Erb3l8yXkOxfQYvYjw8f4cqtw1+A87EGr++CBBThlYB72756DfYeW4d9ZIdO22hFHUsWBLYvoGgpRkI3H/EY1+pbasEbiGzo4xEw4WoIEJY1VAonAopJ/hB6LkDzmIWwDDKC2sOo2ayzNECFE2KrdZ5Cg9PIjrKdWUYsI73QuZzVGMKS4ER3WluDDhZl4ZtwyPDQsDU+OWYH/TFqLD2Znot3SAgzMrMKUMi/SXDGsD/F8XreKAGkkxH0hWuNJ2DWH7KZURX5ZphaOWtq2tPY8wbO8vNyMq/Duu+/iyiuvNFaumofddtvtpuuvXA5yKyisvebPIeb6fKam4UDcix4zi3DI5mDrD2LOoiKc0JNA/CYD/xxUghsWN6D1gnI8MLYYZw4rwVVTq/FhJkEZlId3g7hdXnSaQEh2TMB2t2EVeLeCv6sOBj3oQmt1v9brsEO7bPxtaDU6VKjUwyTxfjMKavHaZMY/MB9HDizEhVNr8GleEEX8TX56duPI9iZOBRmtF7WhFWA16hbtU/Nxx+O+JHwFYX5eBC6RZCzcEEEQ4FJjF6j/AUudRn1UHYtwSYOTVm+cVifhG+Q1NHAMwap6rgBP8lN93FZje7W3LSYwMwIRzHP50T+3Bp+lFeH1WevxOK3de4Yuxn2DF+OpMSvx9pw8tFtbi6GlHsyo92OlJ4wixl1L8nsITL+gSeAxat5ZAixS43PmfnWOkAYJVQ2ebivYIlStm23CmrdggKdmcHIrLJg/3/hxb7nlFjNc4+EtDseVV1yBjz/6CNOmTzfDNQrWVsz5KWqk+c5U3ZLw9+g6Y/Owjfn8mDKvAMf2IGzbZOL/uuVgjz752Kd7Nv6qSrUOWfhTx2zsTgjfvSaA9YlBzoz4PH70m5qHw7ow3q8zsc+ISnxcrX4lvO/CKjw6NNv4gf/UoxCXLePz3nCLJtetdoeQURtMdJ5grluvh+6II5uQrYKtPrrm2lzsvtRlqm5u328tgq06KySadKl/mGDLQqSmt4nxq4wStKmwZWg/LVdPnGfwHvTdSvUNyuJRSdUob4/8NN1sQ4RhOEirL8j7lmVFKsc8tB5JaE3qIEtZcPRQVaGWQXNuHj/iETUetM2qw6sEyYMjV+DWfvNwU+85uHfQYrwwaR3+u7AIfbNqMa8hgHW0bAsI3DKCtJrpUosI+SyVNqXL+HtV4cf0yMesQW2ChGrC10z4c79fLgkuZVHasGagG2YsHk8D1q5dhZ69euDee+7BEYcdjj133xOnnXI6XnjhJTOuQmlpGc9JgJp3t5Ga3ztJfvP7M167bVQnaaFjCpsqUS+6ELYHbwa2Ua8fE+YU4Bi1XGhLuLbLwl+756Pl2FJcP0otGrivFa3TttnYeUQtetZo1OCEhLwBDJ+Zj6O6JmE7shKf17CUEg4R4EU4uTMt3jaE9/AqdK7m29EsaY44srWyVbC1xUOrmwKl9skissVY+9FoW0XM1H1Wfw+SsGyFUFWJJZp1GSLGBVkiMEZ0Sk3HAYFZlq2Am7BsBUnBdSMrspkKbhrnIG6Ixx06SV1zBQvRUJfgiTosX6HGUFCzITVPWslj0+rDGJBXi1ZLC/DmlLV4ethiPNh3Nu7qPh33DZiLF6euwUcritG5wIVRjXEsZjxqzaAad9XIK06TEejyTFCI1yf/TQahJLi4rqmBBHvtM8kjDDWwekQVhspsuDcS8aK4KA9jR43Ci88+hxOPPxH/+sfOOOSgFrj33gfQt29/ZOXkENa664TwjTF/5vfmPz0g0wXZ9JDjtoJqv1QLhtM7lniX5LrhA4iwOL8F2EYI27GzC3B0t4Rlu0NnwnNiHQZWBLC8tA5vjMvHbm11bhb+0KME/84NIj95vYgvgAlzC3Bc9wRs9x1djW+qoqiqbsArI/Ow41fr8MceRbg4zYcs/XaOOPIjZYuwtVC0L7/Uwjb1mFUdF1hT23DaZkHanxqn9Pch1vayahEpKqRo8njif3O0SS0rNqdNK+YErlglzJqU28YnzDDaVGMHuSgE3jqqugXrY19I8A7PIRBmr8Zzg2fghh6TcXa3WTjz22W4cmIuHltajU8LGjCozo15ngAyQrR2GY+ga61cP2/Py+toXzkJv6baiyXF9VhV0YB8dwA1pLKL5wi86iAc4VqU1r7aFscifrjr67Bs4SJ8+sEnOOfUc7DnznvhoP0PxbXX3oBWbdti1do18PoZnjfNaLjU+8F3h9a0ZgmOq1uyEsAb1PgPMd5wwoLWMtEcTe+LVCObIew2sN2cG0GwHUfL1sBWYXqX4PKlAdTr4kz72MWlOLWDzuXxrgW4eY0fS5PgjPsDmLWwECfKBUHYHjSuBp+XhDBveSku7kOL+KssArgKX1XFkpVmjjjy42SzsG0OUmkqKLVtwZram0iqfVYFW9tEyJ5n4/h9CNPS7K+Jjkqj1eSx5JEfpBtBWzVstJKNWqtZqudjYMRnlLJbvl8ZwbI667gsJZjWB8JYWOfF+LJGdFhfg2fnF+GmSTm4bHQ6Lhm2FFcPm4/7xi3Gm/PS0XV9OSZUepDmCSOT5mwRzy9jnGrDK4CvckcweEUuvhw3F1+MnYvei9ZjZnED1pHIgnTCHRFhsdoLn78RwYAHYf6enroGpC9Zha6tO+L+W+/GycecgCMOPhQXXXAB3nrrTUyeNhnlNZVJWPNdoYUcpEkt/3VULhWNAUHYRgPMoFWJmISr1UTGrqfHxEa3bNnGaJ1OmV+Y8Nmq80L/UtyyJmQG+5FFPmNZGS7qKneAYJuPy1f4ME85iSQQRNrSIpymnmcE6xETqvB6lhvvjM7FIao061KEaxZ7sZ7JcMSRnyJbBdtNwVHb+iCsFSKwal3h7T4trSqsDWfB+78j+lKtymomRaWp0OUzMe19TVl/QxAZdiEufTysyjRZuQJlIdczuS/NF8eYqgC6FTTikzUVeGFeNu4dtwQ3Dp2NG4fNxD3jFuK52WvwwfIctMsoQf+iWkysC2AJLdp1jCeNVuaA7Aq8P2U5nh44A88MmYN3p6Wj89oqTKwJmdYSlYReYzQET9BvSimaMRjUQL0beemZGN6nP5594GGcfVxLHH7AATj9lJPxxJOPYcjIYcgvL0Zj0IuAYBuJIhSOmqZwQR+tZUGX6dD4vHonUt8nLc34v8quYlv22ao1wuyU1gg7fFuK29eGkpYtYbu8DJfIJyvYdsnDpct8mCszX8L3ce3KEpwpK/brbBwzqhSPLKrAGT2z8efWmdhrdA0+Y+6kX80RR36KbBG29gOw0N2UKpyW9iOxH4yFamoYC1u7739FePcpyoyGFN1IDXCTsDXKk5JqStHUAIOo5C1LU8CtosoyLeVjLAzHzPCNi91hjK5wo+P6UryZloFHZi/FrZMW48bxabhl/BLcPXEZnpyxBm8vyUe7rHJ8W1qNYVVu9K3w4uvMKvxn/no8MH4F7hy1GvdNzMEri8rRM7cRCwjnXFq6NbSMPbxWmMCMMgeIBZmR+kIozcrB+AED8da//41LNT7uQQeiZctjcN9D96FLn55Ymr4aNW63aakRpgZYEvKx6K92vca1kPIu2PfHwNZYtlTjsy3cfNMvWqerlqudbRK2/Utw42qNzCYJY/LSMpxrKroE23xcu8qPxXymicNh5K0txbl9s2kVZ2O/fvk4Y3ge/tGJ8O1YiOuXebHShnXEkZ8gPwi2djt1v8JZmNr9AqpcC4kPhoRoFp89939FBFn9bQ626rG2MWylhAx3yevAx2U6uGnkRdWGC7jqCiroamxd9VBz8XnWcJkbiiLNG8DEBg96V9fjs9xK/Gd5AR6bmY57xi/FXaMW4f4xS/DIuDQ8NWkpXl6QifczqvBxkRtv5zfiydW1uHl2BS4aW4CLR2ThoSl5+HpFFUYWeJFWH0F+UGM3xOFignxyCTDpYVqp1cVFmD9tGr766CPcePVVOO6Yo9DiiBa47Jqr8Xnr1pi3JA1VDXUI8T7VDjkUCiKgAXfCBO4m3iMtE7DljYdc6DRtC7BljlSaXY5L+hGYXxOq3Qpw1jwW/XkqcwP0nk2ruF0Stt2L8UR2EDmKWkLYlq/nuf01qlgW/tIlG//szHAdsrDziBq0LqMRkQzqiCM/RbYI29QPwH4EqbCU2jDNLVtbFLRL7bdxWZfD/4pY2Cb++OwE2Ga6wbql6tmo2YBcClzI1cvHZpqSyX+rihr5cGW5aewEFdH9ERbzCa4aainjUG17Bo8v4gkTav0YWFiLTukl+DQtF69Nz8Djo5bh9kHzceOwRbR+1+LeRcV4cG0D7l0XxA0rg7hwbj1OH1eG80cW4Lbx+XhuVgm+Xl2H4eUBpJH6uQRhBRPUyPQFeK0wE9jY0IBVy5aje6cuuOfOu9CixeHY94ADcPEVl+PdD97D1GlTUFFRzltT6YbvRihA69Zvuh3bd8W+L4n3ijeg5+VvQIepBQk3gloVNIctn6C3ph4vjMjFX5Oje+01tAKvrXNh0JpK3DUkF39orf3Z2HFINTpWRpJWL4XXqs2pwNXfCraEbHKwG1WkXbPCx3tNhnPEkZ8om4VtqligWsCmQtbulyWrijBtS/TBqMunBp/W4Cby9emY9iucPiobdnsXC1thdmPVXxK21Cb/rboOqx+w6GqASzUVZyodqB1sArpqraApdjSmbTDihy/shTvoQ2MojEaeLh9vA2GobqpqdZAbjCGtIYxRBR50WlmJd+bl4JHJq3Hd+FW4aEImzplSinNmN+C8RT6ct9iPM2b7ccLYGhw3MAenfLsOV4zKxpPzK9Gm0IcJniiWMV4NsiOXhqxtsc8TCCM3pxD9+w7AA/c+iOOPPR4H7n8AzjjtVLzw7DMYM3IYigtyEPQRd7xfTUUk61YZsK1MtS6oxNvBZ+SrR5tJedj3a4JWMO2Ui7OajWcbpaU8cVEJzu+ZmRyOMQt/6JyNv8gdoKEZadX+pU8hrljqw4qU8/S8GwqqcAvv0cBWYTvk4F/DElBODeqIIz9FtsqytdasQGnV7hNoBU7BVANMa13gLSsrM5MLLl26FOvXr0dtbW3TOdZ6+V+R5rDdsK6/FNga4BK0BrYWuKRliKpeaCq2c11tdtXhQB0mZFGGY3yesaBRMx4Di9WaSiceoqqZFVVNhuWGUPvdHEa7zB/DDG8IAxr8+LTCi4cz3Lh4bi1aTqjAUeMqcMyEWhwxtg4HDq/GXgMLsVuvDOzdYw2OG5CB66aW4LW1bvSqjmJWKI51fEfUJliTW8pi9DNTqK6qx+TxU/D808/ijBNPwgF77IGjDjkId918A3p36Yj89esQYcYgP4ncKHovLHBTmwrq6cUDjWg/JR/7yUUgnyxhe/aS7w4e7m30YsDCUpzbm1aq3A3fCM6yhrOw47cluG2JGzPdfG4JiieE13eVVuOewbkJ2PK8P/UowEWMf7lj1TryM8pmYSuICoj6AGyx38K1uejDUJfOgoICM+apBpvWVCsa6f+rr77C5MmTTXdOxWGtW8X1vyIWtt/9E3I3AVvVillNAtcMr0iNSZNWrnyaUnW3NWM3yMGrlrSm5xtBFiaNQtQgt/kbaRZh8UO+XnV6SGPwCYx+INfbc/3Nujgeyg3g+lU+XLrIj9Nn+XDwmFrsOLgM/xhcip0GlWD3AXk4oH8mThqyHjdNzcdba2rQvyqI+bys/KBqKaE2unpLvB4/0uYtwufvvYcrzz0HB+++Kw7dew/ccMVlaPfVF1i5NA2uhnrei+5b95JwMdmSjxWN6ZtR6sbQ9Ab0WteIXpluTKyJmtHQNpY4XO4g5uY2otPyWry7qBpvLq7FF6sa8W1RAKvUYy8Zsklo2VbnVeKmAbJsBeZs7Dm8Eu2qY9CsyI448nPJFmG7Objqg5B7ICcnB2lpaWagEs3KqnmrXnzxRVx99dVmtP+LL74YH3zwARYsWGBGh9pUXP8L8oNha1TrVNVA8XeIJ1VwSOyjGr+u9gtUDG7a8fLcmJfawDD1XBKtMRbyuS8e1UhmMdQy/PIaH/qursBHCwrw7opCvJdVitezK/B0eiXuXkb4zK/GxTNqcMQoQnZgEf4+tBz/HF5O4BZix15rsWvnNBzadRHOG7gcj87IQZuMKkyp9CDDG0YVrWoNoi5RD611LN30aN0KD9x8I048/DC02H9fXHjWmXiDmfHUSZNQUV6OkKYBSgJXoE3NjJWZ/HCJwctSgIulgC1JmFb0+LlFOEFdfWkF/7FHIS5a5EMGH68jjvycskXYCqoq0mmWVcFVI/lrmut58+aZsU4//fRTPPPMM7jttttw0UUXmeH3NCrUPvvsY8Y/vfnmm9GnTx9j8cpakQ9X457aj0nXsK6K7VoIQQH3u0pQJkG7AbZWk8A1XYap1tJV19lokEFpo8piDQYRJ1TUGcIAmcfNIDpxF5VWY7yOyowu7kGEFq+PcVYy/PyCarSatBRP9ZmM+/pMwb2D5+LO4Ytx07AluG7oUlw/fBUuH5aO04ZkosWQPOw3tAB7D87DXt9mYr/+a3FY35U4rudinNJlJq7oNRNPj16CjktyMa+swcBWlWaakl0DnftZ6slPT8fIfn3x/GOP4OxTT8EhBx2EY44+xkzDo2nV5WrS+2FF74Z9PzRwjqzyxJxwqe/KhnfHvEdmbXPCowqTVCPMuIpKavHAgGzspLFyW2Vhn1FV+LwyZgYV2hrZKL6fSVLjs/H/2Os0Pz9Vv082dU5z3Ralefq11Lv2S8tmYSs4ang9DSKtKa+//fZbM6Sehtp78skncdNNN+H88883gD3qqKPMVNj77ruv0T333BOHH344br/9drRt2xbTp0/HkiVLzHB8Wmqa7IyMDAPu3NxcA2NNKig/r4BeVVVlfLyyhvUBCvgCvyCdqnJHbE5TQZ6q2i/Qp+ov/qB53UTvsWZK2JKQCdW64EsYJoZ81Gy6STVwtUrARvw0yXwEGTUgFXQZTrM3RDUspB9h+GjFeuE3qr+QAa2L162mNbymxo0Rq/LQZsYK/HfyMnw4fQ3en52Jd+Zk483Z2XhjZi5emJaLh6fm4/bppbhxZiWunVGJK6cU44rxObhqbAauG7UKNw1diPuHzcerE5aiSxozYsKrmpA1wx7I8ubvpMG9Qx4XinIyMWHUSLz9xhu4+JJLsR8z5KOOOQb33HsPOnXqaHz8ytj1O+l30e9ofze7bX8r+1tuSnUsIQrD3zf5O6e+H8rswvUuDJ1TgH070aqVf7dzEa5Y5DHTGW1KbFqsNr+m1Z8izeNtrlu6hj2WqpuKw6qOb0q25lyrNuy2IkqrfQfsty+WqJ5J67+kbBa2At3q1asxdOhQfPjhh7j77rs3gqsmA9QsrJqjSktZstp32GGHmXUNNC1rVwNNv/TSS3j11VeNvvXWWyY+WcVffvklvvnmG7Rr1w6dO3c2M7z27t0b/fr1M5MPjhgxAmPGjMGECROMq0LQ1rQss2bNwty5c7Fw4ULjxlAlnD7UVatWmTSn04qSpSSYy9WhyQwLCwtRUlKyEdA1DqugrtYSul996Nb6FuBtN2T9KD/phdK5+iGba3P4GhV8BdsU4FpLlpCNE7LxkCZ+pBUYpAakXq7rmLpFE7TxIDTdOssQcNFaTmiMGkcDk1PH9JQGI1hb58X8snpMK6zBpMJaTCppxMRSFyaUuDC6oAGDc+rRK7MOnbNd6JjrRVvq11kufJJeg/+uKcdnq0rw5Yp8tFuZhz5rCzExrwJr6jzGTWFgK5+y3BwCruZMYxrLS0sxnb/hR/z9r7rhBhzG9+Sww1vghhuuN0M46nfV76PM3j53fQT2A7EfuJZW7Udj1f5WWupYqtqPTL7tddlVeKBfolJMg4PvNqoGH5fIqbNBFIfVTcWVes3mmpqmzenmzrHXSA0rteE2JanxWG1+fnPd1DlWNxW+udqwv3dJvS/9btZY0zO29QSpz/uXuKfNwlYA0hTXAt9//vMfXHHFFQaymo9KKshKtS64CrI6fuyxx5r1Qw891Ix7etJJJ+Hkk082PlwdO+GEE3DqqafitNNOM9Nln3XWWTjvvPMMmC+77DIzQPU111zDj+8GM3aqrOO77rrLwP7ee+818H700Ufx1FNP4bnnnjOVcG+++aaZH+ujjz7Cf//7X+M7FsRliXfo0AFdunRBz549jV95yJAhZlqX8ePHm4o7TXAogM+ZM8e4RyzAde+y6gVtAdta36roE7Bl9VdWVhqtrq5uArdt6qYKQ6mroRFel4vqhs9NK93jJh89CHp9CPkIRj8tUf7QEYI9wh89QitQzaGihK1G27KwjdNiRYwWrSq+IlICNkzQCrphrsvaVcUYIcLXxcBOwwiqdUCqMnSijS7fJY2jWx6Jm/FwC2iNFmo9qQXclxOIItMfMeMkrA3EsIq6lPsW+MKY5w1hoSeIRZ4AllJXe/zI8QVRHhLYlYoEbCNhQolWd0wVfbymXvCKqkrMT1uMrr174S5atUcceTjfl0OMj/8NWr3KXJUx6iOQ6COwH4f9GJrDyH5Idp/dtsebh1OGll/hRrcl1XhvUQ21Fh3zA1jLfI0BmsJZ1bmK236oNj3Nw9mwNnyq2vPsudqXmiZpavjmx35OtWlMVXvMyveFl24L0jz9erb2+Uv1e8iwstv2Pfu5ZbOwVTMuAUXWol5+QeuFF17Addddh1NOOcXA1AJXsJUbwVq2LVq0MHDVDK2aKFAgFVgFWqkArOOC8dFHH21UoJbKIpYLQqp4pLpWqhWta+k6CqtzBfGWLVuaeKWCuSB+zjnnGGtc17/00ktNhiGQX3/99caffOuttxqYC+KPPPKIcY/IB/3888/j5ZdfNh++IC6Af/bZZ6ZlRSrEZY1369YNvXr1MpnSoEGDmqzxiRMnYvKkyZg+ZSrmzZ6NtAULsHzxIqxamoZ0gjyTIM/NWI/C7ByU5hegvLgElWXlqKqoRJ1xodDadtXT0m6A19fInNfFl8JNEKvyi7BVJViU2IxQtRSINTgu7TK9JuSlaeJkRjKkIad5IrXUOAvkX9MAN2qrK/gKkFILZIGaVzGtFxhzU0cK213YqpqSqclXdTSGOqpmrFBY1UsZ2PJCwUAYoQDTpUSZfSE0ehqRX5iH4SOG44knHud70dL8tvrt9BvIj6vSiF5+fSwCry1p2A9GqnUdl2jdwnBzIGwSroeZNq8q86g+pk3pVelCbgfFZeOW2m17XXttK6nh7HEL1lRVuuyHbuO050rtuVZtmF9KU68t3Zw0D2d1WxClU88y9bnbbaneLWnz5/Jzy2Zhq4vpohIlTFaafK1q1iU3wP33328sEcFTQBQI99hjD+y8886mgkyg00cjMKmSTFBq1aqVAZaWciF88sknJi75gQU2AU5Af/rpp/HYY4/hwQcfxH333WeAKEBeddVVxvKVBaxrC6QCukCuDECgFXQ1bYsFuIBsgW1nilX65FdWenfffXfstddeZr+OS1MzDkFfcajiz2YIgrvcKbrm6aefbtJw4YUX4vLLLzcz0sqfrem/77rzLtx3zz14hPfxzOOP4vmnnsDLzz6DN196Ae+//ho+ffc9fP3xJ2j7xdfo2KYdunToiG6du6BP7z4Y8O0ADBw0AEOHDsbI0cMwbsIoTJk6DjNnTaIFPg0LFkzHQmraolm0wuczU0yjJb7c/EbrMrKQnZWH/JwiFOeWoSKvClX5tL4LaXkX1aGxvAHu6ka4691wu71w+f1wEWRuvnBmtgfTflcvAVVLQVIl782IDoWTqvUNCEqI3lt1jjPxpQqty/r6WsyaPQvvvPO2yZj1vJUJKyPs1KmTKVnYIp6Flf3Q7UdhPwxt67gNp22dl6qp4TcW7iNom0+aqTis2nO3pKnhU6+7tfGlHm8efmt0U/E1T4ONV8f/F0T3mXrvEt2/fmf7vkh/6efxvbBNTYDWlSgVlVXMVrFcflgV+TXzqoD0r3/9C3//+98N+ARRFcvlB1XOIb+oitiymm0nCBeL2CqCy4pW0VHF9ezsbON3lVUtf6zimE3rUD5b+W7lApArQJakBXn79u3RunVr4/cTxOVakItBTdE0I6xqvTVTrKxYwVtpFhjVTE3wvuCCC8ykhrKIBVBrfQuugq4FtSoABeu9997bLL9X994Te+62C3bfeSfssctO2Hu3nbHfHrviYO5vse/+OPKAg3H0wS1wbIsjcNyRR+G4o4/BSSechNNOOQ2nMR1nnX0Wzj3/XFx0yfm47MqLcc21l+GGG6/CrTdfg9tvuRb33n0LHn/8Qfz72afwIiH+8iuv4623P8DHH36Brz5vjw7f9ECvtv3xbcchGNJlGEb2GIXx/cdi8tCJmDZmKmZOm425cxdg4eIlSFu+EivWrMPajGz+BgUozitFCYFdmpmP6txiuEoq4Kusgb+2HgH1Cmyg0gI3rhG/en+F+JsS2B51clHRTFaDIEkrgsuo6ZTBlzrEsrqdAYN4DgT8JpOQu0ctW1RS2nXXXU1mqkxZ75reE/uh/BBJhY3WtyT2nd+U2vObq85J1S1J8/ibn2s19fimJDVMqqbGYdWGT9UthZdub7Kp+9vUvl9atghbq/ZllVpRkU4VGaqQku+za9eupiJMlqesQlkoDz30kClWC6ZWtnRj9np6EZTjCNCCsiqsBGxVYOmjk5Ut4KuSS5CWL1WQVkWY/KuqGFNrBwFbfldBW50t5IsVuOfPn298tKpomzlzpgH4uHHjzEyyKr4K4nILaAZZWVeyzgXxzz//3FTsvf/++3jttdc2grlcEIL5PbRkBXNZtwL6NddchYsuOA9nnUEr+NQTcPopJ+L0k1ri1JbH4hT5tI86Fi2POJqwpeV8KK3oQ1vgkIMI9wMPxYEHHYwDDiTkDzgQ+x5AyO+/F/bZb3fsvc9uhPiu2HePXbD/PnvgUPnMD2mBFocdhRaHH4sjjmmJo44/CcedxEzjFGYep52Hc067EBecdjEuPv1iXHbmJbjy7Mtw9flX4ZrLr8MN18mlcifuvOcB3PfQY3j48afwxDPPEuDP48VnX8Jrz7+C9/7zJv775nv48v3/otXHn6Htp5+hHZ9HRz6X7rTI+/bsjQF9B2Jgv6EY+O1IDB0yFqNHTcbkSbMwe+YCLJi7GGnUZfMXYuXCBVi7dDGyVi9HTsYalBcX8V0qx+LFi02pR5mgMje5FVSCeeedd0wGq0z4h0BX79EPle97Py2oNqdb835vSu35ujdrcWl7U7Kp86Wp59rvdVPhpDomw0nfmLXsrNrzbZqs6rxtUVLvW/eh+0u9V+2z4exzs/t+TtksbFMfsJZKmIpz1reh/RItBURNey2IDRgwwFi7KkarEkv+TIFPcNaNWUe0zku9udQf2B6Tatvub37MHrdhUlXHrKSGbR5O19U9ycoW0C3MVdllYS6LW/cnoOfn5yMzM9NkMrY7spq0qXJNFW3KeASG0aNHY8TIERgydDDB3Rs9enZB924daYV3QLdO7dCpXWt0IKjafPYlvia8Pv/gE3z87kd4n1bpa6+8iReefxnPPfcinnr6WTzy+JOE4IO48947cevtN+LGG6/BtddcjmuuvBRXXXopLr/wUlxy7iU4/5xLaAlfiFPOOgctzzgdx552Co4i2I88/lgcRYv5aEL9mEOPxNEHHYGj9m+Bw/c9DIfseygO3p968OE4hLA+lGEOPfJoHMJSyiHynR9xJI458lgcd8RxOP6I43HiUS3NQOGnHssM47iWOPPEk3H+GWfj0vMuxhUXXcH0XIfrrrwZ1197B2658R7cfedDePiBJ/DkI0/hmUefwnOPPYEXn3wCrz37NN75z/N4/aXn8cG776Bt20SGpgzsxhtvNKUKuXfk7lFlqkomakYoN9akSZNMc0SVdOxSJR9lpLKC9dsok01tYihQKzO2FZ36XVWxqUxbv7kycmXqesf1jloINX+XfknZ1Htq3+9NqQ1v1b7P9lva0vk6ZoFj1Z67qfM3FVfqtX/PovSlpjn13jd1z/Zef27ZLGx1QSXAXlRLbSuBzROj/YKV3ASC1IoVK0yTMRXx9WHoRddLrHP0Eiu8/ZG0z6rdJ7WSerx5mOZhf4oo7tSHrTQ2V/sD6WNUBmNdIdbytqCWyl2iD7m6tgqVNeUory5FRXUxKqtKUFWpyjCu06IrzytEqYrsmQUoWJ+P3Iw8rFudgRXLVxPkK7E4bSnm0BqcNnsWJk2djHETxtBiHIbhwwZh6OABGNS/P/r26I2enXugc8duaNuuE75s3Roff/UZ3vn0Q7zx4dt49W1a4a++jJdf+g9eJsD/89TzeOGxZ/DUA4/joXsewr133sfM8W7cetuduOnW23A9rfKrrr0GV1x5Ba644nJccfkVuPjCS3DuWefjrFPPwRknn4FTTzgFJx57Ik4+7iRa6afitJan4ZTjTuU2l8fToj72NJxwzMk4kcdPOv5k6ok44VgC++ijqEfghOOOwsm07o896ggce+zRxnUjF47873LhyCUlV80//vEPA1zVDajUZCs05cvXUqr6A1VwKnOXz1+ljrfffttUbqoHo7qOy7WkViqtWn1jXE4qien9VOcclb5UqlEmaVunqNSjDFQZqTJUlY7WrVvX1DZcma4q8JQJS21LFUHctlBp3jpF74feFavWnWaNmNRvy76Peu/stvTnet+3RlK/sebfhP1OpL9mmn6M6Lnp+eq71TPW89bSio5rW/dl7/eXkK2GrU2E/dGlNoxuwr482q8XSC+frAoV6/Xi6WZ1zL5QNr7v09TrSTcVxsrm9lvRvubxWW1+rnRLsjVhJHxKYGGNf7SYoDawynQ0PbrazvIHVzOBAIvFfqaBGqWG/GH4fUE+zwA8XmZibg/qGl2oFbxrqgnrclSUl6CcwC4jsIv50Rfy45flls3nnZG1HmvWr8XK9JVYsXoZrb00LFuShqWLqAsWY8m8RUibNR/zps3C9ElTMXH8RIwZOxYjkm6UIYMHYeC3/dC/Ty/0o/bu3Qudu3RF6zbt8eWXrfDZp1/g/fc+xpuvv4c3Xn0Xb7zyDl598Q28+MzLePaJ5/HUI0/j8fsew4N33Y97br8btxPgN90oH/nVuOyKS3HhZRfhgksvwoXU8y44D2efc5bxTcvvr8pGVa4KvIKuKiNthaetrLSVn6pIU0WlQK1ztbTNCrUtH/wGPc80MZRvXq4JtU4RvK+99jrcdNONppnhnXfeifsJcVXMCt6PP/64qeQVwNX8UZW4cmkI4LaZoVxLgrisclnenTp3Nu6nvn37spQ30Bgdql9QSUeGh9xWssLnzp1jurHLdSIXl6xxfS/WAhfIUwFu2oZXJtqGC962XbgFtj9AtetUfZOpFnokvLHhoG+w+XufKs23Fbb5uVZ/76L06pnomSkjVIap56vMz0JWau+5+b3/XLJFN0LqD9JctE/HlUj9qPrRZd3Z3EM/svZJtc+G1TGdm/pjpd6kvW7qtbekqZK6f3Pn2ms2102F3RptLs2PR+MRhNTJIM6PgBqM+U23WQNcM9AMX1ap2mmpvoi7bKcy9XFQaySjPGRaJineGDOrmDLChJpeZ9RonBmZNKZ2uokRwGJhXiso5XqAGZ6UgNcy4mOamEm6PS4CndZ4o6ywGtTV8KMm0KvLS1FVoY+9FIW03rJz87E+O9e0dlixMh2LFq8iMFZQl2HenMWYPW0epk+ciSljJ2PiyHEYM3wEhg8egkEDvkXffr3RvVc3dOzeCW26dMTXnTrgq47t8E27Nvjy66/w8X8/Nr5wWaO2dYpcCq+//roBnSrOBF9VUsrSVeWj4Cswyzeu41qqslNQtWDV8qyzz8FpZ5yJk085hRbyiYT38aar8NFHHU09BscS3scdewyOp+XdUsrjLY8/Hie0bEmYq6niiUbVXlwtUE47bUM7cZs5nH++IH4JSwME+HXX4cYbb2KabjftwwVwtQ9XCxvB+9nnniXAn+d9vUQr/FVa4W8R3h8acH/9daJpYccOHdBd1reaFfbtg2/VtHDAAAxVO3Fa4mPV2WfiBEyeMhlTaI1Pmz7NQFyuPNtWXBa5SplrVq/BuvR1WJ+5oaOPLHPBPLXNuLXGLcz1PVsrXLBKdbE0QZzftP1+fq+i9Cnduj89F5VoVCcj95NKK7p/3avCSX6pe9liBVkqiJqL+eiTasPpB1CiBdjmOYU9LtW6hW9q/Dac9ksVRvus6phVu29TkhrWhttcWElq+K3V5vHZOOx9JTSMcIT3TPDJttX/4TghR42ZqdJJ1CjjUX2Pui2p3T/XNdaMUR3WNt8BXa3ZFVPUoJiqiFLUREaN8pgiMcuNY0lIs7jseVKuq8trmPcTikQRYhxSfzAKtzdi1OsLw+dl6cblh6eBGWwDSzkuN7dpfTWy+CyIN9aipqEGldSy+lqU1NWgmFAvra5CCT94ffwqntsKThXb5X+V31VdvPVxyE0gi1UVZ4KurFrBTC4CWZOqH1D7ZzUv/PzLL/A5Lc4PaX2+/f4HeO2tt/Hiy6/imWefp8X6FB5+8BHcfy8t7zvvwd233Ym7b78Td9xCC/za63HdVVfjakLzissuxSUXX0hon0ugysVxGmGrttwnoOUJxxuLW9Z1Qo+lxX0sjuJS/vGEbmg/Lms80Ya8hdEjj2zBfUfwvKNw/PGy0Fsy7pNxBq3zs3mP56uN+vnn40pa4VcxHddcfhnTdSVuIMhvpiV+KzOXO+68A3fdc4/R+wjzp55+2lTYqgnl66+/QYi/gw/f/xCfffIpvv7yKwNxuVBU6avnpdZE6qkp61uulLEs3cj6tp18BG09e+tGSfV/63eSBW7dKbZ3pqBte2c27+gjgEutj9yyQiqQp7pTrFoONDe+fqjoXKVFfQbUGUqlGGV8qpBVu3hlSipFyN2jdCj81sgPSc9mYSv5oTemsPYhNU+sjjV/YHY9Vez+zR2z+n2yteGspMa9Nbopscds+puUVicxvJHyaegEqk6k6nEltannLpWnbxRsg6SeyLiSccZJbKO8piG2aC3IGk2uJ0xknmNFcdj4bJyp27wv/v9rip6b3heJPjhZJSp2q/gu69V2F1fbaxXfZbHog9fHro9GlniumhFSMwmEdbTIV9MiX7Umg+BYi1UrVmNF2gosmZuGhTPmIm3eQiyaPQ8zJkzB5NFjMF5F/2FDMGTQt4RSb/Tu3R3duncmqNqhTbtW+PqbL401/jYh/ubrb+HVV16nxfoiHn/qGTz8+JN44JHHcPd99+M2tUy55SbcSEBeznSfe87ZOOssWsVnyjo+idY2wX3isTju+KMNeI+WD/uIw3HsYS1wzMGH4JgDD8LRvM8jD9gfh+2/Hw6i7rffvthr332w+957Yde99sTOe+yBXfegta8ORgeorfghOPQQQv2wI3H0kbTYjzkeJx1/Ak4+8WScqiaFp57OjONMk3HJXSM3izr+2Hbi6vAjGMkvrhY2tsemOvuolGFLHOp6r1KIfhNZ5Wp6aUGuzFH+8OYgt5WZssD1mxnLe80aU+kseMv/rd9PbpNUS9v6u62/dXPf4OZE75PeI11HbftV4lHJSCUUlYqUQSmjls9elai6TnNp/u2nfutbk54twtaRn0eEqk398RfSwe/qDxbB8buANLq5a6Rq83PNOdxnlftSjm5WjTTt4H9N5/NlbNJEXIm9G4JvjQi+agEiC01AsMBVr0b5TFWZJYvpB4kuzjypScyA6yx9+Flk9tPq8soCo3XurkcDrfPaOlpu1WUoKy+hRUeYZ2Yhc10m1q5Zh2XLV2LhkqWYtzgNsxcuwvQ5czFx2jSMmzwR41jkV+uUQQMH4Ntv+xq3Ss9e3dGVAG/fqS1at/kaX3/1Ob747BN8Toh/9v77+Oi11/Duiy/g7X8/g1efehLPPfYoHn3oAdxz71245fZbce1NN+Cya6/GxbR4LyIoz7vwIpxzrjr6nIMzTz8bp510Ok5ueTJaHn08jmlxNA5Xi5MDDyWwD8Z++8gdsxd2220307FHqk4+zVUuG6tqY2676Ou5qz20mujpd5DVLktfbhZB3Lpx1FFFvnH9RmoOqQpONY9UpWZqt3u1YLL+cJVU1L5a8JYlbrvb216aapEiH7iaa8pSVQsgQVzWuDJkWeOCuB0nRa4CLZUZC+hql6/06H522mkn0+pFpQ91TFK6dH3VXcifLvDKAm8u1hiwlrcD29+JJADz3b+fD7abiiSp5hrSTR822nxH0zlJ5b7E/1tWI007+N9G56f+JYM0060RWTfqVaYisCqy1DNQHWnUVEzFQn2E8kXK7SER0MPxKBnKIql83IS/uuVG1T2XhjO/GZPEpMck4UHhPk0/pEHLFDZhwUj1YWnsChYzIyGeE0EkLItJymtQNV27n9eWeiNhuEIB1If8aOTSwyKyl1aZn6oZhv0+P7weL1wqXrOoXVdTjeoqVYSxOF5WhPLCXJRmZ6A4Yw3y1q7EOlV2LluEBYvnYtb8mZgyaxrGT5+EMVMnYMyk8Rg2aiQGDR1iKub69uqL7p26oUPr9vjms6/w3/c/xrtvvIM3Xn4dL7/wMl6gFf7vfz9rYKdmdaoQFGjUZFNQVLd2WbqyeAVNdTCRBWx7bNrxTmzFpe2labvra10wFpi1lFr3j+0YJLWdg7Rf0NZ5ik/wk3tGPUJ1LVsJKv+40mH98nZMFVnk6nUokNuWKbbbvVqnqJNTwif+tanwVGcmZQ5KizISpcO27da1lUHofVKpSRa5gK1Skyxs+a+buzsc2Dqy3YksClka8hmqiKqu3foY9aGoeZiKvrKE1qxZzaKgRniIEow+RIKNCIfchKIPUeM3jyDIuDTursaH0DTxHqpmL9ZZZmwIrks1nVCQ4I0wvICbGG+YgOU+GsFm/AmhXb2ayV0zLoQaFmmgdl4RDUyDRlxTnBpnItFvjsKw5kTtoEUdC/LDJZiDIS/VjVDQZdIdCjTQyq6H11eLBi+L1p4qVLtoYTdWory+glqOiroKVFaXo5ygLi+nFpegpKAIRXmFyM/OQ25mDjLTM7F+bQahTUtvdTrWrFpjSgryjduemrIO1XZZgLHtxdWawnb2USYn37jGBRGI5B+XJajKTTW3U8Wm4KYOTrazj1p1KGOUf91WZAp2ahEiWAqagqhAbpv/qVWJflf55fW72rFUBEJZ0bb7vdR2rxfkdcyC2rZksSqrW/FrqW01L7TxKDNQPDYzUKah6yqjEcR1L/Lv6pnIb21bMkhtPdT3iQNbR7YdMRZmwvcm60IVM/KxqR2tioX6yPQBaRyNNq1bYdWKJQi46wg0DUnZgFiokZaoG+GoD6E4LUwCsJ7mbYHXj4xGH9Y2hrDWG8X6IJDNbyeP0MwlFfMJw1LSUwPteAhZv1GgkWGqub+W62YQHy4NsKk+A1eNgBZCPdHbaMCbgLiAKyCL2YbKTaqiKTOCWICqTIHpZkwxapRnSkNcDzYpwUwNUSPQ+BG0uDVCHK1uEoC0p8XFXCLO3CChzHi4jEpDLAKrK3UoAQvV1uuZquQgkKS2FZeqskuWnSrB5FdVZaago0ozVWIK2mrCpqK3oK02yvLN2o4+qT00NfKeOj+peZz8u2rzLHh37NjRDLeqwZ5khappnSAu37DcDLa3ph07Rf5kO36KRgYUyGWV6/eXZS5/vgafEtTlIpBLQyrYyiLXuyI4C6zW8hZwtZS1KzeKXAyCscAvq1/N/NQGW88htZWVY9lSgv4Qcqr8WFoT5gejqiNHfmvRoOLldQEsqwwik3DTKGFbJXyhzctNtdBV7bZqyvWh6mMTcFUMvebqq/DZxx9g8bzpqK0oQshfR2PUw3NoNWom4pjG+gUKfEHMKKzAt6vz0Hl5ATqsLkeX7Dr0KHGjd6UXfSr96Ffuwwgup9YGMLfej0V1Piys9WJBQwALPVEsIXlX0PxdE4ggMxRBIe+vikBuJB49pKhHiOT1/LSKA0x3MKaBfpJuDKqWCWVmwkwgxvDEuYGsVT2laBKqmvNXWYVU+3XcQNk0JyRkBVtaXGZ4N2tmp6o+Ah7iiXqkBhSpqme7qX1W9RsI0LYobWGtSiW1LLDNxVQCkQ9dv1EquKWq+LIAV9Mr25ZYflW1cFCLB7mLLMhTe2oK4mqvLD+tutrLb6sWBfLlqlJOENfY2CrhWIDL/6ulRu8TnOWS0HsiuAq0ciMIsFoXfLVfIJZlLReKIC7fsuLTmMsWtvaZ6Bl9n2znsI1gVXYNXhxfiocWNmIqP4rv1jEmhQ8rxA8goo9AL1hy9yaFH1OtL4JybwTVQYZP7t6eRT5LAULKf5sXQsZD6OjZlPtpi/GDbi4RAm7Oyko8Mqkcz6T7sERjyDYXxlPVEMSKygCW1iqjTO4nIezMC1b0kasCRJUosnZUw9yixWE484zT8Mp/nsPYMcOQm5fBj78eIYI2QCB54/wNeR+r6wPouzIPr4xdiLsHzsINgxbi6tErcfXk9bh6Vj6unVeCmxaU4d7F5XhyaSVeXFaB15aW480lpXh3VRU+yXbjqwIfWuc3olNBNb4trcLUugasCQZQQZL6eJ1IXF3VCUbj66U1FEl07AnzPQtS/UkNKCxpKNjyCDXA15JLasyoIMzzBdy4j0prN+pmnFIPlYBm/HHN6BGWdUuqhvgDGOAmNC6NJFVw1++ZAgwL1uaAlW6NpJ7/Y0XnKyOV2qK6tbwtzC3IrRUueKvJmYCt1gyyvgVtVYjJCtdSKjeJWlDI0rWQtX5l6zoQXFVSUgWewsrylitFFq3ArzoBXVfp0+8o3Zr73b5hG/Cgw7QC7NIqB4eMr8fEAGGRPNQk/CHXlLoxeH0Duqc3oF+OB7MbonB/592Kw+Xlx0+LZ+CaOnyyuAZvLqrBhysa0CfPh7RGfrxb9z5uUxImGJcXutAvoxE9NbNtnh8rv/tw+G1HkF/txYSsBrRdVoO3+WzeXlKHdhkeTKoKo4CZki1VxH0BzF5QgBZdM/GP0bVoW5n6otJG8wexkNblm1NLcOWoIlwynpBb6cZU/i4uvdT8GKPRxItuQaAPUR+XLBxVipx51pnYe5+9cOQxR+CBh+5Bnz49sHrVClpYdQjxXGW69byNda4QBqaX46Xxy3FNv9k4peccHNJzPvbonYad+q3Av4ZkYI+ReThgdD5ajCnAcWMLcMa4Qlw4qRiXTS3GldOLcd2MAtw0dR3unLwU/565BK1Wrcek8krkqFgu01W9BTWNkQZ710DvYUKRxf0Qn4jsVXdSiU/uU8cUwpYWLsmZavYmVDN4GAAT3HHB1UuASmndaoB5M1cdzyMIjANZD52nbaT6+aSb4UNz0Oo5Cyxa17FUTZXUsFr+WLHXbR7/1khq2mx6bDyCs4Apf7Iq3CxgtS6XgzqeyFUhH7T80nJ/qEWDrG4B3oI/9b3Teuo1tiTbL2xlYRVX47Gh2dihQwFOm+dFlv3ak6IZBFZmVuHOIXnYtXM2duqYhT0HluDhrDDyU8PyQfpdHvSmlXNu3xzs1CUbf+2chT/znL9wfcfu+ThxUg2+KQmbD3j7EFr6tBgnLq/A1f2z8a+ufD5deO/DaM3lbZxlqeiatr4KDw7Lw97dcvAPPpc/d9LzycI/uuZi38FleHiNj0VtfgA6gZZd/rpSnNUrCzv0KMMT64JmYHJJPBTAuKVluKxPNnbuwXP75GH/njnYpVs+zpheh361tOtkWvP31Udti7L245SFIz/he++/h0suuxi77rUb9j1gH9x6yw3o2LYNli9eDFddvfFZ8h+YDyCtLoq+mfV4Y2Exbpmci5NHrMde/Vfjz71XYIf+6/Cnofn46/Ai7DS8GHuOKsMR/K3PnOvChfNrccH0PFwyOR2Xj1mM64bOxMMjZ+G/s5ZhdFYBstSxg+DT8xEMY4RtLKqeSh7jj1UXbj/B6iNYNT+cLFu1nIgS0GYm5abathRVrZxgKhATvEYNYKnq/t0EWat8qOJeqnJ3nM/QKJ/Z1qiFS6puKpzVzcmmwlq1sqVjVrTvh6ZFmbGsVPl3VfElf658vmpyJp+xBvxXZaHCye2hElNzkG7uWlsj2y1s1RU2bWkJLuiegR36lOC2NaEUy5NWaoMHg9PKcNWAHPxdM6u2pn61Djv0LMIt68LI1kualBAtsWmLi3Feb8JB4aSat6ptcqntjvloOakOQxoJ+eR5267EUF3tRqe5JTirN8Gp+2zN56j77F+BN5gZbZAY8vNq8MKIHPyzfeZ3n4/W2zFD6l+GV3MCKNApBEp9WTXuGpCLHb7Jx4Xz3Fhi9sdQk1+NBwfxN+lTjJuXuTGxzI95OTV4dFgu/tGjEFekeZAZTPyQeskFXBUxBVxt62NobGzAuox09P22L6649krsuscuOGDfvXDtJRfjm/c/xNKps+AuqAQ8tMAYVQM1LxTHpJoIPlvnxb1zanDGmHzs/e1a/LUPods/E38bXIidR1Rg/8lutJwfxqVr4nigOIo3GwL4ot6LtlUudCmox8AczenmQkatH3W09gNMU5D3FSBU/Sz6++MeIlZeXE/CrjVjZSQyCxXpLQR5IAFKPeqNVPu/TxluU5C1moStBZVVa6U1V3vMQiUVMPaZp6o9timx5zYPv7lzmodNDZ+qNqxVhUtNv94R+X8FW3UJV1tt+XrlfpLbQf5juSgUPlUUV2o8qfGnqvZ9n2ynsJVV5kWHSQXYr/U6/GNYBV4tiplmPJLGGjd6zSnCiT2T8GxHSNCqFSD+3rcYd68PI7cJtgJPA14fkoMdDVxprfUvxjXz69FmeSXuHpqLXdtz/zfraQkV49HcMApTQL3NCa2qusoGvD+lEId3TsKyPZ9NBz6jDlwOqsR7OSmwZdF1xNxinNCBMG7DMF3ycPSkanywug7vTi/CkZ25T8+tbQ5OoTU4xtSGxRFwN+LNEXnY8atM7De+Ft2YQ4UIziVpRTihey6OmNaIyU2XiWDxilKc2T0HB4ypxUi3IEZiJF/yVAs38bHI9x5BaWUZho8egQcffgBHtDgEB+y+Oy448WS88+SzmD1oDDz5VQkoUdRKIIel/WkNcXQpCeI/6Y24amY5Dh+cgV17rcTO/dZjz+ElOGhSA46Y7sVJMxtwybwKPMR0fVLowSAXMCsErGZ8hUxCHd81O5VQA9NTz/dIrRIaiFk3/PxLgBZxXlTWaZMVyxOUJqmB6ybUHrPhpBakqduM0qg9ZjUJ21SISO325nRTQNkceLTU7yK1+zYV1h5LXU+VTZ3TPIwV7bfa/By9G6qMk89VPdfkxxVctyS6Z1v5l3of2q/4pKn7v0+2T9jScvJU1+LRIbn48xeZOHh8DTo2JN5BSXFWJR7oSyu2leDAYm+XbPxls7CNIK+4Gjf1ysb/yVprlYMWE+rQV+13+OFMnV+EU7po/3r8oUc+LlgWwGpzbBuVSAj5GWU4qSvviSDcoTOL812z8IfNwTbgxpeTC7GXsXyz8JdeJXgiP0ywEDiF/A1oFf5RJQdmaHtNrEP7qsRLGQv60W1KAQ5tuw5/HliOZ/JjcAXDmL2wCEd1zcNZ8z1YbUImJG99Oa7rmY19R9agv4s2IX9jvvXmmF50vfQWCuYDI+DCBK7L58b0WdPx/IvP4cxTT8Wh++6HU444Gk/eeT9G9ByA4vUF8HsC8PKWqvmbMxlYSqtylCeKrwoDeGRxJc4fsw5HDFiBAwauwUGj8nDEpAq0nFqJU8fk4uz+K3HHqGy8NrccrVZX4tvcOkyt9GAlreZCxkX72czRpuHz65imRqpsWrUlCBOyUZbANCebmRDTDkjU5DLgSVTTrJfpM0vecnM1bmEe01J5UKo2AVfWcoomLNsNoN0atSBLFW2nHrOaCiSt2/2bi1PrNlyq2OPNdVOypTB2n94TWxKy17dp1XaqaFvhm9+D1lMz9+bnbU62T9jy5S3JLMPFfQmHL3NxyvQGjKbVYR9/flYVHh+cjb0GFeGiaaU4t38udksWgf/2HdiGkV1Qhav4of9RVl6rPJxOq2uaORbDmhUluKpPArY7ELZnLPJhuc0wWUZtcAexujqAJZXUujAKAvzBkof5S6HCFcJSHkurCmBZfQR1Kgb+lhIWbMtx/rd52GdgGa4aW4yL+2fhT4KtLNyNYMu0+hrx3wmqhBRss7Fj33J8UqUmT4C/vAEfjszC/8nyJ2x3GVuLVmXJ+4uEMWFeIU7rykyvezEuW+pHCYvdgurlzNj2HFaJj0tCyHGFkVfnQbupBTiYED5xpgsLA/xQdW2++Fb0wtuPZ8Of+MVnXFuN6fNm4aNPP8HV115rmvwcflgL3HjdjWjzTRssXpyGipo6eCJRM6FlGXUdwTXPH8OQuhA+yKzGLVPTcfrQxThuxHKcNj0XVyyrxu0ranH3zBI8MD4H941cjbuHL8UjY1bilZlZaLO6AiPKPVjsCSGbEC3j96jJMdXWVq+H2vj6mV4fP2YvP9yAmVWZzzVEZaZj2siG9SHr4+arwvfRLBmPPAxGtU5VCy+dZty59lhSzSPSf00EZiBqnOsJ5XP6gZoqm9onsb/HRr/LJlSyqX2/puiaNo2pkro/9Zjdn3pvWyPbJWxjvgDmLirE8T0E0HxcPI8faPIYHxXy8+vx1fxqfJzrw5LaBrw2Mh97CJabhG0EBSXVuE2+SwPbXLScUo+RfGfDNDUWLinGRb24/xvCpkcBLqZlu8a2L/P4MX1xMU7um4vdu+Zg9xFV+E82PypzkLlsZT0+plW4Ny3r3fsQPHPcmObiB/FbCj/8kvxavDC/Dq0Lg5iTzfUhmfizYNtuE7ANudGa97BPErZ/71OGN0rDBiy1JXV4dSjPlWXbNhP7TqpDZ5bcjZAey5aX4LLeAnE+WjIDWxiideNx4RtavPuwxHHAkBLcMLkct40qwGHdsrHHsAq8ksei+FY8Ir3+UX4IvgCt1mAAVQ11mLckDV+2a4eb77oLR59wAg498khcetkVeP/9DzBp8mQUFhfBo7aiPFuWufKF9bzWFGaI3+RU4PH5Gbhm8nJcOGkFLp+dgXuXl+L1zEa8vYbPaHERHp6ZjbvGr8Xto1bivtEr8MLUNfhmST5G5tZjYU0YmZ44Svjoahin4m/gR9rANDaQkm5aScFQANEAi0V+poAaZbo1cpwqzHQvFqBNdV9apxqDmC9VqrvWqt414iD5p63UozzRkV9NtkvYapi/HpPzcKB8jp2KcOMSD7KTxySBQARlLOZV840NBVx4b2Qedt8sbOOoqXXhneE5tH4ZplUmdhtagZdyA1hR6cJnE/NxYMfE/r/3LcGTLEIX2XfY48XUebT6dN4XtOAIovvXqQ2lJII0fqyX9iCkPqd2LcLN6QGsVfHxtxRaUkE+nwIWowW10uJ6vELY/kmW/3dgS4kHMWZBCU7vLNhm4o/dCnDRYjem1PgxcUU5LlCGJ59tu1ycNd+F8dbFQoCU0Iq9eQDj/CoHB42sRi93ohVpVVUjWs8qxul9c7BHNz73XoTx+Cp8kBsEH+/WCR+jZsr1uhOTUQpEdS4Plq5ei659+uGhJ59By1PPwAEHHYZzzz4PL73wIkYOG4a8zCz43Szo04yUj1++1zw+h7n+EPqU1ODtlbm4Z8YKWvyLcMuUFXhxZQney6rHf4u8+LjYizfSq/HknGzcMXoJbhowBw8MWYTXp2SgVVoxvs2swaQyFxbV+5HujxrfvtwMukajrhdi8ZawFWhjAcI25Cds1cSLRVxm7MbCMpauitxUracqjwunqUilDUuk2j9tJUaFc2D768t2CduqGgJ0eHYCjt1LcOcKn3mpvytxhLyJiprdNgtblazDWLauEvcz3J6dMvEHFmcPHlqCK0cX4qietHhZvN6F592wwIUZXhYPk+fB58diWr4HdSVQZBUPKMcTmSEe4Nfld+OTCfnYvQ0h3CHXtAMe7dpCp4vfSIoL6oxlu1nY8l4qyxvx1fRCHNMjG//XKRs79SvC+WOLce7AXOxIi/gv3fJx3NgatKVZ19SklpaaO68S9wzJZkbEDGxQOd6uiBr/piDQ6PJjRq4LvdIb0SPLg0nVEVSJIlsrAhMtxojXj6iPz5znqgStcXfz8osxavQkPPv8azjllLNx0H6H4KRjT8Dj9z2Awd17ImflagTqGxGjyahJNOqZ5lJGuSYcwcQ6D9owk3h21hrcOnwerhs8D/cSpu9mN6CHK4qBzMR7VnnxaWYFnpX1OzoNtw2bh1uHzMFD49Lw8px1+GJVEfoX1GNWfQjrgzFUkHlqMuglQIOaidj4n2XRMuuhJmb2SLS91aDxamkTp8UbZzjdY5znqamY8cMyrRvDVoi1qv8jRhPAdWD7a8p2CNsYSlg8//eA7ETrgV5leGC133TN/K7E4N8K2BrxedFnXgla9iBwVFH2NSH5Ja051cB3ysWh42vwdble4xRhkXTlihIc0S0JW1UEZav2kuDIq8D13wo0vGZ/Zgi0eMs3BxN+UOWNQaSV+7Gwwo9FlT9M55czHfUEHeP/oZ9X4ffCVhLG6qxq3D4oB//oyHByKXzJ5yPXSnv+Dt+W4u41AWSknkbYhoqq8NAwPgM+x398W4LH+NBLNvcMfpCQOPKjyaFpelHxmQdoHfqZAPX4I+CqK+oxZ/YSfPLRN7jswqtw0F4H4Ih9D8KdV16Lbl98jfSFixGsU60qM0ASzMM46xizSi3LfBEML63DB4uycMegRbh58FK8NL8IPUu9mM64FzHcTF5qaK0Xbfg7v7oqB/fPXIEbR8/DNUNn4xZC+qmJy/HpwlwMzqpFWn0ERUwmr2Z8umb8BKY/QGs2SLCGaOFqgJqIeodxe0O7Wp4kVeVakBmK4MsSQ5y5SgKtqXiV2j2ycKUObH9N2Q5hG0VRRR0e7ZeNfwiKLLo/slbzf21Ktg62qrUtL63H+5MKcFgXwqRjNv7ZMw/7987Bvzqrpj4H+wyltbPOj2y988nzwGLh2jWlOKE7IaX4B1bgxbwwPD4fhs8swBGmFUMujp1Yi0Eefi/J074jHi8GLy3HZcMKcd6IYpw/shgXbLUW4awhhPm8Roym1f1DLefvh20cPrcPI9PKcFGfbPy1Yxb+3DUXe/fJxV687z93yMLfehfi4rmNGFuvXlJJibNYW8oi94gcA9u/9CvGXesjKEh57j9eBFtae2q/GlVvLfk/vQh73VSt0yqUFUmzNXNdPjq17YKbr7sJh+17IA7afQ9ced55+Oy9t7FwxjQ01sjWTmBJI4S5CF8NSFMYjWMBM8BeGdX4fFER2iytwIgCD9K8EeOyUnviPKpaVMzieYMb/PgqowgvELr3jaSl238G7ug7C08NX4pP5+VjUHYNZlZ6sJyWsdp4q5JOfl03LVY/36NAMICQar9VaRaSEqxS1Y6pQo0ZuxkTQc3IqLKCY8wEBdcNsE2ocJv4kx/XkV9LtkvYFhO2T/QnEGXZErYPE7abbo21dbBtbPCg/cR8HN6V0KEluxOtsNuWsNiYXo3HR+Zhzw7r8ce22dh3SDneLYmg3L7BtETWZZTjTLXnVfyDK/FKth+5ZbV4VA33W2fgz33L8CCtvkTxeTPicqHNjELsRpD9vQszka4/RHlOOwJ9XC16uBPD/P0Q+V7Y8qOevaIc1/bOxF/aZeKPajEwrRZfZ9Tji9nFOIHP7A/ts/CXrgW4YZkHc+VFMcJPvawGT4/MNbD9Pz73OwTbVI7/FJF1F2MmG1X33BquNyAacTH/a0TQ7zKWYpzWdTAQRG5OLoYNGYInH38UJ7Q8BgccuDdOPa0lnnzyEYwbNwrVNZVkWdDA2UcYet1qQRBDAzlX6I9iRW0YK6r5zniiqCKMbYsDZWx63oKmXAXZhOL8ej++zavHBwty8eCIxbi+9zRc3WMKbhswB09PXItPllWif0kAs73MCCIxlkbiaKRl7WVa/VwGQlReM+QJIeKhpStr3VjvXMra/Q5sI/xLBW7Ca5uwax3Y/pqyXboRyivr8Z/B2dhZteA9S3HvKr8pAn5Xtga2ao1Qg9t7Z+GPKh63IUym1GOYPwY3X/DZS0pwgVojfM1j3fNx4XL/htYIsRCycipxUS8WlRX/sCq8sNKFSUuKcKyxdrNx/LQG9Gv8nlc+4MfsrDq8PreKxdUq/OcH6gtzavBJuheLmK4m1m2lbBm2THfAgzZTCrB3q3V8fln4BzOP14tCKA3HUFpYh/8MSzb9Yialdradq23RlRaWulMPT1i2f+9Xggdp0qk4/XOIcBKLE7axOlqklbzvGv6SDYhEE+PD+r31BC9RyKJ6KOhHWVkxJk4Zh1fffhnnXXYuDjriQBx+TAvced8d6Na7K5YvW4q6ilqE3GFEfEw7zVw1xVJntlrm5LWkq4/bGvdFrQdi4RBiquyixkIh0z2YjCSMgXW+OKZWe9ErtxIfr87DUzPTcevwJbhh0CLcMWw5npyYjg8X5poKtTnVIfCnM+4VDZyjYR3dvIjHF4HfE0bYby1cRmxgK+uWZSSNr0DYCq+yZC1k9XiljI57zS/oyK8k2yFs46ioasArQ7Kxi2DboxT3rPSbRuXfla2BbRjZhdW4xrazbZuPc2a5sMAciyNrdSmu75f0U3bPw2lqZ2vNR7742YTtJRa2wwm+ZSxOzytIVJp9k4PT57B4/31lexaJPcFEC4oSFlNLf6AW87yKQAwaGPuHflzfC1ufC59MLMCuJiPKxr++rUSr2qhxiYQrG/H5mGz8lZb/Dvwtdh5Li1cNTo0QWEXVeGRYErb9S/AQYVssCvwMYmBL2zKERsK2imtVhEwDAexiabsRPncN87AGBtS90PqLBpFfmodvR3yL+598AIcd1wJ/3/nvOIzAffyZxzBy+DCU5BYiSotSN6eOXzpVfHMTtF4CVy5iGqA0qom1IHd6GnnQxWfEH9gXpmUcQyPDV/Aec2ilpvGE0YEIvip04YmZOWbEsSt6zMBV3WfgXq5/MCsPg3J9mE1LIYOXVVM0vceyqF2kvJt0DxG6cc2WTNgaf65Am4St3l3hVVashawD299OtkvYVte48O7wbOyebI1w18rNtUbYCtjypV1PC0QN7f8kH3D7Apw322UqQeT1ylpbhhu/tbDNx0nzvWBpOSE8Nycvca5g+6eRVXh4UT06TcrDfl0Iro4FuH6JB0t/qLn5K8r3wTbuasCHE/LxL/Uga5uDnXm8XY16/ZNJVY34alwO/m5gm4l/jq7BF001YDGEClVBloCtKtGeymfmYFn8EyXR4IlWKFMSjNUjEK1BmFZtLO6hRepBOOhGRCNwJfEjHDXyXVi+biU69u6M2x+6C4ceezh22nMXtDz1BLz0n5cwecIkVJfyTdLti1K8FfXcEku9LOmEwlFeg5AXbCPcKctZs0WEVKQI0YIOM9MMoyESQ1U8jnxGsZI6mdZyz/w6fLysAM9NXYMHRqTh7kEL8OCwJXhxcga+WFqBwUV+zOd7lcnrVvCcBi7dqrxT22TGJ5eISYzJBVJhK6+tA9vfg2yHsOWL3+hDTwIt0c62GDct9SIneWxj2QrYRoJYta4Mp6kVgizbToW4cqEH683BGCqzKmiF8JjO75qHQ6bT6nXZVziMguIq3NCbVjGP/21YKc6dUE7rJRN/65CFf46qQdsye6Hfp3wfbGPVdfjP6Dz8QZlN+1zsPrwG/etlVVLqXOgxNRc7qoVCW+qQSrxjH2w8inpa/XcNVmuELOw5pAL/rYyazhA/h8gbqaogTRsfinoRDLsQjhC0MRbtNSaBbU6lmQ20NGDi+8DtnJJCDJkwGk++8hwOa3kU/rzj33DYUUfg0ccfx9AhQ1CUl09Qb/jd5DL10tL0cSUQiZhuwsQu41O8BF/SFNaYtsGgn4AM8zosrfA1kQdJ91xMXc7HOrbKg07ry/DGvPW4a8RiXNpnLq4dvBQPT8rG+8vK0a+oAXMbg8giYAVd9XhTfYSuYrG6Aa0Jz6x8s4Jrc9162CpUqkq27kxHNsh2Cdu4P4h5iwpxXHd+4K0LcOl8NxZrf+Jwimw9bE/uxrgUpkMhLprnxnJzMIb89HLc0l+wJWw65+KAjWDLYn95De7sk4O/MO6/9M7D3n1z8Q+Bp0sBrqXFnfY7tmol3wvbmjq8OCo34bOmZbvLkGp0rlWFDD/o6ka0GS/LVr8Dnx1h+7YdnjEWRW56Ga7vz2Nf5+KQ0bUY+CNaS2xODGwJ9BB/vxCtTNNeleC1gI2FuY9F/TAtz4jGl+V+zUsWoFXa6Pchv7wUk+fOxBsfvYszLzoP+xx0AA5ucRiuu+E6tG71DVauWIkg3zMrApcGVg/RwjQTTPIJhM3/QWjAGTMAeCwxbU2MxX2NxxsO0xrmg6JR3NRNOIv7lviCGFvnQ4e8erySVor7J63FDQPm4vreU1kSmIsPZq9Dv6wqzG4MISMaRzFfN5XcVDGn10kgNVVfav5mdMMqk5joiZYMZ4CbPGY2UlUtOhhK8E74fm0VW/LsZNwm/sSCmsjmzPUd2Ui2S9iq331xZhku7EM4fJGLU2c0YAy/cb0iG0sCtm8Qtrt+QxgQpn/toyZI33UjXKwKLbUbbZONQ8bWoCOBUu/zY+jsIrQ0Tbh4rEsejp/vBQ3ppERRVlWLh/rl4B9tMvGHTln4o4rU7bPxj2HV6FTBjzsZ8vcqgu3zgzWYDKHYls9gYCXeTXUjuBvw/tg8/O0r3n/rTPy5VzEeWB9ADimSlV2Fu/vxvtvquTGzGVWNz0r0FVMIm0VLinFhTx5rX4ATZ7iMZfdzfqLq+x/hdQQ2a+mpQkxNwjRPV0zdY6Uab5b7I4Sk3ABh1fzzHapsqMXiVcvRpnMH3HDLzQa2+x24Py686EK8+847mDVjFhobNrTgVg+uoLrd8lx15Y7EwwgQ5L6QLOpEsd6o6ZigSjS5ADRgjtrVJuYxk5UrizWH20vJ8om1IfTKq8aHCzPx5JgFuPPbabij/zQ8MmI+3pqzDl0zqzCpIYzVDC9YW0uXhm/ihU/edkKJSTV5o1WuWYBDTK9SJPjyUSXCaocGw1HzMj4jlQTsNDya64x3xKgSJQFzks6TMq4EmoVkgVmlG3OA6ohk+4QtX4JAoxufT8jH/vzIdx1ZhffL+QF953dn0c/TgOcHsij7STp2+JTatRDXpYdTBhqPodHjx9hVVXh4ZB72a084dMzBwSNKcd3YIhwti5eQ2WVAMW5b1IBBlRHUpJxbU9+IV4fmYjcz8hWV5+49ogof5gZRopf6dy55ubV4tJ86cFC/4L33Kccrmfoik0JQrSxswEdTi3Ga6Zqbib/1L8IlE0px0YCERb9DtzycMbkK/80LYLWcufwAgz6vaU53AH+fXYZU4Pn8rRvz4IfKhkFEUlTbAgXVDsii/THuN2MQEITqrhsiNH3BAErLyzF7zhx06NgRzz73HG686SYzffZNN96El//zMvr3/xYrVqxAZVUVfH7CSa0R9Md4w2EiKqgOCWFatoQsgW6uy+vECD4zLY2uyxTotdGMv35e28UMopZaQXjnh1i6cvkxq6Iew3LK0Hl1IT5Ly8G7C7Lw1vwcox8uzEKb5fnot74cE4rrsbjGiywvMwz+VI2MWKOaBbgMEaLyHZuJHo3Lg2lVekRcdRVn7h/XYEmaKJLXliUeJnCDMU2SSdhSNS2PXCTKuFRCMbWCyfuIUE0bCC61bZ61I0a2T9hK+FJnrS7Dlb0IiF4luH5VkC9v8liT8JXhhzB8WTWenVKOh6eW44kFdehSHkXVdz58FntLGtFuYQUemFiCy0YW4cxhxbh4XCnuml2Dz7N8WLmhVJmUOOrqCNthyTFvCZ6/9ivBbWvVEGnbkFp+tAOXVODR6RV4eBp1sQujNtFv1ufyYeSqarw4vQzXjy7G2cOKcM6oEtwwtRL/We7C6Dp9olaiaKDFf/9AVY7l4uRZDZgiQyl59LcSQdmAVhAiaFL9shINq5exbh169+6Nhx56yEyvvedee5rpsTUVz4gRI8yMs5p+xQ7Jp2UwqMkRNZQii+GCLPfbTMCqlQSEef0obUhmZH5axJouR4PjyGKVq0CW7zqybnqNDz0zy/He3PV4YswS3Dl0Ie4auRiPTlmFNxfnoGNuFcbXB7DcFyWw46bZmTsQQ8hPyzOg5miaD0290mipMjMwo9nwuIGtDAFa3ZqrTBN0JgbEYfrligHPSfqhjapijrBVniXumlYZlrO/9Y/6O5LtGLYEaUUtnh1Oq5XF1FPmeLA+xSD78SJAR1DUEMS6+hDy+CLbQcm/IyyuZuZU4tq+2fi/5ADaR02sRT+W9X7nrtofL4RLtTuE9XVBrHdFU6z8FOHHXZRZhvPl5ulUjLtW+k0R+LcWQU8wTAWu1rXPiib602y+Au4jjzxipsTeb7/9cMYZZ+CF5583EwNqYkGNmSrR+ZpeRaBugi3VAjYVuE3KP3lGNQyjlwRz8T1y8Zl5Waz3E8Qay1fugmJao8s8QYyvcKELofv8nLW4edQiXD54Lq4ZuRCPzk7HZ7R0R1Z7sJyWqga+qSVM/X6C30/YMo3GjRIiysO8Gu83TuCaac8FW2WAqao8Vs9CG6ZKTtmnTGG+zdqvx8QwSeOd/yXVESPbL2wlIS+6zCjEnm1zceTEekz2J4prv5b4693oPS0f+2i2Avlse9MKXhVAxf/6C+gPYnFaEY7rkYk/Da/GZ6X8uJOHfmsR7FKBmwpeHRM4NXOrptL+4osvzESBLVq0MGPkakbWr776CgsWLDBzoVmoCrSpsLVQTb3eRsp9gq0K64Ktm5ajOxyAJ+hDgEuNl6D9NdRsZvxprgDGVDTi0zVFeGxWOm4cuwRXj1iA28cvwYsL1qNTdgWm1vuxjhAtV4cIAjUY4j0xTeFggJoYYczAVgPbhJlGuRTkKbAq2CrjNGarVjYBW31cPKRwDmy/K9s3bPnLL8usxmMjinEji6pjaYJuKMr+0qLJJCtxQy9C1lQu5eCIyXXoqvH0/sdFM/bOWFqGm0cX444VHsz59X6UrRILQws/gVKQtfCV1appsxcvXmzmsrr11ltx1FFH4YgjjjDA/fjjjzFt2jSUlZU1QdoC28aheO117LW03yjXI6SVJoD0kFxeks4fUZMxD+PwmqK/pv3xx6JmnIbSSAzptFzH1/nQuaAG76wsxOMz1+LucWm4d8wiPDt1Gb5akYOhxdVY2OhDbpilD16jkee7eW/ySwfDmr2A1i7TaDpIyKUQ5Lua5Klhqwxa+XblpzUb3GncCFzX/iRsjTqw/Y5s57AFvL4Q1pb5MLcyZIpReg9+DfHUNaLt1HzsLNC2yzJW7RPptIr0Ev6Pi3yApbV+zCvVtOjRzYzI9tuJBaBdFyTtPFSp+zW9tXy0ffr0wf3334+WLVsaK/fcc8/F888/b3y4BQUFZpp1xWFV8NayOXQ3wJbWNFX+WnfcT9j6EYr5EIl6yTkvi+mkH61b9VQLE3Jm3F2mqYCwW0VITmsMoHdBPT5emo9/T16K+4bPxIMjZuClWUvQKqMQw6oasMAXwHqmoYS/RR2v6Sa0fdwOKlPxBxBTszaNL6nRd1JgK4vVpNf8yS/NL4r3YEDrwHaLst3D9reSstxqPDkgI1GL//V67DCgEh/+bKOsOPJLibVmpVa0nmqRSu26oCkfbf/+/fHAAw/g2GOPxd57740TTjgBzzzzDEaNGoXi4mITLjUuC14LXQHMxm3C0HL1Rv1ojLoJXDdC6vkWJ2xjgq2fQFOlVoQleoYVE5lcVZ6ZYSCpywnI8VVedFpXhFdmLMcdg6fg+oHjce/EeXg1LR2d8sowud6LtZF40whjHqbDR8gGPAS724+Yj2lOhS0hmoCt5Wgik7C+Wge2WxYHtr+QVJY04NPJBTiyXz6O+rYAx8mFUM6PI3nckd+fpFqXAp7dlwpBuy1IWgvV4/E0TZN97733Ggv3oIMOwplnnomXXnrJTJldUVHRZBmnxpFqMW9QuREi8BOq7oiLlq2LJXo398my9RGypF8k6V8lLGVc0sg14+66eH4NAafJJtcGo5hBoPbOq8Ib81fjvjEzccuIabhz9Gw8SwC3XluE8dUerArHzODoGk/Xw7R4vUEEPcHEoOtBRiR3gm2dwE1ewoHtjxAHtr+IsIhJqyCnOoDFFX4srgxgZUNq+1tHfo8iADa3YK0Vaq1PiZbaLz+uVMfkKsjMzMSgQYPwwgsvGFfCIYccghNPPBFPPvkkhg4divXr16OxsdGEl2hpWypY0GqfOmGoE0TEuA885JxA60PM9EJLuA9MrwXCz7hOTSUW0xRQBhA2QzHKNaPp3vKicSwlNMdU1aNjZiFeW5CO+8cswO2DZ+LhUQvw7twM9MqpxuyGsBlHt4rnauwGn8Z5CDMdvM8Y718dHMwsEaQts5wmtspVq8diIGyUG3xuiZ0MIHXEiAPbX0j0zjmybYngmoDdhmK9QCjrM3WfDWOPaZ9E4CwsLMTEiRPx7rvv4uKLL8YBBxxgmofJ4u3UqRPS0tJMSwUbn85Pha0gnugAoYq1AJdeglc90Ah1wk6VZzESTg0CZNEaK5KwleUZ9TOdgn9Y40GE4VUFGg/JTZDD89II42Hljfh6ZR5enLocD46YjweGLcTzE1fiy7R8jCisxzJPyFjFOs9NUvoYRzBK8Ec1FxrvlRcUbu2lxXsBVy0oEirrXxjWM3FomyoObB1xJCmCplW7bS3b1H2pKmgmAJmwiAVOwXT16tXGyn3xxRdx4YUXGuCq84Os3F69epm2unI/WMhKtFQcYcFW1qvxDxB0YXU+kHXN9JBsDMJr87CSpFxdtOPOGMPFqaDGGF5djwOMU532NBCd8eeG41jtDmBaRT36rS/FF4tz8cqUNXhi5GL8e+wSfDR/PfrkVmFGYxDrGH85z2mgDethOnxR9SAjzEl3jfsQivN/Uj/MhAjB6o0mX3PU5AJKnAPbVHFg64gjSbHgS4XflvbZbYHW+l4tlCU+nw9r1qxB27ZtTXtc+XGl6ur7/vvvY/r06aiurm6KS+cauCsegjLO4nw0SIAFCXatE7YhFu2lEcGekONeLglnaty0dw0TvIQdw6sLrpQMbFJxWYaw3AzqFLGoMYR+OTV4Y3Y67h46DzcPnIMHJyzH28sK0bvYhbm0dHOYvkpCsz4WhJ8WdojADcR88Ee9CBDABrrEbYDXDqp7L2GrlCVAm7g3RxzYOuLITxKB0lq3WgqYqSCW9Zqenm6ahz388MM45ZRTTPMwWblPPfWU8eXK9WDb8dp4BNaw6VrLdXUw4L8I9/kJdW+QoItoevYQUUuLl8V7qabCaSKqyvemnM9Tk2rXFUT1XW5qCcMu80YwvMKFL1aX4N/T03Hn6KW4a9QS/HvaWrRaXYoJNWq1EEUJ762eV3QTqm5C1ifYEroanEa4DRLGgSjXmQ4+CQezzcSBrSOO/ASxsJVqXWqs0/CGDgyqPFN7W7W7Vftbgfawww7DSSedZMZYkFtBrRnsmAoanCZCyzQUYIGdwJXrIEzYaRxcbygAT9hrQCcLU3NiGNhqfF5j0SYhm6w4M6r1JGyNxUvaqhJOYy+oY4NmgEjneTNo5fbIq8WbC/Pw4NgVuHNYGh4ftwofLM7DtwV1WOiKmtHwKgjduqiAG6Clq0o8Py8r+PvNoDVhkwlECNsNVr4jDmwdceRHi8Bqi/5SC1uBVoC11qpE4SorKzF58mS88cYbxpWgXmdS9TpTTzT5eQVcWbAGsGE1D6M1S8hW1tahsq6OoCXgCDa/aangJ2iTFVcawlENblMh2wRb0lTWLuNVzZrG5RKcwxGfAa4nrq6/Ghc3jhWE+4hyP75cWYpnp6zDPcOW4/ZBaXhm4jp0WlePqbUhrAvFUM6wjTSTfTw/SCs3yvRoNAelJ8y4ZXXLxcGnRHVE4sDWEUd+pAisskRVKSbAWtjafanNumx4Nf1aunSpgeuNN95ofLh77rknLrjgAnz++eemC3B9Q6OxZKO0cDXubHV9I2YvWIAFSxaj1l1PfqpyKshj6lUmyOkaVMLUuAwI11RNWLNybxC2cjUwvCbDNGPVRpjGSJAWcxBuWrkajU5NwOa4Q+hb0IA35xXjtkErcFX3OXhw2Ep8vrQCEyoDWB+Ko5r342a8AV5Ug6RrzjdZuMGojxmBLG5lNA5srTiwdcSRHymCpyxW6zKwsLXHBF2r9rhElWlqk9uvXz/T60wuhZ133tm4FZ577jmMGTsGFbSCJapqKigrQZsO7dCmXWukr18Lr1/zqPGaaqVAy5JXMlak/g/zGpoxwmqEmmiOlYStHLZU081WRX0V+QXcoA9BPy3dYAhuWsG6+hoGGVUdwudrqvHQuDW4sttc3EPwfjSvCKMKXFjrZUbAcGrtIDs2SOvaG/XCE3Eb360D243Fga0jjvwEaQ5VW0GWqtovIKeG07ZaIkydOtX0MlOvsx133BH7778/7rzrTgwcPBAFJQVo8DYgPTsdzz7/DO69+04MHzoYpcVFZrAYUtRYs1yYArtsSx/Vm6J+qkCoP6XFBEzwlpatzuWKrN1wAHGvGzGPFxF/BAFaxOqJls3gC8joHqVePDV5PW7rn4Z7v03Dm5My8O26aix1hVHO42paptHJ6sNeNES88KldsAPbjcSBrSOO/EixILU+WwFUKteBVMesT9e6Guw+axHX19djyZIl+Oijj0zFmTpBaLjGa6+/Fl988zmmz5mKiVPH47bbb8app5yEd998EwvnzoOnwU1iEpgRxiNlWgLc4SVJ3bRYpR6qBh6n/SsblmAVnJlwMjBifMGaHkftYgliDWyjYRYDxLM/iLA/DF8oBg1SV8hTlkXiGFzhwfsLC/DQkCW4p+9svDB6KTouL8SMKh/yebyG16glcOsiQXgYn9rfOqjdIA5sHXHkR4q1UC1Erabus2BtflzwFYS1rUox+XFbt26Nu+++23TxPfiQg3HhxRfg5Vdfwrvvv4Vzzj0L++y7D6699hp0bN8Ba9ems8iv5l6CLWFPiqqta7CZJhqHEfjUqICb9CRotDB/JGqm4AkSwiGlS5VnGnMhxDMCGmCccQQJcANSYD3PG1vhxadphXhszBLcNXg2Hh+zEJ8sycbYKi8yeFwVZzW6J15Izcsc2G4QB7aOOPIjxYLTQtOCVRavXW++z1q51vKVap9mgMjIyMCQIUNM87Czzz4bRx99FK3dM3DpZZfgmGOPxq577I4jjjkaDz7yMAYPG4qKGnU1kF+WaUg2t0p0cuDSahKyG5RWLQmoejNN+KgeZpqbz0f4al1+XnWg0LS/ccI27kssNdh4TTiKDH8UEwjWr9eW4Mnpy3Hr8Fm4a8QsvLs4C6Mr/UgPAqW0nDVFuwYK0/U2AFeptX/J/XYlRTcc5Zrdl1S7IxFm2xIHto448iPFuhFSVUC1xwRRC+NU2FpNPUfHBeCSkhIzStgrr7yCs886CwcdeABatDgMRxx5BPbdfz/ssc/eOP3sM/HGu29h8bI0M3MDYyZYQ4yH1zGVX0QcVUup6WlGFWzlRZUKtraVmEZRFHClskbNLRCsCDKkhln00EZ2B9Do9qNSsyaHY5ja6Efb7DI8M2slbh0yDXcPm4UPFuRgdKkfaxihnVrdAJf3ZtOyAftJF4P+a6bmfszfd2Frxl9IHOGBbUsc2DriyE8QC9FUtfsFUgtVeywVsKmgtec0NDRg+fLlaNeuHa6++mrst+++OPDAAwnbI3HwIYdgj733woGHHoxrbrwOnbt1RmGxPKo8lwBTCwWN0pVo4sV4zTUIdrk1BHju06y3RpMtFdT81lq6Um3rdDUXQ4gaJHT9jNcdhI/AdTMuTbeey3BzPAH0zq/CW/PW4q5B03DXgJl4f2EuRtd4kM64LXADvHYopPEa5PZQdZ21wBmJrmVV21QdS/zxmSXDaDQxrcu/nDyyzQHXga0jjvyCYkEq0brUglYg1rqW6gShMW8XLVpkuvaqhcJ5551nWicceuihpnnYIVweQPDuve8+OOa4Y/HgQw9h4qSJ8Pm8jDcRT6qvWEvjH9bIYtrPMAZYgiypqtHDBDKy67tqTWCjTHeIiAvRSie8/YxHY9+W8/R0AnlcpRdvzVyNG3tNwh3D5+KjVfkYXUfgkt5VDOMKh+Dz+xAOqMmaepuFmBbGp4xGcfMaBvB6VrLEeVH9KYzuQ+kRbJX+MPcxFTrKv20LuA5sHXHkV5JU2KYCVxVk+fn5mDRpEj744ANce+21OJKW7D777GNUwNUMvgcffLABr9b3P+AAMzj522+/bSrXNCyj4o5EEoC17gsLc11Lx5vSQXglxp6lNget4GZV4XSaoKdhH2OMKxal0ZsYTUxWrmatHl7swutzMnH7sHkGuO8tysa4Kj9yCNJ6QtJH4Pp9LgQDboSj6l5MWIb5DAJcajZfQZfh1P5XvmcDU8FWvd4EfGYMssyD3Gcr/hzYOuKII5sUAdCODmbBKwhqn51AUrM9PP3006Y77/HHH296mO2+++7YZZddTE8zgVfNwyx8NWZux44dTRMyxadryEqWygdsr2NVIveCGVWMS7OfPEtVWbuGrWIxYaYiuyFenLDVIOKaGFJQTwJX1msmD4+rDuLd+dm4ve9U3DNwJj5anI3xNQQuT29gWFcgCI9fverCiPH8GCEb9SWWgiq3DGgTyv0Eq0Y+M85lgl/uD1nVfm7IGSHP77aDWge2jjjyq0kqbK11K7WiIRlVQbZs2TKMHTvWDM347LPPGktXvcvku91rr72MtaulAKz5zu68804zm69aNAiegqyuo+vZa6TCVtsaiNzATH/cnaoGslKFNSrkKoOgRRryEI7UiMZjSDQbczGsmoYJquPLPfjv3HV4aOgM3DdsBj5YkolJDX7TVreOxz2hGMLUGK3auCzaADUsf6xFbQK2BqVqo5aEraxs+Zb9vJ46biT6zXE/dVsRB7aOOPIriQWe1AAv6VNNha+1dOVakLWr4RlHjx6NTz75BPfddx8uuuginHzyyabjwx577IG///3vxrUgKKtzhMZjsPFLrQtB6xtdn3BLQFTbG0ArFWjlzhXMpAZ8JF48Tpsy3EjgNtLi9BGGTDvj0ey+aupVzVDZPGFKjQ8fL8rA3UOn4v5RM9E6vQCLAhEzELmPF4iSmrEQrxtIqrYZzwabVlYtIWtcCIw4Bbam5QSv48DWEUcc2SoR8CxspVrXPiuCoyxUQVcVZxpLYdasWejbty8+/PBDMzauXAjy7e67777Gf6vBbexQjYKsNNVtoTib4M7txJ8gvAG0VgVbuUoTSvgZvPkZh5tFfhcDeJhIjTiWAK4aoHkZVrNBZNFSHVxYjRdnrcDttG6fmboE/fJrkB6Mmoo1NXCIBnm6aW/G+w4xrfIDm6sQ7YzP+JNtIpKw1aaapqk5mXYTxbzqtiMObB1x5FcSCzyrFrjNLU+tp4JYwJTFKjeBpkW3bgbNaabhGm+66SZj8WoKHk2drsHI5bPVuVoKrhLFqXiaXBmCmoFt4rr816SyGlNhy9QwLDEXJ1Lj6ios2Pq4TszSwk20FGARn+dWkYKLPAF0yCzBwxMX4fahM/H23AxMrPKhgBG7eDxEgEZl3ZK8UaYnFNFYZha23C+SKhHJhGhb/E0autscaCUObB1x5FcSQVSQk1pLNhW8NoyO2XBSC1tZugKofLt1dXXGv7ty5Uoz15laMWh8hWHDhiEnJwder3eTsE3ERdiGiTW1uRK2ZDbq+iKYNqnfha2aa8lFIftVwN2gcQ3zSFiq0i1E81MuhTyScVK9B+8vycIdQ2bj/uHz0GZNORa6IyhnGB+voX4TpqIt5Ke1y/vjxROwTaTBJCKZJpFV+2wyudjmxIGtI478SiKgCnipamFrxW5bVRhr3Wq5wQpN4EYAlpthxYoVZgQx+W3l69V+C2otFV7xJQAut4VaKgilAu13YWs2m3YxHTGC3gwSTrgah4EFrQfRsAfxsJ9UJpCZXlViaejFVbRa+xfW4YWpq3DLt9Pw7KTlGFRQi6xQFPWMW/5XTRIZigbN8IxBYzuriVciDTY9JjHawfTbRDUd34bEga0jjvyKYqEnKAl8FrhWLEgtbC0gtUw9V2q3tVQYzeori1dWsA2Teg2rpqeZRvli8Z8maVIFMiYgRS10FX+UYQXbSMxH3jWDbcRN2PrIbaIyFkGI12ggv/MZ/dzGML5ZUYA7Bk7Drf0nodWKbCz3R1DJeD2MN0jYhhl3iMAPMFaperKJqfbavEuuMEK1TlClmUxfqdK5DYkDW0cc+RUlFZibg622dcyqLFqFs8ekdl3HFEbbCmNdDTbu1HOkifhkJSen0vle2Cbhzw1TGSbgRn3cR0tW7QLiyfWYarxoLQu2EcKWUZdR1/mjGJBbhkdGzcF1PUbiw3krsaAxiFLG3cj0eKOCszopqJItAVtVghmWGuV98c9Y4Qxnpv5RczDja2DgbUgc2DriyK8oTfAiaCxo7b5NHbeaGi41rI5Z2Kbus+fYfVYTx5JuhI0sW1mODK9TUtQAV2rO57mqDDNT3mio8oSqWVhqPOoK7A3GUR+IoyQUw6zqRny4cC3u7j8Wr4+fgwn5FcjzBdHIOP20Vs0U6Dwvge+kdUvlXRl/MbMHA3qlV0NA8oYJW6ZXCduGiOvA1hFHfiMRwKykrluxgNzUMSubOr6lcxLHEpainRonoZuGrdUEdJMWLsOn/mlPoqttIqAWYZqn/mAM9eE4rdswBhRU4s0pC/HJ1IWYmFmEfLcfHibR+GmZDj/TpN5oclBoqeZdav+wAbbKHKgRmssCrgNbRxxx5PcvApRARWARZUIa7egESHnIMKyZap9RHidOk2clVLGYdrsW8gwXDculEYGPRX65DBa4fBiwvhDD0wuwvLweVQRwgBeTfzbEiDWWrqbW2Txs5Q+m0iJn5A5sHXHEkW1AZEWGw6ijemIJ65SFf/4vm5UcE3ClYlkz1T4BuZlNnIB0yjlRWp+hUAABglEdGfII3RWNXmQ0+FDpJ4ST3XYjWkZk3SbmMZNuDFv9qZlaErZJ37Dx3/5U2DLB8i83hmOmKZpi+yXFga0jjvwvCQHjb/Bi9Pp6fJPlwWy3WgEYRwCRRiuTKn9pE0CT8ExVQVXHjWqdKg8EGZ48kRBmcT8Y8sEfDcDLA2rqVcsI3TrGMFHSNeqNIuyh3RrQzLwJ0Gr82w2wTTgs1MY30SjMqraFeZ7EtS3JFo+GQlhf1Ij2axvRvyyMCt34poQ3rGEpTZO05K4fIw5sHXFkWxcWqQtr/JhX4sOMMj+WNURQLRZtQmKRCNJWluHaAbk4dmodOtdqJK3EMQvbJuByv6lja6YCsIArGJswVLNPmgSuKuFCYT98ES+80aBxEyhJOs9cQB3QGglTFy3qAPHJc9WC10P1UYXUMCPSDL1xVY7JZ5tU2sLUKEPwJP7/HeE9ltT6Mb/Ui2mlXFaHUKomDs0l6MfUZaU4qX8hTpzhwjSmp7kEPAHMz2lA2xV1aJXhwfiaqBl458eIA1tHHNlWhdbj2sIGfDa3HHeOK8GFI4px3qgSXD2hHA/Oq0PHgiCKN4IuQeb14suxufjn15k4cHI9+tOMFPskPwS2pi6NxxVGAG0OW7WEUPvZAC3bAGGrsQ/MeAdKj5obyHxV317TsyERjwaYEWg1/TrP4G51KeZBA1tBV9sJl0fCFucFU4WAX13QgC/mleOe8SW4dFTieVw6rgz3zqrGJ1k+LNU1rTBtM1eWokWbLOzQpwL/LQmhMXlIGVhJWSO+mlmMc/rlYo/uOdizTz5OGFeJ1zIDSNc9/EBxYOuII9uiEDpZeTV4ZngO/t46Azu0Wo8d2lPbUL/mdtts7Dm8Eh8Vh1FugctzKkurcXP/HOzQugBXLPJgBdljkMWlgqXCVsXmmADZpNxpoUq1uzcJW+6T7WnQmGyypTFsmwY3oKUZDcTg80XhpWkd4MXlo9Wg4EGuaaSEMP8SsBVoE60dVIlnUas/K5oOKDevGk+PyMWObfkMvuEz0HP4Zl1ivVUm/tavFPev9GFN0DRW01lIz+fz6MZjnQpw3RofVij9jN1d50KrifnYr2sO9h9cijunVeDusQU4sns2dhpUgddyQ6jecPmtEge2jjiyzQlB5XLhk4kF2KsNQdIpB7sPLMGNk8twzZBc7N6B+74iZNrnYJ9pjZgkh6nOCgawdHkxjutBS65bKR5dHUAtAUnmGJV1aTiYVMFPcEuYsVIGUPikGsgqaqndn4yrKbggGSUsQ0Ez6HhcwOWBaDCCgmIXBq6pR8+cANa4hU5BVIgVbmXb8hzBNmkVq6VDopNDcwdCHA31bnw9Lhf7dVKGk4k/dOX6wEKcMywfh/fKxv+ZjCgbuw0sx3uliR5skrKyBrw+eD3+2SkbB013YZhL0YWQub4c5/bicx1ejS9KZEvzmXh8GDKrEC0Y9wmzGjHuB1q3DmwdcWRbE8KrIqcCNw3Ixg5fZuAv/YpxZ3oI62klFuVU4fFhtHbbZ+IvhPA/RtViZKVQAXgaPOg6MQd7dcrEDoOq8G42IWjNWRmQDCbDU7tkOer/BD25RwGN2WoxZzW50G4bnBoLE4q0XrXUiDPxIMFJ2EfCavPAtHgDGDW3ECf3zsb+E+rQWYPdCuwaoDzu5xUTqva1IrcubZRBLPOTV6eEkVdUjRt7MRNpJWs2C3uPqMSHZWHkNPrQf2YhTugi65bA7VGAy1cGsFY1cBR/rRvdJ2Zjl85Z+OPgGnyhdmrRAJYsKcJB3fPQcp4HM/R8jERRm12BS/tkY4+xteik8SR/gDiwdcSRbUxiwTDmLy7CGT0Jj68yscfQcnxQlTxIOOWUezAsy4VBmS70Lwig0PgpYygur8fT/bMMiHccW4f2xdwvkAg8WgqS3LUBYonzEgQVgrW0mEvVlNVk8FiAsPUStqp9M7ClVRsKIKwmYQxS6/ah37Rc7NWeFviIGnyptGjsA/VMi/t4NekG2JpLJ9UwOXlZI7Eg0teX4ZTOzES+ZHxf5uCYKQ2YmjyctaoUV/fmsxJsuxGg871Yoga9lLjHiynz8rFXF4K6UwkeXx9EPa+5ckUxDpcLYaoLo9VMwkgEuatLcHr3LOzFDKK3rOAfIA5sHXFkm5I4/F4fekzJxxGdZMVl47BRlWhVEcLsEg8Gr29At/UujCoLIjfhmEwIrco5hM6xsuDa5eCUOW6Mqed+6zfQUjCjBVtU6ULrxdV4ZX4VXqN+kenG8hAPEmoZebVotbgSr82hLq1Hv+qIme7GiAWugoqRySETzFgGpr1XiKtqNQvUEbYDZubhkC4swo+uRZtSnmhMV7U4CDAKqcArNwKPKW1Wdb1U2PK8mloP+q+ux+dLa/H5skYMLA6higEjbi86TivE4Z0J2m8y8ddeRbhtXQBZ9tlECOqMMpzeg6WEVjloOasRo9wx1Cm+FdV4YmYlnpldhZfmVuGF+dV4fkYFnp5fi45FQbBg8IPEga0jjmxTEofL5cYnY/KwX3vCtm0O9htYjNvnlOOq4fk4uEcOdumdjxNGlePpVV4spWUpuKHOhd5Tc/Gn9rTg2hfgpuU+LNYBwWsjozWCNTlVuKyrrGZaiZ9n4G8jK/F+SRB5JbV4bUQO/vn1Wh7Lws4jqvBZWQTVzWHLbcNNxZsKxZSNWCCA0bPz0UKwHVeHzhqT0YjCpFJVkW1YNartjeLdjDCDmb20BKf15D235v3wWe07ohq966OmPW9CmLmUVuPWPtn44zcZ+PPwKrxaoIskjuUUN+BrtfaYVIbbZlTj7XQfVv6IlggSB7aOOLJNSRyNhO37o/Kwtyp9OhASnbLxt67Z2JWg3YnF4T924P42mfhb72I8yGJxrthR1Yivx2UTtixqdyjAHat9piXCRiBLAqy+zo3W43KwR0fGQ0j9cWAprphVg48nEo5deT4txJ2GVuDlnHCigk1i40rVaByBIK1ObxRVvgg1bHqPVfujKK7xoOe0PBxE2P5jdDX+W6j90jCq/LRKuaxg+OpABD5yV8ZtU7xbIyR9Tn417h2YjX+2S95HzyJctsRnpu3ZIFGUVtbiXsL2r2q1MKACj69Xo7MNIpeF8RNTt/bymxIHto44sk1JHA0uF94dmYu9BJF2hF/nXOw/vAIvpdXi1SlFaNmD+9QcrFMu9p3SiGmuOGJVDfhgVBb+0I5WXoci3J/hR3oyxuaiyqxlK4pxSi8WrQntHbrlYMeeedincyb+IFj3KcX9q/3IlfG5JWE8aTl1eGVWJZ6iPj07of9mkfyp6WW4ZlA2/tUpE//XtwjnT+b+/2/vXGPjqK44bichPFJRkQQ1UIJEy6sFFVCLUBF9JC0S5EMbaCMIFW1Fo6p8qypBaRGlH0ooAgNx/IxxHcdxbONH/Aix40BiY8e1Y5OEOMHrfT+9u16v9/2affx77swYXCeug2OvtM35SUdje2Zn7/jDb869c8+dXgr1GBE7PnLjxZEAjoTS8poJl04GLqcPr3XosV48DBRTwSirvf2QRyniUI9SSGFicho7aihjFw/X9jqw/dOYPIy91LBsGSanUGT7crMeN6oZ27U1Njw1msBnlEE6qKv/Qpse+WK+LWW9K+sn0epOITPpw6stX8j21yTb8+oZLyCTwpTTg9/W67FGnKeYhCUkK8ReZsKjA0Ecnyk7+1+EQ9jfb8GGknGspux7dRlljzNRqsVV9Pf8YgrarqLfP98nxziuKtRhY6Mbb3pS8oskL5WkL4SaXjO+Uaa2mW4YV9dO4A9jlDFf0OwUnJ5pPF9LvQJxg6qyY9vp2BwhLw0sW4bJKRTZ/q3FoGS2b4vZCE684lQKsxALYs8xsyLJQi3yq51odUiA14/X27RYIeRTZMbTo1Gckc93MTKQwgH8vdWA9eI7ikjQYluiw9fap1DhEhVel0Asiu6zbvz8oBWbWmzY1GrDZoqftNPPzRbcV63FtUK0lUbc2Uh/b1NCHLO51YofN9nwi+PTqPOnZ42xLkAihqMjDjxSSde5S40KC7YMh3FSVK1dgJLZ/p4y26/Ima0dT3NmyzCMEKEYs/1HmwE3iTHbt8exocmFnZMZRUjxIN7rMeNGueusRV6lAy22BBAKorxLj1XqmO3WMxEMzYy3ziUlQaN345l6Ha4T55EfqtG2VI+NHwbQphZJLEg6BU8gjpPOKE5MUNB2gGLQHcPHRj/eOGzALaUaXNfswp8o0x50KSGOEdFHnxmekuCQlHUVFiQjYWzchW0HRIWcuH661jIjHuzx45Bv3ouVx2yfrdapY7YT2PFZ4tK+70vCsmWYHCMYCqGgw4Bbi0kOBYpsXyPZytNBKbOtOG7GWlm2JEmSbZOVZCtF0NZvxldFlrrbgEcp0+uRpynMIUPycUzjpWY91onhA+rmiwdwK4rEz7StdWOnSbyc8fJIhqNoOabORqBsedfMPOHFQu2enPDij5Tx3yCycBLtynIj7umaRoNXlPjORxImuwdPzpqN8JJJFAQvPSxbhskxYpEY9nZT11tURRVocEODAy/YM5Dn2Af9KDxqxDVyRqpFfo0LjXaRpyUwMGrHt+UHRlo80E8Z6kWeOoWnAij/0ISbqHsvjrut0Yz7G4xYL2QrxntLzPjl6TBOX85jeSJFsj04S7aFlyVbyvZ9IRR3m+h84vo0yC8x4JvtHhS7kvKr1eclnYBO58KmSuoF0P/y651eFE2p+5YYli3D5BjpeAL9Q6KCjMRSMIZVVRY8/kkcmlgKLvMknm8kyaoPyNa0enHQLfK0FMZMbvzsPQ1WkYxu7vahamqOhSKU/Q7acJ+YY0tZcX6NA3/R+FA64sBDojpLjPcWanH7UR/2iRXBL4NEKIrmWbJ916XuWAyxOIbPUhsrqc1i6IDauK7WhqeGA2hxxHDSFUX/RBR9jgh6xDCGV4Jf1CULpDjOnbXj3gq6kbylw/f7Ajh0sYx/CWDZMkyukU7Ba53Es/U6ZWWrYh3W1zuw/ZgLv2mj7G6PIuG8EiMePhnBoPxoPQOX24e/NozjespSr26dwltiHYAZKMMbGnViyz4hHfp8uRmPDYcxmkjBYvHguX3ULVdnJKyuc+HPOqXsdrEsqWyDYXT2mbC2lNoupqrRTeb6vSZ8r92OxzvseKzdhp+2UbRasLnDgSeGQjgTUq89EkXvoBm3lNNnd1uwnbJ2rbJnyWHZMkwukoiidciBH1WNY4VY+UtUe70h1gWgEGsAlBnxncNTqPSkMNMrjgcj1HU3YKMoTKhx4kUSpsjvUlICZzVObCWh5u08J4/p3k2ZryhbFUqKu/14p51kJJ7Wi/O/Y8QP+oP4JCkUvjgS1Ja6I3qs20Xf1+TBP8VCNIslEEJ7rxHXFFL7xP9AtFPchERbxe8z8bpS+ZbX7EWXWo0hTYdQ3a1XRF3jwisGSZnVsQywbBkmJ8kgScJqP0WSbKIMca8BN1dR0Pa2Oiu29E7jX64UgrNtSFLVnle623klVvzqTFQWcSISwf6PbdhUa8AdVSY89IEHbzpnzW0V2d8pBx6uM+GufUbcVW3B1gE/DpOVFqprmA8pEsORQco26w24/5gP1R51x2IIR9FH7XukQW1frQl3ithvxB2zo4au74AV3+0JYFB9K4PT6cPL72uwpngca7t8qJk7tLKEsGwZJmfJICGlYPPHMGgNocMYwgfWKEa8Ehyx9Oevu/kCEuikF787oMOKAgN+eCKIATomk05jOizBHJBgorBF5kg6k0E8kYQtqBwjwh5N//cxXxKxNm0kloSdzmmhcwUWa21BOoNofFb7xHbeSMJK30f/HiIpLx7+ZIUGq4sN2Hwqgn/PLFCzDLBsGeb/hIVr90malMXu6TRiw7sa3No5jeowfU7de8WRiaHnUzu+tXscK6sceNWivAl4uWDZMswVRCaZxPlzTmxrMOCeLi9Kqfu+HBP4c4J4BEdG7HhgvwUPfiTWkFje2w7LlmGuJKj7nvBH0KnxoUgbwYng4sddc564hDGrHyXnA6ibkOZ9I/FSwbJlGIbJAixbhmGYLMCyZRiGyQIsW4ZhmCzAsmUYhskCLFuGYZgswLJlGIbJAixbhmGYLMCyZRiGyQIsW4ZhmCzAsmUYhskCLFuGYZgswLJlGIbJAixbhmGYLMCyZRiGyQIsW4ZhmGUH+A+oM2wZm5KRDAAAAABJRU5ErkJggg==)
Vertically opposite angles are always equal.
In a figure, ∠ A and ∠ D are complementary angles and m∠ A = 4x. Which expression can be used to find m∠ D?
Sum of angles A and D is 90°.
In a figure, ∠ A and ∠ D are complementary angles and m∠ A = 4x. Which expression can be used to find m∠ D?
Sum of angles A and D is 90°.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠3 = 32, then m∠2 =?
![](data:image/png;base64,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)
Angle 2 and 3 form a right angle.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠3 = 32, then m∠2 =?
![](data:image/png;base64,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)
Angle 2 and 3 form a right angle.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
if m∠ DHF = 133, then m∠ CHG =?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVwAAADwCAYAAABMv9wNAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHfDSURBVHhe7b0HeFbF1vb/fu/7/b9zznvsKNJ76L2jdClixwIWwIqCiCLIwd5RlKMeCyp2saGIgqhYEEXsooCKdOk1nSQkpN3//Ztkhc1DgAAJ5IG5n2tdu8+eZ8/Mvddes2bNf8nDI0qRm5ur7Oxs5eTkOMnKynJL24+wfijB/mtYAP+T/79t2zb3v1k/FP9/tMMTrkdUAQIxgWwOZ8Ll/2ZmZhZsQ7bp6ekF+1keav8/2uEJ1yOqYESLsG7CtpFveP+hhvD/hVQzMjIc0ZpGG7nPo3TBE65H1MG0VwMEBLmg3ZnGdyiD/8d/RYxk7b8jiYmJ2rx5s9LS0g7Jl040wxOuR9QhknBZj42N1YIFC7Ru3Tqn3YU13kMJptlCsPY/7YWTlJTknsFHH32kn3/+2W17wi1d8ITrEVWwz+kwkUI8c+fO1fjx4/XVV18pOTm5QPM71AiX/8X/ZRl+oWzdulW//PKLHnnkEQ0ZMsQ9B0wLHqULnnA9ogoQrokBTe7999/XgAED9Mwzz2j9+vWOiA5FDZf/hDbL/7JnsGXLFn333XcaPXq0zj77bPXt29e9gDxKHzzhekQ1IKDly5fr4YcfVvPmzXXDDTe4z+rCiPlQAP/HXiZIQkKCvvjiC40cOVInn3yymjVrpuuuu05//fVX/hUepQmecD2iEkak2DJnz56ta665RuXLl1fPnj316aefuv2HKvjvmEvQ5KdPn64RI0aoZcuWKlOmjBo1auQ03Y0bN+af7VGa4AnXI6pgWivaHcBe+9Zbb6lXr1465phjVLt2bT377LOul97OOdSASYHOwffee8+9aFq0aKFy5cq5/4+W+8ILLzjN16P0wROuR1QhTLh8WqPl0VEE6UA4xx57rPu8XrhwoetcCl9jsO2wHGwUlqdIAfxvyHbixIm6+OKLFRMTo7Jly+rEE09UlSpV1Lt3b6f1HsoafjTDE65HVAICws/0hx9+cL3yNWvWdKRz9NFH66yzznKuUXQmASNng9lA0RRZGpkdTJAPy2c4X7bfANm+9NJL6tGjhypWrOj+M6YUNNxatWrpqquu0vz583f4vx6lB55wPaIO5uSP7+0rr7yi7t27Oy2vWrVqjnzoOHryySe1adMmd36YYLnOiM2WpYFwyYflJZwvhHVeHn/++aeee+45nXnmme5/Qrb850qVKrn/X69ePafdb9iwwaVZGv6Xx47whOsRdcDnFFJC27v33nvVuHFj12FUo0YNVa5cWdWrV9eoUaOcWQGCBZzPuvmwGsIEdzBBHkyMZC1f2GM///xz3XLLLerQoYP7jwj2ajT7ChUqOGnVqpXrMMNNDnjCLX3whOsRdTDtb968eRo0aJDq1q3rCMe0PT6vsW/irWDkwzX2qW7XG6mxHzmYMO2bpeUVYfACbm6PPfaYM5WgxfJiwXyAQLym3dNxyOAPtGF7kXiULnjC9YhK4J3wxhtv6LTTTnMaLYRjGi7abvv27TVu3DitWbPGnQ+JQWhhsjVSs30HE+QBgSTtJcA25pPff/9dr776qtPmsVefccYZTrvFhouYdt+/f39NnTrV2ba53rR7j9KDQ5xwg4aVnaxNK5dr2aJFWrx4sZYUyBItXbpcK9fFKimvM9sjisBgh9tuu83Za7FlQrRofJDvcccd5z61hw8f7sgKQF6YE4zIwuR2sMk2DPJlmi5gHU8M7Ldo9LiC0THG/61atarzu0Wj5/8y4OH7779319h/8yhdOMQJN0NbV72nsVf10dmdOqvbKaeoe5eugXRRt86n6NSevXXJtXfp8ffmanVq0Ajzr/Io/fj222+d2QBNj09qSAeyZRuzwgknnOA6lz7++GOlpqY6UjWtzwiJfabtIgcTlhfyZfkLky/rcXFxbggzrl/HH3+8OnXqpEsvvVRNmzZ1ZpWbb77ZKRWkY2l6lC4c2oSbnaT4T2/TBS2DRli+uho0aKIWTZoG0kTNGzVQw9o1VaNSDTVq00e3f7Bcsf4LLCqApvrmm2+qW7durqMIwkG7hWibBGV7SvBibdCggdq0aeNsn2jDRqiQl8WLNVJjn2mUBwvkI1LIowWgIX+8ZK6//nrne4tGe9ddd7lBH5dffrm6du2qhx56yHUkGjzhlj4c2oS7dYP+ePICdaxXRVVPu1sTPv/DNT4ni77Xx0/fpAsbl1XFSvXU9ob3tGSzZ9zSDkgEu+wTTzzhgtXgBkXvPVofHUqnn366Hn30Ud13331uFBYk9OOPPzq7pl2P1giZsQwT3MEE+QoLLwPIljyyDZESmAetlg5CAtRAwGvXrnW27DvuuEOTJk0q6CTkesSjdOGQJtysxCX64IY2almzik4aOV3z8uridqz5Vm9f21Ix1Wur9kXP6Y81W/MPeJRmQDKfffaZPvzwQ2eznDJligYOHOg6js455xznnbB06VJ9/fXXLrDLkiVLHMFCqpAXS4gMQrPP9YNNuJAjeTGtm6WRLV4HmEauuOIK1alTxwXpeeqpp5yJgXNRIAjH+Mcff+ygER/s/+SxM/aZcK3isjTsbpulvXVtP8I6+2y7+JCj1HVf6N9nNFDDqk3V/9lftCRytGPcAn1yUyvVj6mvdsM+CDRcrxGUdlBHICCCs+CpwPqsWbMc4dJjj4b7zTffuHPx14WUOId6Fq6PRmjhOnmwQJ7ICy8FiJJtyy+yaNEip8ESoAYtHlc4tFsjV/4ngzzQbu1/sCze9uRRHNhnwqVArcIawgVsx+1NaxXcKhX7ENbZz3rxVpBUxf32jAY3r6va1Xvrni9WKDKcR+rCSbqra3XVrtNV101cqk3eW6HUw8jI6h2k8+WXXzrtD8LFTQwyMoTrVbh+sR6Wgwnub+3A8kO+QUpKijMV0AGIVwJ269dee82NJjNy5jrT1u16E4/ShX0mXAqZNyqaBsI8SvgMUuhWeRDWaRwsqUTWAKzRILavWCtI1katnnajTq1bRzXajNKbv28q8ELI3ZakdX98pBdH9FTTSvXU+cpnNHNtujzfRh+oc5gN6Dii0wzCNQ03mhCu/7QH2gtYtmyZhg0bpoYNG7oRdYRixD3MyNnODbejEmlPHsWCfSZcOiHwccRN5cUXX9TkyZP166+/OnsSnRp8ypndzCSMcMUoESQv06+PnqMWMTVUuXlfDb9rrMY/94yeeepJPfnwPbr56ot03mnn6LJRT+mdX+M92UYp9kS40UY6tAnr0EO7fffdd523BX63F1xwgdsOh17k/0UqLeF1j9KFfSZcm0Pp3//+t8477zw3rBDbEqNhHn/8cddzyvjvOXPmuE4LAo1YT/GBQOa6OXr3utZqXAMH8VqqXSOQ6tVVq2olVTzuOJWv0kw9Bz+ud36OlfdNiF4cKoRrBAl5QrjITz/95P4XfsZot8xqsWLFigJCjdRsw+l4lE7sV6cZnRH0CF999dXuDfw///M/zuEcH8i2bdu6EHL9+vXTrbfe6rRgzmWuJT6T0IIhYYi7+CtLrhKXTNODp9ZS/RqNdcqlI3XrPaP14L136e7bRuqGK/vqzLYNVLdWc/Uc+B9NXZyqbQevz8RjP3CoEC7EaQSKdsvoMgiW/4QbGJ2CdA5yDLA0TTjyPxZfO/IobuxXpxkFTmR9iPSyyy5zo1+OPPJIFwiZUT8sGePO6B+c0zH447bDmO9//etfmjBhQkGgaEuPCrf/2KI1Pzymy+vWUP0GfTV61iptCtLeti1DGRnpSt8ar8UfPqLrWpdVlfoddf4jP2l9av6lHlGFQ4VwIU46vljSHzJt2jSnsPztb39T586d9frrrztfXNpJpBjB2raRN+sepQv7peFa4eKSgi2XoZb4QqLl0mMM2aL5Wvg4YnhCxEwDMnjwYDdaiMnuSIP0qCTF0kCy12jB20PUpWodNexyh95bWYgpY9VMvX5lfVWs1lQnDftAK5K8S1g04lAhXNoS9Z//Q9wE4kQwXJnANCgnfBlaWErO5X/Zf7O2Y+0HsXM8Shf2mXABhcpbmbHqvH0h3T59+jhShXAZfohAumxji6K3lfHfzLv022+/Feojud9I/E1fjz5VdWs0UovLJmje5p3n589cNkOvDIhR1Zg26nnXV1qT4itnNOJQIVwDHj8oIjZHG/FvaVd8SYaJ1gSwhGyL5+vQoySxX4RLAUO2COvx8fEuAj/DLC2ICGYF/AeNcBn7jmsLU6Bgp7I3dvjNvb/IWPG1JlxeVzXrttLpo7/Xmi2RaWZozZdP6NrGJyimyem6fvI6JRzcofQe+4hDiXAxJzBlEFG/UFTq16/v4iXQ6YxiYyRrCkqYgMPtx7YR1j1KD/bbhmsO14aVK1fq6aefdtNVY0aw0HGQLuuYHHh733PPPc6LAdK1NKzCGKzyhBHeF3nMEPvrRN3RsZzqNj1dIz9OinD5ylXi75P1xFXtVef4amp+9r36YHWmPN9GB6z8rewjCZe6VRjhhutKZBrh9eJG+F7h+1DXIVg8d3D/Qlkh0hfxEjp27OiUEzqcv/vuO+fvbuTJdQjb4TYTFvaTrpG0R+nBPhMulQXNFtIFFKy9ZekIw12MCEaQLvFKeVtju7Xo/IwJP/fcc92Mq1QqOgoMpEU6VByrVOH9JhwzsJ3tTkvWks/HqF/N8qrbsLsGjn1Lb0/5QNOmTtHUyRP1+vgH9K8L2qp+maNUodlFGvXWAiX4Shk1oA5Q9xAAqRjhYro69dRTXW++IVxnDLbt6kxQZ0nD6nFxg3tYZzB5tnWGJTOAgVFkzNJAwB2C8BBcHAWlXbt2rlMZ4uQ6rrH2Ff5PrCMGO8Z9aB/hYx4HH/tMuBQ+RnwKlgKmUlBxbR377AMPPOAqDgGhWd5///3ORQztFxMDM6wSVg+vBSoXwTd4m1slsbQQq1wsEe7P/eyeSBZtKv13zXryIjX+xz913FFlVbVaDcXgg1ujumpVqaDyx5+oytUa6eQzrtGdz3+pJQfONdijmGB1jTqAdkggG/oFIFwIa/bs2e4cIx0jKoPVF8TqEeeWBLgHWjj5IE8QKP0d5BmCxXMHDx76NlBG0NIhXIKMM5DI0rD/4Qk0urFfNlwKn0pgpGhvb0BnGNGaqFTEKCWs3CeffOLmZ2IaEHpe7dMJQiYwx9ChQ11Ee2xWNCQDadrbOky6NBTO475uv4LjiX/q5zfu1MALL1K/iy5Wv2B5iZMLdcnFA3Tl4H/pnv+8qU9/XaPI4GEepR9W/kZgfBkRSYuXNmSF2yERxMJ1w+qLgfpk5IWUJCyv1i7I7/Tp052XDl99xx57rBPMbSgh/AfIF992iwlBHi3P4f/hEX3Yb8I1srXKS+WyCo5dis89Kg8T4BFkhH0M+2XufOZp4hhki8sYbmRoKHQUEHpv1apV28k0P82wcC+Oc3+2C84Llh6HLuzlDtAYeZFj74SwqGeYqKgLRlBWNw3UGyS8L7xenLB7Wxth0A8xehkYhKKB2xd13zx5bOYKbNF4K4RdwTzhRj/2mXCpPPbWRQzhikGlxkf3gw8+0JNPPulIFtsV+/nMglBnzJihsWPHunHivNkhXeJ90oAIMk0HCJ9gNCxrJKRv6ztURLcdiOfb6EJupjJSk5SweYPWLF+sRQsXa/nqjYpLStXWQnozKXsEUI/4PEfDhbQg3HC0MKsjCOuFbUfW4ZIA+UTr5mVAZDO8d/BXp75DsJjWWDd/dbRfOpaJ/Wuka/n1iF7sF+FaxUWsEURu82aHdInpiS8hHW3s4xgVkE8semcxM9x5553OrcfsWZghmKX0pZdecuPK8VFEszHCZUl6DBHmHiyxARs5W0PylbQUI2eL1nw/Uc/ccrn6dO+oDq1bqnWzFmrTupPOuOwOPfHxkh1c9sL1DlCHeGkz0hFPmLPPPnsHLwWri9Q5hO1wfWCbOmLplRS4N8SJOYGvODRbyBWiJd947xjpQrgI7mGY16jjJZ0/jwOD/TYpIFRYiJDKbwTHkm0jPiocS6v8YVMAQqUiSj9zNN1www3OvkslpAOBjgVswdh3IW6iJWGfg4CZPoX9BMuZOHGi8+8lqA7HuH+4cXmUMmzboN/fuEVXdW+uelVrqkHTk9Xj9DN1eocWaljpeJUtV1dtTv+XJvyxRZF9m1b3qAsMg+WLCK2RDlnMUdQnO486R11AqGtWJywN2y4JkLbVcbRc8opSYaMxzUedvFPf0XbNnRJlAxME121Px9fnaMZ+abhUZKvARqqF7aPCmM3N9iN2XhhoqD///LPzR2TOKqaBJkYDFRHtBfsXNjuIlhE4TIVNI2vdurWzBUPOxA+FhAmQw308SiGyt2jTrH9rSNe6qly5rfrc8oKm/TBPCxYt1qLfZ+idMQPU8cRjVb12Z13/3gbF5Wu5Vl9Y0jFLNDpcELt37+46nKgHzGfGFxF1yeoj9cDWrd7Zum2XBEibum/LmTNnunoNudr07qyj2Rr5sh9Fg+G9mNNoQ4D8ZzlXHI9oxT4TrlUgKoGBSmuaq8EIl/M4zjraR1j75BwjZMA2HWtoqszdhG8lHQz/+Mc/3Ag27HR8QjKdCkSMtgApH3HEETrqqKOcOQK/TGKH0ug8Sh8y4ubo7cFt1LhyLbUf/Kpmrgkba7O0dtbDurjykaoW016DJ67X5vzqYXUGsxHuX5ihCO4CcaEZMqMt/t58jttLl7oKuJZ1e9mH1y3d4gZpY0qg/nMvYkjzQuDFQJ02ciXfaLlGwviwE2GPPg/SANk5AeFu26RFM9/Vm08/oXHjntGzgWKSJ8/q+Zde19vTvtava9NUMv/GY3+x3xoulcgqMoAs2W+V2Co0YD+Vj8YC4XIMsWtYt2sNTCVCNLJRo0a5nl0+tXAlswbGeHOWaAlUWGxfHMceRkg7Kjjpe5QmpGrjD0/o8sbVFFPnLN09Y62S84/kYYtWfvuMbuzcXr3OuUFP/5SoLflVwogRP29cC1u0aOHKm5cu5Y+Wyzb1gZcyX0N4xlCvrJ5SH6xemli6xQ3StfuxTp8F9dn8hlEU8EdnCQFTv0866SQXV5r/uL0tBWkpSGPrt3ppyBnqWLW8qgTacKUTy6liQNIVTyyvylXrqEm703ThkIc08ad1Sgy/wzxKBfbLhguswlqFMrH9iJ1HxWNpx6lMJraPJdsQsmnQCFHFsNFi323fvr37BENoZHyKUXmttxcCRtMlUj5aLg0OWN52BTtu+TCEr2NpjdVjH5G2XPPHX6SW1euodvf7NX1FoMXlH8rDViWtnauv3p+mT2b8ouVbgpdx/hGA3fa5555zL2A0Qj7D0RKtwwnSMt/uBx980L10zX5LXQoTIAiXb3GDe4brE194eCpce+21rr5Sf/kiY/ADg4MYfckAIUxm9hVIfvMsCQGDrnxVt57RTBWPb6Su5w10L52bkZHDNOSSM9SlTnmVP7662lzzsmau8KN6Shv2m3CtspoUZV/kdqTQGIzU2AZUOhoalfX66693Q4MhWciWSgvJss6nGUucyZnhFHc0XGtIh/Qs3XDawO5rBM96eD/nA5Y0BPLjsW/IXjdHU4Y2V+2Yhmo7bKoWxO6dKgaBMkgGwoJwKX/WEeoEwn5evrhg4f9NGVr5hsvT6kW4LhQXrO5QV1hHmLGBWCNdunRx2jh9Drh//ec//3ER9PBiIDwj9mlA3goINztDKZ/dpctOrqFjmg7REzM3u3MM29b9qGn3nKP2tauobL0r9djM5YqcqNrj4GK/CbckQCWzRmBiwCbHkGFGr/HpCLmi2ViPL4TLNm43EO5jjz3mrjHQACBMs6tZ2lRq06itcQKOhwmYfLHN0mNfEHxWL/xID/esrDr12qrf+AVauzX/UBFAefDSpeMJoqUOoNVCstbLTz3gBcxxNEY8Ayg/yszK1uqYbYfrWHGBNEnbtGtI1EbF8TJAQx8zZozrq8D9C790lArqoeWH6xzhBpvZ6Ula8HR/ndGwrKqdM1Zvz4uk03Sl/v6krmlXX1VOPEt3fPiHYvOPeJQOlErCpbJFigF3Lz4n0RBobKbZmrZLRabR8VmJhwOflLibmZZBBaZC82kXuQ9h3fYB1iFYzrV9HvuDNK369gkNrFdZ9Rv31l0zNyhhL7iO8iCE4ZVXXlmg4ZpbFS9a6gACCbOP+fYgXMrProcEKVOTkiJcQJ3h3twDUkVZYGAPJhA69vCysIENVveQ8Hp2drAepJWZ+pem3tRNJ1cqqw7DJ2nWhrx7bEegSKx8WSM6NFKN8mfrzo8XKC7/iEfpQKkjXKtkgEoXrniAXls6QgjuQYPCVmfaDMJnGkIjRMOl44TeagZX0GFBeoAKbpXcGl74XnY/ljQYyNhIN3zcY2+xRr+/c726VailRicP12vLkgOa2DtQlgRBwvZJOaPZQmCUPy9aCJclL18mNiWmB2VHmVl5s21SkoRrwFsGN0ZeALwY8EJg2hzIFlidIn/hupm3nzMCTTlhph49v40alGms/k99pT938nhM1Za5j2lg2/qqWmuA/v3Fsp38lz0OLkoV4VK5rKLZtmkgtp9tNFaG/fJJRu8ujY7GhZYLAbMP0jWtl5E9aLo0PD7ZLB3EKnlkZbf72f5wI2WdfR77gKR5+nrMaapTqaFaXPSMfticvtcuTJAUHah85VDGlD/abti0hIZL/cA2atM4GblSdmGhjEsahGLEPxyTF5Os3nzzzc4LwWD1y+oWeSqok2QvN00pfz6r6zs1UpUKZ+mOKb/vrL1mJWjTB8N1RrMYlWs7UhN+XO/dw0oZoopw7RjmALScl19+2cVgYNw52g2aDjNKnH/++U6zwX4H8eKxQEVnPzZdBlbYSCRgldxV7uAeVHw02sIqvwnbHnuPrL++0BtXN1LVmNbqfuvnWmn+XkWEPXc6lghyxBQ0kCsvWciXrx2IFw+Vm266ycVVsE/2sN0+UkoKpI0bJMPTeQHwQmAaKswc1jHGOVb3Iusb+XVditsStfmjm9S7RS2VbTVcL363bgfPDYfUtZr76DlqX6+aqp/3hKYv3B5xz6N0oNSZFMJkFq6EYeE4+23GYII3Myrn7rvvdvZdZpKAVOnxxTGemAwQMo2RzjZ8ICFr4u8yRJg0gVV00nYVPRC7v0fxIOnXdzXm1LKq3rCzBoxfothIe8KWVVo8a5JeeHWyPvxuhVIiHr3VDV6Y2D/xQrGXLoTLi5WBMUwxDtnyRcM1lGV4AA5lauVraZYEuCej3vCWIH+8CHjpo3WTh8j7s27CcSfsT92o+f85T53qVVbNvk/rk4WFzNMX+4cmDW6p5jWqqcOoj/XzRl9vSxtKbacZoLJZ5QMsqaAmaKEQJsTL1D643BDEhsaIlopmwVh0bGV8zmE3s89ORiONHDlSU6ZMcdoy11glD9/fPkMNked47B3Wf/eyRrU9UjHNemrYe/FKivAI2zrvHT1xSWPVO7mvBo+fr+RdEC6g/ClfXrJnnnmme6niy4oZgTKF7DgfgVwpS8oOWP0xAi4JcC+G5kKwzZo1c19ghCPFTY26CciH3Z8l1xRWv7Yl/Kl3hrRTy+pV1eW26Zqzo0dYgGxtWf2xHuxRVw0qtdAVr87X8pKJqe6xHyi1hGuVzsT2m52LpbnbAPaFxUiSRgUh07M9btw414nGsEqI14YJjx492kWcgrDpWON6YPezRoGwHknCHkXH2m9e1E2tj1TNpj01ZFL8jvPNZa7T7CevVLdyf1fVk67QfV8l7PTZTBmECQkzgcXDxbTQo0cPF66RMjJYuUWWo9UTI7niBh281CtMWXxd8cLn5YByEM4LAiwf4f+Xh2wlr/1Yo3s1UoMKLXTly79oeaQbeG6yNn0/Rpc0rqOadfvpsW9XyRsUSh9KJeGGKx3LcKMwwg03mHDF5RxIFrFrEDRYPuNoAHxuEggHjYPPPGxrmBnQjOhYQyux6+3elj7bRSVcu8ZjO5J+fUdjepVVheot1H34RM3+c602xMZq48o/9dNbt+uq9pVVpkwL9b5lkubugjEodyNUlmiMlB8uYsTXYMYHKyurH1YPbB9i+0gPKSoKK9PIsiZ9BmjcfvvtBf7BfFFZ/wHHuWf4GksjMi0F1Bk373ENbFlPNatfoAe+WLrzbCVbV2v+uPPUpnaM6pz1uGb85em2NCIqCLcwAeHjVkFZWgNi3batgfGZiZcDQ34ZFkmUKex/1tFCSDymeqdXGVcerrN0AGmEP0XDEgbbljePEDb+qk/vO1PNK5VThSrN1OPiazXi1ls08orT1al+VVUuX09dr3hYb/66Y3SFMIysAF85zCoC4aLhQrjYbnnuVu7hMrIysXJhH+cgRQHnW7oG22d5Api2CBlK/wFBlQjJiFsYQZks/6Y8cP1ukblJqycPVc+GtVWtw216e/7miKHQwSmrZ2n8hfVVt2YznT32ey3f9ePzOIgolYRbErBKTkOjgkOaaLxMY8K4dmx/eDTw6UcjoROOuKrLly8vsLcBrrWhvaxb47V17hPetnUPwzYl/DFFTww8TV1aNlPzJk3VokkztWjaQm07nKH+o17Uh7/FF3nael6g4WnSIbbCpkkvLlCe1B0rfxO22Q8wc0D6xP3gC4qXOQMesDfbyxqhrrC9pzqSm7RcPz7YSy3q1lbDK9/Uz+sjXu4Zf+mXN4bptOrVVK/NII2bs9mbE0opDhvCBVRwGgZLA73YfIJiW8O+S4wGRrDRSLC5EUiEBkwAHGsULI1MDayTtpGxNaLdNaTDFrlZSk9YqyU/fqFPp0zS22+8pUkffqO5yzYqaWtQPvmnFQUHmnBBuPypS1bOtp+XNGFFeXHzAr/wwgudXZkvJrvG6iDbkXUyEhnrf9EbVzZU45g66n7XDP26bmtA6mlKS01RyqY/9NWL/1L/VlVVvW5HnT96ppbtpaudx4HDYUW4NAgqtmkYBjRY4i1gCyTAOfZderwJm4e54aKLLnINCPceOtWMUMNgO6y5cC/WCzvXwxAQVFb+KL69YdkQDhbhUsZGlJSv3QevGebwoxOPlzYRy4hrS7+A1TnOtWtY7p5ws5WwaLLu6VJDdSpVUbMel+jya4bq+msHa9ClfXVBrw5qU6e6atU+SefcMlHfrMvYydzgUXpwWBAuFdsaBDDSpaLT2G2bXmXsuwQYwX8XDZdPQhoyJgemtsa+++uvv7qGZbDGRxrhe7Ftn4weJYODQbiUJ2WLGGGypB4wIIPoX8TpZfQjdYYRZXYO+bFzEbZZsq9wJGrVrNG6qFZ5VTymjMqXq6BK5SqqSoUqqlGzrpq07KLeV9ymx975Tgs3bvVkW8px2BAuFdrEKjmf/2i3NFq2AUtGANFwXnvtNTdijYDQ9DJjbmD2CUYwYd81NzLTUCx9GiLbJiXR6D3ycLAJl/Kl/AEmA4YcmwcMdeXtt992dQRE1j9kz0hXyobfNPvDaZo2Zao+mDJFU99/X1OmfKCPps/QV9/9qgUrYwsCtHuUbhw2hGsVHGEbocHQYG3Ip4EGxH7stpgRcBfDDsfnIUFSEEY3McIN2xxh9SBu0qZBQeTWOcK2R8nhYBCu1ScjXCtj3MCYY4+gSUSqwyXMOsrsPK5ladd6HF44bDVc2x9uOCYQrhEw26tXr3ZDiOlAo0Fjm6MzBAImahkdbsRoxU4HAZjGa+JRcjgYhAusbEkfQYt99dVX3Wwk5MPi8PIipj6YFsy51C3ErjXxOPRxWBBuZONACtsXJmQaBI2EdYAWTDzTyZMnO5cxgqYwRBjyxb7LkE0ClKDlmBsZaVnD8igZHGjCtboRJky+aLin5QH7LTMJ8+Vj51PXgNUJ27Y0EI9DH4cV4RqZWqVHWA+L7bPz+By0ji/2sY7bD/672HdpXExkyQwTaDeQMUNNaWyQgUfJ4kATrtUJexmzjocL3i3Y+MkDHWX44XKMc6wuRYodM/E49HHYmBR2J1R+CJlGhLYC6QL20WgQ1o2kOQ8tFm2W+akIt0djY+ZYYrEynh9Hd8wM+PlybRh2X4/9x14Tbm5QFulblZuapty04IUYKprdlYsdQ+zlzZKRY0SlIyYHboT43k6YMMGNNOM4dYVzre7YtSbhdD0OfRwWhGvYVeW2feFGYPvD+2zdQGMnEInFZ8BuR4casVkbN27sfDEJH8gMrNj4LB0aIY2PdbsXiLyfIby/sOOHM4pMuLnB845dqayvPlHGK69q6xMvaOszbyrjwx+VuSJRWZkBOWYHpBiIPV8TtsOEaWnycibEJ0PEMS0RDImZKBgWzksaWFqRaZp4HF44rAi3uBBuMDQk/HdxI5s0aZJzGSM+Q8OGDV0D7Nixo5tlGP9dJgvEdSis9bAe1phYWuM02H3CEj5+OGNPhJuHNGXPe09p/c5TYpP2SqjTVgkxbZRQu50S6nVU4uk3K+XtP9zgi5zc7QRpzzny+QP20UlK6E/Km5cscRyYzonodL58PAqDJ9x9gDXAcKNC2+EzEm2W4OZMEMjnJfNuMaUKPpnYd+m5JlYrvr5oQXsiXJbsNw3LGrxHHopCuLkb5ivj5t5KqBCjuKNqKe64hkqo1lTx5esF2zUCaaCEc+7X1l+3B/UurBzC5U3Er9mzZ7tyNh9tZqBYuHChy5Nd7+ERhifcfQANL7JBAtaNeGfOnOn8dJkS22ZpJQg1/rv0YH/11VfO3cwCnwPSg1yNeO0+bJsZgm2P7dgz4Qbl9MskpZ5cW3FHVlPcCc2VePlzSp8+WxljhiqpUQPFHVFFcfX7KuXZRcEzD8qRq4LnHFkG9uxZMiIRcxGDYrDdEvMW0xIjELnGXpAeHmF4wt0H0KCMGG3dNFUDnWp4KtAI6UDjcxM7H5+eEO+AAQP0zDPPuGHC5kZm6Ri5sm0N39a5H7Dl4Y49E26mcua/r9QLz1VSp7OVdNogpX6QP7ni/JeUelqrPCKucaaS7/pSuQGnQqv2rFlSHtZxCrgnHWWUITE3MB0R3N4CHCFWjh4eYXjC3UdYg7IGRmMME6QBjZcwkJgSRo0a5Sa5ZFJLtKKmTZs6/11czOh8C8MarXlJWJp2L5YeeybcXDrLElcrK9iXOWO2Mr+eq6y4fCKcP0GpvdsFGm5AuNUDwr1zZvCccVzII1rAkjJEWOe544/NIBg6RvHFxkaPDR9wPLLMPDwMnnD3EZChfeJbQ2RpxBtJiJwL8dJ5hvcCnWrHHnus03jx38X+x2wTmCMYZGHgPjR2rg/fIzL9wxV7JtxdPKesLcqaeJ+2tGukuP+tpLh6fZQ87s/g+QbPPGe7OYDnHdZu6fQkxkavXr1cwHPKjlGIVj4sKS/KzcMjEp5w9wE0LBMjRJbWKEH4HISGS2PEPQxvBfx3se8ycIKIZHyaQhZjx451DRhnehq6gbSN2IEtD3fsHeEGbJq+SlmffKSM5x5XygWnK6FibcWd2EKJFzyg9DlblROcvi1r+8AGe8EByo+ZgglYjxmBlyYdoZiO7HhYE/bwiIQn3P0ADStMuOGGZscQGiLbtp+OMgiVjrUxY8a46FI0YOIzYN8lEDo2QYhjw4YNLg2PwrF3hBs8x42TldK+reL/VkVxJ9RXfNlGim8xUCnP/+Jst5ydmbW9zOxFB9auXeviIuPqx3TsxElmVCE2eO7DC5L8cK0nXI/C4Al3H0BjoiHSsGxJo7T9Juw3seMsEfbxecpoNUL64TzfuXNnN1INFyNcymx+tfnz5ztf33Aah0aDDogsILfcbQERZu/b/9lrwt08Tamn91DCiQ0UX7Gh4ss3UULLS7Xl0c+VmRg81+AsfHGtnChHlrxUeUFecskljmyZZh9vEzxNgJEtgknIvyQ9CoMn3H0AjdiIlHVr1CyNaFmG94eFBmzX0lBjY2OdtwJRx6644goXDMeIF++Ge++91/WKE8MB4qUxh9MyYbsw2LlGHnZuWHZ3ffEjuE/KBmX/MFPbJr6j9FcmKeP9r5W5eLNyM/cuD3tHuMF6BiaFD5UxfpxSL71AiTENFVc2IN+2V2nLi38EzzZ4RsF5PKvw8yL28YMPPqgmTZo43+prrrnG3Zf7AwgZoTwhXDMteHiE4Ql3H2FEFQnbX9ixMCKPQ8C4FTGNNvF38etkeh/su/SG9+3bV4899pgjk/Xr17uGbmRgBG8EYfe347Zu5o3CzmMf6yWPFOX89K7SrrxYSe26KbFRRyU07KSEpt2V2OESbbl7sjL/2j4AYU/YO8LNB1r11iAfP05Q6nld8vxwT+iixEFvKX1rhoLvEUecCM8FAmXaHDrKuEfPnj1dZDjMPcCeH2LP15YeHmF4wi1loPFi37X4u2eeeabz3yUiGZ00EMsLL7zgxvAzWo1GbcQJoSLW+G3bjpO2ie0LHzsQyF30ubZe1l0J5Woq7shAjq4ffNbXUdyxwfo/ayiu0ulKvv9jZRVx2tk9Ea6LTpOZrtzgWeVuSVFuyjZnNnDYMlvp15+rePxwjz5JSReOU3ag4QZPtODZQbaMHiNGgo0ow72PFyPHActwORzoZ+oRPfCEW0pAAzWtinUaOm5kU6ZM0bBhw5w3A9HIkDZt2riZBd555x0tWrTIaVMGGr9pZka6bHNOmAg4xr4w+ZY84pT51t1Kqlg9INi6iq/ZU8k3v6aM99/V1qvOVWLVGMX9vbrie9yhtB+3u8btDnsm3PhAo56otKuGKmXAjUq5frwylm/JOwTh3nCeEo4KCPeok5QcEG5uTq4jXNNQiYtA9C/MPPhO08E5depUFyWMZ8Y5kc83LB4eYXjCLSWgcWL3M1MB2yzNjYz4DMwugZZ73HHHOYf7Ll266JZbbtFHH33kXJOMeO1aiADiJk0jV8SI2EjF9pc4QWT+rowH+yn+/5TV5v8TkFztq5X2R35UrTdvUXLTQNM9oqriW1+r1Inr3P49Yc+Eu1nZH9ylpKPKK+7/VFTc8acp5Z3lTsvN/f01pZ7bMdBugxfACV2UNPANZWUGzyQ4yrPg2THF0sCBA3XkkUe64dlEhWPaHJ4b5/AcEXuuRrweHoXBE24pghFfuPEikAodawRLIdC12XchXT5xIRnMDwS95jyIljQgcFyWIARIAAmnGyZbI5ASxbZ1yvp0gtJG3KGUG0cr7eEPlZkcEFTwy375X9pSQLiDi5FwMwIN93WltKkXaNW1FV+xrRIvvF9pT72stOv6KalufcX9o0pA/gx8mBc8K/KTVxZ8YeAGRiwMtFs8FCgDOi7tWdqzZptnyrY9yxJ/nh5RB0+4pQhGftZYjRhZZz+BUfBUwGMBzwXi7zJZIYMm8N+l5/zFF1/UDz/8oI0bNzoyMlI1GElAwmFisPseFGQsVPpNFyqxUg3F/bOW4nveprTv8uJL7Al7JtxAk924QNvu7afEmIBcsdf+vYJi/295xf6/yoo7KiDhqt2UNPQFpS8LNFX3DPLmKGM4Nr62ZcuWdfPX4UXCc7VyomzsZQZsnz1zxMMjDE+4pQjWSK0B03BpwOxjHXAMDYtOM2y4mBQI/Yimy+AJzAzYfPHtZXy/xd+1NFkaUZQOwk1TzvSHtKV9G8UfU0txx5ykxOteV2ZS/uE9oCiES8dZ7qrvlH73jUo+9WwltTtViW17KfGkM5V02tVKGf2eMhanOM0W8HzwfWa4NSYcviSGDh2quXPnupcV4HlxHhJ+tvYsebZWZh4eBk+4pQjWWI0QWVrjNYJk2/bRcYP/LrPFot2i5TK+Hz9RzA74jeLtgA8pxEt6wO5h6dn9WD+wCEh+xXSl9e2phHK1g0/+gHCbXauUNxcVkN+esCfC3eElkpmh3Lg1yl7wu7LmzFfWwtXKSdiq3OyAKPNPAWixBBbHQwS3vFNOOcW93OwZRhIrS9sHWHKePW8PD4Mn3FIEGioNGC2KDptIeyDrECNi+7DTEvAG2yJxGDAzoJUxcILA5/jvErdh1qxZzn+Xa+1eRhikgbB+QJG4QBk3X6TE6sGnfpk6ijv+JCWNeEeZm4pO/HtFuEUAz5xniUbLc2Sgw9133+1MOcBeVPb8rBxYNwnv8/AIwxNuKQINGQk3XJbWwMPCfsgBwjENFQ3s+++/dwTB0GBsj//85z+d/yiEhJZG4Gw60sJkEE73gGHrOmW9MFyJjZo4so0/rr7iT7tfW7+JK7J2C4qbcHl5jR8/3g2zxjZ+3nnn6fPPPy/QVq082LZnaOVh5XdAn6NHVMETbimBNVok3GBtfxjsM7I1wrVrIF5st2+99ZZGjBhRMCMBgXEgYfx3mXsN4iWNMEgjfO9IcMxIpTDSCV/P/l1qzTmJypnxhLac1FLxx6PZ1lV8iyFKnbRIOUUfZOawJ8INP0+WkXlm274YTLsleBAuYPg7M2sHQWvC4PrIdJHI/R4ekfCEG4WgURtRGPmxjnCMbey7hBJkVBr+u23btnWdP4xaY4jqPffc4yJd4b8LMRrC5BG+R3gfwj5b2nWscw5gWTjhZijnj/eVdl7ngGxrKx5TQkxfbRn3o7JT9p6oikK4JpZ31i2/kKy9eJgUErs3Q6kJUDN48GD3xWDPlSXXeXjsKzzhRilo+Nb4WUIkEAJLIxOG/jKTBIHNLT4Ddl3su5BKnz599Mgjjzitjo4iCNLSNDJin6Vp9zHSMuIC4WPhfbZuyF37ndJvPF8J5WLywiPWPldbHvpSWan5J+wlikq45Iv/wzqw/2f/BTMLLyA8Pvga6NGjh4vUhl8z4NnyLOx6D499gSfcKIeRGkRgpBAmRNbx32UIMKYEAmafccYZzpMBGyVT/gwaNMiRC25PDGWlwy58vaXHfSAqtu2+iOWD/WHS3wkpK5T59AglVo8JtNv6iqvWWYlXPq2MX9cqJ3aTctZtUPba9cpZH6fcLTuaO3aFohIu+YJgLc9hAuU/4WY3cuRI9zKqV6+ec7fDA8RI2si50P/l4VFEeMKNYtD4IQsjkbBWCqHYMcB+yHTBggV69913nS2XmK5mZujWrZtuv/1217GGDyodcBANMJJlaUK6HLf07f7c1+6NWBoOyz/R1qu6Ku7YenmBv2O6K/mqO5VyywNKHXWPUkYGMvw2pdw2Xumf5g2/3ROKSrjhfBvZWj4xv/DC4eVTrlw5N7Py+++/7/ZzDvdgybUmHh77Ak+4UYwwkRiZsIRcw6QXSRB8PkOqzz//vC699FLn/nTiiSe6wRP4njKK7bPPPnP2XdIBRrgsTWybpRFbZJ7YLsCSj5XWv51i/0awmBp5ckRVxf1vle3yf8so9vheSrr3azcDw55QFMINEyXbXGPaLbNvMDIPOzcR2fBlxr2OCGH8dyNc/ks4HQ+PfYEn3ChFuPFDekawkWTAPo6HzweQDVosZAPBnHPOOc59DOLFvnvhhRfq8ccfdx1vnBcmXjNb2H2L/Lm9crbSb+2nhOY9lNiW0V6BtOmpxNYhad5RCZ2uVcr4vClv9oQ9EW74f/OfySfXsOTZ4F9LnGH8bZnUkwk+seXalOdcg0Sue3jsCzzhRiFo8JCFESxL02ohhDDChMsxzjHyBGi7xN/96quvnOcChFWrVi03mzAaLy5SzFKLjZMhxXbPsLCvsHvvhOxtyk1JUk5cgnLjdyFx8cqJT1bu1u153B2KSrjkzZ6T/QdIlfCXDBYpU6aMC4HJXHKMzOOcwq5nybaHx77AE24UgkZvWqVtm8aGmNYZJmGT7HwhSAvnZgXHuZaOtSVLlmjy5Mm66aab1KFDB2ffRZg0kTnXsGuiEfIZDtGRXuT9WYeQLC92TklhbwnXngcdg2jvdCISeQ079vXXX+80fp6FXcP/sv8UFg+PfYEn3CgEDd4IjnWWYcILEy77t5NGQI7B9UhwpbJytpOinUfHGjFgmUKG+AxNmzZ1HUmQEm5lo0eP1ocffuhiwqIdW35Ix9Ji29JkWZLYE+FafiyPPBvWmR6HeAnMGcf/Y9ocAovjBsY55N2WJlzPtQ65GcpZE2jCi5cGslzZC4PlukBDL5pzhcdhCk+4UQojESOSMCFAMqzb/sxA8mgiIMS4zcpcsUqZf61TVnyq28/5pvlxPiQGIWFmYCAAsxxg48TEQGxY7LtPPvmk898lPgPEbnkhDRPS3IGkSgBFIVyEPLhnkZ8npsjBUwP3OP4XkcEY+GDP0cjWnqF9LeT9k+D/rvpMWwcPUvLplyj5nEuV3OsibXlgqjJ3HJTm4bEDPOEeAjCyCxPb9n15Gq20VTmzXldqQDLJ/QYr+cI7lPb6jwEF551rpATBGElhOsCeyYwSfHozQo0QkPiqMuwV/120RKZ6J36sI6T8tJBdEW5evoqHhItKuAjEiWC7JW4wphKuQXMnXgLnAPsPls9wGg4Zm5U14TolVqml2P+poLh/VlXcf5dTfN8nlbEk7xQPj8LgCfdwQNIKZU15VqlndlJ8maqK/Uclxf5XGyWNmKTIrinT6FgasHcyKAKSuu6669S+fXsXBrJGjRrq3r27GzDw3nvvOfsuBGhkZeQdJle2jfh2ILF9xJ4I1wiTvCC8BNDcmY6e/KOxM9rOZuDdM4L/w2i5CzsqvlI9xddtr/jqLRR/VC0lXD5eGcvyT/PwKASecA9pBNpl/EJte3Skkps3UTxTzJRtqPiK9RV3VFcl3zZlB8I1AjSBFI0sISpIifnVsO+a/y5zfRGVjCGxmB++/PLLglkRImEkbIRuZEjaSGHX7AlF0XAxB5jfLXnDG4MhzgSoYb4ypiYiT0VCdoKyP31QyXWaKr78yUrqf6kS23RS3D+qe8L12CM84R7SCLTNX17Slnp1FXdkQLbVWyq+KkRRbyfCDT6eC7ROtx2QYZgYjXg5zggsSGrMmDGuswlPhqOOOsppjMRneOaZZ9ywWM7jekM4TQP7IE206PD+omJPhEuadO5xHiYSzCOcw+zHRE8jeHtCQkL+2UXApvnKGHFa8NJqrvgmQ5U29iYl9wwI9/9V84TrsUd4wj2kkaacOQHhtuygxHb9lHLlACU2a5sXErEQDdeIFYFYEQgLDRHCMi0U0oTEiB3L5/kdd9zh7KEQL9ouo7XQHPHfJYYD/rtcS7qkh4TvQXp2fG+xO8IlPdJG+A+MHrvxxhtdJDC8LkaNGuXsz0W/b6Al//CqtjSvo/gqJyvh6reV+eo92tKjrWL/P6/heuwZnnAPaaQqZ+EnSrvzeWXMWqzsj8doS4c2ijs6plDCBUZOCGRopAWxhUkX4TMd7ZD4DG+88YauvfZaF38XQiMADOuQGr69DJwgehnpIVxPetzHCHhfsDvCtZcFggcCU80TP4JoYMRLYNAD+bf87BFbFinzsSuVUCZG8XXPV8qbS5T93kPa0qmFJ1yPIsET7iGNgES2pSk3MZCcgNRmjVVy+9a7JFwICkJFIFkjQZa2n3MgJ45DuCbYRgkDybTidEgRCIZhwthK8QJ44IEHXHwGph5nYAFpQISkY2nuC+nuScMlzxA9Uwwxao48oYHTUYYvsd0f2RNy5r6vrWc2UdxxzZVwyhilL0sIXmKjldyumWL/nydcjz3DE+5hg+CT/YsxSj65cMKFnEwbjCRbyNAI0baNqIyE2Y8dloA3xCLAr5X4DHy6Y9tF24WIic8AMUPQ3CucHsu9xe4IF5A/RtCF4yVceeWVLg/kFxSJcHPXKPOVW5VYvoriqnVX4h3fKTs1QznT7lRy6yYB4dYICPc5ZeRNfebhUSg84R4uyA3IbQ+Ei6ZqJGj7IEL2QUhGiEZQbJtwLsJ+NFi0x+nTpzuTArPeYmaw+LuYHt5++21HhNh3uW+Y5PcGeyJc/INxWWNuMrRbRs5hWsD+HM7znsg+d8XnSh/cXXH/qKP4NkOU9kve+blTb1dyq8aKQ8Md+Iq2rXO7PTwKRbESrjWY3TUcq+Th9ch9BwqR9y4KDkY+iwV7IFxQGImyZL89J9u2c20fmmSkZkzHGsRL/F1IFrJDw2QoLZ1sN998sxsmjH2VNHYFu7eth2GEi7mgMBsunXZo27iAQbjDhg1zPsW8RML53hNyf35bab2bKe6YxkpoerFSHnhRW8c9r7Srzldi3caKP7au4ttfrpTHZyhzyT5OX+FRUNa7Ku+DiXCediV7wn4TrjXA8CchN2Yfldk+UQ3hjNm6CdfbseIGaZMP8mX3CN/bCGRP4FzOK8q5pQpFIFzD7v6fHTOx52HPL7xtgHhxEyP+Lp/zjRo1crMJ45rF6LWHHnrI2ViJ42AgDcjUSNzSZUnalj7nMEoMwmUEHLER8JwAaLd05kHCeE8wEy9uYXSUkRZSZML96U2lndFIsUfWVtwJDRRfrp7iytZXXIVGiq8YEC5ybFXFt71OqZM35l/lURRQlpSDla+VtW0DluEvLaQw2PG9BddYnQJscz/jL7unieXTxPbtCcVCuGTIHlh4H5+K2Mk4BsgQ++2hWEZtm2VRMr23sPta47J7sDQJ5ykskWCfnRdV2AvC3dV/B3asqBIuZ+LqEqGL+dXOOussF6ELrZPhwnzy0+HGwAoIkfKwBoZQdlb5TQD169NPP1X//v0d4RJAHfLmGkie4cdot5A8Ax6Y4y1czpY+67tD7m8faus1ZwTabTcltugeSLBs3kUJtZoHZBuQbnmIt4kSzrhLaZ9szo+54FEU8PzhinC5sG5lg1D+lDXlHt7PeftSnpEgjXDarHM/JJLoTexcO2b55lqWhWG/CdduYje0P22ZDx9jSeZ5uEbQnMN6ONPFLaRv9yvsOPcO5zW8zXED6+yzBxpOo1QLec8JKvSMfMI9Jp9wb33fEa47Xth1xSDhZ8lzw2a7ePFiZ0q47777XMeaza9GPFpGsGFjZap3NFSuQezlHdY4gBHuJZdc4ty9evfu7aKdMSru2WefdWEmie/LcbwksC9bflhaXSws72HJ2bxM2z57T+mvvqP0CZOU/sZkpb/yvFLO7a6EKnUC7baeErpeq5QXf1TmyjQGABeajpedxcrC1sNC2VBGiJUbwrq1a8SuD6fH0vbtTsJpRtYz9lla4fTYF763HWeb61kWhv0i3HBmLSO2L5zR8DFrQOFMFravOIU/T/qWB8sb6xy3ArWHZ/nhmOXJrqMg+IzlXEu/1EtQVjnZ6cqOINykgHCJJhj8u8KvKwaxZx1e51kzCo1pfiZMmODsql27dnWaKNouo9eIz0DHmhFvmGgRygNQucOdZox0YxQcQ4wHDBjg0iT2A9ozJMy1Vh8QK3erC7uW4HhwS/csTbatUfq/zlNitRqK+2eMEi8fr/RlvMA4t7A0vBQmlIOVAfXDyid83LYLq09hsf2kYdt7kvD9uIb2Tb2yumHncQ7Hra6wbvdgn+XfzisM+0y4lriJ3bCwY5ahyIzRiOzBhM8tbrEHwDpL7mn35RgPONyg7VzyGT4X4bzIgij1EpTJwSTcyH1WB3iOuJHRycVwYOy77dq1c1P9EDIR7RctGLsr/rucb7C00Fix4eJyhkkBn18mwnz44YedxgyB02H3/fffu/MB5WzlioTrxy4lyO8OZItkrlX68LOUWL6iYv9vFSX2e9oT7j4Izx+J5AW2gdUXhP1WVtZeAfvsGGLHiiKR9+Na6pq1c7sv25bPMNgmncj9hWG/CJeb2x9jG7E/i9ift+Ph8/iT9hYJ7y8pAdyHfHFve8jhfIbX7RrO4VyO2fV2PGok+B/OpPD5A0pu20JxR1RX3P92UvLN7x0QkwLPDdh2+PlxjBfe2rVrNXPmTBcAh44vNNPKlSs7zwY01aefftrFsCVAOGVg12IX/vjjj50pApswQXQIJYlpAeJGW0aLRqO2PCBWrpYfS7Nokv/MMtYo4+a+SoypE7zE6ivxyucc4br78NvpOi+7EsqAMrHyQChfyoj6QfkA28+2tWO2w9ezjRR2n8LErgnvszRJn3TJA1zFvvB54XPtvrZeGIpFww3fmExBpPaQwjdmG42Eyo+wbhWd81iWBCx/dh/uyUO0e7NOwyWYNp0qhBlkHXsjPewct+usgKMOdJp9PlrJrZoq9u9VFfu3DkoelUe4JQmelZWtPX+rN+HnyDbPevXq1U6jtWncIVHsu8TfHTx4sDMzoO1yLtcTkAbbLF4KnIufL36/DLYgmtndd9/tzBLhsrel1YHIvBQZPNPVS5U9b76y5sxX9l+blJOef8yjyODZ064oUysP+IO4xUuXLtVvv/3m2iScYedwDeXHNtda+VrZIuwrCrjG6me4LpAuZijm/OPecJudh4SvQ7iW+5omXBj2u9MMhG9KJrgx63bMwOgiOkuIq8o4dh6mZc4eWknA8mZiD8buh3aFkz6z1xLvFW3phhtucFoVn7u4K3G+/bfoRFCJYpcp69vZ2jZ9ZiDfK2vRRqeplTR4bjy/8EvOnj3HkDCoCwQ+JwYD5gCG4uLWhY22devWzr5LRxkvRV7u2GyHDh3qBleg1XIuk0JiXoCMabyA+1h94/4sd9c4PA4MKAurI4Ch2PhKv/LKK25+PcxFvGzxMuFljN+2gfIz5c7qlbXvooL6Rt0MX88SkuV+mLuYfok6WVi64XtafWZfYShWwg2DP2BvKNx0iBx1//33u089AocwxBOneMsoD41r7M+WhJA2D9fInW3eXvhq2vh/Guxxxx3nfETbtm3rNK1p06a5QuZ8EH6o0SNBObnc74jCzy1escbE8wtXRjtm53E8XKHRXnETo8JjVkBjxX8XbwRm2n3iiSec/fatt97S1Vdf7cwQEO0RRxzh7LePPvqo+2IBdi9rnIAlhE29A5YPLwdeDJAcL1MGxVhHKqYlvlh48aIMobDh6UL5cS2ka23aZG/aZyTh2rW4J8INffv2de6GRJrD8wUTFlo3/FYYuB4pDMVCuAYyzZBJMsN4ehzd77zzTl188cWOvBhXzwNk+4MPPnCV/UCDB2nApIEWhcsQnTT4hNKYIVtIl23G36PtYl/k88XjwIOKjRYLgVL5cSOjg4zRavjf8rLs0aOHCw9JuWFawPMBsg4TuEfpB+U8YsQIZ7unHdIGbfZoiJd2is82QfDDA2VKCmjaTKZqdY4XOeTLlzAvfL6M4TtMD0Xhh70iXHsD2FsAbQE7JzfjjYMrzgsvvKBbbrlFF110kQvwjFZibymmZSFsH5nFtMBYeuxxaMGo69hpSkK4h6WPVs06veOMSKJhUrjkDbLFXsiD5Y3KENTjjz9eXbp0ccG2MS+QBnbGkszvoSSUMcJzpxwQ1tlHnaHs2YcmyjO1/ayzz84lbu2MGTOcexeTWFKPaISUU+PGjV09o7xooEybw9cUgyys7FlaPkgfsTyxRArLv5eSF8qZL03IjUExdHxiPoJweXny1UlZmzKEEgSHoGla+ZKO1R+Gc7OMvM+uJFzPWBI3mTT4qiVPDA0n+BJ5gsfID5xGPWOCVTRf6iXkSxhSrkM7hh8jNe0dCDd8AAmDbS62z0LYnMaCjYybcVN8ILt166aWLVu6NxHEFX47QWa46TDUEpsbxMynAwFOkH/9619uyb7iFO5DutiDsP/ZfjQjHiSFysNkiZBP20cDRjMnz1dddZUzMdx6660FaYbv42VnoUx55uFnZfsQ1tnH80R4vmg4eBqwbdfaOjZdNAzKBFstDZB6RgOgQUK6kC91kfLmOruvpWX3tjyxDOfPy4EV2hNC2Z5xxhlOAYLUTPGhLbKOUL4cY0AL7TdchtQleIj6szflaeVvaRhPEFif43xVodlyf7gBPqPuoaSRN0KQwiOYuVDgCP1JwCTI1yZX5UuL5T4RLuuo85gN0CS4EQSLNojwUMiUvRGMwBjxw8NCO0ErodGwToZZorazZH9xiqVtYveA/MkfDdUKl7zyIO1NxrYdI/80bLu+JPJ6uArPEqHji3JhKC7bPHPbRx2z/ZSHNUqW9oKk7KyMSqo+eSk+sXKifI0fwu2NbeMRK3PWOYdrjDuoG6TDkn3UE5aF3TNS7DqrY+E6w8ubJffmvtQzBF4w8oXzCMpkyhleMpD2+++/75RSTJeQ7T4TLsBWi3bLJ8CQIUOcDQ0SNfMBJEblD3+qc4w/h3M7mrAJvpIsCS6CoTx8rDiEdHkI5JFt1rknJg8eMC8Iy6Np5OSVwuUYhct/Y8QS5gVLl3Rs3cv+Cc+SZ0tZsU35sI5rGM8dey3bzBLMuWhCvOg5RkOhUVJOVHjO47PU0g3fx0vpEsqHdkj5ssRcAH+Y9kg7pF2Gt1lS5nisWJvmWtJim4BI1B/qSuT9ChPLA1ozddCuYz9C/xO8Rf0iL5Y/4za2eTmgBXP/fv36uQE7dLZjusLrAg0X7twt4UaKES5CApgV6NDA7kGn0rhx41ywEEiTim9vAiNgyAu7x/XXX+9GAzH658cff3ReDJA3GjNLhmoWp9Drif2PPLLE1sw9mUAQWzOFyKepkS4PDyLms4FZafnEwQRCjyV239mzZ7s0CruXl30TvA0oJ8qfZ8tztn0s7TyOETyceAl0vPKy52VI+VGOmBvozOA6yhsJ38dL6RMrJ1xF+aSHSNEa0Rj5urFYyihC7EMDpd3CN1xPfTDeoN4gtPPwPXYn1CnLA+t2LX029DXdfvvtjtNQwIzHLH9wBS8LRknSqYsdFxswdlwbkh7mzH0mXNbDwEDMKCAMz/xhOs+wp6CJ4M6BBoK7Dqo5Bm/+HMyPSwcZo/PNRp4Vt5A30uZ+DHDgRUH+MbLje8vbzd5aFKx9tljsVjSp119/3XWWkR7uSkjkfbzsu1BGPFPKhm0qamHnsKTs+EyjkWHHo0FSVpQb9jbI1gKbeyn9QllDRrRPPsMhU7RJPE5oj5QvvAHZHX300W4QDCE94Ro+00mD+kDdsXpEWlZf9iSR9c624Tk61fC0QvNmZmrcDiF8vqBQwnBvhZTxVGCcAdeSpzA/kg77SHuvCdeEB0QGWUaCxDE5zJs3zzkO47uGTYMhm5AvBDZ+/HhHeMb8XFNYWsUF8m/3YR3wANCUeKC8wSjkY445Rv/4xz9cwfIZQQMm/0yUyP8Fhb1wPIoHVjZhWNkh9tzxMqH/APMUmg8aLi9J/Lx54ReWjkfphHEAZQYnoKzR6Un7o1whXogOpQ0TEh2haKKQG+Ba2ibpkAZ1hPWigvPD9YX04AY8DfCEIDAS9QwzBS6ikCydYnjB4F1h+TDY9XAN+bD/x3KXhEsmIsWOAS42wrXzLVE7j3Uyg9sY5Esm7733XtcjySgSDMpcE06PdIoblnfLo5E7+3gzYtrgIeI8z0sBWw52IF4SzFaAiwj/g+vt/3mUDKzumPDMqbzUDcqNbb5W0IQoIzQf6+ygQeJNAuEafFmVblA+lC9lStuijDFRYnLEvEAAI2yqxE+mfTL6E19dFDrOB7Rl0mCb+oHsbbnbvVki1DdGoGLm4MWOWyh5IsIdIxz5UjaSt/sCq7ekZXkKH98t4drJdoEds3PZZ8INUOG5CdsGriVjPFBMB3wG/PDDD46A8XSw8xHOtXuUhFg+yQ95tQcM6fLpQEFi6H7zzTfdgAiLq0reLX/kl7RAZPpe9l0KA/utvGhUlAFLfHJxv4Fk+dSDeOko4/OTTz3s83Y914Tv46X0ibUrIyjKHEJFg2RI7cSJE127hDf4ssFcYG0XsbZJ3bDtwu6zKwHUMcwIpoixRMMlDgf5oPPL4imQfhh2b9vP9eE8kVc7ts+ECyLPD/9hO842D5Jjtg8CQ2Mk8+EHjYTTLG6x/2QPgfuSB7s3JIztjwdrjst2zP6f5bWw9L3sn0SCZ251hHVriAzt5BMP2x6jBPliwvQD4fKFQqemXY8Udi8vpUesbZnN1cqMbdohZU7nvBEisPaKWDmHuSTyHnsS6laYTFmyz+zCYdIMg2vZbxxh+2x/mGNAkQkXsWOR5+4OHOdaHlTktZEZQthnx4tLSDPy/7BtBBrOGwiv23m2DBNA+B5e9l8MPFt73lbZKTM+4/gKoUcY2x7O5ngkWCwFbLl8en733Xc7pFPYvbyUHqFsKWPaFUtrbwiwc6zdss05KG60RztubdnOtfSLKuH6Yve1PLC0NG2de9n9wmmwbcvI/7PPNtz9QTjNyAwXR/qRCN+Pe9kDKex+bFueIsE+CtUI16P4YGVhwrOmHHjWrNOwMEfheoMpAa8EXMIwH+DGM3DgQOdRglsYhBtOy6N0g7ZEWVtZWfkjuyo/a8vha6xNs9yX9hl5LUu7h90HsJ/8QqamDNh1kRJ53Q6E6+FxsBCu7LZORTbwaYmPIxrsf//3fzvXIOx79BLjBkZAJAgXG66ZFDw8Shs84e4GuTmBhpVOMPUMZWQGb7r8/R7FD9Mi7BPMSBdgR2MGXjxccBXCG4Hx8vg+QsQMjCBqmHkp4LBuIJ2dkBN8vmaka2tGcK/swko10LAygzJPT3flzlxmHgcawQs3M2+2h13K1gxlZgUv6PwrogGecHeF3LVaMP1p3Xn1Fbpm6K26+6VvtS6t6L59hzxyU5S9bJGyfpqrrF9/21l+mR8s/1D2+lTlFvGxQY5mzjFtFyGaEzP54o3A6D+0XHqt6Uih8xXCJU4qnWYMtEHDNQLfiXBztin+25f06C2Ddc19b+urxTv6UILstKX6YtwdGjX4Rj06bYFWbZ9KzeNAYdP3mvb0nbruqmt03bXX7iRDBgXlN+ghvfHtciXmXxIN8IS7C6QueEdPDGimmmVPUPmqzdX+0uf0YzxTLno4ZM1V+qghSm7TS0ldem+XrufmSaezg2U/pbwSkG5K/jW7AcQIuUK4LI0o0WQgUIaD25BrfCJxD+I8bLuMOCNAuXkpYNflWKHIStKcR/uoZ93jVf+ScZqyMHKwTZYyNkzRvb2aq17ZDrru9Tla6d+zBxzbfnhSt/ZurPJlyqsq8QrKhaWcKpY9USfUv1wPfbxY0TSrkSfcwpC7Ut88cZVObVRNNRs1UsOyddSi1/36aONW+baXj20zldarreL+638V+18n5EtZxf5PRcUdUUNx/1tVcUc1UdKDP8Bxe4SRbbgjBOBkTiB7gohAqLh/MSwcogX0VBODg4AhjDSzgQ87abb5yNm6UBMHd1CLsuXV5Zb39E1C/gFDoLkn/zRG/VvWVvlqF2vsjGXyYecPPFZNHK7+TY9W+ZZ9NOThyXpvckjefVeTA3l3+s9avHHnL5TSDE+4hSB53ou689QGatajj6647Qb1rlJLzTsM14S/UqLqbVqiyFmhzDdfUtrtDyrt3kcCeVRpDz2q1OHXKalRU8UHL6n4Cm2VPPbnfSZcSJUhnHggoNkS1ITpdvDLNDBoheGXEC42XMwOXFO4hputzM3T9MCZLVT3uLa6+oVvtTzytG2xWvX6VereuKYqdrtH780rfBoVj5JEvL566BL1KH+UWlz+lD6Mzd99CMATbiSyVurz0X3UtmpzXfjg6/rwi2d0db2qatz6Mj02J0FF+Do+TBCQYkCMkGNuLiYA9qUo+5vntKVZE8WXCQi3Yg9tefk3ZRfBBko6kGSYcLHdjh492sXfIBIYxMvQyrD2ig0XLwVMChAuXgoQbvicAuRuVdrcRzXwpPoqX/UiPfjxIkXqR7lbVunrO7upTZ0qanL1m/pmVcnF9/DYBbLnaMLQnmryzxiddetE/XQIaTmecCOw5ecndVOXWqrR/kY9++s6bZr/ika0rKD6zc7SrZ9sVuIuTIMeATL+UuYz1yixYr2AcBspvtH1SvtmTZF7kSFJ81BAc2UcO51gmBKIT0r8DYZ12rkAkwJ+uAQYgXCx4RKuz7AD8WYmaf3bQ3RG0xoq1+kOvfHjznNipW+eoxf7NVaT6nV0zsPf6o+823kcSKx/R/df0FLlju2iweNmaWP+7kMBnnDD2LZEU287U60qNdK5d3+oRcGuLb+/q3u7lFWdhp10zRtrtNn3WO8SuctmKf3SDoo/sbbiyrVQfN+XtG150W1sRrhoukRns44yAjszrxQxFIyQzWRghIuXQuRIM84LE25uyjp9N/o0dQi012aDJ+m77ZaJAmxbM0m3dqinelW7afj7i7S+qG8Lj2JCjrbNHqPBXWromKaDNPazDfn7Dw14wi1AlpK+Dgq6Qy1Vaz9C42blvVdTF32ix8+uoJh6bdTn8d+0xtsUdoFtyv7qBaU0qx9otzGKr9pJSQ/9tEf7rRGikSjCEF4CCDG4ARJlUANhPtlv55jpAcLFLQwbLvFSiS5F9LdweoZt8fM04fIWal61ijqPeEsfzV2plStCsvI3/TLlZp1br7ZiGl6tp39e6zvMDjjStezVwTqv6Qkq32mYHpr8u1YVlM+K/OUGxW/NisoObE+4hq2/a9Kw7oF221DnPTBd8/JbWsbyr/TKgDqqVbuFut8xU8sSvcpTKLKWKfPZ65VYro7ij2ug+HoDlPr5uoJBAxAgJIlAgkaINjSSbYRtokJhIoBsmWKH0JlEc+M8SwsBkRouQ3uJtwDC50mZSln9nu7u3kgNypVXjXpN1bJlG7Vt1SpfWqtdq5Zq06iWalatrXrnPKJPlhSht8+jeJGzUTPuPkfdY8qoXNV6aty0VVAu+WXUsrlaNm2jk7tcr2fnrFc0lo4nXJCTptgv7tGl7WJUvcNNejH41ix4e677UVNuaKlaNRur1eB39GdsZv4BjzBy/5qh9EHdFFemtuLKtlJC94eVsWKLs9+aRlqYYCIwMwJky1Bd5sljAkCmaGImV9y8sOkWBvx0mQ7FbLi7HmmWrNjvH9KlLeqqZuX6atn2ZHXp1EGd27dXp0A6d+ykTm1bq0WN8qpao4HaD5+quRu8E+CBRfCCTP9ez13RWS1OrKi6Abl27NypoIw6ndxWJ5/URd37PKgpS+KDb6rogyfcAFmJP+vNazqqebVmuuDRWVoc5tTEP/T1Pacopnp9NejzjL5f6z8yd0bw6T5jvFLb0VkWo/hqXZQ44vPguQbabHA0Mz8KlGm2RrSsh8nY4iWcd955bs4ofG+J/m8zgxSGIhNuxgb99dqV6lw/RlW7jNIL03/SwoV/auGf+bJwoeZ8+qru6FFVdes0V98n52uFNx8dYGQpe+VruvW05qparpsGPfa+fgzKpaCM/lygP/9cqEV/bdKWbdH5MvSEm5mkNR/foj7Na6pqndN1/aNvaNrMz/Rp0PA/+fQzzZj8vMYN7qCYKnVVr+f9+nB5kiMRjzBWa9vTI5R0Yi3FHVtb8Q0v0JaJawlZoOzcvLil+NQaaUK2RAGDDE3YpqOMzjEGMDBBH1OpzJ07110P7Nww9ky4ecuchKWadUdnNasdo+bXvqf5kQMeAqQte0e3ta2u+vVO0y2frlWsL+gDi5wMpcy8S/1OqqXjml6nZ2YX0qsZ5TjMCTdo6Bu/0auXtVKD8mV0XPm6at4i+Ixp11YntW6jk9q2U/tWzdWqXjVVrhCjeu2Ga8KiWD/4IRLrvtDW685Q3NExAeE2U3zHW5S+eKs7lBWwbjggDQLxss+0XsAEpET2x/3rb3/7m5u7ingJzBICzORg5xv2SLj5y7Q13+m5C+uqUa1GOvfRn7UkOf9AATZp2Se36uzqtdSg9VC9tDDel/OBRuYWLX62n05tWF5Vej+iyb/l1aFDCYc34W6L1ZJ3h+ms+tUU07SX+va7Qtdccaku69dfl/UfEMhluuqyi9T39JPUuGIN1Wl4qR77KTqN9SWJnM+fVUrnhoo7LtBwK3RW4hVvKStle2R+SDJsOoB0jUBZh4yZLn/w4MGONHEFu+eee9zAByNqzoVcTUs2FI1wMxW38A2NbFND9Wp208gPV2hj5Bfp1kWaM66vmlarrybnPa7ZG9IKyNrjwCBn6yp9dFNXnVStnNoPn6yv1+cfOIRwGBNu8Km7fLqeOr++YmLa6twx0/XTkrXavGm91q1dmyfrNmrzxj/005RbdE61aqodc7punb5Cm3xLDGGzMp8aoaTK1QPttqbiGpyr5Kf+VG6+HTw3IFYjVcwKpqUa8QKmn2fmhlatWrmYtowagzTxQOBcruU6C0YeRpEINzdOq7+8W+fGxKhu00F67rdNitSdctb9oA+GtVSNmObqPOoT/ZUYnTbC6EXwtZnwtZ44v4UalWumK16aq9X5Rw4lHL6Eu2215r52tU6pWkNNet6hd5akBXpQYUjTxrlP6so6lVW7Rjtd8/pirfGDH7Yjfqa2Xtdb8UcF2u3RdRXfcajSfkgPyDTvMKRqhGuEibANiHWLjy1zk+GVgO/tc88950IvQrKQNNeZlowYUYM9Ea5D+nLNf+4StapZTw3OfEQzV+3cG5b8x4d65MxKimnYUQOeX6JN3p5wgJGutKUvaFiHhqpZtrMGPf2Bvl28SIsWLiyQhQsWavGSVdqUGp0+uOAwJdwMxf80Qfd2r6SKMV3U7+m52rjLBrZNm357UUMbHq8qJ9bQGWPnaOlO9r/DFdnK+eQRpbSvr9j/V1Gx/9tSiRc8rcykHT8BIFjIE5I17dbIE+8AOspatmyp+vXra+jQoW6WVEiV8yBUrjWStesMRSHcnPU/aurQJqpcqY5aXjdVi+Ii4yOka8XMR3VZzaNUvVFv3fVVopJ9h9mBRVa81n8wTKfVq6QyR1dVo1YnqWvXrurWuYtOcdJRHU86RWf0vUtvLUra6QslWnB4Em7uKv3yxk06p2ELdbt4jKauztjNGzNHCcs+1MPnNFfbFm11/kOztcQHkMpHqrJevFNb2rZUfExrxbfsry0PfRsQYv7hfBjhsjQBxEV4++233WAF7LYEnmGEmXWUQdAmkCykuy+Em7Z8ll66opnantRTVz2/UOt38uzbpD8/ulsX1W2mLmffpUlr0oNXsscBxdYNWvzyIJ3dvrkaNmiiVs2aqWXTZmph0qShGjVoq64XjNHHa1MUrSGFDlMNd5u2Jm3U6hWrtX5z8h4bV05mmhI3rNaa1Wu0PmGrotQFsAQQkGBirHJWr1bOqjXKWbtJOck7uqMbSUKyECfmASNR3MCYKodBDk2aNNHNN9+sP/74o+AaI1o738gWMezRhktaQfklbVilNWvXKzYl+BzdUQEPkKWM1DitX7lG6zYkKi0n13eYHWgwnVXQJtetWe2Cy68OZNXKlTvIypVBG1wflE+h0yJFBw7jTjOPA4GwVgvZoumCzZs3O1stU53jd0u8BIboovVCrhClCQTL9SzZDqMohOvhUVrgCdejRBHWSiFSCBdhQAMkW6NGDbVr104PP/yw/vrrr4JzDBCmEbYnXI9ohydcjxIFhGcCINO1a9fq2WefVb169RQTE+PCMDJtjkUDg1ztGtsOE66lBTzhekQTPOF6lCiMLI34CELDDA2EUSReQpcuXVxgceYus3PCJBsW9psYPOF6RBM84XqUKDARQJYA7fbPP//U7bff7kIpVq9eXSNHjnRuYNh3AQRJSEeuQKBWKBPJyfWE6xHd8ITrUaIIEyTxEl577TV17NhRRx55pCNHptGJi4tzx+FGzkSyM1OVFZyfvTlBOSnbnaRzAur1hOsRrfCE63FAwIixn376SYMGDdIJJ5zg/G4feOABLVu2zGnABWS7LUVZi39WxjuvKO3+h5V612PaOu4tZXw6V1lrU5UdnISma/CE6xFN8ITrcUCAb+W4ceOcGxi22z59+jhixA0Mws3KRnPdoswZLyjlrC6Kr9xE8ZWaKb5KsKwcLGudoqSBLyhjQWLBLBLAE65HNMETrkeJg3gJH3/8sS688EJnt4V0n376aTeiLK9DDENBoLku/kBpV56quKNrBCTbXomd+ympWzcllK+juCNrKv6E9kp68AttC8Wy9YTrEU3whOtR4li6dKnuv/9+NWrUyJHikCFDXAwFs8XCibnapqzX7lRyo2qK+3sLJfYeo60L1yrzlw+U2qut4o+vrrh/BqR70Xil/7F9bKAnXI9ogidcj/0GpAZ5GrmxtPXU1FRNmjTJESEjyrp37+4CjRN6Mc92a14JfynjziuUeFx5xZXppqTh77vobY6I58zStmkfK2PKdGXMXqKs+O0j6T3hekQTPOF67DUcSeYTLGKjw8L7DPPmzdOwYcPcAIeGDRu6yGCLFi1y53JdTsC2DI3PTv9GaUMuUML/VlRcxTOVfNeM3QQU2g5PuB7RBE+4HnsNNFMIliXEiQ8tXggQaJjg6BBjRBnT5TCE94ILLtD777+v5OS8+JZ55IwWG8jmT5R2+VmK/0clxdXoExDuh8pa+qO2vfuuMl6foozP5io7cbt3gsETrkc0wROux14DorVJISFclpBtnsaaR4qYDHADI14CRAjp/vvf/9bixYsLzgHZgYbrtlZNUVr/Xoo/orriap6qxDOvU0q/s5VQq5niq7dTQvsB2nL/R8pcm+oI2uAJ1yOa4AnXY68BYaLhmpYLqbEPwjXyZT4yAtIQL6Fq1aq69tprNXv2bEfEnM+1nLctM9uZFHKXTVLaRd0Vf1QdxVeor/gqLRXfuJcS23RSQsVgu0yMYiuerS0vzFF2KJ6mJ1yPaIInXI99AgQLeWJOMMI1jZcgNJ988ol69erlBjmccsopeumll7Rx40Z3LedBlC5cY1Y+4S5+W2l9IdwYxR/XUPEdhijljVna9v7zSu3RXvHl6iju2HpKGPi6ti3dbt31hOsRTfCE67FPgFjxr8W0AIzY0FoJLE7nGASI7ZZ4CT/88IM7H3BtAUEHl7mYCYveUmqfboo7qobijumopIETlEmSaeuVeW8fJdasFxBuQManPqz07/JmhACecD2iCZ5wPfYakCXEap4JCMQGgRJ6ccKECW4+KuIlnH322a6jjIDjHLcg5KYVQ4douFnLJinloh6KP6Ka4sr2VPJNU/O8FLISlT1uoBLrNgyIOEZxHe/S1pkbOOLgCdcjmuAJ12OvYcQJYQIjNUIvQn7XXHON87mtXbu2xo4d6+IlmL0XjdiIGtI2DTd7zVSlDjhNCUdUUVy5XkoeNS2PcDPjlf301dsJ9+TbtfXz9Rxx8ITrEU3whOux1zDCZYmYlsuMDY888ohat26tChUquKnPZ82a5QY/GMFaZ1kB4eZ7KeRs+VJp15yrhH8GhMvAhxvezSfcOGX9e4ASazdwhBvf/QGlf719Fk9PuB7RBE+4HjsBktqVACNLSBfCYxufW+IlQLJVqlRRmzZtXEfZpk2bHClzPstwWnlkHaxzz5zleSPNTggI96hmSuz9kDJWZCh3w89Kv7yHEirWUdzRdZRw2SvKWLR9Ch5PuB7RBE+4HjsAgoJAC5MwebGNlwKEBxg9dtttt7l4CYwqGzp0qIuhYCQbeT1ge/u+QGOeOkZbWtVV7D9qKb7eaUq67C6lDhmopAZNFH9cDcWe0FNbnvpB2an5lwTwhOsRTfCE67EDjBwhyrAURrim3WK7JT5Cjx49nCmB5TvvvOPMB3uFzfO07eEhSqzTQHH/qKDY/zoukBMU+/caiqvZQ4mDJ2jb0qT8k/PgCdcjmuAJ16MAkFNRCJel7Qe//vqr6yhDs23QoIFuvvlmp93uC9nlrp+vbc+OVsqAK5V8Tv9ALlfygFFKHfueti0Pqbb58ITrEU3whOtRAEi1MLJFwoTLtrl2ERdh/Pjxat68ufNMIF7C1KlTC0wN+0x46YnKWbVK2WtilRMaWRYJT7ge0QRPuB4FiCRZkzDZAjrAzL0LLwTiJVSrVs0FFn/sscect4KdX9KE5wnXI5rgCdejAIURrUmYuNimw4x4Cffcc4+Ll1C/fn1dd911BW5gYT/dkoQnXI9ogidcjwJEki1ktSthehxGkBFQnHgJEB0jzBhphuaLBuwJ18NjR3jC9SgABGkSBqTFPiNitFfCLA4fPtzZbekso6Ns7ty5jmjN55ZzS5rwPOF6RBM84XoUAHIqjKDYB4HaYAe02DfeeENt27Z12u15552n9957z8VLQLuFBI24S5p0PeF6RBM84XrsEZAWRArpsiSw+FVXXaVjjz3WdZYxQSQdZRCykTJEa5quJ1wPjzx4wvVwgJhMGw2Labamra5Zs0bPPPOMmjVrpqOPPlq9e/fWp59+6kIvctwIlnUj6ZIA9wBGuJdeeqkbdEEMXgKdG+w8D4/SAE+4Hg4Qk2mkkKWtY5NFYwX43OJj26dPH5UvX14tW7bU888/rw0bNjhy5TyWRtSkU1KwtCHcGTNmqH///ipXrpzXcD1KNTzhehTAiBIx04CZB9j3+++/u8DiTZs2VfXq1XX99de7UWacY9dwrqVTkmRnaeOeBuEOGDBAFStW1Jlnnqlvv/3WHQOecD1KEzzhHjLIVWZqgjavXallC+bp1x9/1M+//K6Fy1dr3eYkpRXxy96IE7HBDQA3sDfffFNnnXWWI1vcwd599103nQ4kawLBGeGWNOkC03AhXGy45O+7777LP+rhUbrgCfdQQG6mUlZ8o/f/M1xXntFe7Zo2UtMGDdSoXgM1adFZvQfeq+e++Evx23ZPfpCjmQYgXNZNu0WTxQ2sYcOGLiLY7bff7jrKgJ1jpGtEa/uKE0boli6E+/nnnzuTQmEarodHaYIn3KhHhuLnvKx7Lu6sljWrq06jdup25sW64tILdW7XlmpY+URVrtxALU+9RW/8Fqe8WcUKB0QG2UJiZh4ATP44btw4de7c2c1Rhg33s88+c+cCI0EIFpK2a0uKcEkzTLjkhTi8Rrh0mnFe0UDet2vohQr/L/9sD4/9gSfcqEamtq76WP/p316Ny1VUo3Nu1ZMfztPiv1Zr7drVWrFght69t7daljtRlap20rB3l2n9HiImQpaQGAJhAjqhCEpjgcUfffRR53MLICQjXNbDJFt00ts7hNM1wu3Xr58bhIFJYW8Id8MvH2jC/Tdq5MhRuvlfETJypEYOu1Pjpv6iv3YTQMfDo6jwhBvNSF2nX5+5WJ1jKql6xxs1buYapeQfysNWrf/2Pp1X6QRVrthKA99YotW7IVwjTEgXYZ1BDg8++KDTbKtWrapBgwY5QjMyDl9j5Mu6eSuUNIxwseGSv3POOWcvCDdW3z8/TBfUDp5PhQqqWPZEVSiQsip//PE67ui2uvyxz7U4K/8SD4/9gCfcqEW20lZ/psfPrKu61RrrzLHfadlOWliaYhe9ozH9LtalA27Viz9tUuIuvvAhKDMHAMgzISFBkydPdgHFjw/Ih+Urr7zi3MCMXAHXmDcDIB3zyy1pQLj4AWPDRQNHwyWAjr0QdovMX/XuHWeryZHV1Pr0a/XAyy/r1ZC88tJLevHFDzT7zw3aORKvh8fewxNu1CJZ67//t/o3qKnatc/T6K/XKDH/yHZkKSNpjZbMnaf585drY2qgteYfiUSYcFmHyObPn68bbrjB9f4TWPzOO+/UL7/8UhCYxkiXaxDbJh2uLynC5R4I4F5ouISIxDcYP9wvv/yy4H/sFuum6qkrWur4EzprwNjZu7Vve3gUBzzhRisyV2nx6wPVvlYd1epwuyYvjg/odd8BOaEVmnmAyR/feusttWvXTsccc4wuuugiffjhh4qNjS0gWyRsTgjvQ/ZIePsISx+hQ8/c1YjrQMce+WZEHFP/cA4Ik7Qh/bundGvPSjq64YUa8fpS3zHmUeLwhBulyI39XbPu6qL6teqr0aWv6ud1efaErLQkxW9co3Vr12n9unXBcq3Wrd+gTYnpyszabgYAts4SooQ4IShm4P3xxx81ZMgQR7a1a9fWE0884abNMdOBXWPCtu2zdEsK3AMte/ny5Y5csSsz1BjCxW3tsssuc7NQoI0zOo788L/QhrfnLVtLJ47SgMZHqFq34XpsltdvPUoennCjFGl/zdLzF8eobu2mOm30t1qezN5tWvb5i3ps+BW65prrdMP1N+jGoTfoX7c9otd/2KAk58WVR4wQEOSJGNGyxBSwZMkSPfXUU25E2RFHHOE6pAhYg8Z4IAi1KLCYDmeffbbq1Knj4igwtBfzB7ZcNN0xY8Zo3rx5BeYNCJdp2fOwQTPHDtApZcuo3RVP6qPY/N0eHiUIT7hRiRxtmvu6RrWtqHr1u+i6Sau12dkT1urL/1yrC5rEqEHDRmpSr5aql6+pxu2u0qPfrVVyDtps3ic/RMvMDJAoRGSIi4tzoRZxA6OjDDew119/3WmKALI9mITLvXkxTJs2TT179nR2W4iW0W8QLa5hRr5du3Z1sR5Wr16dfzXacf5K5vd6dVgvNfx7LZ069Fl9ujHWmUucbN7slgkpGcos+X4/j8MInnCjEvFa+vk9uqBqVTVofpkenxef7w6WqNXzZuuzyVP10aRxevjarqp9fIyannqvPlib6my8mYG2B9HmaXt5ZgTW0QLZjyZ72223uU9zBhIMHTrUdZ7xCQ9Kg4bLCDdiOmDqOO644xzJ1q1b120TLhISLlOmjJv6h3gPDPXlJQMKFNy/3tLoS9qp+tEVVbdhS7Xv0lldO+VJl/Ynq0vnHhr45Hf6MyH/fA+PYoAn3GjEtqWa88Klal2xjpr2vFcfBmSaTyfKcaaBgBQ3fKNpt3ZW1SrN1fHaiVq0JU+LzQw0W8gVkkVrXbBggesMQxPETnvjjTe6z/GaNWu6Hn+m0TEt2Mj2YGu4DMTATlurVi2nzSKQLlouvrgnnnii085ZP//8893/I+8gK5v/kKOULx7Udd3rqmyFGDVu0lIntWqp1i1aBNJcLZs0VauWp+r6V+dp+VZ3mYdHscATbjQibo5m3HWKqldtolaXv6rfE/KG2IaRtfgjjb+ouirX76wLHpmj9cmck9fBhTkBX1riyN53332OlDp27KiTTz5ZjRs3dkRl2iERwgDXIWiKyMEkXfxs8ZpAm8WMgKDVopGzD8GkABFj44VwLb+ZWeQ9Q4teGqwLGh2jaqcM1X1v/KRff/lFv8yZ42TOz8Hylz/0V9xW+QFmHsUJT7jRiNVf692hzVWpZgudPHyaVm+J9K7N1bqvntWI1scqpvV5Gjl1szZvCQg3N89xjAEN+KrecsstbpociArCMm0RsuITfeDAgfrhhx8cWZmYCeJgES73/e2339wMwbwYyDuj4CBZOszQcjEt8H8gYjr8vvrqq/yr0XCzlJu9Rp/cda46lz9Wba99WZ/H5R/08ChheMKNRqyapUlDmqpC1WZqO2iS/tpJwd2mJR/crnPLlVXTU67Xs3+mawu9P7l5xIx712OPPaZTTjnFfX5jB4WsIFtbQmQdOnTQyy+/7EIwQrSQnWm6B5Nw6djDi6JFixYurxCrmRNM4+V/4WVx9913648//si/muuD/5H6tZ69orMaHlFfFzzwgebme294eJQ0POFGI5J+1Rf391St46uqbofBenz6L1q8ap02bFir1cv+1Lxv39Tj13VV7f+toVbnjtVncekFI8wwB9CJhO8q7lQQk5GWfZJDXNhA2U9IxkWLFjm778E2JRjIA/8BDZxQkeapQP4R1vkPeFoQs5dAO+5l4bKepexlL+vm05vqxONP1YhXf1SegusJ16Pk4Qk3KhGrFV+M1cA2waf08SeqVpuzdfHVN2jEsCG6tn9vnda6gepWrqxarc/XwLEztGJrngoM6UCaxI8999xzCzRaOpzMpADh8onOfjRfSAubKR4MpYFw7f4ERMc2i50Zswj/oWzZsi7vDIIgetirr77qPBryfI2zlUW/WU6GEqbfrv4nV9cxTQfpsU9WuvQ8PA4EPOFGKXJTVujn12/VoLO7qnPr1mrToqXatGqjk9udrC7dztZFV92isRNmaM6atALdzQhz5syZbigsWixEizZomi2f5vT+s2TkFsRM5xpT2ZQGOE01J8/jgDyh6d5zzz3O/IFm26pVK40cOdLZbXlJAK7Bc8NdlblF88f112kNyqra2Q/p7bk+LI3HgYMn3GhGoK2lblqm+bNn6NMPPtBHH3+ur374Q0vXJyltW/DpXOB0mgfTDvG15XMcUkUrxJyAG5jZQm0/Gu+wYcP0559/Oj9crrc0DhYi80AH4AfBf7/wwgtdfk899VR9/PHHLlqZIe+avPWcrcs1eWgHNT/hWLW9YaK+2pC338PjQMAT7iGBQOsLtNdsOrPy9xQGIytiEOBz26lTJ6cVmlkBLdd6+yFftEb8c+Pj412nGYKWXBpgpMuLAI2dadKx3zLjw/fff++O7YwcZSV/raf7dVKrym11+dNfa2Hp+Dsehwk84R7CgJQgyMhBC2iF06dPd/63aLKYFSAriNZMDO3bt9eoUaNcEBuIlutJx9I62DDCpTOv6IQbXJedrE0rlmrxgmVam5CmnRw8PDxKEJ5wD2FASpAlWqBppka4dDhhx6VjDJ9bBj0QipEOKEiLSSLpXEO7BUbcpZFwsTGHCdfP2utRWuEJ9xBHWMMF9NgzcGD06NFq3ry502b79u2rBx54wM1Vhn/rpEmTXJQtmwKdNCBtS8fI7mDCE65HNMIT7iEOiClMkAzpZTBD9+7dnZ32jDPO0GuvveZCMjJ/GYHHiYdrBI2GbLEXSgvZAk+4HtEIT7iHAUxLBdhkr7nmGtc5xqCBsWPHOhIuDJAaRItWbARHWkbGBxOecD2iEZ5wDwNAtvikMuKKoN0nnXSSGyBwySWXuJgKdo51jiG2DrEhtp/zWB5seML1iEZ4wj3EYWRJKMaPPvrI2Wvxs8UL4T//+Y9WrswbaYUWa2YDSDVy3ZYQsZHdwYQnXI9ohCfcQxymua5fv94FciH8IjEUrr76an399deOsDge1mi5BgK2a1nnGMI2+w82POF6RCM84UYhTGtFbNvIkaWREWAdb4NPPvnEuYGh3fbq1UsvvviiI2EQttECI9YwydpxtiPvcaBh/xVAuPjhEpCckWZ0An777bfuGCCfnG/PCrBu+S/suIdHScETbhTCSNCIj3Xr3GLdhOMIQ3OZyYEYCXSU3Xrrrc7ty87B5StMQmBX6yBy+0DD/i9gCC8a7uWXX16g4YYJ156VmUXIuz0X1u044uFR0vCEG4WAKIwkEAiTJeSBsE0nGcFd6Ch78803XVAXRpURjGby5Mku2haApNESjYBKO4wkLa+4sKG9Y1LA86J3796OcDlu5xqpmpnE9kWKh0dJwxNuFAIiMbKFRNDyjDBY2n5IlxkbCFRzzDHHOPstgcdXrFjhzoN8wppfNIKXy4wZM9zMDmi4mE1saC//jWdgGjzPxf6rPSOWRs4eHiUNT7hRiDDhGnFALgSlYUpwyIVziAX773//23WSMYT3qquu0uzZsws0WjRg+zSPFvC/GG7MTMLM5MD//eyzz5xJgTgQ55xzjouGhlcG87Hhd8w5XGeka0v+u217wvU4EPCEG4WAHCBMIwvWIRhGjE2cOFEbN250JgPCFjKJItotbmCMMFuzZk0B2UC8aH/RpOGST0bEvfLKKy7ew5NPPqlHHnlEffr0cSPnevbsqQkTJjgzCnFyx40b58iZ5wTCBGviCdfjQMETbhTCSMJIF/KEhIjuNXjwYE2dOtXN0oAbWMOGDV2s29tuu811lGF+4Dq7Hu0Y4jVCigbwHyBUpnEnxCQky2AObLjEhyA2LkOXmbONkXSLFy8uIFf772GJpheOR3TDE26UAqKAbBEIc8GCBerfv7+L+HXttdfq5ptvdi5SeCbQc084RtzDIFjrZDMCMhtnNIEZHQgvyYg5YvnyUmGdGXvr16/v9nXr1s1p/Ew6yX+152UkazZcT7geBwqecKMURpYIPfUM0YVY+axmTi/CLBJ2kXU+vQlOA7Fit0VDRCsmDcjHbJnRQjrkE1c3/leTJk2cfZrJMG2qIKYGgnDpLMSeyzOy/2nkyv/1nWYeBxqecKMcEAWuX6+//rq6dOniyIZZHCyoOLM2EIrx008/db33CxcudJ1ORrgQEOtItGi5ECUmFGzWmBP4r7i8EUAdwWYNET/44IPOIwPwP7nOyNeEZ2BLD4+ShifcKAdkQS/8ww8/rJYtWxZMew7xoPE1bdrU2TMZXXbxxRdr/PjxTts18rFP7GghHfKIkH8GPFhsCF4uaPf8Z54Bc5th5yXcJOeHNXj+NwLYZxq+h0dJwxNulAOiXLp0qYYOHercv4xwsWnGxMQ4IipTpowzLwwaNMgNEsCDwUgLYT2atDwjS7T14cOHu5cKLxj+t03xbuYE7NuA/2ewF4whctvDo6TgCTcKATGikUE8aGfM4EAHkpkSIFs6y1hnKnTsuMy+i1kBjY/rIBhLg/RMSjvIoxEu7m+4hdE5xovF5merV6+eM6OsWrUqKv6Tx+EDT7hRCMjS7K743xK8pWvXrq7zCOKxmXfpOML/FvcwhrvipQDJmpAO5MV6tBBT+MXAKDKmRMc7g/8M4R511FGOgN95552C4cseHqUFnnCjEBCOaajr1q1znUfYb+kwsw4ktFy8FhhpxmgriDlMsKyTDqRtI8+iAUa2LPkfmBXwVsDfGHPK0Ucf7Uwnv/zyi/PK8PAoTfCEG4UIEy72WzrMsNHSOw/pYLvFxPD88887p/+UlBRHrBAQNluuNfJlm/0cZ1+0gLyT39jYWBdqEg8NXjRousSLIPQkz8fDozTBE24UwggTkmT02IgRI5xm+/e//911nBHIBTcxm80BQKpospAQZMW1ts4SiUbCxa/Ygtdgw2a6d4Y042vMfzKN2MOjNMATbhTCSATSZNYGtFk+pbHbEqbwvffec51jEBLEZARrhMo2BMzSwLFoIifyi/C/MCvceeedzowC8WJOYL+RsodHaYEn3CgGWtykSZPUunVr5w6F7dI8EdDuIFXOMdevSAHh9WgD+eZ/8n8JZkNn2QMPPOA0+2j9Tx6HNjzhRinQ3hhtxUCGHj16uPgJBKxhmC/aHeYDCDdsLmA/5Mu1EBL7OIfPctsXTSD/5Bsb9TfffKP77rtP06ZNcyPpPDxKIzzhRikgzmXLljn3pzFjxrhYCrhBGQlBpBAsZMuS/Ua+JpxnJMzxaCNc8ovwX/G5hXR5JrxA7Dmw9PAoLfCEG6WAKHH8J8j23LlznWZrJGPaK+tGuEZOiO03QmJfNCL8fzCdJCQkON9ctu0/esL1KE3whBulgGggUjMdGMLkaYQUSTq2P3xuNCP8f+w/hdc9PEoLPOF6eHh4HCB4wvXw8PA4QPCE6+Hh4XGA4AnXw8PD4wDBE66Hh4fHAYH0/wPsMu7ExfEROgAAAABJRU5ErkJggg==)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
if m∠ DHF = 133, then m∠ CHG =?
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠6 = 27, then m∠1 =?
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠6 = 27, then m∠1 =?
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
if m∠ BHF = 115, then m∠3 =?
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
if m∠ BHF = 115, then m∠3 =?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVwAAADwCAYAAABMv9wNAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHfDSURBVHhe7b0HeFbF1vb/fu/7/b9zznvsKNJ76L2jdClixwIWwIqCiCLIwd5RlKMeCyp2saGIgqhYEEXsooCKdOk1nSQkpN3//Ztkhc1DgAAJ5IG5n2tdu8+eZ8/Mvddes2bNf8nDI0qRm5ur7Oxs5eTkOMnKynJL24+wfijB/mtYAP+T/79t2zb3v1k/FP9/tMMTrkdUAQIxgWwOZ8Ll/2ZmZhZsQ7bp6ekF+1keav8/2uEJ1yOqYESLsG7CtpFveP+hhvD/hVQzMjIc0ZpGG7nPo3TBE65H1MG0VwMEBLmg3ZnGdyiD/8d/RYxk7b8jiYmJ2rx5s9LS0g7Jl040wxOuR9QhknBZj42N1YIFC7Ru3Tqn3YU13kMJptlCsPY/7YWTlJTknsFHH32kn3/+2W17wi1d8ITrEVWwz+kwkUI8c+fO1fjx4/XVV18pOTm5QPM71AiX/8X/ZRl+oWzdulW//PKLHnnkEQ0ZMsQ9B0wLHqULnnA9ogoQrokBTe7999/XgAED9Mwzz2j9+vWOiA5FDZf/hDbL/7JnsGXLFn333XcaPXq0zj77bPXt29e9gDxKHzzhekQ1IKDly5fr4YcfVvPmzXXDDTe4z+rCiPlQAP/HXiZIQkKCvvjiC40cOVInn3yymjVrpuuuu05//fVX/hUepQmecD2iEkak2DJnz56ta665RuXLl1fPnj316aefuv2HKvjvmEvQ5KdPn64RI0aoZcuWKlOmjBo1auQ03Y0bN+af7VGa4AnXI6pgWivaHcBe+9Zbb6lXr1465phjVLt2bT377LOul97OOdSASYHOwffee8+9aFq0aKFy5cq5/4+W+8ILLzjN16P0wROuR1QhTLh8WqPl0VEE6UA4xx57rPu8XrhwoetcCl9jsO2wHGwUlqdIAfxvyHbixIm6+OKLFRMTo7Jly+rEE09UlSpV1Lt3b6f1HsoafjTDE65HVAICws/0hx9+cL3yNWvWdKRz9NFH66yzznKuUXQmASNng9lA0RRZGpkdTJAPy2c4X7bfANm+9NJL6tGjhypWrOj+M6YUNNxatWrpqquu0vz583f4vx6lB55wPaIO5uSP7+0rr7yi7t27Oy2vWrVqjnzoOHryySe1adMmd36YYLnOiM2WpYFwyYflJZwvhHVeHn/++aeee+45nXnmme5/Qrb850qVKrn/X69ePafdb9iwwaVZGv6Xx47whOsRdcDnFFJC27v33nvVuHFj12FUo0YNVa5cWdWrV9eoUaOcWQGCBZzPuvmwGsIEdzBBHkyMZC1f2GM///xz3XLLLerQoYP7jwj2ajT7ChUqOGnVqpXrMMNNDnjCLX3whOsRdTDtb968eRo0aJDq1q3rCMe0PT6vsW/irWDkwzX2qW7XG6mxHzmYMO2bpeUVYfACbm6PPfaYM5WgxfJiwXyAQLym3dNxyOAPtGF7kXiULnjC9YhK4J3wxhtv6LTTTnMaLYRjGi7abvv27TVu3DitWbPGnQ+JQWhhsjVSs30HE+QBgSTtJcA25pPff/9dr776qtPmsVefccYZTrvFhouYdt+/f39NnTrV2ba53rR7j9KDQ5xwg4aVnaxNK5dr2aJFWrx4sZYUyBItXbpcK9fFKimvM9sjisBgh9tuu83Za7FlQrRofJDvcccd5z61hw8f7sgKQF6YE4zIwuR2sMk2DPJlmi5gHU8M7Ldo9LiC0THG/61atarzu0Wj5/8y4OH7779319h/8yhdOMQJN0NbV72nsVf10dmdOqvbKaeoe5eugXRRt86n6NSevXXJtXfp8ffmanVq0Ajzr/Io/fj222+d2QBNj09qSAeyZRuzwgknnOA6lz7++GOlpqY6UjWtzwiJfabtIgcTlhfyZfkLky/rcXFxbggzrl/HH3+8OnXqpEsvvVRNmzZ1ZpWbb77ZKRWkY2l6lC4c2oSbnaT4T2/TBS2DRli+uho0aKIWTZoG0kTNGzVQw9o1VaNSDTVq00e3f7Bcsf4LLCqApvrmm2+qW7durqMIwkG7hWibBGV7SvBibdCggdq0aeNsn2jDRqiQl8WLNVJjn2mUBwvkI1LIowWgIX+8ZK6//nrne4tGe9ddd7lBH5dffrm6du2qhx56yHUkGjzhlj4c2oS7dYP+ePICdaxXRVVPu1sTPv/DNT4ni77Xx0/fpAsbl1XFSvXU9ob3tGSzZ9zSDkgEu+wTTzzhgtXgBkXvPVofHUqnn366Hn30Ud13331uFBYk9OOPPzq7pl2P1giZsQwT3MEE+QoLLwPIljyyDZESmAetlg5CAtRAwGvXrnW27DvuuEOTJk0q6CTkesSjdOGQJtysxCX64IY2almzik4aOV3z8uridqz5Vm9f21Ix1Wur9kXP6Y81W/MPeJRmQDKfffaZPvzwQ2eznDJligYOHOg6js455xznnbB06VJ9/fXXLrDLkiVLHMFCqpAXS4gMQrPP9YNNuJAjeTGtm6WRLV4HmEauuOIK1alTxwXpeeqpp5yJgXNRIAjH+Mcff+ygER/s/+SxM/aZcK3isjTsbpulvXVtP8I6+2y7+JCj1HVf6N9nNFDDqk3V/9lftCRytGPcAn1yUyvVj6mvdsM+CDRcrxGUdlBHICCCs+CpwPqsWbMc4dJjj4b7zTffuHPx14WUOId6Fq6PRmjhOnmwQJ7ICy8FiJJtyy+yaNEip8ESoAYtHlc4tFsjV/4ngzzQbu1/sCze9uRRHNhnwqVArcIawgVsx+1NaxXcKhX7ENbZz3rxVpBUxf32jAY3r6va1Xvrni9WKDKcR+rCSbqra3XVrtNV101cqk3eW6HUw8jI6h2k8+WXXzrtD8LFTQwyMoTrVbh+sR6Wgwnub+3A8kO+QUpKijMV0AGIVwJ269dee82NJjNy5jrT1u16E4/ShX0mXAqZNyqaBsI8SvgMUuhWeRDWaRwsqUTWAKzRILavWCtI1katnnajTq1bRzXajNKbv28q8ELI3ZakdX98pBdH9FTTSvXU+cpnNHNtujzfRh+oc5gN6Dii0wzCNQ03mhCu/7QH2gtYtmyZhg0bpoYNG7oRdYRixD3MyNnODbejEmlPHsWCfSZcOiHwccRN5cUXX9TkyZP166+/OnsSnRp8ypndzCSMcMUoESQv06+PnqMWMTVUuXlfDb9rrMY/94yeeepJPfnwPbr56ot03mnn6LJRT+mdX+M92UYp9kS40UY6tAnr0EO7fffdd523BX63F1xwgdsOh17k/0UqLeF1j9KFfSZcm0Pp3//+t8477zw3rBDbEqNhHn/8cddzyvjvOXPmuE4LAo1YT/GBQOa6OXr3utZqXAMH8VqqXSOQ6tVVq2olVTzuOJWv0kw9Bz+ud36OlfdNiF4cKoRrBAl5QrjITz/95P4XfsZot8xqsWLFigJCjdRsw+l4lE7sV6cZnRH0CF999dXuDfw///M/zuEcH8i2bdu6EHL9+vXTrbfe6rRgzmWuJT6T0IIhYYi7+CtLrhKXTNODp9ZS/RqNdcqlI3XrPaP14L136e7bRuqGK/vqzLYNVLdWc/Uc+B9NXZyqbQevz8RjP3CoEC7EaQSKdsvoMgiW/4QbGJ2CdA5yDLA0TTjyPxZfO/IobuxXpxkFTmR9iPSyyy5zo1+OPPJIFwiZUT8sGePO6B+c0zH447bDmO9//etfmjBhQkGgaEuPCrf/2KI1Pzymy+vWUP0GfTV61iptCtLeti1DGRnpSt8ar8UfPqLrWpdVlfoddf4jP2l9av6lHlGFQ4VwIU46vljSHzJt2jSnsPztb39T586d9frrrztfXNpJpBjB2raRN+sepQv7peFa4eKSgi2XoZb4QqLl0mMM2aL5Wvg4YnhCxEwDMnjwYDdaiMnuSIP0qCTF0kCy12jB20PUpWodNexyh95bWYgpY9VMvX5lfVWs1lQnDftAK5K8S1g04lAhXNoS9Z//Q9wE4kQwXJnANCgnfBlaWErO5X/Zf7O2Y+0HsXM8Shf2mXABhcpbmbHqvH0h3T59+jhShXAZfohAumxji6K3lfHfzLv022+/Feojud9I/E1fjz5VdWs0UovLJmje5p3n589cNkOvDIhR1Zg26nnXV1qT4itnNOJQIVwDHj8oIjZHG/FvaVd8SYaJ1gSwhGyL5+vQoySxX4RLAUO2COvx8fEuAj/DLC2ICGYF/AeNcBn7jmsLU6Bgp7I3dvjNvb/IWPG1JlxeVzXrttLpo7/Xmi2RaWZozZdP6NrGJyimyem6fvI6JRzcofQe+4hDiXAxJzBlEFG/UFTq16/v4iXQ6YxiYyRrCkqYgMPtx7YR1j1KD/bbhmsO14aVK1fq6aefdtNVY0aw0HGQLuuYHHh733PPPc6LAdK1NKzCGKzyhBHeF3nMEPvrRN3RsZzqNj1dIz9OinD5ylXi75P1xFXtVef4amp+9r36YHWmPN9GB6z8rewjCZe6VRjhhutKZBrh9eJG+F7h+1DXIVg8d3D/Qlkh0hfxEjp27OiUEzqcv/vuO+fvbuTJdQjb4TYTFvaTrpG0R+nBPhMulQXNFtIFFKy9ZekIw12MCEaQLvFKeVtju7Xo/IwJP/fcc92Mq1QqOgoMpEU6VByrVOH9JhwzsJ3tTkvWks/HqF/N8qrbsLsGjn1Lb0/5QNOmTtHUyRP1+vgH9K8L2qp+maNUodlFGvXWAiX4Shk1oA5Q9xAAqRjhYro69dRTXW++IVxnDLbt6kxQZ0nD6nFxg3tYZzB5tnWGJTOAgVFkzNJAwB2C8BBcHAWlXbt2rlMZ4uQ6rrH2Ff5PrCMGO8Z9aB/hYx4HH/tMuBQ+RnwKlgKmUlBxbR377AMPPOAqDgGhWd5///3ORQztFxMDM6wSVg+vBSoXwTd4m1slsbQQq1wsEe7P/eyeSBZtKv13zXryIjX+xz913FFlVbVaDcXgg1ujumpVqaDyx5+oytUa6eQzrtGdz3+pJQfONdijmGB1jTqAdkggG/oFIFwIa/bs2e4cIx0jKoPVF8TqEeeWBLgHWjj5IE8QKP0d5BmCxXMHDx76NlBG0NIhXIKMM5DI0rD/4Qk0urFfNlwKn0pgpGhvb0BnGNGaqFTEKCWs3CeffOLmZ2IaEHpe7dMJQiYwx9ChQ11Ee2xWNCQDadrbOky6NBTO475uv4LjiX/q5zfu1MALL1K/iy5Wv2B5iZMLdcnFA3Tl4H/pnv+8qU9/XaPI4GEepR9W/kZgfBkRSYuXNmSF2yERxMJ1w+qLgfpk5IWUJCyv1i7I7/Tp052XDl99xx57rBPMbSgh/AfIF992iwlBHi3P4f/hEX3Yb8I1srXKS+WyCo5dis89Kg8T4BFkhH0M+2XufOZp4hhki8sYbmRoKHQUEHpv1apV28k0P82wcC+Oc3+2C84Llh6HLuzlDtAYeZFj74SwqGeYqKgLRlBWNw3UGyS8L7xenLB7Wxth0A8xehkYhKKB2xd13zx5bOYKbNF4K4RdwTzhRj/2mXCpPPbWRQzhikGlxkf3gw8+0JNPPulIFtsV+/nMglBnzJihsWPHunHivNkhXeJ90oAIMk0HCJ9gNCxrJKRv6ztURLcdiOfb6EJupjJSk5SweYPWLF+sRQsXa/nqjYpLStXWQnozKXsEUI/4PEfDhbQg3HC0MKsjCOuFbUfW4ZIA+UTr5mVAZDO8d/BXp75DsJjWWDd/dbRfOpaJ/Wuka/n1iF7sF+FaxUWsEURu82aHdInpiS8hHW3s4xgVkE8semcxM9x5553OrcfsWZghmKX0pZdecuPK8VFEszHCZUl6DBHmHiyxARs5W0PylbQUI2eL1nw/Uc/ccrn6dO+oDq1bqnWzFmrTupPOuOwOPfHxkh1c9sL1DlCHeGkz0hFPmLPPPnsHLwWri9Q5hO1wfWCbOmLplRS4N8SJOYGvODRbyBWiJd947xjpQrgI7mGY16jjJZ0/jwOD/TYpIFRYiJDKbwTHkm0jPiocS6v8YVMAQqUiSj9zNN1www3OvkslpAOBjgVswdh3IW6iJWGfg4CZPoX9BMuZOHGi8+8lqA7HuH+4cXmUMmzboN/fuEVXdW+uelVrqkHTk9Xj9DN1eocWaljpeJUtV1dtTv+XJvyxRZF9m1b3qAsMg+WLCK2RDlnMUdQnO486R11AqGtWJywN2y4JkLbVcbRc8opSYaMxzUedvFPf0XbNnRJlAxME121Px9fnaMZ+abhUZKvARqqF7aPCmM3N9iN2XhhoqD///LPzR2TOKqaBJkYDFRHtBfsXNjuIlhE4TIVNI2vdurWzBUPOxA+FhAmQw308SiGyt2jTrH9rSNe6qly5rfrc8oKm/TBPCxYt1qLfZ+idMQPU8cRjVb12Z13/3gbF5Wu5Vl9Y0jFLNDpcELt37+46nKgHzGfGFxF1yeoj9cDWrd7Zum2XBEibum/LmTNnunoNudr07qyj2Rr5sh9Fg+G9mNNoQ4D8ZzlXHI9oxT4TrlUgKoGBSmuaq8EIl/M4zjraR1j75BwjZMA2HWtoqszdhG8lHQz/+Mc/3Ag27HR8QjKdCkSMtgApH3HEETrqqKOcOQK/TGKH0ug8Sh8y4ubo7cFt1LhyLbUf/Kpmrgkba7O0dtbDurjykaoW016DJ67X5vzqYXUGsxHuX5ihCO4CcaEZMqMt/t58jttLl7oKuJZ1e9mH1y3d4gZpY0qg/nMvYkjzQuDFQJ02ciXfaLlGwviwE2GPPg/SANk5AeFu26RFM9/Vm08/oXHjntGzgWKSJ8/q+Zde19vTvtava9NUMv/GY3+x3xoulcgqMoAs2W+V2Co0YD+Vj8YC4XIMsWtYt2sNTCVCNLJRo0a5nl0+tXAlswbGeHOWaAlUWGxfHMceRkg7Kjjpe5QmpGrjD0/o8sbVFFPnLN09Y62S84/kYYtWfvuMbuzcXr3OuUFP/5SoLflVwogRP29cC1u0aOHKm5cu5Y+Wyzb1gZcyX0N4xlCvrJ5SH6xemli6xQ3StfuxTp8F9dn8hlEU8EdnCQFTv0866SQXV5r/uL0tBWkpSGPrt3ppyBnqWLW8qgTacKUTy6liQNIVTyyvylXrqEm703ThkIc08ad1Sgy/wzxKBfbLhguswlqFMrH9iJ1HxWNpx6lMJraPJdsQsmnQCFHFsNFi323fvr37BENoZHyKUXmttxcCRtMlUj5aLg0OWN52BTtu+TCEr2NpjdVjH5G2XPPHX6SW1euodvf7NX1FoMXlH8rDViWtnauv3p+mT2b8ouVbgpdx/hGA3fa5555zL2A0Qj7D0RKtwwnSMt/uBx980L10zX5LXQoTIAiXb3GDe4brE194eCpce+21rr5Sf/kiY/ADg4MYfckAIUxm9hVIfvMsCQGDrnxVt57RTBWPb6Su5w10L52bkZHDNOSSM9SlTnmVP7662lzzsmau8KN6Shv2m3CtspoUZV/kdqTQGIzU2AZUOhoalfX66693Q4MhWciWSgvJss6nGUucyZnhFHc0XGtIh/Qs3XDawO5rBM96eD/nA5Y0BPLjsW/IXjdHU4Y2V+2Yhmo7bKoWxO6dKgaBMkgGwoJwKX/WEeoEwn5evrhg4f9NGVr5hsvT6kW4LhQXrO5QV1hHmLGBWCNdunRx2jh9Drh//ec//3ER9PBiIDwj9mlA3goINztDKZ/dpctOrqFjmg7REzM3u3MM29b9qGn3nKP2tauobL0r9djM5YqcqNrj4GK/CbckQCWzRmBiwCbHkGFGr/HpCLmi2ViPL4TLNm43EO5jjz3mrjHQACBMs6tZ2lRq06itcQKOhwmYfLHN0mNfEHxWL/xID/esrDr12qrf+AVauzX/UBFAefDSpeMJoqUOoNVCstbLTz3gBcxxNEY8Ayg/yszK1uqYbYfrWHGBNEnbtGtI1EbF8TJAQx8zZozrq8D9C790lArqoeWH6xzhBpvZ6Ula8HR/ndGwrKqdM1Zvz4uk03Sl/v6krmlXX1VOPEt3fPiHYvOPeJQOlErCpbJFigF3Lz4n0RBobKbZmrZLRabR8VmJhwOflLibmZZBBaZC82kXuQ9h3fYB1iFYzrV9HvuDNK369gkNrFdZ9Rv31l0zNyhhL7iO8iCE4ZVXXlmg4ZpbFS9a6gACCbOP+fYgXMrProcEKVOTkiJcQJ3h3twDUkVZYGAPJhA69vCysIENVveQ8Hp2drAepJWZ+pem3tRNJ1cqqw7DJ2nWhrx7bEegSKx8WSM6NFKN8mfrzo8XKC7/iEfpQKkjXKtkgEoXrniAXls6QgjuQYPCVmfaDMJnGkIjRMOl44TeagZX0GFBeoAKbpXcGl74XnY/ljQYyNhIN3zcY2+xRr+/c726VailRicP12vLkgOa2DtQlgRBwvZJOaPZQmCUPy9aCJclL18mNiWmB2VHmVl5s21SkoRrwFsGN0ZeALwY8EJg2hzIFlidIn/hupm3nzMCTTlhph49v40alGms/k99pT938nhM1Za5j2lg2/qqWmuA/v3Fsp38lz0OLkoV4VK5rKLZtmkgtp9tNFaG/fJJRu8ujY7GhZYLAbMP0jWtl5E9aLo0PD7ZLB3EKnlkZbf72f5wI2WdfR77gKR5+nrMaapTqaFaXPSMfticvtcuTJAUHah85VDGlD/abti0hIZL/cA2atM4GblSdmGhjEsahGLEPxyTF5Os3nzzzc4LwWD1y+oWeSqok2QvN00pfz6r6zs1UpUKZ+mOKb/vrL1mJWjTB8N1RrMYlWs7UhN+XO/dw0oZoopw7RjmALScl19+2cVgYNw52g2aDjNKnH/++U6zwX4H8eKxQEVnPzZdBlbYSCRgldxV7uAeVHw02sIqvwnbHnuPrL++0BtXN1LVmNbqfuvnWmn+XkWEPXc6lghyxBQ0kCsvWciXrx2IFw+Vm266ycVVsE/2sN0+UkoKpI0bJMPTeQHwQmAaKswc1jHGOVb3Iusb+XVditsStfmjm9S7RS2VbTVcL363bgfPDYfUtZr76DlqX6+aqp/3hKYv3B5xz6N0oNSZFMJkFq6EYeE4+23GYII3Myrn7rvvdvZdZpKAVOnxxTGemAwQMo2RzjZ8ICFr4u8yRJg0gVV00nYVPRC7v0fxIOnXdzXm1LKq3rCzBoxfothIe8KWVVo8a5JeeHWyPvxuhVIiHr3VDV6Y2D/xQrGXLoTLi5WBMUwxDtnyRcM1lGV4AA5lauVraZYEuCej3vCWIH+8CHjpo3WTh8j7s27CcSfsT92o+f85T53qVVbNvk/rk4WFzNMX+4cmDW6p5jWqqcOoj/XzRl9vSxtKbacZoLJZ5QMsqaAmaKEQJsTL1D643BDEhsaIlopmwVh0bGV8zmE3s89ORiONHDlSU6ZMcdoy11glD9/fPkMNked47B3Wf/eyRrU9UjHNemrYe/FKivAI2zrvHT1xSWPVO7mvBo+fr+RdEC6g/ClfXrJnnnmme6niy4oZgTKF7DgfgVwpS8oOWP0xAi4JcC+G5kKwzZo1c19ghCPFTY26CciH3Z8l1xRWv7Yl/Kl3hrRTy+pV1eW26Zqzo0dYgGxtWf2xHuxRVw0qtdAVr87X8pKJqe6xHyi1hGuVzsT2m52LpbnbAPaFxUiSRgUh07M9btw414nGsEqI14YJjx492kWcgrDpWON6YPezRoGwHknCHkXH2m9e1E2tj1TNpj01ZFL8jvPNZa7T7CevVLdyf1fVk67QfV8l7PTZTBmECQkzgcXDxbTQo0cPF66RMjJYuUWWo9UTI7niBh281CtMWXxd8cLn5YByEM4LAiwf4f+Xh2wlr/1Yo3s1UoMKLXTly79oeaQbeG6yNn0/Rpc0rqOadfvpsW9XyRsUSh9KJeGGKx3LcKMwwg03mHDF5RxIFrFrEDRYPuNoAHxuEggHjYPPPGxrmBnQjOhYQyux6+3elj7bRSVcu8ZjO5J+fUdjepVVheot1H34RM3+c602xMZq48o/9dNbt+uq9pVVpkwL9b5lkubugjEodyNUlmiMlB8uYsTXYMYHKyurH1YPbB9i+0gPKSoKK9PIsiZ9BmjcfvvtBf7BfFFZ/wHHuWf4GksjMi0F1Bk373ENbFlPNatfoAe+WLrzbCVbV2v+uPPUpnaM6pz1uGb85em2NCIqCLcwAeHjVkFZWgNi3batgfGZiZcDQ34ZFkmUKex/1tFCSDymeqdXGVcerrN0AGmEP0XDEgbbljePEDb+qk/vO1PNK5VThSrN1OPiazXi1ls08orT1al+VVUuX09dr3hYb/66Y3SFMIysAF85zCoC4aLhQrjYbnnuVu7hMrIysXJhH+cgRQHnW7oG22d5Api2CBlK/wFBlQjJiFsYQZks/6Y8cP1ukblJqycPVc+GtVWtw216e/7miKHQwSmrZ2n8hfVVt2YznT32ey3f9ePzOIgolYRbErBKTkOjgkOaaLxMY8K4dmx/eDTw6UcjoROOuKrLly8vsLcBrrWhvaxb47V17hPetnUPwzYl/DFFTww8TV1aNlPzJk3VokkztWjaQm07nKH+o17Uh7/FF3nael6g4WnSIbbCpkkvLlCe1B0rfxO22Q8wc0D6xP3gC4qXOQMesDfbyxqhrrC9pzqSm7RcPz7YSy3q1lbDK9/Uz+sjXu4Zf+mXN4bptOrVVK/NII2bs9mbE0opDhvCBVRwGgZLA73YfIJiW8O+S4wGRrDRSLC5EUiEBkwAHGsULI1MDayTtpGxNaLdNaTDFrlZSk9YqyU/fqFPp0zS22+8pUkffqO5yzYqaWtQPvmnFQUHmnBBuPypS1bOtp+XNGFFeXHzAr/wwgudXZkvJrvG6iDbkXUyEhnrf9EbVzZU45g66n7XDP26bmtA6mlKS01RyqY/9NWL/1L/VlVVvW5HnT96ppbtpaudx4HDYUW4NAgqtmkYBjRY4i1gCyTAOfZderwJm4e54aKLLnINCPceOtWMUMNgO6y5cC/WCzvXwxAQVFb+KL69YdkQDhbhUsZGlJSv3QevGebwoxOPlzYRy4hrS7+A1TnOtWtY7p5ws5WwaLLu6VJDdSpVUbMel+jya4bq+msHa9ClfXVBrw5qU6e6atU+SefcMlHfrMvYydzgUXpwWBAuFdsaBDDSpaLT2G2bXmXsuwQYwX8XDZdPQhoyJgemtsa+++uvv7qGZbDGRxrhe7Ftn4weJYODQbiUJ2WLGGGypB4wIIPoX8TpZfQjdYYRZXYO+bFzEbZZsq9wJGrVrNG6qFZ5VTymjMqXq6BK5SqqSoUqqlGzrpq07KLeV9ymx975Tgs3bvVkW8px2BAuFdrEKjmf/2i3NFq2AUtGANFwXnvtNTdijYDQ9DJjbmD2CUYwYd81NzLTUCx9GiLbJiXR6D3ycLAJl/Kl/AEmA4YcmwcMdeXtt992dQRE1j9kz0hXyobfNPvDaZo2Zao+mDJFU99/X1OmfKCPps/QV9/9qgUrYwsCtHuUbhw2hGsVHGEbocHQYG3Ip4EGxH7stpgRcBfDDsfnIUFSEEY3McIN2xxh9SBu0qZBQeTWOcK2R8nhYBCu1ScjXCtj3MCYY4+gSUSqwyXMOsrsPK5ladd6HF44bDVc2x9uOCYQrhEw26tXr3ZDiOlAo0Fjm6MzBAImahkdbsRoxU4HAZjGa+JRcjgYhAusbEkfQYt99dVX3Wwk5MPi8PIipj6YFsy51C3ErjXxOPRxWBBuZONACtsXJmQaBI2EdYAWTDzTyZMnO5cxgqYwRBjyxb7LkE0ClKDlmBsZaVnD8igZHGjCtboRJky+aLin5QH7LTMJ8+Vj51PXgNUJ27Y0EI9DH4cV4RqZWqVHWA+L7bPz+By0ji/2sY7bD/672HdpXExkyQwTaDeQMUNNaWyQgUfJ4kATrtUJexmzjocL3i3Y+MkDHWX44XKMc6wuRYodM/E49HHYmBR2J1R+CJlGhLYC6QL20WgQ1o2kOQ8tFm2W+akIt0djY+ZYYrEynh9Hd8wM+PlybRh2X4/9x14Tbm5QFulblZuapty04IUYKprdlYsdQ+zlzZKRY0SlIyYHboT43k6YMMGNNOM4dYVzre7YtSbhdD0OfRwWhGvYVeW2feFGYPvD+2zdQGMnEInFZ8BuR4casVkbN27sfDEJH8gMrNj4LB0aIY2PdbsXiLyfIby/sOOHM4pMuLnB845dqayvPlHGK69q6xMvaOszbyrjwx+VuSJRWZkBOWYHpBiIPV8TtsOEaWnycibEJ0PEMS0RDImZKBgWzksaWFqRaZp4HF44rAi3uBBuMDQk/HdxI5s0aZJzGSM+Q8OGDV0D7Nixo5tlGP9dJgvEdSis9bAe1phYWuM02H3CEj5+OGNPhJuHNGXPe09p/c5TYpP2SqjTVgkxbZRQu50S6nVU4uk3K+XtP9zgi5zc7QRpzzny+QP20UlK6E/Km5cscRyYzonodL58PAqDJ9x9gDXAcKNC2+EzEm2W4OZMEMjnJfNuMaUKPpnYd+m5JlYrvr5oQXsiXJbsNw3LGrxHHopCuLkb5ivj5t5KqBCjuKNqKe64hkqo1lTx5esF2zUCaaCEc+7X1l+3B/UurBzC5U3Er9mzZ7tyNh9tZqBYuHChy5Nd7+ERhifcfQANL7JBAtaNeGfOnOn8dJkS22ZpJQg1/rv0YH/11VfO3cwCnwPSg1yNeO0+bJsZgm2P7dgz4Qbl9MskpZ5cW3FHVlPcCc2VePlzSp8+WxljhiqpUQPFHVFFcfX7KuXZRcEzD8qRq4LnHFkG9uxZMiIRcxGDYrDdEvMW0xIjELnGXpAeHmF4wt0H0KCMGG3dNFUDnWp4KtAI6UDjcxM7H5+eEO+AAQP0zDPPuGHC5kZm6Ri5sm0N39a5H7Dl4Y49E26mcua/r9QLz1VSp7OVdNogpX6QP7ni/JeUelqrPCKucaaS7/pSuQGnQqv2rFlSHtZxCrgnHWWUITE3MB0R3N4CHCFWjh4eYXjC3UdYg7IGRmMME6QBjZcwkJgSRo0a5Sa5ZFJLtKKmTZs6/11czOh8C8MarXlJWJp2L5YeeybcXDrLElcrK9iXOWO2Mr+eq6y4fCKcP0GpvdsFGm5AuNUDwr1zZvCccVzII1rAkjJEWOe544/NIBg6RvHFxkaPDR9wPLLMPDwMnnD3EZChfeJbQ2RpxBtJiJwL8dJ5hvcCnWrHHnus03jx38X+x2wTmCMYZGHgPjR2rg/fIzL9wxV7JtxdPKesLcqaeJ+2tGukuP+tpLh6fZQ87s/g+QbPPGe7OYDnHdZu6fQkxkavXr1cwHPKjlGIVj4sKS/KzcMjEp5w9wE0LBMjRJbWKEH4HISGS2PEPQxvBfx3se8ycIKIZHyaQhZjx451DRhnehq6gbSN2IEtD3fsHeEGbJq+SlmffKSM5x5XygWnK6FibcWd2EKJFzyg9DlblROcvi1r+8AGe8EByo+ZgglYjxmBlyYdoZiO7HhYE/bwiIQn3P0ADStMuOGGZscQGiLbtp+OMgiVjrUxY8a46FI0YOIzYN8lEDo2QYhjw4YNLg2PwrF3hBs8x42TldK+reL/VkVxJ9RXfNlGim8xUCnP/+Jst5ydmbW9zOxFB9auXeviIuPqx3TsxElmVCE2eO7DC5L8cK0nXI/C4Al3H0BjoiHSsGxJo7T9Juw3seMsEfbxecpoNUL64TzfuXNnN1INFyNcymx+tfnz5ztf33Aah0aDDogsILfcbQERZu/b/9lrwt08Tamn91DCiQ0UX7Gh4ss3UULLS7Xl0c+VmRg81+AsfHGtnChHlrxUeUFecskljmyZZh9vEzxNgJEtgknIvyQ9CoMn3H0AjdiIlHVr1CyNaFmG94eFBmzX0lBjY2OdtwJRx6644goXDMeIF++Ge++91/WKE8MB4qUxh9MyYbsw2LlGHnZuWHZ3ffEjuE/KBmX/MFPbJr6j9FcmKeP9r5W5eLNyM/cuD3tHuMF6BiaFD5UxfpxSL71AiTENFVc2IN+2V2nLi38EzzZ4RsF5PKvw8yL28YMPPqgmTZo43+prrrnG3Zf7AwgZoTwhXDMteHiE4Ql3H2FEFQnbX9ixMCKPQ8C4FTGNNvF38etkeh/su/SG9+3bV4899pgjk/Xr17uGbmRgBG8EYfe347Zu5o3CzmMf6yWPFOX89K7SrrxYSe26KbFRRyU07KSEpt2V2OESbbl7sjL/2j4AYU/YO8LNB1r11iAfP05Q6nld8vxwT+iixEFvKX1rhoLvEUecCM8FAmXaHDrKuEfPnj1dZDjMPcCeH2LP15YeHmF4wi1loPFi37X4u2eeeabz3yUiGZ00EMsLL7zgxvAzWo1GbcQJoSLW+G3bjpO2ie0LHzsQyF30ubZe1l0J5Woq7shAjq4ffNbXUdyxwfo/ayiu0ulKvv9jZRVx2tk9Ea6LTpOZrtzgWeVuSVFuyjZnNnDYMlvp15+rePxwjz5JSReOU3ag4QZPtODZQbaMHiNGgo0ow72PFyPHActwORzoZ+oRPfCEW0pAAzWtinUaOm5kU6ZM0bBhw5w3A9HIkDZt2riZBd555x0tWrTIaVMGGr9pZka6bHNOmAg4xr4w+ZY84pT51t1Kqlg9INi6iq/ZU8k3v6aM99/V1qvOVWLVGMX9vbrie9yhtB+3u8btDnsm3PhAo56otKuGKmXAjUq5frwylm/JOwTh3nCeEo4KCPeok5QcEG5uTq4jXNNQiYtA9C/MPPhO08E5depUFyWMZ8Y5kc83LB4eYXjCLSWgcWL3M1MB2yzNjYz4DMwugZZ73HHHOYf7Ll266JZbbtFHH33kXJOMeO1aiADiJk0jV8SI2EjF9pc4QWT+rowH+yn+/5TV5v8TkFztq5X2R35UrTdvUXLTQNM9oqriW1+r1Inr3P49Yc+Eu1nZH9ylpKPKK+7/VFTc8acp5Z3lTsvN/f01pZ7bMdBugxfACV2UNPANZWUGzyQ4yrPg2THF0sCBA3XkkUe64dlEhWPaHJ4b5/AcEXuuRrweHoXBE24pghFfuPEikAodawRLIdC12XchXT5xIRnMDwS95jyIljQgcFyWIARIAAmnGyZbI5ASxbZ1yvp0gtJG3KGUG0cr7eEPlZkcEFTwy375X9pSQLiDi5FwMwIN93WltKkXaNW1FV+xrRIvvF9pT72stOv6KalufcX9o0pA/gx8mBc8K/KTVxZ8YeAGRiwMtFs8FCgDOi7tWdqzZptnyrY9yxJ/nh5RB0+4pQhGftZYjRhZZz+BUfBUwGMBzwXi7zJZIYMm8N+l5/zFF1/UDz/8oI0bNzoyMlI1GElAwmFisPseFGQsVPpNFyqxUg3F/bOW4nveprTv8uJL7Al7JtxAk924QNvu7afEmIBcsdf+vYJi/295xf6/yoo7KiDhqt2UNPQFpS8LNFX3DPLmKGM4Nr62ZcuWdfPX4UXCc7VyomzsZQZsnz1zxMMjDE+4pQjWSK0B03BpwOxjHXAMDYtOM2y4mBQI/Yimy+AJzAzYfPHtZXy/xd+1NFkaUZQOwk1TzvSHtKV9G8UfU0txx5ykxOteV2ZS/uE9oCiES8dZ7qrvlH73jUo+9WwltTtViW17KfGkM5V02tVKGf2eMhanOM0W8HzwfWa4NSYcviSGDh2quXPnupcV4HlxHhJ+tvYsebZWZh4eBk+4pQjWWI0QWVrjNYJk2/bRcYP/LrPFot2i5TK+Hz9RzA74jeLtgA8pxEt6wO5h6dn9WD+wCEh+xXSl9e2phHK1g0/+gHCbXauUNxcVkN+esCfC3eElkpmh3Lg1yl7wu7LmzFfWwtXKSdiq3OyAKPNPAWixBBbHQwS3vFNOOcW93OwZRhIrS9sHWHKePW8PD4Mn3FIEGioNGC2KDptIeyDrECNi+7DTEvAG2yJxGDAzoJUxcILA5/jvErdh1qxZzn+Xa+1eRhikgbB+QJG4QBk3X6TE6sGnfpk6ijv+JCWNeEeZm4pO/HtFuEUAz5xniUbLc2Sgw9133+1MOcBeVPb8rBxYNwnv8/AIwxNuKQINGQk3XJbWwMPCfsgBwjENFQ3s+++/dwTB0GBsj//85z+d/yiEhJZG4Gw60sJkEE73gGHrOmW9MFyJjZo4so0/rr7iT7tfW7+JK7J2C4qbcHl5jR8/3g2zxjZ+3nnn6fPPPy/QVq082LZnaOVh5XdAn6NHVMETbimBNVok3GBtfxjsM7I1wrVrIF5st2+99ZZGjBhRMCMBgXEgYfx3mXsN4iWNMEgjfO9IcMxIpTDSCV/P/l1qzTmJypnxhLac1FLxx6PZ1lV8iyFKnbRIOUUfZOawJ8INP0+WkXlm274YTLsleBAuYPg7M2sHQWvC4PrIdJHI/R4ekfCEG4WgURtRGPmxjnCMbey7hBJkVBr+u23btnWdP4xaY4jqPffc4yJd4b8LMRrC5BG+R3gfwj5b2nWscw5gWTjhZijnj/eVdl7ngGxrKx5TQkxfbRn3o7JT9p6oikK4JpZ31i2/kKy9eJgUErs3Q6kJUDN48GD3xWDPlSXXeXjsKzzhRilo+Nb4WUIkEAJLIxOG/jKTBIHNLT4Ddl3su5BKnz599Mgjjzitjo4iCNLSNDJin6Vp9zHSMuIC4WPhfbZuyF37ndJvPF8J5WLywiPWPldbHvpSWan5J+wlikq45Iv/wzqw/2f/BTMLLyA8Pvga6NGjh4vUhl8z4NnyLOx6D499gSfcKIeRGkRgpBAmRNbx32UIMKYEAmafccYZzpMBGyVT/gwaNMiRC25PDGWlwy58vaXHfSAqtu2+iOWD/WHS3wkpK5T59AglVo8JtNv6iqvWWYlXPq2MX9cqJ3aTctZtUPba9cpZH6fcLTuaO3aFohIu+YJgLc9hAuU/4WY3cuRI9zKqV6+ec7fDA8RI2si50P/l4VFEeMKNYtD4IQsjkbBWCqHYMcB+yHTBggV69913nS2XmK5mZujWrZtuv/1217GGDyodcBANMJJlaUK6HLf07f7c1+6NWBoOyz/R1qu6Ku7YenmBv2O6K/mqO5VyywNKHXWPUkYGMvw2pdw2Xumf5g2/3ROKSrjhfBvZWj4xv/DC4eVTrlw5N7Py+++/7/ZzDvdgybUmHh77Ak+4UYwwkRiZsIRcw6QXSRB8PkOqzz//vC699FLn/nTiiSe6wRP4njKK7bPPPnP2XdIBRrgsTWybpRFbZJ7YLsCSj5XWv51i/0awmBp5ckRVxf1vle3yf8so9vheSrr3azcDw55QFMINEyXbXGPaLbNvMDIPOzcR2fBlxr2OCGH8dyNc/ks4HQ+PfYEn3ChFuPFDekawkWTAPo6HzweQDVosZAPBnHPOOc59DOLFvnvhhRfq8ccfdx1vnBcmXjNb2H2L/Lm9crbSb+2nhOY9lNiW0V6BtOmpxNYhad5RCZ2uVcr4vClv9oQ9EW74f/OfySfXsOTZ4F9LnGH8bZnUkwk+seXalOdcg0Sue3jsCzzhRiFo8JCFESxL02ohhDDChMsxzjHyBGi7xN/96quvnOcChFWrVi03mzAaLy5SzFKLjZMhxXbPsLCvsHvvhOxtyk1JUk5cgnLjdyFx8cqJT1bu1u153B2KSrjkzZ6T/QdIlfCXDBYpU6aMC4HJXHKMzOOcwq5nybaHx77AE24UgkZvWqVtm8aGmNYZJmGT7HwhSAvnZgXHuZaOtSVLlmjy5Mm66aab1KFDB2ffRZg0kTnXsGuiEfIZDtGRXuT9WYeQLC92TklhbwnXngcdg2jvdCISeQ079vXXX+80fp6FXcP/sv8UFg+PfYEn3CgEDd4IjnWWYcILEy77t5NGQI7B9UhwpbJytpOinUfHGjFgmUKG+AxNmzZ1HUmQEm5lo0eP1ocffuhiwqIdW35Ix9Ji29JkWZLYE+FafiyPPBvWmR6HeAnMGcf/Y9ocAovjBsY55N2WJlzPtQ65GcpZE2jCi5cGslzZC4PlukBDL5pzhcdhCk+4UQojESOSMCFAMqzb/sxA8mgiIMS4zcpcsUqZf61TVnyq28/5pvlxPiQGIWFmYCAAsxxg48TEQGxY7LtPPvmk898lPgPEbnkhDRPS3IGkSgBFIVyEPLhnkZ8npsjBUwP3OP4XkcEY+GDP0cjWnqF9LeT9k+D/rvpMWwcPUvLplyj5nEuV3OsibXlgqjJ3HJTm4bEDPOEeAjCyCxPb9n15Gq20VTmzXldqQDLJ/QYr+cI7lPb6jwEF551rpATBGElhOsCeyYwSfHozQo0QkPiqMuwV/120RKZ6J36sI6T8tJBdEW5evoqHhItKuAjEiWC7JW4wphKuQXMnXgLnAPsPls9wGg4Zm5U14TolVqml2P+poLh/VlXcf5dTfN8nlbEk7xQPj8LgCfdwQNIKZU15VqlndlJ8maqK/Uclxf5XGyWNmKTIrinT6FgasHcyKAKSuu6669S+fXsXBrJGjRrq3r27GzDw3nvvOfsuBGhkZeQdJle2jfh2ILF9xJ4I1wiTvCC8BNDcmY6e/KOxM9rOZuDdM4L/w2i5CzsqvlI9xddtr/jqLRR/VC0lXD5eGcvyT/PwKASecA9pBNpl/EJte3Skkps3UTxTzJRtqPiK9RV3VFcl3zZlB8I1AjSBFI0sISpIifnVsO+a/y5zfRGVjCGxmB++/PLLglkRImEkbIRuZEjaSGHX7AlF0XAxB5jfLXnDG4MhzgSoYb4ypiYiT0VCdoKyP31QyXWaKr78yUrqf6kS23RS3D+qe8L12CM84R7SCLTNX17Slnp1FXdkQLbVWyq+KkRRbyfCDT6eC7ROtx2QYZgYjXg5zggsSGrMmDGuswlPhqOOOsppjMRneOaZZ9ywWM7jekM4TQP7IE206PD+omJPhEuadO5xHiYSzCOcw+zHRE8jeHtCQkL+2UXApvnKGHFa8NJqrvgmQ5U29iYl9wwI9/9V84TrsUd4wj2kkaacOQHhtuygxHb9lHLlACU2a5sXErEQDdeIFYFYEQgLDRHCMi0U0oTEiB3L5/kdd9zh7KEQL9ouo7XQHPHfJYYD/rtcS7qkh4TvQXp2fG+xO8IlPdJG+A+MHrvxxhtdJDC8LkaNGuXsz0W/b6Al//CqtjSvo/gqJyvh6reV+eo92tKjrWL/P6/heuwZnnAPaaQqZ+EnSrvzeWXMWqzsj8doS4c2ijs6plDCBUZOCGRopAWxhUkX4TMd7ZD4DG+88YauvfZaF38XQiMADOuQGr69DJwgehnpIVxPetzHCHhfsDvCtZcFggcCU80TP4JoYMRLYNAD+bf87BFbFinzsSuVUCZG8XXPV8qbS5T93kPa0qmFJ1yPIsET7iGNgES2pSk3MZCcgNRmjVVy+9a7JFwICkJFIFkjQZa2n3MgJ45DuCbYRgkDybTidEgRCIZhwthK8QJ44IEHXHwGph5nYAFpQISkY2nuC+nuScMlzxA9Uwwxao48oYHTUYYvsd0f2RNy5r6vrWc2UdxxzZVwyhilL0sIXmKjldyumWL/nydcjz3DE+5hg+CT/YsxSj65cMKFnEwbjCRbyNAI0baNqIyE2Y8dloA3xCLAr5X4DHy6Y9tF24WIic8AMUPQ3CucHsu9xe4IF5A/RtCF4yVceeWVLg/kFxSJcHPXKPOVW5VYvoriqnVX4h3fKTs1QznT7lRy6yYB4dYICPc5ZeRNfebhUSg84R4uyA3IbQ+Ei6ZqJGj7IEL2QUhGiEZQbJtwLsJ+NFi0x+nTpzuTArPeYmaw+LuYHt5++21HhNh3uW+Y5PcGeyJc/INxWWNuMrRbRs5hWsD+HM7znsg+d8XnSh/cXXH/qKP4NkOU9kve+blTb1dyq8aKQ8Md+Iq2rXO7PTwKRbESrjWY3TUcq+Th9ch9BwqR9y4KDkY+iwV7IFxQGImyZL89J9u2c20fmmSkZkzHGsRL/F1IFrJDw2QoLZ1sN998sxsmjH2VNHYFu7eth2GEi7mgMBsunXZo27iAQbjDhg1zPsW8RML53hNyf35bab2bKe6YxkpoerFSHnhRW8c9r7Srzldi3caKP7au4ttfrpTHZyhzyT5OX+FRUNa7Ku+DiXCediV7wn4TrjXA8CchN2Yfldk+UQ3hjNm6CdfbseIGaZMP8mX3CN/bCGRP4FzOK8q5pQpFIFzD7v6fHTOx52HPL7xtgHhxEyP+Lp/zjRo1crMJ45rF6LWHHnrI2ViJ42AgDcjUSNzSZUnalj7nMEoMwmUEHLER8JwAaLd05kHCeE8wEy9uYXSUkRZSZML96U2lndFIsUfWVtwJDRRfrp7iytZXXIVGiq8YEC5ybFXFt71OqZM35l/lURRQlpSDla+VtW0DluEvLaQw2PG9BddYnQJscz/jL7unieXTxPbtCcVCuGTIHlh4H5+K2Mk4BsgQ++2hWEZtm2VRMr23sPta47J7sDQJ5ykskWCfnRdV2AvC3dV/B3asqBIuZ+LqEqGL+dXOOussF6ELrZPhwnzy0+HGwAoIkfKwBoZQdlb5TQD169NPP1X//v0d4RJAHfLmGkie4cdot5A8Ax6Y4y1czpY+67tD7m8faus1ZwTabTcltugeSLBs3kUJtZoHZBuQbnmIt4kSzrhLaZ9szo+54FEU8PzhinC5sG5lg1D+lDXlHt7PeftSnpEgjXDarHM/JJLoTexcO2b55lqWhWG/CdduYje0P22ZDx9jSeZ5uEbQnMN6ONPFLaRv9yvsOPcO5zW8zXED6+yzBxpOo1QLec8JKvSMfMI9Jp9wb33fEa47Xth1xSDhZ8lzw2a7ePFiZ0q47777XMeaza9GPFpGsGFjZap3NFSuQezlHdY4gBHuJZdc4ty9evfu7aKdMSru2WefdWEmie/LcbwksC9bflhaXSws72HJ2bxM2z57T+mvvqP0CZOU/sZkpb/yvFLO7a6EKnUC7baeErpeq5QXf1TmyjQGABeajpedxcrC1sNC2VBGiJUbwrq1a8SuD6fH0vbtTsJpRtYz9lla4fTYF763HWeb61kWhv0i3HBmLSO2L5zR8DFrQOFMFravOIU/T/qWB8sb6xy3ArWHZ/nhmOXJrqMg+IzlXEu/1EtQVjnZ6cqOINykgHCJJhj8u8KvKwaxZx1e51kzCo1pfiZMmODsql27dnWaKNouo9eIz0DHmhFvmGgRygNQucOdZox0YxQcQ4wHDBjg0iT2A9ozJMy1Vh8QK3erC7uW4HhwS/csTbatUfq/zlNitRqK+2eMEi8fr/RlvMA4t7A0vBQmlIOVAfXDyid83LYLq09hsf2kYdt7kvD9uIb2Tb2yumHncQ7Hra6wbvdgn+XfzisM+0y4lriJ3bCwY5ahyIzRiOzBhM8tbrEHwDpL7mn35RgPONyg7VzyGT4X4bzIgij1EpTJwSTcyH1WB3iOuJHRycVwYOy77dq1c1P9EDIR7RctGLsr/rucb7C00Fix4eJyhkkBn18mwnz44YedxgyB02H3/fffu/MB5WzlioTrxy4lyO8OZItkrlX68LOUWL6iYv9vFSX2e9oT7j4Izx+J5AW2gdUXhP1WVtZeAfvsGGLHiiKR9+Na6pq1c7sv25bPMNgmncj9hWG/CJeb2x9jG7E/i9ift+Ph8/iT9hYJ7y8pAdyHfHFve8jhfIbX7RrO4VyO2fV2PGok+B/OpPD5A0pu20JxR1RX3P92UvLN7x0QkwLPDdh2+PlxjBfe2rVrNXPmTBcAh44vNNPKlSs7zwY01aefftrFsCVAOGVg12IX/vjjj50pApswQXQIJYlpAeJGW0aLRqO2PCBWrpYfS7Nokv/MMtYo4+a+SoypE7zE6ivxyucc4br78NvpOi+7EsqAMrHyQChfyoj6QfkA28+2tWO2w9ezjRR2n8LErgnvszRJn3TJA1zFvvB54XPtvrZeGIpFww3fmExBpPaQwjdmG42Eyo+wbhWd81iWBCx/dh/uyUO0e7NOwyWYNp0qhBlkHXsjPewct+usgKMOdJp9PlrJrZoq9u9VFfu3DkoelUe4JQmelZWtPX+rN+HnyDbPevXq1U6jtWncIVHsu8TfHTx4sDMzoO1yLtcTkAbbLF4KnIufL36/DLYgmtndd9/tzBLhsrel1YHIvBQZPNPVS5U9b76y5sxX9l+blJOef8yjyODZ064oUysP+IO4xUuXLtVvv/3m2iScYedwDeXHNtda+VrZIuwrCrjG6me4LpAuZijm/OPecJudh4SvQ7iW+5omXBj2u9MMhG9KJrgx63bMwOgiOkuIq8o4dh6mZc4eWknA8mZiD8buh3aFkz6z1xLvFW3phhtucFoVn7u4K3G+/bfoRFCJYpcp69vZ2jZ9ZiDfK2vRRqeplTR4bjy/8EvOnj3HkDCoCwQ+JwYD5gCG4uLWhY22devWzr5LRxkvRV7u2GyHDh3qBleg1XIuk0JiXoCMabyA+1h94/4sd9c4PA4MKAurI4Ch2PhKv/LKK25+PcxFvGzxMuFljN+2gfIz5c7qlbXvooL6Rt0MX88SkuV+mLuYfok6WVi64XtafWZfYShWwg2DP2BvKNx0iBx1//33u089AocwxBOneMsoD41r7M+WhJA2D9fInW3eXvhq2vh/Guxxxx3nfETbtm3rNK1p06a5QuZ8EH6o0SNBObnc74jCzy1escbE8wtXRjtm53E8XKHRXnETo8JjVkBjxX8XbwRm2n3iiSec/fatt97S1Vdf7cwQEO0RRxzh7LePPvqo+2IBdi9rnIAlhE29A5YPLwdeDJAcL1MGxVhHKqYlvlh48aIMobDh6UL5cS2ka23aZG/aZyTh2rW4J8INffv2de6GRJrD8wUTFlo3/FYYuB4pDMVCuAYyzZBJMsN4ehzd77zzTl188cWOvBhXzwNk+4MPPnCV/UCDB2nApIEWhcsQnTT4hNKYIVtIl23G36PtYl/k88XjwIOKjRYLgVL5cSOjg4zRavjf8rLs0aOHCw9JuWFawPMBsg4TuEfpB+U8YsQIZ7unHdIGbfZoiJd2is82QfDDA2VKCmjaTKZqdY4XOeTLlzAvfL6M4TtMD0Xhh70iXHsD2FsAbQE7JzfjjYMrzgsvvKBbbrlFF110kQvwjFZibymmZSFsH5nFtMBYeuxxaMGo69hpSkK4h6WPVs06veOMSKJhUrjkDbLFXsiD5Y3KENTjjz9eXbp0ccG2MS+QBnbGkszvoSSUMcJzpxwQ1tlHnaHs2YcmyjO1/ayzz84lbu2MGTOcexeTWFKPaISUU+PGjV09o7xooEybw9cUgyys7FlaPkgfsTyxRArLv5eSF8qZL03IjUExdHxiPoJweXny1UlZmzKEEgSHoGla+ZKO1R+Gc7OMvM+uJFzPWBI3mTT4qiVPDA0n+BJ5gsfID5xGPWOCVTRf6iXkSxhSrkM7hh8jNe0dCDd8AAmDbS62z0LYnMaCjYybcVN8ILt166aWLVu6NxHEFX47QWa46TDUEpsbxMynAwFOkH/9619uyb7iFO5DutiDsP/ZfjQjHiSFysNkiZBP20cDRjMnz1dddZUzMdx6660FaYbv42VnoUx55uFnZfsQ1tnH80R4vmg4eBqwbdfaOjZdNAzKBFstDZB6RgOgQUK6kC91kfLmOruvpWX3tjyxDOfPy4EV2hNC2Z5xxhlOAYLUTPGhLbKOUL4cY0AL7TdchtQleIj6szflaeVvaRhPEFif43xVodlyf7gBPqPuoaSRN0KQwiOYuVDgCP1JwCTI1yZX5UuL5T4RLuuo85gN0CS4EQSLNojwUMiUvRGMwBjxw8NCO0ErodGwToZZorazZH9xiqVtYveA/MkfDdUKl7zyIO1NxrYdI/80bLu+JPJ6uArPEqHji3JhKC7bPHPbRx2z/ZSHNUqW9oKk7KyMSqo+eSk+sXKifI0fwu2NbeMRK3PWOYdrjDuoG6TDkn3UE5aF3TNS7DqrY+E6w8ubJffmvtQzBF4w8oXzCMpkyhleMpD2+++/75RSTJeQ7T4TLsBWi3bLJ8CQIUOcDQ0SNfMBJEblD3+qc4w/h3M7mrAJvpIsCS6CoTx8rDiEdHkI5JFt1rknJg8eMC8Iy6Np5OSVwuUYhct/Y8QS5gVLl3Rs3cv+Cc+SZ0tZsU35sI5rGM8dey3bzBLMuWhCvOg5RkOhUVJOVHjO47PU0g3fx0vpEsqHdkj5ssRcAH+Y9kg7pF2Gt1lS5nisWJvmWtJim4BI1B/qSuT9ChPLA1ozddCuYz9C/xO8Rf0iL5Y/4za2eTmgBXP/fv36uQE7dLZjusLrAg0X7twt4UaKES5CApgV6NDA7kGn0rhx41ywEEiTim9vAiNgyAu7x/XXX+9GAzH658cff3ReDJA3GjNLhmoWp9Drif2PPLLE1sw9mUAQWzOFyKepkS4PDyLms4FZafnEwQRCjyV239mzZ7s0CruXl30TvA0oJ8qfZ8tztn0s7TyOETyceAl0vPKy52VI+VGOmBvozOA6yhsJ38dL6RMrJ1xF+aSHSNEa0Rj5urFYyihC7EMDpd3CN1xPfTDeoN4gtPPwPXYn1CnLA+t2LX029DXdfvvtjtNQwIzHLH9wBS8LRknSqYsdFxswdlwbkh7mzH0mXNbDwEDMKCAMz/xhOs+wp6CJ4M6BBoK7Dqo5Bm/+HMyPSwcZo/PNRp4Vt5A30uZ+DHDgRUH+MbLje8vbzd5aFKx9tljsVjSp119/3XWWkR7uSkjkfbzsu1BGPFPKhm0qamHnsKTs+EyjkWHHo0FSVpQb9jbI1gKbeyn9QllDRrRPPsMhU7RJPE5oj5QvvAHZHX300W4QDCE94Ro+00mD+kDdsXpEWlZf9iSR9c624Tk61fC0QvNmZmrcDiF8vqBQwnBvhZTxVGCcAdeSpzA/kg77SHuvCdeEB0QGWUaCxDE5zJs3zzkO47uGTYMhm5AvBDZ+/HhHeMb8XFNYWsUF8m/3YR3wANCUeKC8wSjkY445Rv/4xz9cwfIZQQMm/0yUyP8Fhb1wPIoHVjZhWNkh9tzxMqH/APMUmg8aLi9J/Lx54ReWjkfphHEAZQYnoKzR6Un7o1whXogOpQ0TEh2haKKQG+Ba2ibpkAZ1hPWigvPD9YX04AY8DfCEIDAS9QwzBS6ikCydYnjB4F1h+TDY9XAN+bD/x3KXhEsmIsWOAS42wrXzLVE7j3Uyg9sY5Esm7733XtcjySgSDMpcE06PdIoblnfLo5E7+3gzYtrgIeI8z0sBWw52IF4SzFaAiwj/g+vt/3mUDKzumPDMqbzUDcqNbb5W0IQoIzQf6+ygQeJNAuEafFmVblA+lC9lStuijDFRYnLEvEAAI2yqxE+mfTL6E19dFDrOB7Rl0mCb+oHsbbnbvVki1DdGoGLm4MWOWyh5IsIdIxz5UjaSt/sCq7ekZXkKH98t4drJdoEds3PZZ8INUOG5CdsGriVjPFBMB3wG/PDDD46A8XSw8xHOtXuUhFg+yQ95tQcM6fLpQEFi6H7zzTfdgAiLq0reLX/kl7RAZPpe9l0KA/utvGhUlAFLfHJxv4Fk+dSDeOko4/OTTz3s83Y914Tv46X0ibUrIyjKHEJFg2RI7cSJE127hDf4ssFcYG0XsbZJ3bDtwu6zKwHUMcwIpoixRMMlDgf5oPPL4imQfhh2b9vP9eE8kVc7ts+ECyLPD/9hO842D5Jjtg8CQ2Mk8+EHjYTTLG6x/2QPgfuSB7s3JIztjwdrjst2zP6f5bWw9L3sn0SCZ251hHVriAzt5BMP2x6jBPliwvQD4fKFQqemXY8Udi8vpUesbZnN1cqMbdohZU7nvBEisPaKWDmHuSTyHnsS6laYTFmyz+zCYdIMg2vZbxxh+2x/mGNAkQkXsWOR5+4OHOdaHlTktZEZQthnx4tLSDPy/7BtBBrOGwiv23m2DBNA+B5e9l8MPFt73lbZKTM+4/gKoUcY2x7O5ngkWCwFbLl8en733Xc7pFPYvbyUHqFsKWPaFUtrbwiwc6zdss05KG60RztubdnOtfSLKuH6Yve1PLC0NG2de9n9wmmwbcvI/7PPNtz9QTjNyAwXR/qRCN+Pe9kDKex+bFueIsE+CtUI16P4YGVhwrOmHHjWrNOwMEfheoMpAa8EXMIwH+DGM3DgQOdRglsYhBtOy6N0g7ZEWVtZWfkjuyo/a8vha6xNs9yX9hl5LUu7h90HsJ/8QqamDNh1kRJ53Q6E6+FxsBCu7LZORTbwaYmPIxrsf//3fzvXIOx79BLjBkZAJAgXG66ZFDw8Shs84e4GuTmBhpVOMPUMZWQGb7r8/R7FD9Mi7BPMSBdgR2MGXjxccBXCG4Hx8vg+QsQMjCBqmHkp4LBuIJ2dkBN8vmaka2tGcK/swko10LAygzJPT3flzlxmHgcawQs3M2+2h13K1gxlZgUv6PwrogGecHeF3LVaMP1p3Xn1Fbpm6K26+6VvtS6t6L59hzxyU5S9bJGyfpqrrF9/21l+mR8s/1D2+lTlFvGxQY5mzjFtFyGaEzP54o3A6D+0XHqt6Uih8xXCJU4qnWYMtEHDNQLfiXBztin+25f06C2Ddc19b+urxTv6UILstKX6YtwdGjX4Rj06bYFWbZ9KzeNAYdP3mvb0nbruqmt03bXX7iRDBgXlN+ghvfHtciXmXxIN8IS7C6QueEdPDGimmmVPUPmqzdX+0uf0YzxTLno4ZM1V+qghSm7TS0ldem+XrufmSaezg2U/pbwSkG5K/jW7AcQIuUK4LI0o0WQgUIaD25BrfCJxD+I8bLuMOCNAuXkpYNflWKHIStKcR/uoZ93jVf+ScZqyMHKwTZYyNkzRvb2aq17ZDrru9Tla6d+zBxzbfnhSt/ZurPJlyqsq8QrKhaWcKpY9USfUv1wPfbxY0TSrkSfcwpC7Ut88cZVObVRNNRs1UsOyddSi1/36aONW+baXj20zldarreL+638V+18n5EtZxf5PRcUdUUNx/1tVcUc1UdKDP8Bxe4SRbbgjBOBkTiB7gohAqLh/MSwcogX0VBODg4AhjDSzgQ87abb5yNm6UBMHd1CLsuXV5Zb39E1C/gFDoLkn/zRG/VvWVvlqF2vsjGXyYecPPFZNHK7+TY9W+ZZ9NOThyXpvckjefVeTA3l3+s9avHHnL5TSDE+4hSB53ou689QGatajj6647Qb1rlJLzTsM14S/UqLqbVqiyFmhzDdfUtrtDyrt3kcCeVRpDz2q1OHXKalRU8UHL6n4Cm2VPPbnfSZcSJUhnHggoNkS1ITpdvDLNDBoheGXEC42XMwOXFO4hputzM3T9MCZLVT3uLa6+oVvtTzytG2xWvX6VereuKYqdrtH780rfBoVj5JEvL566BL1KH+UWlz+lD6Mzd99CMATbiSyVurz0X3UtmpzXfjg6/rwi2d0db2qatz6Mj02J0FF+Do+TBCQYkCMkGNuLiYA9qUo+5vntKVZE8WXCQi3Yg9tefk3ZRfBBko6kGSYcLHdjh492sXfIBIYxMvQyrD2ig0XLwVMChAuXgoQbvicAuRuVdrcRzXwpPoqX/UiPfjxIkXqR7lbVunrO7upTZ0qanL1m/pmVcnF9/DYBbLnaMLQnmryzxiddetE/XQIaTmecCOw5ecndVOXWqrR/kY9++s6bZr/ika0rKD6zc7SrZ9sVuIuTIMeATL+UuYz1yixYr2AcBspvtH1SvtmTZF7kSFJ81BAc2UcO51gmBKIT0r8DYZ12rkAkwJ+uAQYgXCx4RKuz7AD8WYmaf3bQ3RG0xoq1+kOvfHjznNipW+eoxf7NVaT6nV0zsPf6o+823kcSKx/R/df0FLlju2iweNmaWP+7kMBnnDD2LZEU287U60qNdK5d3+oRcGuLb+/q3u7lFWdhp10zRtrtNn3WO8SuctmKf3SDoo/sbbiyrVQfN+XtG150W1sRrhoukRns44yAjszrxQxFIyQzWRghIuXQuRIM84LE25uyjp9N/o0dQi012aDJ+m77ZaJAmxbM0m3dqinelW7afj7i7S+qG8Lj2JCjrbNHqPBXWromKaDNPazDfn7Dw14wi1AlpK+Dgq6Qy1Vaz9C42blvVdTF32ix8+uoJh6bdTn8d+0xtsUdoFtyv7qBaU0qx9otzGKr9pJSQ/9tEf7rRGikSjCEF4CCDG4ARJlUANhPtlv55jpAcLFLQwbLvFSiS5F9LdweoZt8fM04fIWal61ijqPeEsfzV2plStCsvI3/TLlZp1br7ZiGl6tp39e6zvMDjjStezVwTqv6Qkq32mYHpr8u1YVlM+K/OUGxW/NisoObE+4hq2/a9Kw7oF221DnPTBd8/JbWsbyr/TKgDqqVbuFut8xU8sSvcpTKLKWKfPZ65VYro7ij2ug+HoDlPr5uoJBAxAgJIlAgkaINjSSbYRtokJhIoBsmWKH0JlEc+M8SwsBkRouQ3uJtwDC50mZSln9nu7u3kgNypVXjXpN1bJlG7Vt1SpfWqtdq5Zq06iWalatrXrnPKJPlhSht8+jeJGzUTPuPkfdY8qoXNV6aty0VVAu+WXUsrlaNm2jk7tcr2fnrFc0lo4nXJCTptgv7tGl7WJUvcNNejH41ix4e677UVNuaKlaNRur1eB39GdsZv4BjzBy/5qh9EHdFFemtuLKtlJC94eVsWKLs9+aRlqYYCIwMwJky1Bd5sljAkCmaGImV9y8sOkWBvx0mQ7FbLi7HmmWrNjvH9KlLeqqZuX6atn2ZHXp1EGd27dXp0A6d+ykTm1bq0WN8qpao4HaD5+quRu8E+CBRfCCTP9ez13RWS1OrKi6Abl27NypoIw6ndxWJ5/URd37PKgpS+KDb6rogyfcAFmJP+vNazqqebVmuuDRWVoc5tTEP/T1Pacopnp9NejzjL5f6z8yd0bw6T5jvFLb0VkWo/hqXZQ44vPguQbabHA0Mz8KlGm2RrSsh8nY4iWcd955bs4ofG+J/m8zgxSGIhNuxgb99dqV6lw/RlW7jNIL03/SwoV/auGf+bJwoeZ8+qru6FFVdes0V98n52uFNx8dYGQpe+VruvW05qparpsGPfa+fgzKpaCM/lygP/9cqEV/bdKWbdH5MvSEm5mkNR/foj7Na6pqndN1/aNvaNrMz/Rp0PA/+fQzzZj8vMYN7qCYKnVVr+f9+nB5kiMRjzBWa9vTI5R0Yi3FHVtb8Q0v0JaJawlZoOzcvLil+NQaaUK2RAGDDE3YpqOMzjEGMDBBH1OpzJ07110P7Nww9ky4ecuchKWadUdnNasdo+bXvqf5kQMeAqQte0e3ta2u+vVO0y2frlWsL+gDi5wMpcy8S/1OqqXjml6nZ2YX0qsZ5TjMCTdo6Bu/0auXtVKD8mV0XPm6at4i+Ixp11YntW6jk9q2U/tWzdWqXjVVrhCjeu2Ga8KiWD/4IRLrvtDW685Q3NExAeE2U3zHW5S+eKs7lBWwbjggDQLxss+0XsAEpET2x/3rb3/7m5u7ingJzBICzORg5xv2SLj5y7Q13+m5C+uqUa1GOvfRn7UkOf9AATZp2Se36uzqtdSg9VC9tDDel/OBRuYWLX62n05tWF5Vej+iyb/l1aFDCYc34W6L1ZJ3h+ms+tUU07SX+va7Qtdccaku69dfl/UfEMhluuqyi9T39JPUuGIN1Wl4qR77KTqN9SWJnM+fVUrnhoo7LtBwK3RW4hVvKStle2R+SDJsOoB0jUBZh4yZLn/w4MGONHEFu+eee9zAByNqzoVcTUs2FI1wMxW38A2NbFND9Wp208gPV2hj5Bfp1kWaM66vmlarrybnPa7ZG9IKyNrjwCBn6yp9dFNXnVStnNoPn6yv1+cfOIRwGBNu8Km7fLqeOr++YmLa6twx0/XTkrXavGm91q1dmyfrNmrzxj/005RbdE61aqodc7punb5Cm3xLDGGzMp8aoaTK1QPttqbiGpyr5Kf+VG6+HTw3IFYjVcwKpqUa8QKmn2fmhlatWrmYtowagzTxQOBcruU6C0YeRpEINzdOq7+8W+fGxKhu00F67rdNitSdctb9oA+GtVSNmObqPOoT/ZUYnTbC6EXwtZnwtZ44v4UalWumK16aq9X5Rw4lHL6Eu2215r52tU6pWkNNet6hd5akBXpQYUjTxrlP6so6lVW7Rjtd8/pirfGDH7Yjfqa2Xtdb8UcF2u3RdRXfcajSfkgPyDTvMKRqhGuEibANiHWLjy1zk+GVgO/tc88950IvQrKQNNeZlowYUYM9Ea5D+nLNf+4StapZTw3OfEQzV+3cG5b8x4d65MxKimnYUQOeX6JN3p5wgJGutKUvaFiHhqpZtrMGPf2Bvl28SIsWLiyQhQsWavGSVdqUGp0+uOAwJdwMxf80Qfd2r6SKMV3U7+m52rjLBrZNm357UUMbHq8qJ9bQGWPnaOlO9r/DFdnK+eQRpbSvr9j/V1Gx/9tSiRc8rcykHT8BIFjIE5I17dbIE+8AOspatmyp+vXra+jQoW6WVEiV8yBUrjWStesMRSHcnPU/aurQJqpcqY5aXjdVi+Ii4yOka8XMR3VZzaNUvVFv3fVVopJ9h9mBRVa81n8wTKfVq6QyR1dVo1YnqWvXrurWuYtOcdJRHU86RWf0vUtvLUra6QslWnB4Em7uKv3yxk06p2ELdbt4jKauztjNGzNHCcs+1MPnNFfbFm11/kOztcQHkMpHqrJevFNb2rZUfExrxbfsry0PfRsQYv7hfBjhsjQBxEV4++233WAF7LYEnmGEmXWUQdAmkCykuy+Em7Z8ll66opnantRTVz2/UOt38uzbpD8/ulsX1W2mLmffpUlr0oNXsscBxdYNWvzyIJ3dvrkaNmiiVs2aqWXTZmph0qShGjVoq64XjNHHa1MUrSGFDlMNd5u2Jm3U6hWrtX5z8h4bV05mmhI3rNaa1Wu0PmGrotQFsAQQkGBirHJWr1bOqjXKWbtJOck7uqMbSUKyECfmASNR3MCYKodBDk2aNNHNN9+sP/74o+AaI1o738gWMezRhktaQfklbVilNWvXKzYl+BzdUQEPkKWM1DitX7lG6zYkKi0n13eYHWgwnVXQJtetWe2Cy68OZNXKlTvIypVBG1wflE+h0yJFBw7jTjOPA4GwVgvZoumCzZs3O1stU53jd0u8BIboovVCrhClCQTL9SzZDqMohOvhUVrgCdejRBHWSiFSCBdhQAMkW6NGDbVr104PP/yw/vrrr4JzDBCmEbYnXI9ohydcjxIFhGcCINO1a9fq2WefVb169RQTE+PCMDJtjkUDg1ztGtsOE66lBTzhekQTPOF6lCiMLI34CELDDA2EUSReQpcuXVxgceYus3PCJBsW9psYPOF6RBM84XqUKDARQJYA7fbPP//U7bff7kIpVq9eXSNHjnRuYNh3AQRJSEeuQKBWKBPJyfWE6xHd8ITrUaIIEyTxEl577TV17NhRRx55pCNHptGJi4tzx+FGzkSyM1OVFZyfvTlBOSnbnaRzAur1hOsRrfCE63FAwIixn376SYMGDdIJJ5zg/G4feOABLVu2zGnABWS7LUVZi39WxjuvKO3+h5V612PaOu4tZXw6V1lrU5UdnISma/CE6xFN8ITrcUCAb+W4ceOcGxi22z59+jhixA0Mws3KRnPdoswZLyjlrC6Kr9xE8ZWaKb5KsKwcLGudoqSBLyhjQWLBLBLAE65HNMETrkeJg3gJH3/8sS688EJnt4V0n376aTeiLK9DDENBoLku/kBpV56quKNrBCTbXomd+ympWzcllK+juCNrKv6E9kp68AttC8Wy9YTrEU3whOtR4li6dKnuv/9+NWrUyJHikCFDXAwFs8XCibnapqzX7lRyo2qK+3sLJfYeo60L1yrzlw+U2qut4o+vrrh/BqR70Xil/7F9bKAnXI9ogidcj/0GpAZ5GrmxtPXU1FRNmjTJESEjyrp37+4CjRN6Mc92a14JfynjziuUeFx5xZXppqTh77vobY6I58zStmkfK2PKdGXMXqKs+O0j6T3hekQTPOF67DUcSeYTLGKjw8L7DPPmzdOwYcPcAIeGDRu6yGCLFi1y53JdTsC2DI3PTv9GaUMuUML/VlRcxTOVfNeM3QQU2g5PuB7RBE+4HnsNNFMIliXEiQ8tXggQaJjg6BBjRBnT5TCE94ILLtD777+v5OS8+JZ55IwWG8jmT5R2+VmK/0clxdXoExDuh8pa+qO2vfuuMl6foozP5io7cbt3gsETrkc0wROux14DorVJISFclpBtnsaaR4qYDHADI14CRAjp/vvf/9bixYsLzgHZgYbrtlZNUVr/Xoo/orriap6qxDOvU0q/s5VQq5niq7dTQvsB2nL/R8pcm+oI2uAJ1yOa4AnXY68BYaLhmpYLqbEPwjXyZT4yAtIQL6Fq1aq69tprNXv2bEfEnM+1nLctM9uZFHKXTVLaRd0Vf1QdxVeor/gqLRXfuJcS23RSQsVgu0yMYiuerS0vzFF2KJ6mJ1yPaIInXI99AgQLeWJOMMI1jZcgNJ988ol69erlBjmccsopeumll7Rx40Z3LedBlC5cY1Y+4S5+W2l9IdwYxR/XUPEdhijljVna9v7zSu3RXvHl6iju2HpKGPi6ti3dbt31hOsRTfCE67FPgFjxr8W0AIzY0FoJLE7nGASI7ZZ4CT/88IM7H3BtAUEHl7mYCYveUmqfboo7qobijumopIETlEmSaeuVeW8fJdasFxBuQManPqz07/JmhACecD2iCZ5wPfYakCXEap4JCMQGgRJ6ccKECW4+KuIlnH322a6jjIDjHLcg5KYVQ4douFnLJinloh6KP6Ka4sr2VPJNU/O8FLISlT1uoBLrNgyIOEZxHe/S1pkbOOLgCdcjmuAJ12OvYcQJYQIjNUIvQn7XXHON87mtXbu2xo4d6+IlmL0XjdiIGtI2DTd7zVSlDjhNCUdUUVy5XkoeNS2PcDPjlf301dsJ9+TbtfXz9Rxx8ITrEU3whOux1zDCZYmYlsuMDY888ohat26tChUquKnPZ82a5QY/GMFaZ1kB4eZ7KeRs+VJp15yrhH8GhMvAhxvezSfcOGX9e4ASazdwhBvf/QGlf719Fk9PuB7RBE+4HjsBktqVACNLSBfCYxufW+IlQLJVqlRRmzZtXEfZpk2bHClzPstwWnlkHaxzz5zleSPNTggI96hmSuz9kDJWZCh3w89Kv7yHEirWUdzRdZRw2SvKWLR9Ch5PuB7RBE+4HjsAgoJAC5MwebGNlwKEBxg9dtttt7l4CYwqGzp0qIuhYCQbeT1ge/u+QGOeOkZbWtVV7D9qKb7eaUq67C6lDhmopAZNFH9cDcWe0FNbnvpB2an5lwTwhOsRTfCE67EDjBwhyrAURrim3WK7JT5Cjx49nCmB5TvvvOPMB3uFzfO07eEhSqzTQHH/qKDY/zoukBMU+/caiqvZQ4mDJ2jb0qT8k/PgCdcjmuAJ16MAkFNRCJel7Qe//vqr6yhDs23QoIFuvvlmp93uC9nlrp+vbc+OVsqAK5V8Tv9ALlfygFFKHfueti0Pqbb58ITrEU3whOtRAEi1MLJFwoTLtrl2ERdh/Pjxat68ufNMIF7C1KlTC0wN+0x46YnKWbVK2WtilRMaWRYJT7ge0QRPuB4FiCRZkzDZAjrAzL0LLwTiJVSrVs0FFn/sscect4KdX9KE5wnXI5rgCdejAIURrUmYuNimw4x4Cffcc4+Ll1C/fn1dd911BW5gYT/dkoQnXI9ogidcjwJEki1ktSthehxGkBFQnHgJEB0jzBhphuaLBuwJ18NjR3jC9SgABGkSBqTFPiNitFfCLA4fPtzZbekso6Ns7ty5jmjN55ZzS5rwPOF6RBM84XoUAHIqjKDYB4HaYAe02DfeeENt27Z12u15552n9957z8VLQLuFBI24S5p0PeF6RBM84XrsEZAWRArpsiSw+FVXXaVjjz3WdZYxQSQdZRCykTJEa5quJ1wPjzx4wvVwgJhMGw2Labamra5Zs0bPPPOMmjVrpqOPPlq9e/fWp59+6kIvctwIlnUj6ZIA9wBGuJdeeqkbdEEMXgKdG+w8D4/SAE+4Hg4Qk2mkkKWtY5NFYwX43OJj26dPH5UvX14tW7bU888/rw0bNjhy5TyWRtSkU1KwtCHcGTNmqH///ipXrpzXcD1KNTzhehTAiBIx04CZB9j3+++/u8DiTZs2VfXq1XX99de7UWacY9dwrqVTkmRnaeOeBuEOGDBAFStW1Jlnnqlvv/3WHQOecD1KEzzhHjLIVWZqgjavXallC+bp1x9/1M+//K6Fy1dr3eYkpRXxy96IE7HBDQA3sDfffFNnnXWWI1vcwd599103nQ4kawLBGeGWNOkC03AhXGy45O+7777LP+rhUbrgCfdQQG6mUlZ8o/f/M1xXntFe7Zo2UtMGDdSoXgM1adFZvQfeq+e++Evx23ZPfpCjmQYgXNZNu0WTxQ2sYcOGLiLY7bff7jrKgJ1jpGtEa/uKE0boli6E+/nnnzuTQmEarodHaYIn3KhHhuLnvKx7Lu6sljWrq06jdup25sW64tILdW7XlmpY+URVrtxALU+9RW/8Fqe8WcUKB0QG2UJiZh4ATP44btw4de7c2c1Rhg33s88+c+cCI0EIFpK2a0uKcEkzTLjkhTi8Rrh0mnFe0UDet2vohQr/L/9sD4/9gSfcqEamtq76WP/p316Ny1VUo3Nu1ZMfztPiv1Zr7drVWrFght69t7daljtRlap20rB3l2n9HiImQpaQGAJhAjqhCEpjgcUfffRR53MLICQjXNbDJFt00ts7hNM1wu3Xr58bhIFJYW8Id8MvH2jC/Tdq5MhRuvlfETJypEYOu1Pjpv6iv3YTQMfDo6jwhBvNSF2nX5+5WJ1jKql6xxs1buYapeQfysNWrf/2Pp1X6QRVrthKA99YotW7IVwjTEgXYZ1BDg8++KDTbKtWrapBgwY5QjMyDl9j5Mu6eSuUNIxwseGSv3POOWcvCDdW3z8/TBfUDp5PhQqqWPZEVSiQsip//PE67ui2uvyxz7U4K/8SD4/9gCfcqEW20lZ/psfPrKu61RrrzLHfadlOWliaYhe9ozH9LtalA27Viz9tUuIuvvAhKDMHAMgzISFBkydPdgHFjw/Ih+Urr7zi3MCMXAHXmDcDIB3zyy1pQLj4AWPDRQNHwyWAjr0QdovMX/XuHWeryZHV1Pr0a/XAyy/r1ZC88tJLevHFDzT7zw3aORKvh8fewxNu1CJZ67//t/o3qKnatc/T6K/XKDH/yHZkKSNpjZbMnaf585drY2qgteYfiUSYcFmHyObPn68bbrjB9f4TWPzOO+/UL7/8UhCYxkiXaxDbJh2uLynC5R4I4F5ouISIxDcYP9wvv/yy4H/sFuum6qkrWur4EzprwNjZu7Vve3gUBzzhRisyV2nx6wPVvlYd1epwuyYvjg/odd8BOaEVmnmAyR/feusttWvXTsccc4wuuugiffjhh4qNjS0gWyRsTgjvQ/ZIePsISx+hQ8/c1YjrQMce+WZEHFP/cA4Ik7Qh/bundGvPSjq64YUa8fpS3zHmUeLwhBulyI39XbPu6qL6teqr0aWv6ud1efaErLQkxW9co3Vr12n9unXBcq3Wrd+gTYnpyszabgYAts4SooQ4IShm4P3xxx81ZMgQR7a1a9fWE0884abNMdOBXWPCtu2zdEsK3AMte/ny5Y5csSsz1BjCxW3tsssuc7NQoI0zOo788L/QhrfnLVtLJ47SgMZHqFq34XpsltdvPUoennCjFGl/zdLzF8eobu2mOm30t1qezN5tWvb5i3ps+BW65prrdMP1N+jGoTfoX7c9otd/2KAk58WVR4wQEOSJGNGyxBSwZMkSPfXUU25E2RFHHOE6pAhYg8Z4IAi1KLCYDmeffbbq1Knj4igwtBfzB7ZcNN0xY8Zo3rx5BeYNCJdp2fOwQTPHDtApZcuo3RVP6qPY/N0eHiUIT7hRiRxtmvu6RrWtqHr1u+i6Sau12dkT1urL/1yrC5rEqEHDRmpSr5aql6+pxu2u0qPfrVVyDtps3ic/RMvMDJAoRGSIi4tzoRZxA6OjDDew119/3WmKALI9mITLvXkxTJs2TT179nR2W4iW0W8QLa5hRr5du3Z1sR5Wr16dfzXacf5K5vd6dVgvNfx7LZ069Fl9ujHWmUucbN7slgkpGcos+X4/j8MInnCjEvFa+vk9uqBqVTVofpkenxef7w6WqNXzZuuzyVP10aRxevjarqp9fIyannqvPlib6my8mYG2B9HmaXt5ZgTW0QLZjyZ72223uU9zBhIMHTrUdZ7xCQ9Kg4bLCDdiOmDqOO644xzJ1q1b120TLhISLlOmjJv6h3gPDPXlJQMKFNy/3tLoS9qp+tEVVbdhS7Xv0lldO+VJl/Ynq0vnHhr45Hf6MyH/fA+PYoAn3GjEtqWa88Klal2xjpr2vFcfBmSaTyfKcaaBgBQ3fKNpt3ZW1SrN1fHaiVq0JU+LzQw0W8gVkkVrXbBggesMQxPETnvjjTe6z/GaNWu6Hn+m0TEt2Mj2YGu4DMTATlurVi2nzSKQLlouvrgnnnii085ZP//8893/I+8gK5v/kKOULx7Udd3rqmyFGDVu0lIntWqp1i1aBNJcLZs0VauWp+r6V+dp+VZ3mYdHscATbjQibo5m3HWKqldtolaXv6rfE/KG2IaRtfgjjb+ouirX76wLHpmj9cmck9fBhTkBX1riyN53332OlDp27KiTTz5ZjRs3dkRl2iERwgDXIWiKyMEkXfxs8ZpAm8WMgKDVopGzD8GkABFj44VwLb+ZWeQ9Q4teGqwLGh2jaqcM1X1v/KRff/lFv8yZ42TOz8Hylz/0V9xW+QFmHsUJT7jRiNVf692hzVWpZgudPHyaVm+J9K7N1bqvntWI1scqpvV5Gjl1szZvCQg3N89xjAEN+KrecsstbpociArCMm0RsuITfeDAgfrhhx8cWZmYCeJgES73/e2339wMwbwYyDuj4CBZOszQcjEt8H8gYjr8vvrqq/yr0XCzlJu9Rp/cda46lz9Wba99WZ/H5R/08ChheMKNRqyapUlDmqpC1WZqO2iS/tpJwd2mJR/crnPLlVXTU67Xs3+mawu9P7l5xIx712OPPaZTTjnFfX5jB4WsIFtbQmQdOnTQyy+/7EIwQrSQnWm6B5Nw6djDi6JFixYurxCrmRNM4+V/4WVx9913648//si/muuD/5H6tZ69orMaHlFfFzzwgebme294eJQ0POFGI5J+1Rf391St46uqbofBenz6L1q8ap02bFir1cv+1Lxv39Tj13VV7f+toVbnjtVncekFI8wwB9CJhO8q7lQQk5GWfZJDXNhA2U9IxkWLFjm778E2JRjIA/8BDZxQkeapQP4R1vkPeFoQs5dAO+5l4bKepexlL+vm05vqxONP1YhXf1SegusJ16Pk4Qk3KhGrFV+M1cA2waf08SeqVpuzdfHVN2jEsCG6tn9vnda6gepWrqxarc/XwLEztGJrngoM6UCaxI8999xzCzRaOpzMpADh8onOfjRfSAubKR4MpYFw7f4ERMc2i50Zswj/oWzZsi7vDIIgetirr77qPBryfI2zlUW/WU6GEqbfrv4nV9cxTQfpsU9WuvQ8PA4EPOFGKXJTVujn12/VoLO7qnPr1mrToqXatGqjk9udrC7dztZFV92isRNmaM6atALdzQhz5syZbigsWixEizZomi2f5vT+s2TkFsRM5xpT2ZQGOE01J8/jgDyh6d5zzz3O/IFm26pVK40cOdLZbXlJAK7Bc8NdlblF88f112kNyqra2Q/p7bk+LI3HgYMn3GhGoK2lblqm+bNn6NMPPtBHH3+ur374Q0vXJyltW/DpXOB0mgfTDvG15XMcUkUrxJyAG5jZQm0/Gu+wYcP0559/Oj9crrc0DhYi80AH4AfBf7/wwgtdfk899VR9/PHHLlqZIe+avPWcrcs1eWgHNT/hWLW9YaK+2pC338PjQMAT7iGBQOsLtNdsOrPy9xQGIytiEOBz26lTJ6cVmlkBLdd6+yFftEb8c+Pj412nGYKWXBpgpMuLAI2dadKx3zLjw/fff++O7YwcZSV/raf7dVKrym11+dNfa2Hp+Dsehwk84R7CgJQgyMhBC2iF06dPd/63aLKYFSAriNZMDO3bt9eoUaNcEBuIlutJx9I62DDCpTOv6IQbXJedrE0rlmrxgmVam5CmnRw8PDxKEJ5wD2FASpAlWqBppka4dDhhx6VjDJ9bBj0QipEOKEiLSSLpXEO7BUbcpZFwsTGHCdfP2utRWuEJ9xBHWMMF9NgzcGD06NFq3ry502b79u2rBx54wM1Vhn/rpEmTXJQtmwKdNCBtS8fI7mDCE65HNMIT7iEOiClMkAzpZTBD9+7dnZ32jDPO0GuvveZCMjJ/GYHHiYdrBI2GbLEXSgvZAk+4HtEIT7iHAUxLBdhkr7nmGtc5xqCBsWPHOhIuDJAaRItWbARHWkbGBxOecD2iEZ5wDwNAtvikMuKKoN0nnXSSGyBwySWXuJgKdo51jiG2DrEhtp/zWB5seML1iEZ4wj3EYWRJKMaPPvrI2Wvxs8UL4T//+Y9WrswbaYUWa2YDSDVy3ZYQsZHdwYQnXI9ohCfcQxymua5fv94FciH8IjEUrr76an399deOsDge1mi5BgK2a1nnGMI2+w82POF6RCM84UYhTGtFbNvIkaWREWAdb4NPPvnEuYGh3fbq1UsvvviiI2EQttECI9YwydpxtiPvcaBh/xVAuPjhEpCckWZ0An777bfuGCCfnG/PCrBu+S/suIdHScETbhTCSNCIj3Xr3GLdhOMIQ3OZyYEYCXSU3Xrrrc7ty87B5StMQmBX6yBy+0DD/i9gCC8a7uWXX16g4YYJ156VmUXIuz0X1u044uFR0vCEG4WAKIwkEAiTJeSBsE0nGcFd6Ch78803XVAXRpURjGby5Mku2haApNESjYBKO4wkLa+4sKG9Y1LA86J3796OcDlu5xqpmpnE9kWKh0dJwxNuFAIiMbKFRNDyjDBY2n5IlxkbCFRzzDHHOPstgcdXrFjhzoN8wppfNIKXy4wZM9zMDmi4mE1saC//jWdgGjzPxf6rPSOWRs4eHiUNT7hRiDDhGnFALgSlYUpwyIVziAX773//23WSMYT3qquu0uzZsws0WjRg+zSPFvC/GG7MTMLM5MD//eyzz5xJgTgQ55xzjouGhlcG87Hhd8w5XGeka0v+u217wvU4EPCEG4WAHCBMIwvWIRhGjE2cOFEbN250JgPCFjKJItotbmCMMFuzZk0B2UC8aH/RpOGST0bEvfLKKy7ew5NPPqlHHnlEffr0cSPnevbsqQkTJjgzCnFyx40b58iZ5wTCBGviCdfjQMETbhTCSMJIF/KEhIjuNXjwYE2dOtXN0oAbWMOGDV2s29tuu811lGF+4Dq7Hu0Y4jVCigbwHyBUpnEnxCQky2AObLjEhyA2LkOXmbONkXSLFy8uIFf772GJpheOR3TDE26UAqKAbBEIc8GCBerfv7+L+HXttdfq5ptvdi5SeCbQc084RtzDIFjrZDMCMhtnNIEZHQgvyYg5YvnyUmGdGXvr16/v9nXr1s1p/Ew6yX+152UkazZcT7geBwqecKMURpYIPfUM0YVY+axmTi/CLBJ2kXU+vQlOA7Fit0VDRCsmDcjHbJnRQjrkE1c3/leTJk2cfZrJMG2qIKYGgnDpLMSeyzOy/2nkyv/1nWYeBxqecKMcEAWuX6+//rq6dOniyIZZHCyoOLM2EIrx008/db33CxcudJ1ORrgQEOtItGi5ECUmFGzWmBP4r7i8EUAdwWYNET/44IPOIwPwP7nOyNeEZ2BLD4+ShifcKAdkQS/8ww8/rJYtWxZMew7xoPE1bdrU2TMZXXbxxRdr/PjxTts18rFP7GghHfKIkH8GPFhsCF4uaPf8Z54Bc5th5yXcJOeHNXj+NwLYZxq+h0dJwxNulAOiXLp0qYYOHercv4xwsWnGxMQ4IipTpowzLwwaNMgNEsCDwUgLYT2atDwjS7T14cOHu5cKLxj+t03xbuYE7NuA/2ewF4whctvDo6TgCTcKATGikUE8aGfM4EAHkpkSIFs6y1hnKnTsuMy+i1kBjY/rIBhLg/RMSjvIoxEu7m+4hdE5xovF5merV6+eM6OsWrUqKv6Tx+EDT7hRCMjS7K743xK8pWvXrq7zCOKxmXfpOML/FvcwhrvipQDJmpAO5MV6tBBT+MXAKDKmRMc7g/8M4R511FGOgN95552C4cseHqUFnnCjEBCOaajr1q1znUfYb+kwsw4ktFy8FhhpxmgriDlMsKyTDqRtI8+iAUa2LPkfmBXwVsDfGHPK0Ucf7Uwnv/zyi/PK8PAoTfCEG4UIEy72WzrMsNHSOw/pYLvFxPD88887p/+UlBRHrBAQNluuNfJlm/0cZ1+0gLyT39jYWBdqEg8NXjRousSLIPQkz8fDozTBE24UwggTkmT02IgRI5xm+/e//911nBHIBTcxm80BQKpospAQZMW1ts4SiUbCxa/Ygtdgw2a6d4Y042vMfzKN2MOjNMATbhTCSATSZNYGtFk+pbHbEqbwvffec51jEBLEZARrhMo2BMzSwLFoIifyi/C/MCvceeedzowC8WJOYL+RsodHaYEn3CgGWtykSZPUunVr5w6F7dI8EdDuIFXOMdevSAHh9WgD+eZ/8n8JZkNn2QMPPOA0+2j9Tx6HNjzhRinQ3hhtxUCGHj16uPgJBKxhmC/aHeYDCDdsLmA/5Mu1EBL7OIfPctsXTSD/5Bsb9TfffKP77rtP06ZNcyPpPDxKIzzhRikgzmXLljn3pzFjxrhYCrhBGQlBpBAsZMuS/Ua+JpxnJMzxaCNc8ovwX/G5hXR5JrxA7Dmw9PAoLfCEG6WAKHH8J8j23LlznWZrJGPaK+tGuEZOiO03QmJfNCL8fzCdJCQkON9ctu0/esL1KE3whBulgGggUjMdGMLkaYQUSTq2P3xuNCP8f+w/hdc9PEoLPOF6eHh4HCB4wvXw8PA4QPCE6+Hh4XGA4AnXw8PD4wDBE66Hh4fHAYH0/wPsMu7ExfEROgAAAABJRU5ErkJggg==)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠3 = 30, then m∠6 =?
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)
Vertical angles are formed when two lines meet each other at a point.
Given that m∠FHE = m∠BHG = m∠AHF = 90 in the below diagram, answer the following:
If m∠3 = 30, then m∠6 =?
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)
Vertical angles are formed when two lines meet each other at a point.
In the diagram, if m∠2 = 62, find m∠1, m∠3, and m∠4.
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
In the diagram, if m∠2 = 62, find m∠1, m∠3, and m∠4.
![](data:image/png;base64,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)
Vertical angles are formed when two lines meet each other at a point.
Where do planes AGE, GHI, and JIE intersect?
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mT8frrr7u9nYqKCuHxpZdeqkt+sjFyNo4rtc3QGT58uKF5kHkGDx6MgoICtGrVSoi/8cYbsNlsOHLkiEmZ6YPFvgFuueUWOJ1OXHCB+GeMjY1FXl6eW9v48ssvhcd1XYXpy8wu9gCwcOFCxMTECLG1a9di7ty5hudC5rj//vtRUFCAm2++WYh/8MEHsNlsmvYqExb7BrrvvvtcXnQVHR2Nzz///Lzvr9mTLy0t1S03mVih2ANARkYGunXrJsTmzZuH9PT087635mfnq9dE+Lpbb70VBQUFuPfee4X47t27YbPZUFRUZFJmDcNir4PBgwcjLS1NiB0/fhxRUVE4ePBgne+t2ZP/7bffdM9PBmaO2Vd34YUXIiMjA61btxbiI0eOxIcffljr+4qLizFo0CAhFh4ejs2bN3slT/KuNm3aoKCgAAMHDhTihw8fRs+ePfHWW2+ZlFkDmHyC2G2Q4Cz/M888o8mze/fuyh9//FHn+6ovjeuvs3H++c9/Cn+3fv36mZqPqxk61157rfLdd9+ZmpfVydBOPfXII4+4nKnjcDjMTs0j7NnraPbs2Zg4caIQ+/jjjxEVFVXn+8LDw9X7hYWFmucrKirUy+2Li4v1SdZirDKMU8Vut8PhcAixH374gWvo+CGHw4GZM2dq4uPGjcPChQtNyKiezP7Xxl2QqMcQExOjyXf06NG1vr6srEx4bc0f7khJSfH5i6qKioqEv8E999xjdkqKoijKjBkzNJ+lv62D7gmZ2qmnXnzxRZc9/ClTppidmluk+TRkO4geeOABTc7Tp0+v9fXVr6INDAxUC371pRJ8udjv2LFD+P/s2rWr2SmpXP3j/fTTT5udliXJ1k49tXbtWpcFX4afuQxQFDmuFqh5sYPV0z527Bh69uypWQb5hRdewOOPP+7yPcXFxVi6dCny8vJQWVmpxgMDA3HnnXeia9euGD16NIKDg72auxn27t0rXFB2yy23YM+ePSZm9D9nz55FWFgYtm3bJsTT09P9ch7+8ePHa41dd911QrzmjLSa761rW5685sSJEx7l6clrasZOnjyJX375RVODevfuDafTiUsuuUTz/vpITU3FtGnT1MeBgYHIzMxEnz596rU9Fnsv+vrrr9GzZ0/NMshr167l2G8N+/fvF/4Ru+666wyfuuiqkVfFDxw4gCFDhuDo0aPCc1XFTK8iVjPuqoi5s636FDFP3keuhYaGYv369WjXrp0u20tISFBn+sXHx2P58uX13taFumRELt14441wOp3o2bMnzp49q8aHDRuGli1bonfv3obloldDr28RcRWrXsh+//134bnDhw9j5MiRXt1/bTFPdOnSpUHvJ9+yY8cO2Gw23Toq1f/RaOg/ICz2XhYWFobIyEhs3LhRiC9cuFCzHkt9en61vU723tjJkyfdupCJyGquueYas1NwicXeADULPQCfnUJJvu+KK66oNXbgwAEh3rlz5zrfW9e26nrN5Zdf7vF26rv/872vTZs2OHXqlPp43bp1mvdbAYs90X+5auSu4noVkdr2V72Q1Tcnbxe/2tQ8t+bOkiGya9SokfC4RYsWJmVSNxZ7P+HNAuVu7Hy9sWnTpuH06dPqY4fDoVlVtCH7b2ghI3KlZrH/888/Tcqkbiz2BmjcuDHOnDmjPl65ciUaN25smd6YVcyfP19Y8nngwIFo2bKliRkRnR+LPamaNm0qFPuhQ4fqNhfXl9RcMsGsxdCIPFFziXOrFnuujWOAmgfDX3/9ZVIm1ma19XGI3FGzZ2/V9s1ibwBZvuaZjcWeZCRL+2axN4AsX/PMVnNNexZ7kgGLPalk+ZpnNo7Zk4xY7Ekly8FgNg7jkIxkad8s9gbgCVr3sNiTjFjsSSXLwWA2jtmTjIxq3zUvSvQUi70BWOzdwzF7kpE32/f69evV+3a7vUHbYrE3AIdx3MNhHJKRN4p9RUUFEhISsGPHDgDAihUrGvyjRbyC1gDs2buHxZ5k5I32nZ+fj7y8PMTHx+Ohhx5CWFhYg7fJYm8AFnv31Byz5zAOycAb7TsmJgYxMTEN3k51HMYxAIdx3MOePclIlutoWOwNwJ69e1jsSUayXCHPYm8AWQ4Gs3HqJclIls4ci70BZPmaZzZOvSQZsdiTSpaDwWwcxiEZydK+WewNwGEc97DYk4xY7EnFYRz3cMyeZMRiTypZDgazccyeZCRL+2axNwDn2buHwzgkIxZ7UslyMJiNxZ5kJEv7ZrE3gCwHg9k4Zk8ykqV9s9gbgMM47uGYPclIlgkYLPYGkOVffrNxGIdkJEv7ZrE3gCwHg9lY7ElGslxHw2JvAA7juKdZs2YICAhQH//xxx9QFMXEjIjOT5bOHIu9AWQ5GKyAJ2lJNrK0bxZ7A8jyNc8KeJKWZMNiTypZztZbAcftSTYs9qSS5WCwAhZ7ko0s7ZvF3gA8Qes+jtmTbFjsSSXLwWAFHLMn2cjSvlnsDSDLwWAFHMYh2cjSvlnsDcBhHPex2JNsZJmAwWJvAFn+5beCmmP2HMYhq5OlfbPYG0CWg8EK2LMn2cjSvlnsDcBhHPex2JNsWOxJJcvBYAWcekmykeUKeRZ7A8hyMFgBp16SbGTpzLHYG0CWs/VWwGEckg2LPalkORisgMWeZCNL+2axNwBP0LqPY/YkGxZ7UslyMFgBx+xJNrK0bxZ7A8hyMFgBh3FINrKck2OxNwCHcdzHYk+ykaUzx2JvAFkOBivgmD3JRpb2zWJvAFkOBivgmD3JRpb2zWJvAA7juI/DOCQbFntSyXIwWAGLPclGlvbNYm8ALpfgPo7Zk2xkad8s9gaQZWqWFXDMnmTDnj2pZDkYrIDDOCQbWdo3i70BZPmaZwUs9iQbFntScRjHffxZQpINiz2pZDkYrIA9e5KNLJ05FnsDcJ69+wICAoTevaIo7N2TpcnSmWOxN4AsB4NVsHdPMpGlfbPYG0CWg8EqWOxJJrK0bxZ7A3AYxzM8SUsyYbEnlSwHg1WwZ08ykaV9s9gbQJaDwSpY7EkmsrRvFnsDcBjHM1wfh2TCYk8qWQ4Gq+D6OCQTWa6QZ7E3gCwHg1VwGIdkIktnjsXeALJcYWcVLPYkExZ7UslyMFgFx+xJJrJ05ljsDcATtJ7hmD3JRJbOHIu9AWQ5GKyCwzgkE1naN4u9AWQ5GKyCxZ5kIkv7ZrE3AIdxPMMxe5IJiz2pZDkYrIJj9iQTWdo3i70BZDkYrILDOCQTWdo3i70BOIzjGRZ7kgmLPalkORisgmP2JBNZ2jeLvQG4XIJnOGZPMpGlfbPYG0CWK+ysgsM4JBP27Ekly8FgFSz2JBNZOnMs9gaQ5WueVXDMnmQiS2eOxd4AsvzLbxUcsyeZsNiTSpaDwSo4jEMykaV9s9gbgPPsPcNiTzJhsSeVLAeDVdQcs+cwDlld9TauKIolO3QBiqIoZifhjoCAALNTICIPSVJeGqxJkyY4c+aM+vj06dNo3LixiRlpsWdPRF6zZMkSs1MwhAzf3lnsichrJk2ahIULF5qdhtex2BOR35s1axZmzpxpdhpexWKvI0VRkJiYqIkPHToUiqJY+nbixAkh58suu8z0nHjjzVu39evXa9ppcnIyJk6c6LX6YDYWe50lJSUhNjZWiGVlZVm+1yDDgUCkl8GDB+O9997TTKFdunQpRo4caVJW3iVDGze92DscDgQEBCAgIAAxMTHnfX1GRgbCwsKEWHJyMlauXOmtFBuMyyWQv4mMjER+fj6uvPJKIZ6eno7BgweblJX3yHCVvOlTLzt06ICysjL1sTvpHDhwAD169MDBgweFeG5uLsLDw3XPsaFOnz6Npk2bqo+bNGmCU6dOmZgRkTFKS0sxcOBAlJeXC/GIiAhs2LABF198sUmZ6evqq6/GoUOH1MeHDh1C27ZtTcxIy9SefXFxMcrKyhAaGqrGNm/efN73tWvXDhkZGZp4XFwcvv32W11z1IMMX/GIvCEkJAT5+fkICQkR4lUds59//tmkzPQlQxs3tdivW7cOADBv3jw1tnHjRrfee//99+PVV18VYr/88gtiY2OFixusgMslkD8LDg5GXl4e7rnnHiH+73//G+Hh4di3b59JmemHxb4OFRUVyM7ORvv27dGnTx+1d5+dne32NkaMGIGnn35aiG3fvl1zEtdsAQEBQsFXFGteTk3kLVdeeSXy8/MRGRkpxL/44guEh4ejpKTEpMz0wWJfh/z8fFRWVqpj7FX/raysdGsop8rcuXMxfPhwIeZ0OjFt2jT9ktWBDAcDkTdddNFFeO+99zQnaPfv34/w8HAUFRWZlFnDyTAJw7Ri/8ILLwAA+vbtCwDCVzx3h3KqpKen47777hNiqampSEtLa2CW+uFQjmcqKiqQmpqKO+64Q52tVXWLjIxEQkKC5qQfNVx5eTkiIyM1f+/qf+vi4mJ06NBBfb5FixYeddDWr1+vmYJ55MgRhIeH47333tPt/8VIUnTmFBOUlJQoABQAytGjRxVFUZSjR4+qsfbt23u8ze+//17529/+pm6j6rZ582a906+X5s2bC3n9/vvvZqdkWSUlJUpgYKACQAkMDFSKiooURVGUrKwsNQ5AjZP+zvd3TklJUZ+PiIio1z4mTpyoaa8AlJycnIamb7iOHTsK/w+7d+82OyUNU3r2DocDwLnpV0FBQQCAoKAgddy+rKwMpaWlHm3z2muvrXWGzldffdXAjBtOin/5LaCiogI9e/ZEZWUlAgMDUVhYqF5XERMTg+TkZJMz9A933nmn1/exePFilxdERkdH45VXXvH6/vUkQ/s2pdhXnYTNzc0Vvi7u2LFDfY3T6fR4uz169MDatWuFWEVFBWJjY01fE53DOO6ZPXs2KisrAQDx8fGaKXu+eEGOP1uwYIHLhdJGjx6Nl19+2YSM6ofF3oXs7Gy1MZeVlQlramzatEl9XU5OTr22HxcXh2eeeUaI7dy50/QZOjIcDFZQfTZWVFSU5vmgoCD1eKl5JTXJacaMGS6XQp48eTIWLFhgQkaek6F9G17s09PTAQChoaEIDg4WnrvrrrvU+/UZyqkye/ZsjBo1Soht2LABTz75ZL22pwcZDgazFRcXqx0BAJpePfmuCRMmaK6bAYDExETMmDHDhIw8I8NyCYYW+/LycuTm5gIAhgwZonk+KCgIERER6uOq19bHmjVrYLPZhNgLL7yApUuX1nubDcFhnPP79ddf1fuBgYEmZkLV9ejRQzMjyhtTm0eMGIE33nhDE3/22WcxYcIE3fenJxk6c4YW++onY2ou++vKypUrUVFRUe/9ZWZmar49TJw40eOpnXqQ4WAw2+7du9X7RpwgJPcUFRVpljFOSUnxyr4GDRqELVu2oHnz5kJ82bJlGDFihFf2qQcZ2rdhxT4yMlIYh1+4cCFSU1OF18TExAi9+bKyMs0Vd55o27YtMjMzNb3quLg4obAYQYaLLsx2+eWXq/e3b9+ueb7m/G9P53eTHCIiIpCfn4/WrVsL8ddeew2DBg0yKau6sdhXs2XLFk3vYOrUqcJrsrOzNa/59NNPG7Tf7t27IzMzU4gdP34ccXFx+M9//tOgbXtChjE9s3Xs2FG9X33svsqWLVvQvn179XF8fDz69OljSG5krLvvvht5eXnC5w0Ab775JiIiIvD777+blJlrLPYWMXToUM1Z/ZKSEsTFxRmWgwwHg9muuuoq4bGrE/QdOnRQ79dcWIt8y2233Yb8/Hx07txZiOfl5cFut+Pw4cMmZaYlQ/v2i2IPnDtfMHbsWCH29ttvY8qUKYbsnydozy84OFjoyX3yySd1vv6yyy7zdkpksuuuuw55eXmaabYff/yxpVbMlGGY1m+KPXDuhK/dbhdiixYtMuTiDRn+5beC+fPnq/efe+45zQn6hpywJzm1atUK+fn56N27txDftWsX7HY7Pv/8c5My+x8Z2rdfFXvg3Ayd66+/XohNnjwZ77zzjlf3K8PBYAUxMTGIj48H8L8T9OXl5aioqIDD4RCusibvqXYx/FwAAAoRSURBVH6CvOYvwgHnfi3OSM2aNcPmzZs1U7YPHDhgiRUzpWjfhq/GYwHbtm1TGjduLCxcdMkllyglJSVe2+ett94q7G/Xrl1e25cvyMrKUiIiIoS/WWBgoJKSkqKkpKQogYGBXv28/FVZWZnLv/umTZvU11RfBK3qFh0dbViOo0aN0uy/adOmQo5GGzBggJDPm2++aVoutfHLYq8oipKTk6M5YDp16qQcP37cK/sLCQkR9sVCRVR/kyZNstSKmYMHDxbyeOONN0zJoy5+N4xTJSoqSnNhyK5du7w2Q0eKr3lEknj55Zcxa9YsTTw6Ohpr1qwxPB8Z2rffFnsAmDp1qjo+XOXdd9/FpEmTdN8XZ+MQ6Wv+/Pkul7weM2YMFi1aZGguLPYSWL58ueYq3SVLluDFF1/UdT8yHAxEspk+fbrL9a6mTJkizOzyNhnat98Xe+DcDJ2bbrpJiD3xxBN48803dduHDPNwiWT06KOPqqvpVjd79mzDfouaxV4SQUFByMzMRLNmzYR4bGwsPvvsM132weUSiLxn+PDh2LBhgyaempqKRx991Ov7Z7GXSNeuXTVr6Jw8eRJxcXE4duxYg7cvw8FAJLOBAwciNzcXF198sRBfvnw5hg0b5tV9y9C+WeyrGTRoEJ5//nkhtnfvXl1m6HAYh8j7wsPDkZ+fjzZt2gjxjIwMDBw40Gv7ZbGX0BNPPKH5oYTNmzc3+Ksgh3GIjNG9e3fk5eUJi+YBwFtvvQW73e6V1W5l6Myx2LuwZMkSPPjgg0Js+fLleO655+q9TRn+5SfyFZ06dUJ+fj66dOkixLdu3Qq73Y6ffvpJ1/3J0L5Z7GuRmZkprK8OnJuXv379+nptj/PsiYzVrl075OXloUePHkL8k08+gd1ux7fffqvbvljsJXbFFVcgMzNTc7InNja2Xj+oIsPBQORrWrZsifz8fM2P3OzZswd2u92vZtux2Nehc+fOmhk6p0+fRmxsLI4cOeLRtljsiczRtGlTbNq0CVFRUUL8u+++g91ux7/+9a8G70OG9s1ifx79+/fHSy+9JMS++eYbj2focBiHyFw5OTkYPXq0EDt27Bjsdjs2bdrUoG2z2PuIyZMn47HHHhNiubm5GD9+vNvbkOFgIPJ1q1ev1rTl06dPo2/fvsjJyan3dmVo3yz2blq0aBH+8Y9/CDGHw4Fnn33WrffLcDAQ+YNFixYhMTFRE4+JicHq1avrtU0Z2jeLvQcyMjJw2223CbEZM2YgOzv7vO/lMA6RdSQlJbnsqI0dO7ZeK2ay2PuYSy+9FJmZmZofuo6NjT3vj2PLcDAQ+ZNp06Zh2bJlmviUKVOQlJTk0bZkaN8s9h7q1KmTZobOn3/+idjYWBw+fLjW98lwhR2Rv0lISMBrr72mic+ZM8ejFTNZ7H1Uv379sHjxYiFWVlZW5wwdGebhEvmjYcOG1bpiZkJCglvbYLH3YRMnTsTjjz8uxLZu3YqxY8e6fL0MBwORvxo4cCDy8vJwySWXCPG0tDS3VsyU4Zs7i30DvPDCC5qV9FavXo0FCxZoXssTtETWZrfbkZeXh7Zt2wrxjIwMDBgwAIqi1PpeGTpzLPYNlJGRoVlsKTExEa+//roQk+FgIPJ3VStmXn/99UL87bffRnh4OH777TeX75NhmJbFvoGaN2+OzMxMBAYGCvHY2Fh89NFH6mMWeyI53HrrrcjLy8Ptt98uxKtWzDx06JDmPTK0bxZ7Hdxyyy2aGTrAuYL/448/AuAwDpFMqlbMvPfee4X4tm3bYLfb8c033whxFns/0qdPH82c3QMHDiA2NhaAHAcDEf1PUFAQ8vLyNL9tsXfvXtjtduzcuVONydC+Wex1lJCQgKeeekqIffDBBxg5cqQUBwMRiZo2bYqNGzciOjpaiH///few2+348MMPAbDY+6XU1FQMGTJEiKWnp2uusOUwDpE8srOzNStmVlZWwm63Y+PGjSz2/iojIwOhoaFCrLi4WHhsxYOBiGq3evVqTJ48WYidOXMG/fr1w/bt24W4Fds3i70XNG3aFJmZmWjZsmWtr7HiwUBEdXvppZdcrpi5ZMkS4bEV2zeLvZfceOONLmfoVOEwDpGckpKSkJKSIsRqLo7IYu9nIiIisGLFCpfPWfFgICL3TJ06VZ1916xZM82iaVZs3xeanYCvGzduHA4cOKBZO/utt97CvHnzTMqKiBoqISEBl156KVq1aoXTp08Lz1mx2LNnb4Dk5GTExMQIsV27dmHOnDkmZUREeoiLi0NkZCSXS6D/yczMRLdu3YRYUlKSeoUtEclLhqmXHMYxSKNGjZCRkYGwsDD8/PPPAM4N8Vx99dUmZ0ZEDRUZGYkBAwbgggsuQKNGjdC7d2+zU9IIUOpat5N0V7WYUnJyMqZPn252OkTkJziMY7BevXpBURQWeiI/43A40KJFCwQEBKg3h8OhPl9cXKx53t1fynIHe/ZERAZxOBwYP348ACA0NBSffvqp8HxkZCRyc3MBAPHx8Vi+fLlu+2bPnojIIB07dlTvBwUFCc+Vl5eryy5ER0frWugBFnsiIktISEhAZWUlQkNDNcul64HFnojIZAkJCcjNzUX79u2xZcsWTa9fDyz2REQmcjgcSEtLQ2BgIDZs2OCVQg+w2BMRmaKiogKpqanqCdvCwkKEhIR4bX8s9jopLi5Ghw4dhGlTNW933HEHEhISUFpaana6RGSyHTt2CAuo1fyBI72x2OskLCwMGzZsEGKKokBRFJSVlSElJQU7duxAWloaevbsyYJP5Odqroo7fvx4r9YFFnsd1fYVLDg4GFOnTkVERASAcz9nVv1iCiLyT+PGjUN8fLz6eNCgQaioqPDKvljsDWSz2dT75eXlJmZCRFaRlJSk/oxpWVkZZs+e7ZX9sNgb6MSJE+r94OBgEzMhIqsICgrC6tWr1cdpaWnIzs7WfT8s9gapqKhATk6O+vihhx4yMRsispKQkBBh/N4bEzlY7A1QWlqKhx9+GGVlZQgMDERWVhbCwsLMTouIDLZnzx71fs2x+XHjxqnDOZWVlRgzZoyu4/cs9l5UNeWyc+fOyM3NRWBgoMtfrSIi3+dwODBjxgz18Y4dOxAZGak+Li4uRllZmfD8XXfdhc2bN+uyf656qbOAgAD1ftWftrS0FLm5ueqc2tDQUK9dEk1E5AqLvc5cFfsqCQkJSEtLA6D/8qVERHXhMI6B+vbtq973xtl2IqLasNgTEfkBFnsDbdy4Ub0fHh5uYiZE5G8uNDsBX1LbvNjy8nK88cYb6nh9YGAgFi5caGRqROTnWOx1UlxcjBEjRgix6idrgXMLH3Xt2hWPP/44Z+IQkaE4G4eIyA9wzJ6IyA+w2BMR+QEWeyIiP8BiT0TkB1jsiYj8AIs9EZEfYLEnIvIDLPZERH6AxZ6IyA+w2BMR+QEWeyIiP/D/+uijt3eRHcQAAAAASUVORK5CYII=)
There are infinite number of lines in a plane.
Where do planes AGE, GHI, and JIE intersect?
![](data:image/png;base64,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)
There are infinite number of lines in a plane.