Question
Identify the segment bisector of 𝑃𝑅 and find 𝑃𝑄.
![](data:image/png;base64,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)
Hint:
Line which bisects the line segment in two equal parts is called segment bisector.
The correct answer is: 8 units.
- Step-by-step explanation:
○ Given:
PQ = 5y - 7
QR = y + 5
○ Step 1:
As we know, the segment bisector divides the line segment in two equal parts.
So,
As Q is midpoint of PR
∴ PQ = QR
5y - 7 = y + 5
5y - y = 7 + 5
4y = 12
y = ![12 over 4](data:image/png;base64,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)
y = 3
○ Step 2:
○ Put y = 3 in 5y - 7 we will get PQ.
PQ = 5y -7
PQ = 5(3) - 7
PQ = 15 - 7
PQ = 8 units.
- Final Answer:
Hence, line l is segment bisector of PR and PQ = 8 units.
○ Step 1:
As we know, the segment bisector divides the line segment in two equal parts.
So,
As Q is midpoint of PR
∴ PQ = QR
○ Step 2:
○ Put y = 3 in 5y - 7 we will get PQ.
Related Questions to study
Solve the following by using the method of substitution
Y= 8X-5
Y=![fraction numerator 5 X plus 13 over denominator 6 end fraction](data:image/png;base64,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)
Solve the following by using the method of substitution
Y= 8X-5
Y=![fraction numerator 5 X plus 13 over denominator 6 end fraction](data:image/png;base64,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)
Find the value of x + y.
![](data:image/png;base64,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)
Find the value of x + y.
![](data:image/png;base64,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)
Identify the segment bisector of 𝑃𝑅 and find PR.
![](data:image/png;base64,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)
Identify the segment bisector of 𝑃𝑅 and find PR.
![](data:image/png;base64,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)
Solve the system of equations by elimination :
4Y + 2X = - 7
2Y - 6x = 8
Solve the system of equations by elimination :
4Y + 2X = - 7
2Y - 6x = 8
Find the value of x and the length of AB if B is the midpoint of AC.
![](data:image/png;base64,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)
Find the value of x and the length of AB if B is the midpoint of AC.
![](data:image/png;base64,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)
Solve the following by using the method of substitution
X = -7Y - 1,
X = -Y + 11
Solve the following by using the method of substitution
X = -7Y - 1,
X = -Y + 11
If lines l and m are parallel, find the value of x.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVwAAAC5CAYAAABk6IepAAAgAElEQVR4nOy9eZRd11Wv+8219j5t9Y06S5ZsyZZs2bJluU0cx47TEKcBAg8uL4SQEAJcboB7B827NINHwuMCYzAuff8egXQ4CUkgENI4juM47vtesmzJ6lUqVd+cc/Zea74/1j6nquTEOLFctsT6PCxVnTo6tc8+e//23HPN+ZuiqkokEolEXnLMy70BkUgk8p+FKLiRSCSyTETBjUQikWUiCm4kEoksE1FwI5FIZJmIghuJRCLLRBTcSCQSWSai4EYikcgyEQU3EolElokouJFIJLJMRMGNRCKRZSIKbiQSiSwTUXAjkUhkmYiCG4lEIstEFNxIJBJZJqLgRiKRyDIRBTcSiUSWiSi4kUgkskxEwY1EIpFlIgpuJBKJLBNRcCORSGSZiIIbiUQiy0QU3EgkElkmouBGIpHIMhEFNxKJRJaJKLiRSCSyTETBjUQikWUiCm4kEoksE1FwI5FIZJmIghuJRCLLRBTcSCQSWSai4EYikcgyEQU3EolElokouJFIJLJMRMGNRCKRZSIKbiQSiSwTUXAjkUhkmYiCG4lEIstE8nJvQCQSeeWgKCCIFt8XX7S/R9rPk+KZ2vm3orLkOZHnEgU3EokA4HF4QNRiHIiAtw6jHlyhoibHkzInCQhUvCLSIhMl9QmWBGxU3G9HTClEIhEAjPeY3GMyRRyoB8XgERSDYvEYmkZwAkkOtgHiBIdB1YKPYvt8iKrqf/y0SCRyeqPgMlQFJwk5AgJiXPipWgxgPeSiiOSkuYKzYAxOBOtADFB6Wd/IK5qYUohEIoTEa4IoeCNkRknIqZDj1ZFLgqWCBaxvgJ2G1OLSGuormByyJAhu+nK/lVcwUXAjkQgAHoP4IApWMhpPPcmuz3+B1WvPIOnpYd/Og/SsPZuhq86G1ghHb7mbbEIYvOpa0gs206omWCCNIe63JQpuJBJBgYYFD5TFk/gM9/iTTP/B3zA00M+EtUwdmmCqv4/5N+wgdzOM/vPXGZ4t88y2W9j0Jx+idt7ZSFp+ud/KK5q4aBaJRDqIB5wDbWJci1KzwcTsNO78jQxcvY2u8T3M3/gvTO4+xvDbv4dk4wr00YfJbv0GZj7H5y/3O3hlEwU3EokgQFk9NZeR5C1Ec7xRxsplzPXXsOF3f5MNv/9rVLYOU00sW973Ps76kw9i/st1ZLbB8Z2P4fC0SvGm+fmIeyeyBC3+UBQvobzdekAElZDji5fp0w8FMlFMqlifY8UhTii5CtX6GqgOQqVBqa+LZnkOO7QCn3bjurspJQmTY3OoSzGhGyLybYinTmQJSlF/6T0ZGY4MfIZ6h3oNST7/cm9l5KXAYclJwsUVRTCkJIhYsIpqi6a3uLJHTBObJ8wknqmSwSW9GGexLh4cz0eMcCNLEK+IhtbN1FtAcQYEU7R3xhDmdMUSmhisJKAJDstsmtBqd+waw6wI3gqaCPicTD1ZyWJdjojHxrL+5yVGuJFFKIIDcYhCkieIpjRNSmZsWFExrlhZiZxOCFDyUFJBScCkZNUaByolxitlsBUwJSZrdQ6XSmQCGDDlGuPlElktQXGIi4L7fMQIN7IENeA1nICmWHFuy6uX4vEY4J6WGA33Lx6D2jKVczay5ad+nMHzNkOaoEmN4RtuoPfyFrpmHc4rK8/fjv+x99KzKTyHUmx7eD5ia29kEUoLj0cxHhIFo4IvcnoZORgoSYqJN0enHaohf5+LJzOOSivDzilYS1ZLEXKS+VFwdVr1bnJrKGcZdi6DkiErVRAjJPHQ+LZEwY0soQmoKkZbiMkwYzPMPzuO7emCNYP4UomqtZiYxz3t8IBDi3VRJUFJXTCwySw4cixNxNVoWYMSLsqpU9TmOEmwKiTx0Pi2xGtRpEP7ymsdGOfwzDG/90ke/o3/xc6/uxE7n1GKjlCnLVpIrsVTUsF6izcWbwSrYFEcKbkVUoWKz0lQnAWVjMTnoSws8m2JOdzIEqyG3K2KImSY8WOU77gHSeqYJlgnwREqctph8KAe421YF1XwSTAZN+oxoohxqELqHKIZILQSwWgz1GtrGsO45yEKbqSDEOz3MJCbCmg3glCtNEjVQwZifFEVFs+q0w1RwXpBBZyBdsxrQmE2gpBoEu6ExICkgCERMFTB2Jdz808JouBGliACakHFYrQMGLxkoT5XCEk7iSmF0xLV8D8eMUFs1XlA8N5jMIhJEJFQtFvIR7j0VuI1+AUQBTeyhJZxGO9JfOguQqDkBYugiUVF4nLZaY0igKgGYRWDigGbknvFIFFXXwRRcCMdFMhRjDoqavAoIkriPdZTlIcJFo0n3emIGFQEDKiE0Tq5haaH8Yl5GnNzbFjZRyWJqYPvlii4kSUE0xrAK6KKmvB94hXJ81Cj+3JvZOQlwWHIBBrOMzXfYnS6wcTMPCOjkxw6Msa6lX2sG+59uTfzlCYKbmQJUvwHgnjwBjLrIcswTY/XHJF42JyWCEzNZ9z56DM8sX+c47Mw08jwrkEtgSt2nEsp2i++KGKwEllCgiGRJOTtnJAZz3wNktlZzMhxjGsVa9eR0w1RRzUVunr7OTKtHJpNmKZOIzesGu5m1UBXFIwXSdx/kQ4CpGoQDfk7VCBJmCkro48/zoHP/RtMT8W23tOS0F1YNTnr1wwytHIVua2Tk5KIcs4ZA6yopXHB9EUSz5zIEsQXB4UEG8b6ig2UrryGAyt7OdqcRfNYpXDq4ghNu+GrXINREcUjnoTRWeX2ex5j5MCzrO0Xan6M9UNlNq8dpiKKxLubF0X0UogsxRcO455Qk+lzmiNj7H3oCboGBli1ZRO2rztahp1yKHgX3MDE4EXw7Yur9xijPH2syU337WbfgUNcuPUsLr5gAw/ccz/11HDtqy+naoWSxLKwF0MU3MgSFI/XYEIugM896j1JkgCCb2VIOUVsPO1OJZQQ0QqK1Rwhxzsl14SmKbHn6CRfu/MxRsfGufSSzVxywdl0lQ2zUzPkjSYrBgcwQMlIvNa+CKLgRpaQF/aMnXPKK87lWGMAQRSsSZB41p1SeCAjtOmmmoFv4dUwpymPHZrmS3c+gWvM87rLNnH+5vVUbOgus6okxSw7K2CT6BP3YoiCG1lC25qvfVKpKpnLEQzeO6y1pDaJt5WnGIqi3iHQSStkIjz41CG+dNvDaLnOG6/aygVre7FGsKJ4l5EoJDYtUkxgkySu/LwIouBGltLO3VLYNRbKq8X/IiCxvffUQx3ks3ixzNsa45lw7+MHuO+Bx+mtlbj+1Rdxzhn9VHBhzBIg4kNqSZNgsEHoQosf/ndPrGKOLEUJ5WDFOJ22Se6ScyyecKck3oNPEsYbjq89uI97H93L2uE+3nbNNjb0lSipK6pTQq63HYrpos87+ha9OGKEG1lCxzBq8WNQ9J4Foh/uqYcHmrlybLbBrfc9ySNPHeTcTWdxzWXnsrKeUtUsTGqQBERDc4v4UI+NCcPuEKzE6+2LIUa4JwNd+EtkQbCk88fCNIW2eknnJp1OxlSe99J3co705ww5X/w7JQxzyBdHNChShDhtnY13la9A2vW0snBMdY4rguDumWzwtTse4cjBg7zqws1ctm0T/V0pxilWbHFsCFrc4fgQ5wISXeJOElFwTwq+c2B6gqsWhCmobfX1ohQ2TJ2SK0wGOEQt/7GMGV78akUQ+QXRPeH1irpMI55cQoG8URumQGgIchyetOO3EHmloOoR9SAuXDRJyb2ECcwCB46NctNduxgZneSK7Vu56sKz6a8mwVxcFDEG1UWfqhjsoqtx+6v4qb84ouCeBJYelkVhuAZxCweow4SiHJAyaFFa4wExiLeFgz7LcESfcOrI0odEPYnPUePwYhAEkxusCWVCiEPELseGRr4D1Pgguj7FaLDQzDWjpfD0vnFuuvVBms5z7ZUXctG5Z9CVCEZduNMqAgRZdEh8+68iL4YouCcDkQXN0nbj5OKD1CM0FslxSlC5JKxIaBFpykvfNvktT5x22kML42nyTuwrAsYU87O1hbGCEP1QX2ko4MSQYBAFI4r6Fo8/vY9b7nkWl/Txxtdu4dx1vdSsIFmGWo+YhTur56SbIiedKLgnAw2xrEgxnuSExKgWCw+KDdGhmGJ1yi28wPKEtydu9tLvhaLuK8WLIcdiAOdyEnXYNEa2r1RELRbwxoXSr0y559FD3HH/09T7+7jqqq2cu7KbikCSZ4jmGFm4cMaV8+UhVimcBLyGLK6RMC1BNUSqiuCwYAx5IaouF+an56hWUyplQXCID6NMRGwRZrZv8U62uIVhgJ3CHzF4Xcg9A6gILWCi4ZmYazI7MUVrYozN61czONCLKiQmZnBfbrz3iAiqihEBFxbMmlYZmc+59/GD3Hf/PtasGOa1V53FmSuqVFSw6mFRKiEcY8UMj1iB8JITI9yTxkLVAUDuQzdPS2F6vsXIVM7ho9OMjUwwPz3J1Vedy9o1vSSaYU1h/K3aWW02Is+JOk76yaCKV0UFcudptFocHJtjz/EWe47MMjbZYHbiCGd055y9cR1ZseBn4xzJVwTeh5SAoqBNVIXRGfjSPU/z6L4xzjlnPdduX8+GHkslb2FMe52gKPVafGcVP89lIQruSUCkMHspFNKrkCEcPDrOo08/y+GJJodnUsYmoTUzx3BfmUuTKg01lKWCw0GupHisCbftXl86Q672Olm71McjYISR0eN89a4neWq8wmxexznoSats2LyGWlcN9Z7URDfcVwpS1CDm3uGNZf+xKW67fx97Dsxw8fnruWL7WlbVweYZRm340IP3ZngBNZ3ulrg8tjxEwT1JLD5MPYJXg63VmGzAUwfHOU4PznRj6z1MAvc+OcLBI8LK/goDtTpdqaVWMpRLC25MJyvCXZJRXlykoFqkQ0JCYWBwgBVr1vDY2ASa1EGg1p2w4cwVpOIpi0ecQa1BYvfDy0uRegqpBcMTh6a56YFnGT86wuXbNnP5hWfQUzUkziFecRaMWSjn00VRrRSpphDpRsF9KYmCe9IJJV+JEYZ66rzhNRfTO7ifmx87xPj8PKVSCWuE3XsP8ExrmlRblI3Q1dXD8PAKVq8cYKC3Qk9Xhe6apZQYjBESoL1ktVB2FlIRFKkIbeflTFEPTMgvL7RmhujU4jHkWA1mJkYSWmqRUhlT7ULSeaTVoKw5ZwzUWdVXI9U8lBGpR0mWxES6pPez/ZsiL5jF3hVtQTxR9zQMNlIRrCpGc1SEXCwPP3ucL935FPMOXvuai9lx9hDd1lNWg3cWZw1OcsKwe/OtF8hk+Rdt/zMSF81eIrwuhJKzuefuZ8f5xgM7GRsZ5fIdF7D5rGHm55pMjU8zOTHG6IxnfNYwPz9HIp56JaGrKgz21Bns76G/p0ZfvUpPvUK5bCiJJbFCagAt5M/nYVFMBbEmRK8iofIMxXsQk5CIx7gmgsMrNEkYa8Kdj+7h7icO0bfiDCpWGNn7NG+8ehtXbl1LxYP1DtShFtS0T1BB1SwRYCNRcL8jtN04YwpTrsXRZ/spvjNN2YoHnzPbcjy4d5wvPvgslTTluu1ns+WsYaoCJZRE2r1i7UVYExtWXmai4L5EqCra6TITphCePTTBA/c/wkUXbmL9utVYgdQEcZrLPaNTM4yNTzA11WRsYpapqXlmZx3Tsxl5Bt1dPXR3p/T1JvT11entK9NTL9FVq1CpJNStUMMAHiuAc6FUTQuhVMEndTwGFcWJ0PDC6GzGnY/u4cGd+zh79TDXX3ouqYXHH32Si87fyMqBHkyxWAaKSLbQt6yyaHB6EODOukzkBbH4FOxcpmWJVIJ6JG+imkNaZbQJdzxxgNsf2EV/XzfXXXEB567qJjFgvZLgSUy7s1BAbOwPfAUQBfclwPuQE22XdXlVMgweZXJigkq5RLVcIbGhOhfvEdEiGjWoJsw7z3ymTMw5JibnmJhpMDrZ4PjEJHPz8zSbDVqtBqVySldXne7uOkM9dYb7uuipp/TWq3SXU6rWUzIeS1EK5C1KgksS5gVGJpvcfv8uHtu9j03nbuT67Rs4swtQpdXKsUkJYxMwRRSriiU/4cbUEnIaRcQrxBzvd0CnOCV8V+zbpbXczjusb6FiGJkTbn5sP3c9eYgzVw/wxks2cNZQFyngvSMRwYgPryMSFkWj4L4iiIL7EtCObo0xnXpJrw5VF0ZLqZJaE6JALRYsfInQ+huiRm8hF4cXjyDkwLRTGi1Po5kxM9dieqbJ+ETOsePTTE7OM910tCTHiKdWMvR0VRjs7WbFYC8DPSUGusqsLidUyimZwMHJJt+46zH27N3P+VvO5opLtrCqLpTcXFABE5o0Qo2mRTt1nwvWfZ2TuHMUFVlmEwX3hdLOtxvV4IegjmBEU3SBiSH3HmctRyZb3HT3kzy+9wjnbT6bay5az5ldQlkdYixe/YJfsQAdRwQpHo+S+3ISBXeZ8N6h7RKBdslX59hX1BUjbIo+NSNhKIriQFzIwUqpWLAKheoeaHlotTxzczkj0y1G5+aYnGkwPjHN+OQUjaYnczmqSk+txsquCr29dZJanQNHJtl/4ABbNq7htVdsYqCaUlbFtluTCz8II0tblp0E+5q294IIyGLjk6LZI/LCKIYpFIuhHtEc7xxiEhwGh5CL4ZmxOb58z9McPDrBjs1ncN1Fa1lR8VifhxbdRQKtSGcxs/25iJhF30VeDqLgLhNukaEzFB20iw5+h0PJgFDnYFWCtYIKnTaw9gljCH6lRgsRby+6JGROyHzw7J9teibnMo5NTHJ8YpaR8Qb7JpWxGRcGZmctSlY5a00vq/oNg11V1gz10ttVJk0s5dSSCpQErHoMHmOEzIetNEXHmVG/sFCmFNsYBfeFslRwi0oQr+QmJReh5eGZw+N8+e4nODyZc+WOzVyzZZgV0iDRJmpLiGm36RZ3IoUzHRC6GVGQtitd5OUiCu4y4dUtMUakWDFu73wlKwRXEEz43xfGz7rIaaHwKkVyPDmIIpIH4xtvQFNUwsmWa9G+i5B7mM09Dxyd59a799BsNDj7zGFSA5Pj40xPHscUbb5pUg454YEu+rrLDPX10NdToVZNKVlLxYROuMQEG5twGVBENVhSSqzn/E44McLFOzyGplqaojy+Z4Sv3vU4ufNcfekWLjp7Jb0lIdUMFcGpxQokBsJlscilU1wMQ2V4IbjReOjlJArusuBD/vYEwV10s1e0foWft7vAVDyoFkJNcWtf5Eg1eKCqhtxccIfyxSKJD4KuEh4zkEnC7v3j3HzPw8zPN7j84vPZeu5ajBXm5hvMNhqMTzYZnZhlfKrF9Mwc0zOzZHkOKDaBrq4aA309rOgp09dVo7e3m65KSq2SUk8N6cK76ZTX035HSw6zTjXxQtMTiwJ5gifFUitJg55QK9pOeXSe0/nR4t++lJfnMrDUh+sEg8xOCaGIFAuokGGYaHnuf/IAdz78DLZS4drtG9mxvoeyZpCk5KZEVkSxqSgptGPZzm80qhjyRRFuFNyXkyi4y4WeaL24OApc0p1Ap5chFNcu+VchClosaWGJW0TRPPgieOtRDIkH9TmZtTxwYIab7tyNNEa4+tItXLz5LCoSajpNsZIdqjaFTGFuPmdyep7JmXlGxsYZm5phenqOsZkm07nF2BKVNKG7ljDQU2PFQJ2erhK99To91ZR6OaFSSkgkZJutFtUYgGDwxYXCt9+rCb+7XY1qfRPRvNhHwWXNY0MVB21R9kVaRk/YnwaVdsa5s0s7ufPlF93QxdV+f4sRQDUr9o1FvUUTYbyZcfeTe7nlvr30D63hzZetY8vqHkqaYbyHJMFhadskGQ0dim2h7Uh8u5SPtgFGvPN4OYmCeyrxLT+p9g2pol7xCAaD1xxvlVlnefyZcW6550mchWsvP5ctZw5TNUJFlUSCjxkmtCQLITIWMTggAzIPrdzTbOZMN1tMNJSxiSZjY+NMTc8wMzPLzMw0qp5arUYl6aKn3s9Af43h/gr9fVX6e8pUS2ANWFESbWJE8V6wkmBIwEtRk2rIEk8mvp1cIaFYxcd12lC1bXXZQYr61YUbhoV7CC1+/vJJzreNuPMM8OQCTZMyMuu568FneejR3azfsJqrr9rCpp6woNkWzZixOTWJgnsq8e0Etwhlcu9Rb0icwVvHlIG7d49z25276U9yrr/yLDasX0MiQqIaCuQNYeFNBCchRJJC9FQEr4rzIMX0QAGsy/CuiIQzz0yjxdR8g7GpBqNj44xPOWZmE6amp8jyJuVSia56ma7uKr093Qz0V1jRk9DfW6enZqmY4LtrnceoR/HkJsEZ20lPhJZkpdO0rIJrT544oSur83d77EwnspTCcPu5t/UvJScmU9oXyHYYqq0cgBmjHGgavnbffnY+cYjtG1fy+kvXsqLXkVDGSNppkjj51p2R5SAK7qnEtwyR2n34ihYRolfPtFpu3znCrfftor874S07NnH+6gHUFGe59yTGhIiwaA1zhBNZvHa6nBRQrx1RFzwmnw+r4mJQkiCOYsiBpvc0c2W2mTE9M8f4VIOxyTlGx6YZn2zRaObkTkjSCuVyQl+3ZWigzlBfnb7uEr1dJbqrCd0WKoTtC9eBQnoX5bmX7hItor72UqQivl3hGh5fqJ4wyyq4S7fAdd5DO0z16ml6eHa8yRfv3Mueo+NccuGZvPaCtawt5SStGbRUR5JyFNxTnCi4pxInfFIqdAQWwLgQ/03g+eaTR7ntnr0M91a44TUbOXdFN0lmEBMiSKFw/Oo0iBUm5MIiwS1+oXdBqzojiYtbWy0WYsTitBieGZKSePHFAo4hw5M5mGt5pmfnGZ+a4+BYiyNHjzM5Pc3cfBPnwNiEarWLnp46q3pLnLmil8H+Gl3VhLo1lBNDxRaRbrHo6DQsFgpBS8N1waFeC0MtQRe5ZHFCLepyCNfixUAppnx4FZwKxhpmvLLz0BS33PYo09M5V1x+LpdesJI+6yllOUYT1Bow0jEdj4J7ahIF91RCF8VKEsSmXYGLClZgZt5xyxOH+PrDz7BhdT9v2LGRs/trwRbOCFby4jUMFB6pKloY3ITqBlMstHQWWxZVAyhCLumS2/iQWw3RZCgLbteASvFl4XRlQsUwQOY9jZan2fJMzGZMTM8zNt1i5PgckzPzTGSO+SwDl1Evh4W5we4yQ711+nu76atb+ssp9WoZa8N7F4p0iIbt9lpE76odwTWdaRXtSPGlr0vtfGrFflIVclVyY8kU7t99nK/fvxtpTXL95edx0cbVVI3F4It27+DzFTX21CcK7imDXxJdKobMuTC+xytiLNPNnLse2sOdD+5jzfphXnf5ejYO1EibNtRmllxwmgIUi2jR9qkeFYeIByztoZad5aeFBjlAyDpF9sG2pi0kUrxWaE8lvFa7UldYeB0FIaczTiixOFEy9cznOc1WxvF5w+GxJmPjE0xMzzM512CqkTPfhJZCV+LZ0GsZ7qvR01Wjp7tOd61CV71Cd61MeVH1U3s4pkGwErwKhLb/60tfJlX8pmKMueAUWirMOM/DOw9y6z3PUKrWuO6yM9i2YZCa5hiqKIbcKk6UUrF4GDm1iYJ7yuAXItyiNCpzHjXBhnF6vsHXHjzIfTsPs3VdD6+/dBPDvSWMgkix+OQVknbEFcxMVBXEE7qRHKggGhajFte9Lq7tDM4OFOtVpqihFVBZiJQJAocarAhe82IxLkR4XlOUMMNYRPEEZ7N2z4T34aLiMDSdMt3MmG44xmZaHJ+a4/jELKOT00xNT+MyVzivefp7u+nv6aK3q8RQXxeDPd3Uqgn1colaakggXBy8L3pIkiIP/tKJ2cKrB+ltKYzNZtz9+B7uevgZBgf6eN3l57N+VS8pjjIea0Iu2klYKkxihHtaEAX3lYIGkdK20CmdETgAeIdpzUNSwovFFbeauVNmsxZfvu0Bbn3wANsv3sYPvGoDwzUFb8htiRxIvINWhqYJGEEVrJiQ/zRalGi5Qpzbt9kLt9udRSbNEeaBBPVV1Cgi84BFfAUn4I2npZCqQGOGPXt3sebcc2mZlG5xpJqTUcKTIGqKfGQwRzcaRnx3LF06XWvtfrawl2ZzZbzlmW1mzM5lzMzMMDYxw9GjY4yMHqPRbFBK6pTSGl09VWrVKt3dJdauHmLNqgG6a4a6KFUNExMW6p4FdY62w69icV4oJh8FQ/di1yihtjiRIvYsStL8ov2FKlZzjM9ALPOUGG0pt9z3FI899gSbz1zNay8/n9WDXagP2p+IYk1WXAAtkEQfhNOEOPHhFYQu3Hx2Cvw7UWXRAEDuIA1RTxPh+PQ8d9z3GJ//ws3ccvNtXLTuv+Ome/nkjZ9hbLrJbFqn4Qznnb2BN732ClKb4H3wy1WCB4I6JVdFJAmNB7awW2RpHWtbTqbHRvnSTXcw1yrzPW9+PYMDnlu+fAu7nhxFbc48U3T1D/Pm627gG//2z3z8xg/zP//3H7Pxostp5BmlrIn388w7qNW68FisbS/e+4V3LSknUlSh0p1Ad6JoLcX3V3D0MJ8rc80Wc40mk7MtRscbjEzOMTHV5OjkPLsPH+ehpw6TlqC7kjLQU2e4v5f+/h76envoqSV0JVCxNlwO1AEtjA31yeoFKdIt6sJkDaNhIbLdsrHgYUthU+lR1yR3SitJODDV4Kv3Ps3T+w9y4eazuf7iTazuq+DxRUlxux6jMAsXKLzETu7BFnlZiIL7CmFB3qT4qt1FVTwikNkyiTjENSCpMDrd4st3PcGjDz/OQ3d8HWaPs+GMIY4cfJYP/dZvc/D4BNSHUG95y9vfwmsuv5iBap3EGLJWE1UlSQxGDNYIzvlCbFn4vYsRw9zsLL/0i7/EP3z8Xzljw6VsvWAbK4ZX8w8f/js+/qlb6O+r42yLlevWs+WsC9h0zjk8/dSz/MHv/wF/9uGPUbLCnl1P8Qd/+jc8unsv7/2J9/H273871UoFa02xI16AwBSLY+UODNkAACAASURBVEGTPEYMFSvYckpXucRwv7DxDI8TyHNlrpUzOZszMjLF0cOHmZmcZnR0ikcOz9PID1MppdRTYVVvlQ1rBjljoEJPOaFWDlaXpaRMySYkSJGTUUKBsoYR5YXZd9hq10mrADiTMm9L7D4+z023PcLUsaNcff56Xr1jC6W0RNNDWZYMLfoWVQgxuj0diIL7SkGE0FelHY8AWdSj6THk1pJ7R2pTDo9N8q+3PcaR8QblUolj+/bwE+/5Ma6+fBu77v8G1sI73vG9/Mj7P8Cct/T1dFHu6mJmZhrvHNVaFWMTGo0mee5ISynlUims6HcmTS7ZQCjKvErlboaGh7CJRUyIvD1Kd6mHv/iLP2PgjB4yLbPpnC0M1w1vesPruPHfv8oj9z/I9du38rEP/z1zcxlvfMP38Lv/6/e5YNtFbNt2XqcO4tt0eDx3c2hbWhYRuMspS7vW1qPMYURxNqGnXmZVV4lzhuroltV455mYa3Cs6RidanHs+CTHxqcYn57j0IPj5FlOKU2pWqGvq8qaVUOsGe6mp2LoqZXpqhhKiVJOii659oVCfUiTICFNZCxzkvLYkVluunMn8zNNrtl+Hq/ZupZq4mngQjTrF+doF9dRhL9fqgnOkeUlCu4rhOD6Lx2xE/Woc2AtGoZZYcSSJSnPjEzylW/cx+TkLK+5+ELuvW0/BmHHZZfQXU4Q48mBvp4uXGueru4BLrpoK6kqd935TW78+Cd401tu4OprruWv/upvmZ6e5ud+7mdZMTQUDHG8QyQsxkGo/UTC6HabpvzmB3+VhoObv7EzdKCFp2GMIUlTZqZm2HHlpQwO9JC4nO99xzu48fNf5sE77+X6bZs5ePgYV776Tbzl+9/Bxz72SaYn54qX+E6WE0y7IK7YX47UhCYCXB7ywJLgvcOow2oGavECYgVJLJWkxNrE0Bouo+f00XQwNZcxPjHD5Mwc41NNRhrKVMNx767DzNy3i8QqQwM99PVW6empMVgvM1QvMdDXS19PhWoSTHxywsnVULj7mQluvvNxUhxvumwLF20Yop461GWk2gBjEZMsimpDAscX+WUv4bISNffUJwruK4T2Apm0RbfQkjx3qKQYYzB4dh+e4PN3PMnMjPKWqy7iwjN6ufljj9I1MMCKdetDnSdC7j03fvqz/N3HP03P8Bp++Vd/gx/5oR9g7eqVPPzw/Tzx1C727j/En//lX/HWt9xArVYHDEYc6sItsdiQ0/WqqIYZW4hlcOUqkjTFOUWsRXHkzjHZnOZn/9vPMjZ5jB/+0ffxK7/+K5y7bhVnn3MOlXKFvXv2Yktl+of7ue2O2xifmcVaQ62r9h1JbYdFi4rt5Is1FGVtSpZZjCkVZWshZ+19jkexSYI3itMk1Fm4jG4Rumuwrt4F0oNXYQJlxsGx43OMTs4xNtFgYqbJ5FSTg0cnaDVnkHyW/t4e+gd76eup0VMPI48qFcv+o9Pc/sghems13rzjTLauHcCgNE0aPCLyecDhTdswPNzSiDEoHhVfdJclsAw1w5GXlii4rxAWlanSPum0cMfKxKLGcHj/UW66/RHGsxKve/UOtm+oI2N7mDq2j96hYboHB/E4TFJBSlW2rF/DW9/2dv70L/9f/vyP/ozrr7mWczdt4hd+/gP88v/1m3zwtz7Exs3n8xPv/0m6eroxPpRLoR6PcOTQQeYaTVQSMJZypcKKwR5AcYucYQShVqvTXe3m/T/1fp7e/RifvPEfuer613Huuu+lXq8jYhg9PoXYEv/ne97N7/zeH/PJf/pH3vf+97J+wzqc8yT2O1mJP1GiDUvV12CsJXehKcL5YJ5eSiw5nrmsRclaxGWIgjVF1tyWyBGaPixi9WiLvlRZOVjCDXbhk4Sm88w1MmaaOVNzLY7PNDgyMsH+QyM89eyRcIG0KaVKlbmWJ1fDlqE+LDA7Nw9pGS0JJZtQlRr4nJYP6RlbdJLh/aKaYX3huyXyiiYK7isUFfBiaTjBJ4adzxzjpq/dSV6q8ebXXMBFZ/ZTZ4p5o0ia4P00Ls/wWDZs3MLff/QTrF4xyHD/IA8+8Ahf/vpdjI+Nw4YBrrv2tbzq6lfx8Rs/yw/84A+ydesFeA+4cJJjBHLP7/3u7/K5z/8bXg3NVosb3vo2fud3foszVnYtbCehhvYXf/mXeP/7Ei6+7AK+dvMX+dgnP8fx8eMI4CxgEhTDHHDOtm388Z/9IfMNR//gMGLNCYLywiK5xf9kYclpwSdB23W9ONQ7ZmZm+fgn/pGvf/Murrz6Gt75w+9gqKfM+PER/uav/5b7H9mJ2jKZt/Sv28C7fvzdXL31bNzcHM35JknJU0vKVBNHX09w+GppmQZ9NM5ZxVxrI7OZY//RGe5+cC9HxqaoVKtUdZbdTx5j326hnBhK5TJ9vV2sWDnMmlUrGOxL6Uoh0dBRlghYsaENuGjYiAmF04MouK8QlkyDKIzDnXokLfHw0yPc/M1HKNWHef2rtnL+mb1UtYXxObZUp3doJZN3Pk5j8jiWMzly9Dj33Hs/V15yMUO9A7jMUU5LVCsVUHj4kUe47557KZVLPLlrJ2PjY6wcGupUShhj8Ua57PLLcIRZWblTtu+4jGq1ykI1RTC2zpzyxJO7mBpL2br9fLwqxoDzGQocH5/EqbJy1RAWEJvS399LrzdIkgRvXGMWeZS3626/Ezq9bov2ZA5k2CTh8MHD/MIHfo5//cKX6O5bwWc+9QXuu+sh/uKv/5B5b/niV27mm3fey+oVK8EI6w6uR773TYxP9PHB3/4QX/3SVzlv8/n8+q//T7Zvvwjnw6lTFk9F58nTlKxU4sDEPEcOHGR24iiXXbCFHRefRa9Vjo7O8uzxaUbGZ8lm5xg5dpy9+44wQ5kEzxm9ZVYNDzLQV2ewt05vd42eekqtVKKUQJkTg9zFxjztd3yCqT1L7wNONOxZaMZY+LliCOZx32rxUoih9osjCu5yURzXncN40XErKKouNDz4MFpHjJDjefiZw/zzzQ/SO7yeH7h2M+t6LYn3YTC5VClVLJvPOhs39glG9z6D7NjOxPFRfv+3P8iGdev4vu/7fr5x992s2bCJnsFuxsfH+Nu//v+oVSv86I/8EF/6wr9wxfZt/NiP/ziJtTixwa+2nPKud7+Xd737vUveRrgwFNbebgLJ5yjbjXz2c1/gox/9Rw6O/D888NADJGmJc9aswQBP7NrHTGOezZvWE3oFElJritrbcMu/sHde6En93LKpxRKthKotJMEr7H56Nzt37eIDH/hZfvAHf5gb3vp9fOObt7B/5DhD1iN5ix07LuNT//x5hrur5HmLclcvn/vMp3nk9vv43x/8Qz796c/wqX+4kYsv3oYTIfOWREMjh0sMe47P8qU7nuDgkeNcdslWrr54PX2poQycub6XS9b34gmXgVbLc3xsiqf3HeTgyCQTDc/Th0fYuU+ZnWuQe09f/yBrz1zL6lVVVtcsfeWEajmlUkroKhvSMEYUJUNIwJfx7TphMZ024na+qn3ctaW5sP8p9pYnJyFX0DwjNYqVdnWE0J7eLMvQCn06EwX3ZSB4DrT/CLWcVoMpV25yMmtoYbn/iePcfOsDnLlqkOtecxbr+i2pb89lELwDY0uct2UztdRy69dv5Y03vIXt27fzG7/+G/zpH/0Rv/Krv8ZlV13NL//yL9LX28PnPvZhHnjoYX7u53+BN7/1LRw+fISPfuQjvPa617F+wwY8niR9vsNCcE6pVqrUayXQDFXPT/7kTzExMcUHP/ibDA2v4H/8wi9wzVVXMtNo8ulP/xNJarl0+wVY1WAc3l7mWqyb33HvqnyLrxawJsF5R9ZqsWH9Bv7mb/+GNWvOwHmlkgpJyVAql9DGBCVRpp3yhS9+GZvN8cY3vJ4zunuZn51koK/Kjit3cMeDjzM6foRMFVGo+NB6Oy1Vdu8f46t3PMLEXMZrr9jG5VtW02sdFW0WXWKWpPjknEKaGuqr+tiwqo8WMNVSJmdmmW0b+czMcnxsliMH97DryVk8UKlWqFcTBrrr9PXWGezpYri/h/7+Oj2poW6Szgmt3oFXUgn5YIrqk7Cbi4uaSVATfDa0GNGUkuG0BU5Qa1BJUUxwgmt3A36Hn1JkgSi4y0T7xs20Q41OR9VC6Gsw5MYyrsKtDx3mvnue5qw1a7nhqrNYPyioz/BqSYwhzDoLMnPetm285W1v5cbPfIZLr76WH/6B7+N9P/3TXHb5pTy7bx/nbd3Gho2byHLH+Vu38od//Idceunl9A0O8aEPfZC9+w9SrVQW3ZR/ewTw3vOjP/pObrjhBtauXYf3jmuuuYZNmzZx77330tPbx47LrqBWq/IPH/koX/riF/mxd7+bbRdeiGtvtfJdCOx3SsjhemDt2rWs27CJT33iI/z5n/8VSZrygQ98gOHBXqaePYQKPPzQA/z0+34Gn03wrne+k1/70Ic4a9MZHBk7wK/+3/+Th3cd5i3f9zbUGIwDq0rDwb37jnP7vY8gPueNr7qA889eRY/1lF0DIQNThcLFobPQqEqukGtoqx4qCYMDNcyAAfrJgbkcpqdnGZua5vBMi/FGk+nZBkdGZnl41xFEUnp6+ujvrTPQZemtGboqhqH+XtatGKS7KqQQqk68p9xWS+9RbFHnXeSHVTDkGG0hBqwtkXnBi8UX1RHt9H7kuycK7nKxpAzBsTR3Jqj1ZMB0Lnzz/kPc88jTnLmuhze+6lzWdqckWYZPbGcWuQJiDM47urr7eNd73sOB49OUq2VUIMs9F126g4suvQJ1LbK8RWIsl191FWDweYvcKTt27GDHjh00ncd7T2L/41tGEeHSSy8Lr+NzsizDe8+aNWt5+9vXAjDfbCCqpFa4/nXX8vM/998ol9LnZFlfKoRQ22yMRdKk0HZPnuWUSyUmJyd56OFHaGSOcrnM2WedybSr8v7/+t/5+lf+lX/67D9xzfe8mXf9H2/lp376Z/iXf7+F1113KT/yQ28n8+AFGqrc9cR+bn5kN7WS4fVXX8KWdYOUvSfNm+GiqoKqKRpEAqoOAZLCg9iqo+Tzzkw5MJTEYI3S119lXX+d81BaqmS5Mtt0zM41GZ/KGBmdYuTYBIePtniylZO1GlRKhq5KQne1xIqhAVYMdNPbldLT20Nv3ZImilWhLELJg9WiMkUgI8WJ5djoNP0DvVgJUW3iQ8WEQZbhQnn6Es1rlgmFYjiDAnmn9EdtglPDvAm3lbfd8TQPPbyHreet4brXbKa/bCkpWG/DtIbOse7BK1qY3jjvmJ5tUK51U07TYjx2XhizBI8GWXSyqGqRk+vMRwhR9n94PrV/Jx0j7BMNsduvJyI0m00ajQa9vb1LXmU5rAZbmUMMqM8w6vFZFpzVZub40Xe+iwd3PcPf/uMnuOHK8xjbtw9fGqJ/eBWf/+yneN/738ev/c7v8T9+9qchz5idGqdUTUlLVeZImXKG2x/dy533PMK6lYO84TWXsHagStl7ShLyotrJey5YK7ZPNr+oo07UhUiYkHfVJVUJAl4Rn7evICAWjMWrkHul6R0TmTLhlLmG5+ChKZ7df4ixsWmaeY5XjzEWl5ZIE2H9qmE2b1jFmv6U3pKlbi0lK3gjZAKj0zlf/OqdrFuzgiu3b6LLGCquhSGDpAIm5nG/W2KEu+y0UwiKl4RMDZkYjs95vnb3Uzz1xGNccv5qrrvsLAbLJdQp3kBui6kGi07E4G5lgwmNNfT31ULsq74QzXBitOd4dRZOCuFd7NWwtNbzhYlhW2RP7PvvvJ4q1XKJarncEemFJy2D+5W0LwqGm796Ex/7yEd5z3vey44dO3Dek3lHs9Xi8MFD/PUf/zlDazfzzne/l9mZGXKXIzZMskg0pburC0wLpzlTszlff3wft+98lnM2reNt289ldX+FRHMM7VH1CXlhQJSwkPeUjjlmu5G5mLRMqbPZRetD51+IFKY5qguVHN6BKMYKFausSjyrnKI1w7bBQVrnDzHXUibnM0YnZhibmOXw+CRT07OMHNzPvt27Ua90dXXT1dVNb2+NFYPdDA7VGJ1W9kwadh07yMi053UXb2BDf4I2csQWnsmR74oouMvKgqGJR2ghZBiOzTS45Y5neOrp/Wzfup5rL99Mf6kEuQ/LFKo4yVm8ttwp+xGA0BGm3mHEF0JTyF7H0zYIgerCksdSuTuxaOjkoIumRSwnCtiiW0sQKpUKN3/1Znbu3MUFF2zj67feyoVXvpqNm86mq+Y4+Ox+/uQvP84DjzzFw/ffxqrVq1m/YUNwU9NgQJMnKSMTLW6960mefPYwF25ay3VXnM/aWoLVHPXtgZ6m8NrVwmr3xH2qLNwHKMGLYuGiCEsvYiLgilRP8BsONcbh6YriKKnDaCvkOhDKaqmXElZUUzYODqIMohgauXJsYpbDxyc4PD7DxJxjaq7FnqOTPLH7WfJmg7zcx3SeQtLLnbuOMTM9x+u3r2fTqm4qMbp9UcSUwrKykLvNvGFeDYen5rjl7sc4sHc/l124mSsvOY9yIpQQUltYcKuiGk7iYMxSVFC2BysUgxaN5hgN88e0EOdwWxsSyGGxqn0iL3anCtvUiXeft4VUnxutfovnPL/ISlFe9NJFuAo450PuVHNmp6f4/Gc/y4f//iMcOHCQrRds450/8195zRtfT3dznN33P8Af/Mk/cPu9D7J29QDveu+P8dYf+i/0lsvgldnEsHN0lm/c/QyjBye44vx1vHrbGnoqQhpq9EIpFm3znwUTIjUJphMVLoy1b3+tavHYRdUrhSdwp5xLyaQ9Zy4IavixFItegDq8uoVBmkVZWDDECNuFl9BkYsJvdsC8V5qtnKn5jImJWQ6NTXPv7jH2jCt5WgOXUWtNsr5buOFV53HxxiHSuHL2XRMF96SwEB3qku8WfuoB4zKMNsEkzEmF3cfm+Modj3Ds2Civu2QTr77wbJIk7bxAYhwGF6IkDXPE2ibZQGF4sxBAmfZUiM5zOo2hS7aH53z/rQrcX8j7fb6fP7/gLkdxke/MMmunWJTDhw5xbGSU1avPoG/lCmbVU8/nSC2Mjc6w5+AovX3dbFi7EpPAvE/JrOWJA2N8+c5HmZ8TXn3xeVy5ZYh+47A+g7S0kLcmNA1IZySSJ/j6tt/vQhZ34evOctSig0cX7ULFS95JNSxJBvmimlbALRRBLNwD6dLK5s7arbS/bl94lSaGY7nyyX+/myf3j5ObCj31GhtXD7BhsMKmVT1sWtkdBfdFEAX3pBFOhxOlJqyWK7nXEIHimCfl6eNNvnL3U4yMHuPaSzbzqvPX0Zt+qwP5pV/R/8+KB5x6LC5MsjAlwJID4pp4nzHuKzy2/zh33PMoufdctX0rF29eTd1AWcNoImNSvv1ntLyf33eXGArbOKfKyGyD2+9+CE3KDA0OMDzQy4q+LvqrCYl3lMQ8J2cfeeFEwT0JfMsdWDhUUZQjqctpeWFOEnaNzPOV2x6lMTfN6684n+2bVtKVCHaxAUvkpcdnQI4zJTIMVhXrWyBKS0tMeMODOw9yx10P0NfVxVWXXcA564dIFVKE1HgEjzWnx1JI5nPm8pwsV2yagjGUrMF6R6pZuF8yJZZj8ObpyulxpLwCWNKUWpRqsaRUSmiZhIcOznLT3bshy3jjFVu49JyVlHyOOIHk+SKlyMnHg+Z4SrjiNt1qWGg8nsGtjx/k0QcfY3V/F9deeTEbVvVTwmEk5NSdgjX2tLkHsTi6TA7VFKeh88zk4a7MahaeZJ479ijywomCe5JYOOmKIvJ2zSShW2fGGR4+MM5N9+5B1POmyzZx6Vl9lLSJN5bcWFKiJ9Ryoli8JhjvKYviSGgkZUamW9zy4G4efuoA569fybXbN7Kqr4syOda3Qm0zBjXJy1B/8VIRaqmNMZ3SQhXBmKIkzafE9NaLJwruyUaLMiKv5M6DSZhX5cG9Y9x8z07SxPDGy8/hsg29JG4GSMhsBS/tEd6R5SIXS+ahTEaCkhvDsxMtvvbAM+zZc4CLzlnN9ZdvYbCSYr2G4q2i0w8RjCxejjrVCZUjHkK1RTE4E4qF2nblRTRBf1FEwT1JLO4ZUGPwCF4Ms7ny0M6DfOOhZ+iuVXn95eeyZVU31jUBi5c0RBKcPqfuKYMEg5acBCfw7LFpvnjnLvaNTPDq7efw6q1rGaykwf9CQj+v0p7jJqEEr12CdRp8eh2TmnYZQ7uUAYp67tjy8GKJgnuS6HRXFd95hKaH+57Yx10P7KK/t5vXX3EOm1Z2k6gjlxLOhJM11TyU+rzEtamRpSSqxajJlF0HJrjl7seZmp7lTVdtZdumlfSnQuoyxIAXgzMJKkX7iXqM5vzHdcunDoJi1Bct6EW9L4tav9sPR75rouC+IJ5bZ2sWP95uJpAidysJs82cB3Ye5Jv3Pc6KNSt53SWb2TRcJfU5HshsQiaQopS8C69szLfoSop89xSeD6Hna2FhUxeaE1peeXTvCF+5dxeqyhtecxGXnDVMWT1WHYgrUpc2RMS8oCHupyaqmE7R0kKN8IITROTFEsvCXgCqvmilDIP+tLjTMu1qBIQ8V7BKbmCmAXf+/+2d2XcUV7anv3NORM6DBiQwZjDGTAZsYwOeXfatuuXq1U/9P/bq5/vU63bdW67yPE9gGxswYAMCoSGVc2ZEnLP74USkhO1bprpoJHB8a0kpKSVlKlP5ix17+O1Pr/DRlxfZsXeOl58/yv6ZMhXWo+BUYifREpCKbf6vfddwMSghIcAp7eXXObQIgXK0Y8WbF5f54KMzzJQ1r7/yNAcfmqGYjeQCSqUj0RvOYdY/WhelB4NfGFiR21MLOf8cueDeAW5ipZjJpUw2wSocIgnOCXFQYbFneefTS5w7f4nH9m3npWcOM98oUtYQ5tHrPUMQrGRnIw4tFieCQxOpkF4U8/7ZK7z3zRV2ztb5w6kjPDLfpIRgUsEV9IOSLcjZIuQphX8EkQ0ZrcyhwEfA1sCtdsLfPlvg7PcrHHhsDy+efpRd5YAwSTAYNuySyfn/jiJJAzMjDiVjjCgcJZZ6I/565jJfn/+Bg7u28fLJwzw8U8OIQ6t15wnJ05Y5d5k8wv0VhNT/Q7k0v+Wy6fyJ7CZKuL465O2Pv+fijx0OHNnD8089zI6aoWbH6MRCUASTH9/uHUIi2TPkUz8xhoXWkDc+Psc3P67w+OF9/P74HuaaZZQTQiyBzka0FYJGq7w3OufukSvAnTAxEvHRj3N+EaAVhVWKGx3Lv79/hYWFHzl97BFefOohmqWAwAqKEEkNUfMX7r3F2AEAY11hqDSXbg148/2zLN1a4pVTT3Di8G52lAxKBK0cE181tbFwlD9rOXePXHB/hUlVO415BHBakzhNpBRXlzq8+ckPXFvs8+yTh3nx2CyzxSEmEZAiNjBYrTDkPYz3FvFHRhMwEvj6eoc3Pr5AtzPi1eee4vThh2kGEIib7Olaf4azz/ymjFx0c+4WueDeMRt7bDWxgsu32vz1o+9YvLnG704d59Tj26mbEeLGvp2IBCQA0UzK3jn3CE0SVBg5zdlLC/zlo/M4E/L6S0/w1L5ZqiSE4nzvc+qfcPszJBvecsHNuTvkgnsHZHlAX0jRJE5xZWGV//zwa1YHwqsvHOflg7MUtEZcGWsKoC2aCC2CtoFfFpZXvDdwJx68PzW6vHMcsGoNn363wEcff8FUvcbzJ49wYPcsRQ1G9LrXRZYxUj7C1beJbU7O3eM3L7hZI7vvq/3JdQoEi5IIEcERMDKar66t8R/vf0ccxfzrqSM8vX+WapD162qcWXdFUJL3MP4c50/3byNNcov21+uNzwwgZn3AhPR5U+L7ZJ1FK98jHWNAK1pjy5+/XuCDz7/jyM55XntqP/vmaoQqwhGyFjlW1vrMNWvUymbdx8KBcwlaK0SlWxvyA2XOXSIXXMRPDolCZEN9LF1pIsrhbIJzmrExnL10i798eBEr8Npzx3lm/wxVEpQKJ8YeZvLe5C/WX2CyqSL7fCKq2TuVfpN/8PwGBflJWsZ5fwOxiLOIDkicIdaK5c6I9z+/wJcXFnj8kYd4/eQB9tQ1QTJEOcNYG3qjhDc+PEex0mTHbI2ds1XmGhVm6iWKKsC6jQY1OTl3h9+84E5e9n41g/9wY5VaNGKK9NCc+bHFf759lmZoeP2Fo+x/eAZQxKpAIbdWvGMEjdX6728nEHPb173gZjvhLEosxvqx20QViHWBsdLcWhvyt/e+4MrVmzx/ZD8vP32IqaIhiCO0KiDar6UvhYa1nnDpeovC5RZTBcu2irB3vs6hPfM8snsHRjQ6UHmxM+eukQtuisqiq8k2VJ+5tWh6GD6+eI03Pz7PVL3On04f4NB8mUBFRBTS5YE5d4zauNFLblshfvtO4exg6BdXiqRRLemJgwhOFUhMkT6aays93njnLEsrHZ4++QTPHdtLpRgwjIXIlljrRSy1Wlxf6dMeWJZGAYNCjTEJg84yve6ActFwrFL29yovdObcZX7zgw8ifnupBpT4cQabjnViFAMrvP3tAm99fI7tzSp/fOEY+7bVKEiMUQ4nGmUMJl87csc4BIdDNkzsQRrFpr4SSgnOpfaH2iDiLS9FvMOaTtMMMQEdgW8Xuvznu9/Q7kccP/ooux+uI8Mh7daApdUuK2t9RrFgrfdGKBdLjKTIlQ5oN2ImjDl5cI6XntzFfK1EAUeIeAPuPC+Uc5fIBXeST/QxlwNGsUWFBYZjy2ffXOHfP7vMjvkZ/scLB9jZCDBBiNMBBkfoIpQ4MGXy6tid4VyCSIzRfrMuqR+VANZZlFIoHSNYUAEQ4giBgCgG6yC2CQPr6CUJVxb7vPP5ZVbaA0wYUC0VsNEQXJ9CAKVKhUKhzOxUk0ce3s5M3TBdLfHDrSH/839/xky9zIsnHuX0kTmmQkUBh5HEb0FWIXkHdc7dIk8pwMSIxinv4kUYFhaWtAAAFwdJREFU0o4sH3x2nk/OXmL/3r38y7MH2NUwhDImIUEI0iFfmBR58gLLHeG3vmqfMhcvtIlS6aaBIg7BqiDdqmuIEkWvH9Hrt2l3x6ysdGn1h7RGilZnQLvTwWjFQ80azVqJei1kdmo72xohtXKBZr1KrVykoISC0WgbU9BQaDie3VfhyccPcGDPDAVxhHhbRsVPuyhycv55fvMRrm/C9LlbpyHBsNQb8N6XF/nkm+vs2bubP50+wJ6pIjZJECxaO4zWKPFeoYjfBZVzpwjOOX/A0pqsFDZ2MBgLrU6X1faIdt/S6fbpDUd0hkOWV1uM4oRavY4OyiytjtEu5vCeKY7tm2PHtiazzQrFUGHS6T4FGL/LAJOmK8T5lq9x4miPLI16mQABmxCE2WY6fyAwmNwNNueu8RsQXN/LuW5hsnFc1/k+SwGLJjGa1jDijfe/4My3P3Do8aO8cPIQ+6oQWsdIhziEkJiCxKA0VpVwSm2RfWRZT1v6cRpxr4+rZnWgrBi1bqidoXEoSdJvydwF9ESAECZCtm6Xlv3y7LekEqq83Ln0sXcbru1bGA4d3f6YdidipdVmtd2l0xvQ7fXpDy06LIOGajVgZqrGttk6hXpIEpQ4881Nlq4v8vi+nbxyai+7GwXKCrRNJgsQRRlAY7K/0qbJI22waU0uEId11vsSawHl18zYdOlRaoORk3NXeMBTCgJiAbAqIEH5Apl4y77AxV4krCYxAdfaEX/75DvOf3+LJ48d4l9OPsq2isWIAmMoTlQm9CO7yvvhb5lpe2FSdPKV/VRs1UbBzeQj2yjsBTDTzVAsRqL0eoMTRSIOTOgPVgJiBZMZdBvldVUyg/b0jqgEKwFOKcYKhg5Weo6rN1t8f22R5U7EsG+JRhGB02jn0C5mulnm4KP72TFXol4PKZUL1MOAihYCcawl8G/vnqe72OLlo/M8+8RepmsFChuaeyfbOJSkZvHKD06kqVi9wUhIK+8Itv4Yqclzmj1KOTl3iwc+whVJgHQnlS+DoBG0gJYEQZNguLE24M/vnOHitZs8c+Iorzyzn6lQUZQIrUxavNnaTAR2gktbsNLKP6CdIZPX9ZRzFnv6VeHW6fRU3G+0UgI457sGlCChIsF3aIj2CxgdmsQ6RomlNxaW1kYsLS3TavdZ6w7p9nqMogRUgCOhUtVsm5pmdnqKqXKJmWaVmVqZWkkRBFAwAYFSGJtgUCQq4NJihzc++Ibryx1OnzjIC8d3US8G/gCgIFCZ2Xh6LqOMf8vJ2SI88ILrq+CZabjfOeacoIIQhyJGcW1lxFvvneH69es8/fTjPPvUAWoFTeggkAilTbrgcWtj5bZhWEDQKpul801YVvyBQykf6WtID0P+38ABMdnXlfcVyIpISnBK03EBg1HCcBQziGJ644il7piFpTVu3lqh1Y3AlKkUDKUAqkVDrRgwVS2wY36O3Q9vo1rWhFpjlMIoUFgkGYBEhEYDJUIJMcSMxHB2YcC/vX2OKHG89sx+Th2cp1bQKFlPfMB68kOLywU3Z8vxwAtujM/gGklQLsYXbAyxLhAbzY+rA/7P386wvHSL350+xjPHHqESaJ9rSZc7GmPuizkyt3EBoAA4PzUnGwRVq8nIrFbaez1kSREBdIxPMoREaIbO0YsS+iPH2mBEpzdmdWXMzYVbtDt9EhGs+HxtsVSi2axSrwbMz9bZsW2amVpILTRUioaSz0cgTuPSlIxfPA7OJqAEo/xwg8PgMMRoPj1/g798epEoqPDqqUOcfKROySaEJgTwa3BE0j/D/63ePtzkPbQ5W4oHX3DTv85IhBYLWpG4gMQEXLjR4q1PznFtscsrzx/n1OGd1Ixfn+0jO0lfzWrimbrVWH/6lI8SxaJE0i61rKqVXkoCbuhX/agQVOFnfaadGBaWeizcWuVWq0dnmNCLhJV+TLsfEY0j5moVHpprMjNVoFkNqBWLNKpFpppVmrWAWoCv+qdvflOGTYXfgTPgiky2cXozC//d4o3VrBbWEuHtcwu8+8UlGvUqrz9/mMcfqlJ0EQYFKvD+FSrzv3AbaniCRucdBjlbigdecK24NNjz+cxEFFYZLl5f4j/e+YROb8xrv3ue449tp6Sh6BzB5BTVn6xu1cld51wqqgCCOOu30hqNE4UThdYgSiMiWBFiEjCasTOsdRJurbZp9byYdnp9OgNLqz2k01kj0IqZZoPZ6Rr1WpmpZp1GrUCzUaRZL1MtQkVBATAkGKJJM5WkvQyTVUQbGigUQpBYPzCi/XVJZoyoQlCKzijmzc8v8975RbZt38afTu3j8VlDyQ1AaUQVQKeCu+GgcnvThLovzkxyfjs84IIrOBujtCJyAdYoxgLfXFjg3Y++ZDCK+O+vv8yhnVMEOmsBEh89CZMXq6itOdOQCW4muhaIrB9N1oHCWoicECXCMBrTjRIuLGuuLKywvLzMOIqx1vrhA+3FeaZm2L97jr27ZpmpBFQCQzVQVAwUtd+OkKQiqsWl+V0/lWVUJnglnCqlwqc2lOTSrAUOkwxROhujVsSiEFNElKHdjXjr04t8+d2PHDjwCK+ePsDDVU3ZjYAYEYNFEwTBr/QTbJn+kZwc4L4X3PVWIM9PX1wCEuEERhQYoDhz4RbvfPg5GuG1V05zcNcM02qI0RrrFEqlBbI0Jch6VuEXbj7rjfqF2/3ZV/7rF352O790xe1dB+q2jyYZW4E4sQys0HeW/tCy1Opz9foyN5dWGUSa4Tghdn6xYqAV9UqBnfNTPLJzhtlmmVo5oFYMKSqhaDRhYFDpAB3Oi6nv/nIoZydtYE5plE7LVqkpjRLQ2qXfk97LrF0t7RNJJMBpTezgysItFpZWOXTkIP0xvPv+t3x3fYWjB/fw357exXxZEJcgOiRWBlGKUPlZv+yxX38/yS+QJolzcrYMW7/X6e9ifV5SfD5P0DiRtFDiQFnEWiQIiVB8du4Gb318jkJY5o+/O85jO6cpO8GoAEQw2v+O7PWaXeoNx6RslGA9+Qgi2Y4AlRZrsiLVekxnMbgNwmxg0rOqAW2zG1i3ixTlTV7S5iyS9BZHDrqDiO5gRHfkaK0NaXdHrLY7LLVa9HtdAqWolEtUSiXmmkWmm9to1krsnK2ybbpJtWwIjf8H8P8ESdqzrH2onDgwadSo1ncgeKNwb+yDZLnt9fU0Oi1cKXRawMrGnrN2NP+5cUNESowk5LNLXc5eXOZKv0FnZYXuWovXTj7Gs8d20TSClhi0wZkQkz4+Rm470t727PgjQy62OVuP+zrC9ZZ96VSUGC9WAuL8bJNSMBboieGLi9f46/tf0ZzaxmsvPcmj8yWqTijiUNoXjTbm/+T2GwI2RKJKJgUpJdnggPYLCWTjihYm3+OtBF2aVdSTAhETTfKuWJMgTfnNwP0R9Psj+sMxnahPezBktT1mcXGNG4srJGIIS1VK5TLVckitZKhXAx7a1mTn/ByztQLlAEomG2XYArgY5/rEUuJiF/7Xny9wdWUEkjBTtvz++QO8fHA7TeMfHKUUIrIhX52Tc39yX0e4TmliVSCblw8k8S9MjY9slWHNhbz9xWU+/+IrdsxP89oLR9gzX6IoloIbo8QhujbJ9nlRzbpZvWjadAR2cqY6Kcb4KStv62hTXVYT8c1+RiEUXB9tIx8d6gIO420HTUAsMLBCN4kZj2Na7SGLi6u0OyN6PaHbHTEaxSS6h7UjKoWAuZlpXjzxGI1qmalGnUatTKloKBaLFAIfgGp8JGjwjwcI6GDTE9KiDM7U6TvNlZtLLLX7qLCMFoUKDaVSEWXI/YByHjjua8EVfBSoxbdyZf2XTgUkxtCLhHfP/MAHn13g4N7dvHr6ILtnqwQuISAGN0ZMgdtbpzamAtKTaNlQ/Z7kDNcTu1osuHGa7NWgDE40Lp3LRynGpoToAg7NKIF+LHT6CcvtFsurbZbX+vSHEeMoYjAYMRoOMFoxOz3N/M45ts1WqJYN9UqBajGkXikxXSlQgNTHwd/DRCw2cRjtT/f9AUHSKFp8gnWTz7Wd0oyB1jDi6wtXEZdg9AhJhthBwrdfX+Rg4xCN2dqm3s+cnLvNfS24Gig459uLXILodIU5huVxwjufXuDMt1c4sm8Xv3/uEDsaIaFNMNr6ibOggnVQSHOppBci4tupRCbn/Vqvm7d4eROQ9HRXKdABIgqUxmlDIorYCrGz9EaWxX7EUnfAWjui1erSarUZjiPixKKUUC9UmK7UmJuuMrO/xvx8k2YjoFwIKYbGj7tiMDCR+mzCStIhB5RvaQuMgNaTiNv5xCri1JbpTBUHSzdWWLtxjZlSjUazyvaZaXbPV9kz12SqXgKYpBHydELOg8B9ncPFJWCjVH0MiYSMlWZ5GPPXTy9y5txVThx4mN+fPsBcLSQQ652wgFiHjH0DGOXUDzcTVOdcGg0qtFapEbXg0lYx0RpEY0UQrYgdDJxjnAiDUUJvOGKtG3F9YZmFm7dY6w0ZOYMyAaFRlENNrRLy0Mw0ux+eZ+dcjWpBUzKKMPBFv0DrydHQpyuEQHxawK9/8akLq9YLdgZHgE1lOHNIW3dKA98zu9nSJQIj6/jq/GWWuwP2H3qMcqVAxWiKCgqp+9pWHTbJyfl/5f4WXInBRt7RShcZKcNyb8S7n57n64vXOHzkMf7w9H7myxodjzHG+TNqHRDrgAiNFqEovpiF8gJl00ktb/GX3pbysxOxdYwTR38Q0esP6A5GLHbGXF0b0en2GY8TRqMxSkGlUqZaKdOoFdneKLFjqkKjGtKo1qiXQ0rGu5ZpHEIEOkJhUkcvg3ahLwZCOoI1JlsIJFojyhvvZD0RAcq3SsFEaL1ErzdNbQ3BdTgrWASrNE57W+IAoUDqh6B850lOzoPEfS643sEqUYaR0ix0xrzz4ddcuXyVE8cP8OyJQ8yUDdpZQgSlXOqDqybT9ih/ap55twoQAYPYEVthHCWs9UZ0RhH9fsxat8dad0i7G7HW7hIllmKpQLNWpF4tMtWo+kJWvcS2Zp16tUilABXtc8EqnfrCpQ6z4g11tHY47UB0WpXXqReAwmWht04v079gsso9jXH9KGuWHNkY4WYogq2QUrCCE4vDYZ1DTHYmoTCSdnUo7Qt8OTkPEJsuuCJ+tQ1kHauk9nq+cV6UIUlPm7Xglwc6C0pP/G0jpbiyNOTND79lcWmRk8f28eIT+2mEAUoSlPZihDjvfSqphyuKyPmfHycwGMb0+n06gzHLa21arR69wZh2d0R/GKFNSKFQpFAMmJ5u0pxq0GiU2FYvsaNeoFYyhFpT0Kl0S9rb6lgvqBmNiB9ndeCjapclBVJTmSyondh2p/2+FPD3OpPT5LY4dr3xa0NhzKeaJyKs1+3DNw1x4rtD0j5jfzbh0MqgJOsA0ag8p5DzgLGpguuc4FTWW+A/V84SakFJjBKL00VGOiRWikCEMIkJsGAKRMoQK7hys8Nf3j7HYqvNc88e4uSRXcwWDKGVdHuBwykD2hCLYhBZ+sMRa72YxbUhl251aXeHjEdDouEQZy2FwBAGhlrZsHNumvltDRrVIvVKiUohpFIsUC5oAvVfDZBmBTc2dJjdPiP8s979nzUQ/LQr+PbxVfWz67Mb+3tsNRGTiQGPL4xlgxJb7X7m5PzzbJ7gigNxt5lmu9Sdy4k3lDaMQRSJLpEog3EJxkYoo0kIGOuAiwvLvP3B17TbEadOH+fooR2UQ6HkBBclrI4trbGj10tY6bRZbvXo9sf0+gOGkcUoReAiyoWA6akm22YaNGoFputVatUy5aKmHAYUQn+6bpRv7cisWbwpjiL3Xc3Jyfk1Nllw01PudA2OQ2N1kZHT9McJVTWmXvCDAqKMr9Y7h1WaoRi+udHmzx9foNMd8dyJgzy2e5o4GrO2usKg02etNWKhHdMaxjgbo7WiEAY0GnUa9TLNZoUdUw32zRSpFjVaK4wKCLTCaDeJXMWpNNcLme+qUZltSlZw26KWYjk5OVuGTRNchyDi0JKgUsFNCBkScmllxIdnf+CpR2d4ct/c5GesCMPI0YsTLt7o8bcvfuDCmmVuepq5qiZaW8RFfZQSHIpSucpcpZh6CdSYm51mplGkGBoKgSHQMolYcWkZTaVdts6PBvvuBF9Q82kCUFqltoDr5H2iOTk5v8amlYEdikRMKmMabQLaYzj74zJvf7XI9ze6mEqNyvSYYW9Iu92l3Y9oDRKWuyMWV/t0x8JMpU6ZIRUUe3c2mK5tp9GoUq6VKVdLzFcKNAPSgQHBiJ1E18r64pvoEDeJWH2CQ+n1er/2S728qIo3lfmFhGtOTk7O32XTIlwrEOO3qiZWaA8SPr9wk3e+us6NvmGsK+yoC/PlMdFgQBzHDF1IN9ZY69g53+TYo/PsmioxWwuYrQc0CwGh9tKa+KYjb7eI331lskYpyawDLSiD6JD16bENUppucjXi1h2oMtS64Q3k0puTk/PrbFqEq7AYSbAE3Gr1ePuz7/j6yiptWwFdJFAQDwc0Zio8tGeWcqPB+asdzl9eZN9DVf546lEOzlWo4ghMBGrk+8tsCURjJAETkegyThV9aiC1uUGZ1KQmncmSNLpNTWqyjdnZwMAk+lXr9z57nwttTk7OnbKJgusIJPJrYcTRaDbYubOIW41wvRFOxTRLCc89+Qiz01XOfnuNW9d+5MDDc/z+5D4OTIeUZYRI6Fe0iMERonSIFo0WBcpixHo/1fRWs9asDSWx1CxRkWUKbmu2EiY+thvFNS+R5eTk/KNsYpdCAm6EU5qEAiMxdCPHzdaQm8sdFm4s0RpZjh8/QHtlmW/PfsOunfO8dPoYe6bLFO0Yox2oEpJOXDmMn4Alc8lK13v/RB5lIraK9Tj2Fztp/eVPrlI/uczJycm5EzZNcAWXrvWWdBxVYdH4DVkwBr5vWd778io3Lp/n0O45Xj15kJ3TVQriEBv5Nd/GbyLLycnJ2epsYpeCJk5bsELxGxq0WJwEoDS93ogLX11k8fJ1Du+d56VnjjDfLKEl83X1Bi75VtacnJz7hU11B8m6ASYWK6lD13JnyFsff8XFy1c5cWg/p08cYqZWIpTMo8D7Bjin0p7YzfwrcnJycu6MzSuaiaTWhD7/mliHBEUWVvv89dNvufDjMqefOMTLTxygVimgrSPUaVVLAWj/4RbYYJCTk5NzJ2xehKvAJY7YpUYlQZEbK33+8v4XXLm5xtPPHOX543uYCo2fANMu3YbrV7SIH/natLufk5OT84+yiSkFxcXry1y4usjBw4+RqJg33znDysoqL548yomje2iEBiXZKpkNrq4bpg3y+DYnJ+d+YdMEdyzw9c0ub59d4Ku1AGst407EK6ee4LmDu6gyRtkA0esesDk5OTn3M/dccG0aki73LeduCSsyS3thQDmAPzx7jBNHt1G2I4JkCKbizckzL9kJKtt5kJOTk3PfcM+ToJFzDIHLSz2urWmsaWAIKdiIzs0bDDsDMAWkWAUdeNMZpRECSN9UakXjt9fmsW9OTs79wb1PKSiIE8uNG4sk7VuUlKGkx9TChKgH/U4f1Sj5nV5qXU6zlTgbfg15oiEnJ+d+4p4LrkLTWl5h4fJ37Cgb5ua2s3v7dvbuaDDfLDNTLWIArEW0yhcp5OTkPDDc89HeYZzQ6nS5urhMfds2GrUqpUJAKdAYl64NlwSjvbOX96XNycnJuf+554JrRXDppl6lfF/tRotEhd/aK4BSJl8mmJOT88Bwz1MKWolfVY5DSH7iLDuR3NSvljxNm5OT88CwCTlcv64GBOV8n0F2zfrHaRpB5Y1fOTk5Dw73vktB1veBeWPGLEebhrO3RbR501dOTs6Dwya0helUdH+6Wvzn0pqnb3Nych4k/i921Ugo4IY+mwAAAABJRU5ErkJggg==)
If lines l and m are parallel, find the value of x.
![](data:image/png;base64,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)
If Q is between P and R, then
If Q is between P and R, then
Solve the system of equations by elimination :
6X - 9Y = 10
6X + 2Y = 18
Solve the system of equations by elimination :
6X - 9Y = 10
6X + 2Y = 18
Use Substitution to solve each system of equations :
Y = -0.5X
2X + 2Y = 5
Use Substitution to solve each system of equations :
Y = -0.5X
2X + 2Y = 5
Find the value of x if B is the midpoint of AC
![](data:image/png;base64,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)
Find the value of x if B is the midpoint of AC
![](data:image/png;base64,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)
𝑋𝑌 =?
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sfbQUbcNSO7Jvv7rN2nmX5PY+so3Dnz3551U+OzQeQ33U4MOqzK33lGB1nxibAWFQeeqYvOscZZLu2MQz1s8mRPKhDWztvzMk+KFIdj90n8cFnnQ7zuuJ3/brR075+VPXqR+oKbYxXAG+zfvYzdD3lWpXDp7wG0Da+tByCOh7KOHcb/jXGkofpqepsOIDqO7Lt49C/pDOBc5cha87rutfAb/r46mv+OvSZNPX7qB3oZV7zX+oU1wWUbeiv+uN7XuMzj3pdnw4dWU/XBbjfyZHRsro+VlZHJsqeg4fK8pUz5W///C/KtUtnytPHjpe/+/hj5eL5+fL9/+yfawb/3Yo3vTImOh3QsSudwwGeYefGOizzQT/67MesLGs5ctz6N1SWEOXxnXJ8enwO6iTktTqkD4ZSbjH4qs/1kfqrM2h0VWjI73moXf/QecZkdTZoV52bD8LLbWpwARr7YMBDy9718pbDS+61ev7e1rZermOr4OUlXkJQxpQAjGl2LoVYXS3jYyOayayWRx9+xPfTuaUSs4aVcv8Dd5dXfN3Xle4SDNHg1K6rmQV03AykMFNwbYL9YqDPI0Qk1Pm9+dcG9evx96WD+rjzaIN67/y1QX98gNBshiuhXt91qzY3avd8IXHWj7gw6Ld/NKAvt+pwoKWcv4r+vAb08W+CKz85csd0frqsaqsS123D86UG9ylgLLE83G67WQ9IWptlbZDjrR/up+JlQq6u1aGtz9gZHHzbKn/qtNZ9WUL9+pcLPO5qjPWxZt/Xo6FZZ7N6GlX/Gt/7Y6yqN3H066qe2/LXUmfLh/7WJJ+xcfoO3/59P/D95Wu+5oXl6sJyef8ffaAcfeZo2XPkSHn9931vmZ1mA2bIdAjUFspNvw6obB9xO/THLUjavuKgLut9m8ctR+qj/nO9JmRpcwytVtpE3gaUci2NfbN6TdhKPXKSNWV0a2VCWc+E2ow7QI+PEqhXyuhYp5w8/lx54vFnympXs5v11TLWWS/PPvNEefzzj5WpCejiHr+Ertl8Qy2eFyTDvtzCh4f//wh1HboRD7NeXUe+UvwH6n3w/fn0Wae5/v16UK+X8u8Hppa+s/z50HWz0JTFZmOqlz8fuhhn82jrs9lvkwdZp1nvZuFLhec/ZajzLz+/lNCUK+A+5dd5RK2ridn2ffvLj/zoj5ZdO7apvGN//1/91/+qPPTAfWVluesVYZy+b5XVRFL/Dnw56P9KQ5vObUkPW2QoPxIBuX6kgeTRVudmjybuzY6eBN/zS2UU0HlURLPysdG10hlbd6B+9++/r/zdRz5Tpmd3lIcevL/MzU2W48eeKO/8jV8vS8r6wLHcVd1xOcoWoTf7a4Om0n+plafeP7jr5/WjDbZS54sB6KkfbXAzNFwPV9snkG02a3uzkGPLo162GdTr1w+gyYf8Xq9zI8ABZt16m622/1LBWPUkS0I65jowPpb7EvI52jqtyZOtHNkH3/20S81f1AH8HHmtza9sBbItAL7mGLOfLydkH/SdR5bVjzbYaj0gr9d5U6+f1/MAkpfNazc64Gk+sWQ58qTR2KiXob2AIpzri0vl1a95TXnk0UfKmvz07XfeXb7ne75TkzZTIz6gS+wpQSbCq2SAm7wcTfnS51YgxwMkrV9poMfsu05Pfq8fqdebAeQ3x9A6LWwiTgLqB+U36hDYDEeWJ+R5HgRtG5syN9KykR6CVeamWfonPvax8qa3/XaZX1ktL3jRS8p/+A//R3khmyx6y+W973l3ef9731cmxqUK6kfmIRzRB/0mbEbPZgdQ/6yXA82yel9ZVq/TNF7gizHmNqhfy363CnVaOep9PZ8j2wNZli9RqNfjSKi3SeB6lt/oqOOs8zmBOkATZ/McqJ/nkbibRxOyrA1HHmlDHDg/2nBriSMDZNJfHwefHImDI8vqRxOyr/rRBs22Wa+tbX4mHXkOgKdedzO6gGa7zY58rJb6WQbU+0nIa5tB/Tptk8d1vE1oXst+24563bbrHPVrdX3Io3692XcTmvWybv1zCGd+VgeQ7VL3gHodDrAlzua15kFl15U7z3vLfM7MzmoiNqez1bJr194yOz0jubLPiqjeK2M1XaKV3wGfOCkDV3W0nQP1svpxPeA6faQ+czQh6Uha6lC/trHORlrqdThPqNcBmri4fz6Me5OA3oRE1DyasFmdJLoN6vUSUBfvcNQ3flyls9ZR5jZS1npLZam7WN7xW79dHnvyeBmf2Ft+7A3/j/Lab3lt+cEf+K6yc2ayXDh9tPz6W95eTp28qNn7eFnmnfAtfWe/bf03oa1es03z+vOBm223FfhS4c7x1Y8mbKUO0FTULzVcr+/rQba5mbY3M5Zsk/3hOAhUQLfbLUtL0ncd9UDehOTjzfR/PbgRvjqP+L6Z4wPq9F+vXhvUx9enSZ/0OVT2JQLw5gGdfH4poY4/j+uVJ9TPb2bMQ/jq+Kvv9bFuxtc6Dr4N4WxA4vChPy+f6yO+Sw+cvIIDXeC75MmM3JfXy5jp0om+U59gznI7v8FVhzY6s9861M+hO4/rwfXq3Kh9Xr9RvTZo0l9vX7/WhnvrlnWTcD1GNs/roPAtHeh5hyRX2VU/OTZaPv7JT5R3/8EfKlCPlJe/4hvLd37Xt5WFhWvlB37ge8s3fP1L3PajH/lo+aP3/ZlmOcow0RAfXxxsRudmUK9b58FXEpo0fDF05Pjrx83CVtvX+9pK/ecLW8GdfKsfbZA4blRvM0g6WOqempryMTk52Z+JctQDYZbRT654/KcKTX5A980CeHLmeL1E52Yh+Vo/mtAs34yGer3kwfM5EsCR54mzfv16kP0D+X3jiALqdeuQfeb3OmzWpglNapWSSX7IkivSa1ZiKdW4Yoc35ZG4GTiFjhr1dbraoMnDrULWbcrhKwnNvqGpXsZHG2VbCujJuPrRBm11mkTVrwH17wNgm0S3jPU0S5fAObgVvqjA/ea3vLU8/vSxMjm9r3zfD/5IKWPTwlHKzNxEecMbfqTs3727XLt0sfze7/5+efbEWW+ga3tmtk5LOw3DsNV6Cc26dT4kJM7ni3urYLzV97b+vxywlTHd6HpCvd6N6tah2a6tZR1f1vtioN7+ZnidNOTBWxEnJiZ8+D5kY1ab9Tb7Xi/7cgJjrR9tUKedOgTim4VmH5v1+ZWEzWho8r+tHmVtx2ZwMzKt60Jbe8qyX2SV+tZs13a+FWA0HH5zrg68O6+EHeVlIZ6hKyHtqn/9Ech5oxzxPVerVLn02ODsq4P+87ONjiYPs1792Aya164njy8X1PtMeofpaKepNaBfb7BtcL0Bg4nribNJ3GZ9RaYmAquDx1HOnj9fPvThj5Rde/aXb/v2f1q+8ZteUcanYobSXV4tr3jVq8q3/pNvLfv27i9PPv5YOXvmOSsQyzpJoRWC/mvKEcB3rlVfgfxe0bzhsbuWutkP4EsUMBa+J6jMq0l5VMDzkzcLm7a0wQRsKqY6LZvUQV7NowmWZQNXfoWHCX0dqM6fFwQyfx383zwa0OfB8PWgQ9dqOOs08X3juGvVdcR3feFfpxoT5VkPqNe9Dph/Fa61npwcj1xyn6y6V5ZHHbiPlkfz2gbYlAAuNI8tgKr58braMWgKLdAU44qgHnbvg++1I+rTfDCGARWDMvDEo23Cqc9MFgY1KqBx/ai+ZE8bDl2OFV4lG40jqQzQdzUwr2/Eb0HKhDH7Ez4lDyhLtBXAGf64x2zC+E84fF59B+Je9CY8rKoGVOVql29ESxwJ0BFvoYuG8Ra6sAu18nl8C1wO9nynehsYfXUxu9JntA4sbIQbH58oBw4eLjt2Hi5HbrutTPHT1+J38ChWX/o6DS36KjXvA9fyaIMYz+awWbs63AhHArXAdkOMW0NnRIO+9Vn7btlXB1Afx8i1+eWhLpJBWXmzAVGOYHNzE0uFbXWbTKMOR/aTkGVxnXaoaChV/NcrK6tL5eixZ3V9pOxVUB87tKusjqyVg/PrZWytV67OdMqpCxfLtbOXyuzKejl866GyvmemjK6OgSTQVH1m30mP79G4nP/4x7k7H2rXW+d32uO6XxYgQAGNr2o3Kj8wKXpMtdv6X78vAIPpaoz8RVtahqE2YSwNsQF1fP5FImMIEAnG6SIdriY6O2Q4DWiW8Gx/k4xq+PHJUeG7Eawps94MTLsOakw3b461QHdkXbl86F2wLJbtNkBLl8Gr/C7uGIEcVZa5PL4H7ijr6qiKAyrcVRzpt8lzYkAC16ie4iMxBSjPdk0YGemKLOkYdfSXejpMRCnjOncAug7Qkh+0AI//qdM+vjrwTs0GbKwnXq9NVN8rqHAC2AIBll8+5DYXcgEFsgreD4jlW9srubPPnME7bDTo5jOW2jnRLE7HWF1KOnd/Db3gBR1U8UtHEJY+CR5GRBkNVUHTg2hQAfdtfZ364FabbmdSE4XYwJjL/qGTVB7AWDVf8th1QBHtqZv9Y45rY4wUHpWyurri+n7KoJqh0od/mASO0AfdgKwN4Hv6JeHxyHRu0qo2bU3pI3gQMKL+8GO0i/qBI4YSsuXC6rjobeqP61WtVHG0N15G19gRFfg9Vvimv1NnzpSLV66VbXPby8EDe8pY319E+9QfJxzC5fGrbROavOecdklH4mlC6hr1mziuB2246rrOX52fffC1jf2xGgEt3W5XeKRbkplrVv3U+8tvvHxnXPXqT6RcN6C3EZ3AtXo9CGqrXycayPrZT5YBdXzNdgEjyurGRTyC6JUrI6sy5fVyYF6KLgU8NyPjmBgrM7KSOdn4sphzebJXti9q8FUfCdEX36r+KuZjWv5X0ZKQ39Z7OI/KMVQ0Rj3Oo3xF9C3yzLyvBvCdWgRsvlPPzqBqN4xrGGJGshGyLp+dkWUhCdoA1NRj6OPWODH2jeg3Qm9aOMerkwGABVygEzbhw/ldH+H1Vh1MP/9E1Drv7W9As+VIRb9p4FyKkAZZB8bcBvRnavUJBn7Byv1vGEMlExWPr4q39cvVdw/LjIiCNKiN9ASuhOC/eqzaDV0E/IbEaqkxod5/BeSoLcV9AOuq0CxVuWxU5r9Gf4I27apiQg1IpmRIGyCosETUaEa5yJR41h8ffMnvddigiGrvPtGr+FxRoFuGfngqPgWrpNO2m6r6yJgom8ozk2PMDfTspkExwBGrGTqlrg6+B25Bg1ZIQZ/QY+upLo+pf95gFlWjfsq/DrY7XfZssyoLW43OjEvnU+wFc9FIP6CP9n8GmeGrvXQ1Z9hhz4GrCegq131F1/kEjX/xjyITxMVh8G3JWnlXbZbHhit6ODTXf6ZB/ybVbMg+KkjaPFb1zRbnOsRlnliQLNQXIuZNidWFPtjWwSEAJ7zI8zo0yzinfp8OMSG/1yHxZftsdzOQ7ertm3pRv1anOeljguxyB/Th+k1QiyITuX5AB+qD4rPecR3qdZqE3wxkv5v1WS93Xf3h5GeWouzKjAxCI5yQgUyvKmCq+IoC+oQCexNb4sn+RmVRisHD+FXehK5nA3G9jsPfqjKcwGp1LSHxJUYUvYMWq6DfC/012hkaRerF9YI+6A8nwywkSnREleoTBOGM+FYHo2gAddxHDajmEuEKfHKRVXJzPYCvTc0Y5qvGIXQrML8Byd8EkrZBHICOdvrXNwSLqk83iA8wgw9odFPDKYORLrWgC6hwGl/lbPsB3X00EAvQWv+rOtk4RiVSveGZsGtG9T4sUW0j+iGgyY3qAA4C1feEJk/A1iuxOlUH6sUqib7oH/tdhvhlPBuQqagxoBZYk1PzKpZ4lXzyp/muE1BogKNrY31ZBmzEjaZShfauaTRRz2Vc0/dROQ2j9RW0vALEqwprujDJz31yO6SiyY3bgGL1QT+Jj2Si6tbASqSTDb7rmn9eVcEV/2DLMWo5emZtcVIBSIb75SxKwjd4JUoQCUwGVMqrrzVIXiSQvHQ7/dEbwE2tujymxXueRKqDr+vTdXSAZcXfuUiNAdDSRUY33B8ALmILuAh22FdbrOnLogLOgwfRYQbMJmQZ9RNHW72vNLQspG4AHuXeUkAHclB81gebwHnurE1mNesATeYkLsrr15rlTVzNcj4nupqxiwSoQKeWJzSLEC3jOhlb8xuAy6J8I2+XU2O3MwhF4jFeOaExHIOviQ5/iBY7qmFYoTfa8ydDAfp0qbrLhKvXWFOM/hhDnNvIIFDn9MOf21d01UFDGQLqmD5orxDCB5bTcVqUhPPik7oEcwyLbNTV++DWgaIPIyIsuDeA6AdcSSM4NxpgEwjojS4HfE1cnDZ53e+nBtV5o+YGYMxN6Ge+OmAnNbxPw1+GaTRf/Rkz4aZxpawsd+TIn3C4TRXQY5lTDcHFhRrU5bbROTU6EzTbA81WraB2BGvrggv4fyMyVq+avW7gvWqsr09W3wOoQTXFoP45MzuZJRMMA+zYgEoQ3ALyE31m2VfOuxrcqHSaZd8+A4THkgJfn7fsMyDRGIwreDs4B1jCpA1N80p/pk+5r5HUD2aSgaWSFT5OjdH5ERmkEwgPjE/+8X0YMlAP6NHoKl8ZgL2uK9lY1lX1zTWKGZevq4ZpQwdFlwrzusH9N6BivJfzbVOsCIjeXAEzjqp9HRpFoxrnZBfPOgDkQtde6aNv/2N1ZKCNvq7/+qsgKuM2GbfLYFlC8gv9zITS77JvG5MAnAO+bYSmvnJeb7NZQE8IPgeOflJ+HWj2V4f6tbY+m/1wnv6J4Ex53nqlrI5vCHjPvXh2/SV3HRQkIXwmwuZnEgGyOnH5SdvmgChvu5btgHqfCa14oFbelkySY32sCsyqOqqAintYlWJNMkPvt3crPkKHoUN/nv1RXPWbNDZhNVq5fZ/GLPKp/kNzNwT0+Ayc6gvD01dOXZR9ZUUDF8Xnxn1oj12HHVLVbJTZE0YTp33jcXCLrqprw7gYex8JdFG9x4xnmP5QsOo6feuMucUQJJoE4wq+1mGgrIELO55YGcaVY4yT+KBGs4shyHrZLkGN0E+XVo7GvkN0ZB/9vgTIKEjUnHRDQK/Gbt7Tno1ZIIyrmaxkQLe8K1z+vzp1PbWx4/OVgN7IqsbZmAkLzxAJgmnlqMMS2ghrarQib+mx+Z/+i4ENAROxyh2INghsW3HjPRATgUP/quFAWuRiiVbN+qxUWdueEHoZkTPievI9+vXXPr0EdJLe4Hj+7wo61JFwc8+7O6aQQUVfzzH4tA/w2cvmNTULn6WKKo+/4AOf2RzZG5/x8p1bD9Pqj1WUqMUQ6/qTYD3qf2rM+uPVp+krvUongnoryzoLP9qGJ4JRyMP6VPUblFZAEaeV3Ogj6yZet9J/QctGqGMlyZuoJmx9qBrVA/ry6JgnUX0Avw7rNcWcQ0vlK7okROKBKLIN9gO6GtnOdATdAXlvmTL69Dhq1xOa5Vs5r0P9POVzPWi2b9LUvJ7Q1g9lxFLkFLK+8fgMBHTxeCigzy+sqt4AcTbMo95pHpt1Wg/wfAKbMYf2WQdow9eEen1gRYqxNDZaFjpLUpeVslMZ5bZVls+lAKqLC+9Jq8aZ4ib6ir7+eQW+P6ZPeuBSfjaBGUgT6vX4Pi7NnOQG5hBUtTwGHR6K/2uB6rp5oqPl/rI3ifBHHQ7uNdaqhfvQdRmWe3ZXOJPhe+PuARR0WckggnCDNqyPchVX1SqcA0hc1DEGtSGhGg6Icd19Voggu9NNpAHUcaCsivlYF6KmOtlpCJIm2jVXNGhMPc9YqAduHcN5En3BUUFVDXBQqb4bfBI2El+TU9miBlVfeYkP2kFrf+y2FX819EaqKFaD+vWE8S5jQLa6aJxVJzWA7+sO6LhP+qfeRmQdR2RLzHjwB7khK8GBbHRRuOivKlPdpk1mAtkH8GWDCrhsNBJmJLbCTpUgo//JcntX/AlnBQWy6wwmLlGwWh8tk2VW5UE7DdG7Sjp9GBNL2VgW+CuKqD9UTfSsr1jvckYLTmaYwZeYeXLPfl0G5zEIBXoFTRVZfRjXOfoadFWADaV+qtg8ILmpQeCKA8CHjupPJT7vQ/3UHenTdA/6w7UH3Tke/aevaet90uiv+uoxS2/Wcv9FBa7hesgLfhDQJZMcTwV12s3plTX5QxEig1sRnWPj8kHwWNfRPRJKbp3yum8Kk9dA4qnDZmXZhs+2OnWceT0/6302oe1aG/62spsF5JX95rEBfy2g5yN+I/PzK1SPk1qDOqIErudRL09A8bgWTipwbSWgb4bvRjDSpa+xsjy2WGbkCBc++NFy9XNPapYuExzt2qGN9NgxOKURVmNTX/FzsMNa6JW2Rgwem5gMh1OH/r2oAJzl2BTLThVoGMTMtSl9qQ0J5+sA4jEHznUUu+JBgl93iJRcDgJ9tgR06OIVmJgFrOvJrWmeqyM6te/CMSvhGaGe0QnPOnUGfVo66s+/nqdK3ug2sqRj+P54fzZLU39SN671gXLzK4yV8xU5BWaKdYjH/yBa9TQ2yFrccL8uGnmJU3hGRN+MkqSJFZXX8Vm/qjLj5TM+hoDrjhp8d2V9NgSe/M5PxsJNqjpwmfapr/k9cfdB582ivhx1wTQI8rOC3vpYWV9r0iVo4OIeOkPod11DmeCnLXQ4huu6SeZoAL4g8aTq5fASOPUiSnUtcEWAq8O46tT3UrnrBi4KuUWG6DTBizo4dBM6gK4qrKkxs9oULcTlV4C1jEXh6HehYN7WZ0dK6DxJ13OMAcN92g/ldf0HSQTsEG/YwLhshM1srqQP6yiXG8DbzqiWfjEJGwRXJbwqW2JjmEsCTAPVq/YkWOPS1UjLAlwOPf1zFQh4ymAIXBx90gttXDf+9dvRlxMZ1xEe6tUZLYglfHSEC7qu8/h50yhPsB8RXtcXOWNyJdPS6XWNc8W+uaOEIcbs1SHVdUDn8biqbZ2uJmxWlm34bKtTx5nXs11e2wxudB1o6/NmgfiUdG3WN6kmohgK6Cy5Z4P6IIEmojrBXkq7zvUbAbib/d0IqEe7TBImVxSYWWzuLJSxpYVy4if/z3LyHb9Ttq8sazaxrOy+58x8tKtgV00TwTGmINecgXgS3yCDN3U1nz3vNTaAgI+d93Ugu11t7BDlUQQcExDjHZExYwrDnY6Nj8kgcGCMVQW63LZsiQA5aM3zyj08aW1IUgONhyU+xioDwuhUhU1X9R75WUNMa2Ji3Jmz8fXGVHt4nBADz7y8o6MnvqSBJ7BCY1Lhb1WPLL9Rrax0ZeGizUkEfY6PKtOvLm4ANVZf9Ls8MVpWlBXV6Qc1/EROlpX4tpa/KZ4gonosH2afiiLck1zjx382A2Qkvi1PyxE1WGF81Wfo01gZl65cD6jHb52P+JneOHcfZliC9HV0TnLYUZ0H2A7r1QQj28U3kjXGLDyKUxv1RLzqSJ9Ch4Nro5TVGSgw78QXdlZDF7PGISYbJO+RndbLHAN4xhrIlsc1q5bj5n3ccTuiybyADOhcNtX6T9WHIJfcAVgFTUxm/b0CAs96pyseRVCt30YZggq3gyunopv+m0nEiCYGdGm7NMK47n7ALYLH19kUN0h4zd8m7wVezVM5V6AJTP3gDlRNJJH4UkHMnlVf9WzHMiBvumyMy7N78LpeoGtdnaraJa6676UMypBT+lUuSXLym8PIMh6sVyuxHBs8GOXSJfOjqo+XHlGiKg7aJ5OErVcmSpqhIiUGkodooAX9ZF9JZx02K8s29fHVoY6zfr3eH9DWtgn1+glbabdVMKZGF80+WwP61WsE9BBkGt/NEtY2yM2AutnPVvujHu04UL41KUp3AkW5VmYvnS3X/uf/vVx5+++UvSuLcio6NEY2i9lAK9LoCh/UpLRpBwCT1eaQcJxNaM7iqcNu3zrkWdaEjiZuADeRdfJyW9ihDtfD+QTU23HQjjJwaij+nmV1YOwctOHaio7QiAEwxLrD5frApQXEfWN9ESJ2A6/La6NSDfaoIj2pGs5UDZDrqJ3JoCIO10kNDog/1e15OieEdXxmYuXQrMcjpctrBZuAzlBX/6xvnXHhY2UlaEmcTlJUj1Kc6JqCU9/n61PUeoxGpf+YjTBAHGDW2Qx877CysQpZv/s+KOD21Gcd6LMJ/BIVuEjW8rHG5iZFUENjGHzUw27ScSesaoAkXyS6EZyiXR04Y+GA1S2SIpOuOiRxdXDyI36QHNAnvO52FSTr+FS2ruusrk0pERqfiJWlZp9rquc+1R9vzBsbUxKD44LnFe8IJ+sjPMoayaGQQWQgqEGPlRaGRjKisY5Mql5fFhWIP73OpBPh0BFdV0JkfO6r6npsRv+pL/id9Vil43sNvBjmVgKMAP2doS31QAj14iVvTEtQWY+JhHkSYLZA/xB6nUhexpv90rYxJDE+mkEjX8AFQtolQn1wmy03DkpBxIoGXQJq2zIcsDnRf0lDAmUEfPgM36xreB2NZ1I2NzteVqW7K6Bwd0qIVYXAzu3RQDvQBcuhAZuVZRs+2+rUceb1epv8vlkSWoesW4e2Pm8W2uJMs8/nPUMHmgPfCmylLnXq/dXPN4Osx+GArkEsoQIjy2Vnd6Us/u77yuKH/6FsW1uWka8o4MjhUo/nG60q4KjwUFLhct8r66XTJQ/nQtQbhqi3pmRhc4g+CveDl5lKxGlAjtUfPlvjhzf87KVOhBvAQQcwRvXJ0VVOW10HXN1fKp4xHtG/RhSt6mEs2cKfMroR8WJ9WbxRnczuq9rxv/08c3Ph1Um2J6CohcdPIeXU4elS8DTrWRmrcY712JDY1TihNcpsvPo0Ps71MSX6GSvYUw8sF33224FjTXRnO40pglNUoH9/45l8KHFwpkB1cSDVd9dhCdbTGfrw6NyazzagNK/Qvv4dCpIK466g/h1ox7w5ZD91vPnZLN8Msk7WB5ptNN/09frYSVGGgfmVHLW+NdvXgVb1lgPpDIBectvfKEkEAh503QceP1xDmRCc6lDPEq4hRMTdEV5qRbH+SCK44PMBsGqAuNfYkq8LToLqFQQE8hUlGV7N0j9fx2MKOacuUllXiWC3EOwqXKqTulUHbjcZVCdsTfoqu4q9DwL9Z+1rBE5peL+N6wh5Vwrs/QkC/ucaK4hOKKtyqOw2Hv/k1desIPLYmldXVDfsTOBm5qiTL79mWMGB63jMLsG6BnQzRnI1NekVGOhaUgJaLX72gUSYPln1A/uSeLU0MVdmv+rF5bbXvbb05rbpXDxTP2he7uFg1S8hfUMbmC8N8LiqNvYbLXXyOtfyer1Nfr+ZgN7W3xcLzaCeSbF78n/SJZFKQE+aR+YXVhrNApJAPpvEA21l2aY+A7heWR3AR3lea8MPDOGjjapZJd2eGUEYtMukKN7gowDP9TqABwOgrhVcwaKngE49aoahuKoBekzj2rWqpAZVmzAUfVewWF8ebr9xzLxE4praYDq65mgqqivBZH+UrytZ6fODT48TfFHmXlc1C2Ipu6LFvTX6NArxjXoeS17nu/r1dfU3urxaOsIX2AWq5yDqCgEEfDYQ9SpcxucrgzrAKI++QL+ydhTStx4adTgdWREeJS7rq/HOAEhr8gzOjCgBWl8hwbHb8723Joz2oj9oW19dVVUUf6ORojvmhQ/h7PM1IL5pbJpR8HOmXfAJV2bDCexU9kZM9dllWadKrNAwj011OGCfl7P1xUkVPDGGAXDf2w5O/5j9WqYC6IJekh+AXd3+o0/PgCNBqwN4xulP5SRU3Orw62RBXgM2G+aYGCNjrdsrAOYJZnHCBV2mTccwJgH80QerNQTP1TXhIojWK+q7H5UzYyQXeMFXXxwAdYZfCLWxFmPx2/Wqc8A6oX/1snGVNV914OuNTju9SFqGoFHQdLSbQdsbHtOOU23RHdYY6wBfOHLofCD3JCN9nvlXVeJ/jrUNfcZ52HuF1xE42iUYF58cVbDuNd4zkfRQF3viYJ/D0OqLIfBTb1T/XR2fLCenZ8v4d31XefH/9v8pqzt3lSUlI/gBdtKTKnYDaX+MzxfQ/eQtUP+e0LQPoK3eVqANVxtslY6tQNok7X1UAR3b7Qf0zZ5Dz075hKj8rJc1Idu0Be+2sucD9McB4dneARQ6dO57Zz4l62O5VgqHeqiwJ6eC0tTBOPTP+FSTeztrOGXwcT0ZhOJXTgenmUl3HcDldjpEhUr43tJfA9jByzJX0IKABnwiEalI0eyymgUbf0DU9hcDj+uxuaSfxUGTvw2Aqm5X4UleQjvX+vWhnc0r+gjSwFV1lAB7NOuBJ8EzjuihDqNlSiKIpV7qeX9AIyDScq2jAEEdtQ9e9UfYBz/TrsoOitRBRukZazCyNm6cebTBugSpaq5gFDoQs7uuAUOjiE8PU1CpRh94+cyEzAi6PAYCrMqzPuDf8x9dUF/SRQVXlszpuKmXXCPQ5zgjGDa4r2tsFoOf9EfQB18klAPoqO1oV23Fb653l5fLqmgbrqVgvnpZY6JUQViJzRq/xy4amjAi2rAL91n9XruXp6vrBl2DPRKV6FKfSr5WlYTV+2Rs8ZiiKjEO27HaqW0dnDTWmchXEpxaPTRTFFVnFTBGJYZA0ja6suYVuDrAn7qQSIBm5ldNXx/UV09jrQMrRY09nJqON951IeAddnVAXl0eUVM11/R/Sp5HWPUbcJF9Lfl7+NQJH4U8Aj/0oadwvqt66Ak+b6SjGfFa410BqshKn2Wl/q3fImvQW3w3bdIR9C18J/bWHKRqqt66fIP9jP5NqEommQD9cawhe/UJXZdnOuXp2ZGy99u/o7z0v/0fysrcXFkZH/NtSTYYris5xRe6bYXn+QC0c0A3wGf6mxtB+Jr/34DmeHiagwXdGwZ0GqZgOJI59bI2ZlEOUD/hemV1qOPMvuqQ1yjPunlkXSs6fzr1DFvnBMbuSMOJVTj6Pegiy3EEdZ8KZyqFMVb4wTXWFtLdT9DiU+FZx8vXIHHUobM6LsOpBKHAbiJrfVXo5JAHdAEpj7x3Cm4nLxUNHpuOrJ/AOX8G2lRKYMi6tKtIzfbGle0qgCReWRk0x2ddxgm9EYJr9qNKBOVatwa1XxuHdl3WddBQh5cm1MFOlCPr6SuUNaGHiHRdnAicOoW9dWDP4nQfVxwYiMcyBCqjUHV9H19/LN/XgRep5KY+q5COWN4MdImSDV2A+6FeC+BDzXY1Ms36nmyoswPRcXgfghpY7irIvgB0ehVdrGZkHl5FVx0m1hVkWPkAB3ph5utoAwunQsBnMK4ilkPXHYiy3ES6+gCox0f1CU4fwzZjaLYFd5N5edov1pdGFTaprtYZKCAQ1vWH5GFsdZgGU9jANaLEoLkylG99HAJWfRrgKuonP/14TY8gPNyYoN7z7Tjkqjojg50tOQxSFq8wiRZJVexUMO4N3xKMpDBWlsKeVa9Jq+TApf6qi06QfiyFDwD+gM/13O96GV9TMNlw4x516jo5BC+3albXl8rMPQ+XXS98WVlUFOIJnzHhZ5f8ugy7qzIeK6w04ouC9H3pv64HQz7wecBWcAPQUoetttsMsj0fyJt33w8F9KvXljb0UCeC7+mo+Z5HG2HZru7Yr1dWh8SZeNvqAHV8zKhxQgwm28fSMMFK566puqQxFWQZ9Y2p+o+NGShY7tyu35/lO5/gZ8dmExx8/RltyTh7jfW9tvFMLCmg00VV1fjzMSkjjK/rwsU1n+q/CPaV863G7jdXGVSBc06r9nxwCpV5v8uj9/dwBkk7uNZEv8yMBq6TvKqPgUua8zjwUgyrBlcHsDa65ASnfg1nVQdkNqGMntsljCfo3WiQPILIu7tJ1pKWnHnUIZ6XVtV+PT7jWgIrC8w0GFkEOffYH3NFhJwWDj7qEOjoi2XrIcCYbFDoX9WRxhiONkCtdczqW3XPuAJmRJVkA6AZmVanOE2ANlW+qT7oKeiibY6/eSsAHA409KFP31bhQpNfY5OyJdGvYpOmoy+iWtXQHQr0RTj41k9cqgPUHFTt6wYVOSrgK3ekqOT+KMjvdWgrA2f1FaCvjPH1eJ3fqcsxoejHD9oMQV4UcIkNfcuKrX1TEkC78ddglBl6A5d9RK0d4IctqJd9VLj4TJBFylcMdxB6qy+ql1VHOqza1OwIXOghFapyJgfjzd9gqPUVslJNBFkrNyRRIHIdOhimK+7hq9x19V3/FkS70gVfT7CuosP6ROfGVpfKxPI1MWR7ubI+JT6PlHGVsxF2dESBX0GJGTq3m+jhpgDaaoxt+gSgraxpM1uFNlxtYH7XwK222HYzoG8OJgatAT2Jy86bn3k9GwFZVod6fY5m+wTK62XNdkCWbQbUY9kx7x2ymUzq43K3dPsaDqHFBfFHPf582R8EdDHHCfGALgJn3JfHcbpATn1wHTAm8SWWntP5ynHegH5gnXrV9/6XbMY5h87jsanqArTIEEynvlMKfZHIRBXK+d7ffKP/aQN1zNrchv+jsdvbgKtznYh+navMY6eqTgNXAHObVY07Z3wEgDrvEkZGF/Rf3TEg4+gGGiwPtZ3Mh9W5UOExXUMQ/O1DImoCryjVJXD3ofYVwBg2NNU5NHnMtEem9YauH+OtA2lB17Tony5ymf83LMua/uBpQjXUPrARDH/br6HrLFvm94y0xN+g1aeGJi7uP487YQiwbdCg1gZYHJlRnZAlQP3UHJD226stLiDpT5n3aTDqPIl2Xk6vEylAl7hFRGleou5wLbgFjuy9Ap1S5tZuAKXhlwiyxqPy/HU1qnBenQ6Bm1fl7kkFXZ4yoLwGDfI95malukwTvHOciq4bDWJyAA5/qE8lpKPxprgEJhK0w6Nl5z5TG59Vn/06gih3SPf5AILPpgPQBzNvyoxa575iI68KRVzUr9pUsNG+hbv+FEgFrmd0Rij7XhLtS2V9bJtm6qJPfXDbgiX9jgI6j6utd6TlFV1A9tXG1yZQhyMnjbRttvdEoSqrf9ZjWkJbn9StlycOIMvrZQmb4bpZyLZBTyy5D22Ka87QIaBJRDSOrCvPE/ie523EbwaJE+CzPoMHKLsRbs+mKeajyj6bqshlnAffjIsLOm3io4rbVf1tqMspCjjK0lcD6BdaVIm6GBXPXd4IVke7nr3eCNZEXNKbTjdXErJPCI0rA3BAr3gI7TTBVfRx6TOPOsS9S+RBefRDkjIEoomlNkZLc7PLbYbBm5o46sCp2tBv8nvDCzFagCUmRnAjGFud1v/D+Jok8K6AbouIgh85HgoaDQVNfjGeDN6wwDMpsYsNQRX7XLbul/WkhrYDQZMELnuI7kO2fHeSYfwNebRAJAcgCB2g2w20C6xTzWLVd0s+aSswb6qK/eBfXUvwdf3LvRxc9+2vGkDSRC4V1aBJW3BqGH/6iZAT9XVYN/WpqlWJ+42hh76z+7tx463fX46Rs3F0erjaBmDnfTOINWkHcrUm8QPNevRKclwHarqkKqYNj4Am+dDHJder8NqNqJCfYt0I1cUKzC2dJg7+CywDiDdnbiitPusAokZ5dZqlJC3r8nVFs/OR9UhP/eM2rPHBS25jIkOPJXiV/GoLuJZVxcc6P7NNvT0ADo7NrjehTZZAPf419ZCjGcOAzXABScf16lwP+B2DfJd7rjSMXONNcZUjbgvYQHZav55E8D3rPx/C6jjquPKTshviVoTi8QmAn95zUOf+jM5zBOhaY0XLUMfHN+6B8tx6nQaAelwXRSqT6bUE9H5d/kRDpyelbb43sQU6vVW12KgETXAeXtFb/7QC6ZSlYFYI+oOugDrioMvrvARMK7j4V+FMcDCvdCJho1PWOOVkgjsBdfwJHf+G9nBb0+l+aSMx6nR58NjtdWAj/jYYz5vVNWiSxgy3JaYYcqiMp5nHGDaQAZ8DYFszoKODoOzy1sImLxpADIC2BPvKCnk996t93RQYH69+NSQDGnIEJnuL0rBheSdYpjpo7aRF7ev6skHmfvseg6ANbWky3CdjXNdMeBjQz+prH/AD1dcKNgZ08MEwfaev+NanC1mguyQ2MYoB9NtDqw7OeG1zYNgcjKtRpTlGgOBlqLqlSiY6CZzdSCeAetC3TgichyVufUJTtzWgN0B1g3/6SjvG3iABXkUyeH2gSqPpBuAWXnd0XX54UjrEPXdoZX+B7FQIOj2VS+l5csNSquQBZMypQ9AbvdZlWIc6DupsFtBb5dZSBmwW0PMzcX6lYJOAvvE59CZwnWt55Hleu1H7NqjjSJxAHVcTdxM/u25xmnYQMBiGV+dpcDQf6d8L2ogjgQSY5eg6He5T301LVab/ubwBsp03FFX1bwST7Cit2l0XCJwV3fEJfo03dMpJBCsETUxVkwGoQmb0otTsaoNYnK+QV9DkGz+A4uVJ4QtepcEMU+H73k2Thw4VccSqAZuWmsS2wVbqoAZL1bcBeFd5BVA4Kcc9q6JhanVek4fHXPnkIajVAVbE/wUmGT6T89CXvj7oI/wi8xFlLfVoDTSGZL2tlfHV+Ql4dJKt+ws01wHuSfICQdoZjCy+1oEf9tmgsTTSGOr8YJm0jyw/G7yIgD7sPJu6wxhXJrJ9fBiGqxl3k65mQOcqd2tomvHH/dGW8+xfJ00LSbqgsU9vc8djCxCU63wBElcdxrw7c/jaYGUNgK6V0hudj+8VZPXsgr5Ylk7IceL78jvATLfnDXbXBycVNZraZARnN+iEoFlvoquAPOwqhnADa6qw4oA+IZ2Mh/S6o7wrhMcNO2VsfdK/jskPbLEyUJdH2z1udCDp4DPrt5VleV7jPD852hKGrNuEet3Uw5uBJk1tkHTWoVmfxwqR0VBAv3J1cahlWydUoDxnaXWCkjFAW9vNIHEkJI78zIyqjruJ37sw5WQo5wUKBJnMgHOFivZr+rPiq/lmNPJGOY4+HTqomf26XMd69VvV/TJBk1a8+BpLTEOQ/VZ1BNyDbt5rH1wdgN9DXdXLfgfL29W1Ck2/PecNZPAgd+eGcmaFYRr4qcNmdt7v3/97iN5IONhEKGx8HW4mZ6Xg2hnmBfSDL8dCRJ/cwoqGetQxbICN7gzxS1hxTT34u3KnIXAC1+K7U47QZrnmDLcGprkGPH4zxs5nVmf4g1dUGaonnajtVFYv5mXytQ8+H5TxrWfiVV/o8smGKOH6oC44EyhHhiwPRxc1flctk4al0WnVHeZrkkX1HK9f7FNdyM86LyhBn92Dy1Wij8SVwCmPOzWhWS8QxdeE9KPU5eAyY6yLKf0U/IIOaPWSOwU1MO/AoTr9MbZteq0+E0iUmkFsA+2CfnfQV1UY2mdGURO5IHEla/l0HliVJ15Oh9WTfoYJ43K9G777IULpaoWuz6M6MNFgWXwIVGfQKmBhTHxt2MgQLrqSrxqT4DpKcDr8VoFoXBlb9dNH8txlQjP38W6nrIqxX46ADqSPBprlTRiivwb1ulsN6NlPE3Kj9WbQ1q5Jl386WAyOgB60jVy9tqC20ZgGbYORmoiC4XJXUzPaur3ORxvONqGNOKDftgWajM56SZ/PKXJgC+cLDa6mT+r5Mn3QhKO6ZuB7HeSUo0VUSF7QnbsCD18wZvVl/FWZ++ZaBSr1n2n1P/4LvFkv6IrrQzBA04fYWBRVoRIc2W/24WbQlAjUpomK9sFV1XMgrmpUtCXPmf17rDUAm51SVRcY0Sw3e6G02V8AxkezaOeEi0Pnicr8abGP6vIA3GC4tLmECeT9fo8hr2dnNWgmU5xZLvqDXvjhe9aNkZneIdB18bNvpC00AYP7zhztDiH5VIfoT1SoXZ+PlUOp1889JZRkuSlxBKjOGZ+O0EnqqaxaJoeX1GK8mTgAxgFU1wMq+em/3ImPfvAN2uijbieAaYJEPqx/Uca5v9ewA9CTbROgzfem+Vc1bDrXwMk1taV59X0YUwW6lDzhpG1vQpMG2Bk9D6B5DkBDoA1+Qwbnic4UgatqTHE+Bx5toyKfsel3GNqCSqhgImRccRqo4txOQDx0tVrd/KDI/NuUrwNgXwIWUoesk30CbssIfEqyGcGb796Lo6+0gid1fjf7A9quZ1met5W38avZrg7pD4F6n5uBX53LJ3U5WmjgD6zZHzS19d3c7yEs+gf/48ybtYWXU3a6d6pbWJqhz/dbusPqqEO+Y7cOSSSf+b1lMlM5xUFdIBmVhg80+6wzE2jW47yJN4E62a8P2gyj3zjG6tNAG3+wCzM2VEArj0jx9ifaZvvNBAIOXfDXev06za3tWqBNEaGpjjfDTh1/E1Q7blHoWv164hjQY0zxtYIc56AOPB7Ontv6pKzeLmTur1W5v1Wfw9DE14Z/QM8wULdef7N6Tcg21I8AvbHPNqBdXeeAZp/Br4GjBurfgeZ5AqUEwUwKEnO9D7ds4G6iy+rZLj+z32hDQB/gTWgLdrRP/Uw7SVxcAw92k+f6z7Q7eeA7ZRXQvg5JSxMoy3bGRZ8+C6jjTGgrS0j6gXTKdWi2bQvobdDUhyZ/8rOOH15RL9smtNFfv55AWdZtXs9zcLfVqX9v66+trA2ol7j45JsnVTeAjB/1fuo0JTTLqJ9HHbbStg6b4W2DtvLck5N4sk793DlMZceUN+smJK46oDtZz7iktpJkGR+XvlSu2AG9jrQu7AQH9KgSRMQ3/x8g5HzUDCMgnGLi5wPUiZ9zgubwfaWAtiWJbEu7GFyeK0s0Dg6EQHkahOh1ARgSwtEMQXWej4RxLK/w28jxXmLPPnSNnzc12gqaaPoQpPg/d5/43TbwN/ncBtRvm82lnPrjr1DFmPXZwlOkBFvrNCR9QODiE9qiLCHpzf4Cmg5+gCuh3kc0C1lFvawfelIH2g36CaDvrUC2Cxz+uoGuQd8DGO4vaPJLYG4A2S7pa54nhHlEmS+pWgbohKB5uM/geVyjXR1v83u0p27qzDD+WnXBgP8mRjCwxWEagOZ4AgZt+b5RV7OMvgY8Tx0Y4NS16lsCWJtdBmt8pd9+o/94frqTPIOA/B30IWigB9Pm2AZAnwN64zz9VJ0+z7YqhBTntXpZG2w2pBzroO/QC77zEcuz9bJ6Mhq+N75zfQDgvR4fB0CdwOVP/t9KM3RCH/QRe5EiwWlCk4YmXfTbRn89FqXO5JJ+6m20JbYMZAIhjS6H+gPAm5QOmoVOZ5/9No5dA92oLg+D1bDRR+1/g/eQ8Q5+AnrUbQT0VObhHrwkp6LBEhhHhQCiK0Kzez4TA9/7S3lJeQ5M51xzhlxdM2ZdR8HqI3U/lAn8TDVMIahxXl3v4xe4h1pZ1BmgTAVOyDFQxgF+PhG4aRGwsYpd9X161caJQdW2DrTlGj1kHWpln3z2+9Thaz6rINC7zGONIkOfP4DwGGfypoa/CW6XdHBUdUxHhYcSU+1ANuiV2SXVANejSj2g66Lx+UJVUYCs6jM7L89W180XoFb/etCvLwiqrgOmkfFAk7qo0ZCQ469DlgWPGROGnvXof2ObhLCf6Dcg61d0V17N/PY/OfgWGprQ11UOtaV99tEvF/TrJZ/0fWjceU2fbsGnjr4uCdJW+zhqQL+URm+CRnvbjD5T322n4KvaUZa024ZcFGUcdTqAtpcGcQ4u6scX+QDqcF59UqfZLvvYAFXdrN3Uk1Zc1QFwLfBSZxi/cVXtI3Gr5EaZzhIv406eAYw7f6IUAE+ThjZwD2rTr1+1oYzzONV/dAUtvhrgvrK+Du+F0HlQ4FZ9eoYAvNXXhKjnFlW/+t7WtgH1GvV+m1D3Awnug8/a9yakfaReAtx/Bqy76KRwm/rqs98TfeY48rMOKguN5tLwtaSH8rySZYzF33QeJfyvWk38AuhPu6E9ej8mvzwxMVpGq03FI5cuz4t2GB+D4icUM3uJcoxUjNC5v9NxXPb3cHpxzi8ndbtdBz0U2EzSxcAzHLh5nzcMRHlTAQmefHrZSW3ynd/U83KlyiB78P7wamAqBy94si8/zqZi6IF4yug/AjRYhCua+dMzeujlr8KZ2TSfMJN6/EcbyjlFIVyPE8DX+DQm043ypLNygFAdP2YmYET+hTVQiC6f04f+zMvRMb8TmWQi72uueTNEp0xOjIdiVvRmNpuCTwWOviu+VDy2LKAPHkOP8EM6w6Bv8PEoIDN9xshBOe2gHVqgIepDAv/Tt8brRwijbwD+MCuwrCmgrfAjBvdZjUtFBsbt68KRQRLg/iJ9wyN0TR24UfZDc9pxRp++x1T1m7zgOn/mgY5BuVG4DxDxM6HUVY+unzrnhK6SXR8fjT2QKEN+qRN8R36WgYpo6nYePJ+D5dWQCeOu8FVAf3Y8qlN/yx7dpt56vJxX+KgLCQZ9B6HtA6IqoD/bqcbMNXTA/FN90yQEtIQecEdCQj+6xidIqvoeE6eqS3fG4/aUU4ZtRbn7FQ7rOe1oo7o5W3JfarNavTo0fIy+6Ahs9BM6nvwHf7ZHf6Af/Lx8inboKzjYPAtuvltG+qQ/8CUfzb8apF2hw05QXCf6BaDd/kw0JE6fq8+19dDlGLyru+/oXzRLn2jncdCv6vkRXJ2nXugfrTwGiDU69ZPcgLPWdV2wTqsePOV96vRJe7qGZvQn/QiIkrfIoyt+m1b9E/eqWDCQm2mR+kUbfTEhMRaud9Ej2prOikZdi3Gk3iJ/Nsmqgg53x3/+Dg9SNthb2CHjDHyVDCyPqi78FqRPol7aO+BPVTFO0zBMO20oty7pj+/BA8744JNvgctj1Se2km2gA0B/gLi1Fm2BkG8lS/15bNTV9fTHOlE7neNfhNu+UtejT6OJ/oQSHfMqiz5ZMZ6annBQB/x76CvV0jII+FEAzvkE/BN9CiooCohBuLi4ZOGPj/MbxWOuz8HP6rE8DTEQSlkIpjLWCsGoCOf9xJQtLS667/nFBQtvcmraP9G3vLzs8zRc01F9T4MFb9Kd3zFi8LJcDqzwc6FrPY9nUX3wE4Gzs7N9oXNwDeXlV6u4DszPzxsn/VI2NTVVrl69WpZWln1Ouwi4o2WMnwrUwXfKECBCzfGPi0f8LCF9mjcVnRj9NfXDz7vyW8+0X1hYcH1gcWnJ/cNTgOsIcqkqR/gYKJ/wDHrpM5Vhx47tqrtsWZEYwHvqoB/QuLoKj0ZMO7RAexyrGmPIEbzZLgM7sCi58XOt9DczM20aGGs4tp7b0yd8BOe0+Gfd0LWu2qyqDJiZmTGt1KF90kI/8AI+o/zoAd+pY92kD/GAtjlm5MKBGelyWVqOx9dSHoATF11L2VN/Ve3NO+HlE5qgh4rwmwN64TsygJYZjQdnsGweUpUxh+5AHwe0gQs+Y9CrK6vYoPnAsSJdWlEZ48uxMG7od6ImQO/ADb+vXr3i6zt27FT7MdMDTnQLfPAGPtA3Y8Y+g2cam3iBzoBV3fgaY6Q+MHCG2BZJmewDOSBP/fHLadOyzaWlRY8T3kIXOOmPz/lr8+YN1+EZbcxX8Rf7sq5JL6D1muriwCgz7eovfEwEB/jMeDigV8UB+uIf/ajk599dV5BGz6GD8VBuvqmtCFKjkD8+BVzwbWZ6JsauAurTr5CXFeGBN9BgfazGsrraNZ3wjFkR9PKdfsCXm9bScUN/b1R+Tnigl2uU0824eAAk32iPXB1w5YPQNfoGP7Thr3Lc1ktB0DVq+0KPJienjCt1wGOjMwYM6OuK9JCxwHP6C3qC1tRdZEU7rqNX0IgO4OPQY1BybcwxAflGkORC6KJ4o+/QnQAFiwuLrjsxMek+kk7owUbwfx63JivLkgG6Z19S1QM/v5sPnSkvHxhUNUT/UI0+J1UH/Iyd4ePXqWua9LkkPQCQDfKjbvCbX1QM3wldplV1aUvfyB8dsq6L79CdeNAHZJd2CK9JlLEn+oBIyhnT4vKil8qB7Tt22M+Bl7Hh/5xUglP1PXYBffEdGtHFbdtmPZ0iP52enlIfvIFP/049d94B/dq1az5WliM4nzt/To5jh4lfUACfmJw2cQxuenraBGzfvr1cvHixnD9/3nX54fq5bdskvIVy4dKlcmD/fg8WQnCkly5dNnHbVIdBguepp77gQElQ2L1rlx0CQQ5B3XbbEbe/JFw4BxQ320LX5cuXzaATx0+UW4/cKiPF4SyZJgL67bfdVnbK+V1We5gGg1DGXeoHRT137rzOR8vu3btNP+2efvppGw31KJ+b216ee+6Ux0CdfQf2m+lPfuEL5cqVK+XRRx7xOBDw6dOny2WV7dq5U+3mIkBoHBcvXfS4bzl8i8ZTPB76mtQ47rj9do+DMpw2baB7m9pfE1+eeOKJcvjw4bJz5y4rCT96cPToUfe5U+PYv2+feDZSjj1zzLI7ePBA2bNnj3GdOXPWPDty5IjHi/O7dOWyxn3WdeYkPxQRWULPlHDec889SihGy7FjR93PwYMH3T8B5+KFC+LFcxU9OzWWcCgoexopBojyHXv22bIgpz0lZbtdY0TGZ8+ekRyWdC65qD16Q7/IdO/efX39gh8X1Bdj5BoODfmdO3fOzme/9AodQH7g3bdvr+WF/jJOnDvjJvDRz4ISucvqh2QCGe7UgSDOSF6MHfrRPWR34fwFGeWYDe3WWw4b37PPHrMzoC18QAa0u6K+0U/0HMBRzIsGdAXbsONROWMkAEFPJEFqq764zthsyDoYczqKWY0b50M/4CXxpRzdpYxxT+uc8cFz+kCH4NnevXstC+rBE+QOPeg6ZWfPnjW/ko+UPSt5gRuHhCNHx+E3Y6EP6MSGT506bfvYJ73bs2e38dMW+tF5eMSYL0i22AN8PHTokH0uY+YA/2HKxDvk+gXZEvShV/AE+0c20EjfXIOOEydOOIG99dZby17pL7ZO3/PzC6Jvxrqa4wMvND788MPWmY997GPluOp+1Ute4rHAp1PS5Scef9x9vOAFLzAvTj93ujz15JOIU/7nNpchl2PHjok3E+XOO+8o27fN2ac8qXrwgvHddddd5jk2g/667dw28+yxxx6zbOAN9aaUGB09+oxtG9vE5tCzM2fOmJ/ImbrgRq6MZ4K+777TSRX0mBfyiUfk9w4dCj399Kc/ZRrAiX+8KlynTp40L2699YjrgvO0+iGJRWb0Ay+eEd2nxQ/s7b777nP7Z48fN8+ghzJ0g7E988wzlsntt9+h9ttd9olPflKBeKm86EUvKrfccotl8/nPf956er/aHjp4yD7pH/7hH0zPww8/YjnCn0984hPGefDwoXL//Q9YL9A9/C59Pvjgg9aFM+LDxyVHfFfwcUp9Xymf+PjHy779+8pLX/pS694V0QN/8CX4cPrBrj796U+bx5zfd//9tqnPqIy+7hGNyIxk4LOf/ax1lzHfcccdpuHxx58on/7Mp8u9ktXLX/5y41vQ8bcf+pD07pD6fkmZHJ+UfZwsf/VXf+U2Dz30kHWNcX/845/Q53z5uq//hrJXtMIz9If+sBt4hhz+9m//VjHxqfLyr/na8uijj9pe/vIv/9LjAR/8RW7o88njz5aHH3ygvOIV31B27JS/EIy+5jWv+7cf/vDflT/8w/eWv/6rvzaDcNof/fuPlj//sz8vH/3oPyi4X7RT+fCHPlze8evvKH//0b+3Y4JhTz75VHnTr76p/F/qlN/GJcN5UgS99S1vKx/84AfLuBQDw/rcY4+Xn//5N5Y/eu/7/bvMs7NzVpi3/9rby3/8/d8vVyXkPXJEp8+eK+9593vKu1T2zNFjMuCe6Dld/vRP/7S89a1vVSB92kZ9UcnBP2pQf/EXf1k+JmYhOBT87z7y9+VP/uzPyomTpxSwdtiJ/6OU6Pd+9/fK5z/3eRs3So3Qfvu3f9uMmZjQbEuOhLH80i/+UvmDP/gDnY+K7v1yGCc0vl8tv/Pbv+sMeceu3eVYRfd73vVu93mLDOhZJRW/9VvvLG95y1vKKSnDLVKaBWWl73nPH5Rf/IVfKJ+S4uxW0CJgI/BfVD+f+NSnyq7de1Rvyd/f+Zu/Vf7hH/9RAt9ftok/n5VB/NzP/rwU6TNWaDLYx594KvoWXpa4cA5PiSe//rZfE42/IwO6ZkU/LnreqrJ3iiacD8H6uJTit975zvJ2yRBFgd9nFRTf9/4/Kr/0y79aPkbfCo4XVf/P/vzPy69Krp8TDbceuU3Z71r52w9/uPz8z/18+eSnP6m2+2TMu8vRY8+W3/rN35R8/oxprzLsIqV+rrzxjW8s7xQ90Egy8rnPP1Z+5Vd+tfy+eLYkZzIveUP3b/zGb5T3/uH7RMdZOfpxO+f3vf/95Y0///Pl5Mnnyi4Z7xWN6f2i8Wd/7ufkBJ8su/fsLZekpx/+yN+Vt/3a28SzjzlAS9Qy+nPl3/3kvyt/9L73lRECgoLU008/U376p3+6vEt9Y/AzM9vKEzKmN73pLeU3xfNLMq79Bw543L/7e/+xvOPtv245Ia+jCubveMdvlF//jXeULwjPNjlzAs57/vAPLUOc1gEZNPX/5m8+WN74C79Y/uZvP6jguFtJ5Wr5v/7iL8ovvvEXygf/9kNlYmrGDhddQK4f+MAf+2dKd6ruF8SLX/qFXyq/+zu/Yx5un9tpHf6d3/nd8uY3vbk8o4CCo15UsvLWt77NNofscObnL1wsv//ud5df/ZU3laflGO+8627zGJv5hV/6JdnHx+Uo5cBU9pfSPeTwV3/9Nwq2O2U3e8pTSmJ/5md+pvzJH/9JmZ7dZnmdFR/fKL39rd/4TendmvX58cefLG+TTv32O3/bs7BbRQ9JDfx5y5vfUp47fabccedddmbv+YM/tLy+oIQd/hDE/+RP/rT8nMqw0f37Dzjx+uSnPl1+9v/8afNnt/Rxu2wWR/fvf+o/lA/80QesZzhv7OtnpXt/9L4/kuM/XA4qiJI0vu1tb5cc31TOKcjdfued1n9s403iGXy5VU4a+b5bZW9U+1PyJYeUqE1qgvJXf/3X5Sd/8idN40OPPCo7uVz+XrT9rHiBLEkQmKV97GOfkD6+UTbxZ3a+zMJJBOjj93//3XLEM5YNwQLeotPT07Nlr5L/Z5Ro/5506tfku86KnkfoR7YHPb/0i79YPvO5z3mMMp7yx3/yJy776D/8Yzly2+2eFcMf9AJfeofGx2rppz/9GenUG8sH/vgDthl4flK68jM/89Plfe99X+mI14cVIK5cvmq/Bz2s9j36ghc6eCGvt73lrUoMLpUHHnrYON/1rneVX/mlXy5nlYi98EUvlp72gp5f/mX3h4+b0jg/Iv7gz/5UPnaH9GSPfDvBDrr/TPHi8C1HXP6Zz36u/MxP/0z5A/nyGdkMkxl80i//8q/It7/LPopEiEne22Vv+Hb86qMvfKF9MX7il2VLT0o3H3zwIU1aRiWbj5af/9mftc/es3e/J1ufkt/8qZ/6qfKYaLhPyQArXtj2r8vHvUd+fEb6jJ976skvlF+Qvf6h+D6lBOUu2Qix5p3yh++UPs/I3953732ONx+QHfyq5Ig/ACc0vlf+5M2i8Qn539skG+wWv/NT/4f6VsK2/8BBz6rhxb//9//esRQZYJ9PPfV0efOb31z+WPbOhHBWOkS9XxEvfk9xRQIoD2iM+OdfUax5NzwTr++UvC9dQlfeU3797W/3BOhh6Q8J+nslZ3zkc6dOlVe/+pWy410O6J1TJ08r0D1W3v2u9yjQREDHMcKY9773D63Ye+RA77nnXjmAYODffvBDnnkS9MbHJmz8H//Yx5UlKlArw8MBkFX+/d99xLPEnvJz6uKAyPgIxjiXq5rBEaQuKgBekyH63oDqoXxPy2A+Jpy0OyDDwtGfkLMyPtFHXzjqDynJIEAjiHkFULK4+cUlO13KWTIB94c/9EEp6B8bz8zMrDLfS8rsPmFlJYskEWHZh0z6xLPHjZ/2VzSjvXLlqgzmhBh6QbO9Rc8McQxPPfYZKz0BjOUWguQpJSHnVI9Az3jOnj9Xjj9z1Dhx5ighynlKyn1U5dCCY2S56jNKMh5T4HN7J0fr5tc/KrkiMOIEZzQTYVZy8ugXPBthJg+PLiiTf1ZZ9jEdJEBkkBelAEc1+/nEJz5pp4MinBb/oJFgsaIxjinzxwkeVxL2tBzb8eMn5TyflTPULEBB5HNKgsjoz1+84KTuWSkdykqQgF6c4tsVYP70Ax+wfJ3Fi5/PKEBBD5k+OoGRa0jl+Bee8KoMM/Lb77hTWetS+dhHPlT+4i//yjwn8UBGx1SHGQPtSFqgBwe9IN0geBIg0KPPfvqz5e+UkDpxUHBCn8j2kQ9Bn6DBuC+q7Qnxe1l90HZ5aUXG8Jz4eNTX0W8C2SkZCOO+JhpwOsxOur218oyM9rgczn5WLGSozNaoe0YOkuCGvJhFHlPfTyp5JdCxegStR4Xv6DH6GbXhM6aT6vuYkiHsjMRxu2aJly9fKs+pD/Tj8K23KLnaZ908fVz0yFZm5RhZ1WFmcPbUCWftOBZWDdDxMyeO20lxTkIBnuPq44wCLUkDZejlCenPCfqRA2IGzVodOn1M/IFeAhnO++zps+U0fSiZ2yvdOyAHjE49p/aMF7lgM4z1tHSGiQArY/SLnZwXjczUVeDAiI2dFi0EYhI6xkIidkl2c1Y+ADkgG+ojb2ZJvgeuc5lSuSAaoZuVKOqyzMwq1oXTslfxcVJ9IEPqn1Y99JakGh1gVnjh7GkHPhK6sOMLGstx6fYlB2l1YbvBNphs2PdIXugAtGD/JHQHxAvGgy9itkw95Ii94nSPyjbhxYTom9EMzT5OfbMaRoJJgCFozV+6aH/LWCjn8+SJk9YzfAfJDTJn5ksSMMb4VG9aOK+o3UVNtLBhVpiQwdFjx8XHGDN+hkSBSdbC5Yu2BX5ql+CKDqA/rKKio/gReDSvOtjNsvhLW/QS38BEBj4wEyXBtp8Vj9Y0u0YHSCqQCT6VsbJyBN5r4jFBEdoZG8mQ5cCKlc7xSfgLJitL4jv8pBzdw5bOSn7oP6u2ADp3TX1fFk07ZC8kdfCCCSKrEdRDn6eUOJ+Ubdq/6jorY6PqBx7hP8bFxxn5JGb6UpayYh1Zsu9B37CBK5IrY4JGEiTKWHE8L3uHp8gcPsMfEln0CT6xzI6txkobq2/o5M6IWdIPZLp9bocncvhTJjL4R2LcDl3DHy5qLL7toD6Y4e9UOTLhGucAs/To/6p5mNBhN/NpKdv5C3JMEhAbUbjHs21umxUFJ8SAxBEp6ExhY8yEgvjE9GTZsVcOotPzILizyn24XTuksCK2IyEjHOqOjowq45gtk3KCBHcGSR2Uju8YIINHOfjkfqvEp0xqylk7swZwjYgWfj93j5R65669vi/TXV50UOqIvtltsYT8yX/4+/J5zYK6OO9xCUnGsd7reJaJA8JIMGCYjkBG1RZDRcBkb4wXpWQFAgXE6SB4ytZHxtQf7x7m3sZaGRdNBJYLyoZRCh5z2jY9UdZVjtOfVv+8DhNjHJfCdLnnpLbo6JRmCSsrXTsWhEU/BH2WUK9euyqaRf/keBmf0iFZjHSk7BPQBTnsHZCCSFl37d4v3iLU1bJNyrNXhsfKyMQE9+UINkps1Gbbzt12Tngu7mMXkTIunGM66NvGJCe0SzPvvbtZxp4sKwp881fnpSZKytQn9346nZBtR33OSjbj49yHKlJ4jH9VRoGT0XV1RDBYkHKW9VX1o0ri465de0SfeCEHPyuewEc10hXNsvlkfMK/qL5x4vSLvqxLnhfFq9TBdbVHtiSV49RXEF7QMSHeskloSjo3Nb2tLC0uaxyLMuIZ6Y7Gtv9Q2blnN9RxQ1AGs7tMmx455ZVF9V2Ea1FOc0HtVmVg0gFTJ+MXTUuS1ZrGtS4DXV8lkK+XZTkVHOb46ISYq3IdOJEd0lV0v7fKfXDubXcsqzENklvI3La4qr4ISNzqANC5q1euuQ9wY6bIaVa2QeYOz7FH+MF7EaakWyzFQmNPPFkWfQS6tZVl8XPZenRBmf5FJabblBBOS6fWFhfKaSUVZ8TPpaV52U0EpIvnLzn5uXDxjGQpnZQccaQ4twk5GPQKQNexD5Z6K4W0feNoO+OyH+iRnrBUvFe8npmbKdu2S1ckm3Hp2pwCL87XPHAoFXdVf1k0oBdCXEbkjxgjNj0hOaGb3O5gJk0Cw6SCwAd/GLPribd8Yh/wBVuC9lXJH4Xnts4KfagcPoyMyS+ITzjXialZ0zghIucXrioIXhRlcY+Z5Aca0beuaGCzpTezqpifPCaAebOq+qWQIDa/LH8guv374yiVPlfF51VvCqNMgUF1VyRjcM7Kzid4nbL6uCo97soWlMrokG5JN9F3gh+b8sxy/Yet8CbBOVZWuK0iO9ivYLxdQWIMGqknDCztQiu8GZPfGKn887L8D2Mb8/hEn3ixIp0mSE5Pj6nfrm1tVfVIJOMnYeX3ZLfbZnaIV5NKrCJOQA/ymVJf3NbCV0AfCWZHMQUeIydoWpA8eCs0b+/DZ2gKaT+PY4StO7YpWfTz1eNIwD5nnPFIJ9CzGekXfRED4OuyAirnjldSKp7RRq3Qm+1KJJwRwjTV4fYgezm8ma0r39Rb8UTnquyc+/Bd2QO8GJMed9el1/jEndulu4o/inTwmvvWq13Fn/UVoQ4bnVWiyLI5M3USEg7kRcCFu/gXYtiEaB+RTdI3cYB6+ICxiakI2NKPa+IT+7WmJtF7eMvP1Erf5QeuSg4wtjPKo9XyReJJQmd+cV6Ke0mDVGMF0EkFahSU7/zeeFcdX1m4VpZEDESjh/BlWQM/p+zr5BlldMLBa1gvyDmQZZ0/e15Zj5RZ9ZlxE1i7clgry8Kh9myywEnHRggRo36oN43D0kH2qtFKiRbLoozxiga7LPo6cvxjGtiEBNtdIzGQIhEMMKKxKdEt5ZKwL58/JV4tl8MHb1E7TFKKpT5ZAj1x4pSX1tkXQDllZFZkYMzKUHicAI7KsxcJh9kEQBbbGZt2oEDpRLj6k5Cl8JMOHqKBICGeXRIunOWaxywDUv9LXSnOeRTnqhITCVJjn3fgYHVCXcmAx8UT7oHu2rXTSuNHEhSrJ2Q0O+Z2lz079+rYXYlCwZJx9Aj0MnQp6M7dO8ucAuaskyV24JNt7y47FKC37VASNSPlFszoE4dHkMLpwruOgotMJrJtZf/IjKCyqjFQ3l2WTBTgugpq6NC2nTvKPs1WpkXbmoyE3w5HuXFYPQXwUTlPpSdlWs5ldlYGsEi2LZ5JoemPTDpf4c6sjqDKnodREgwZEo6NZHBKis79KWjBgLkfd+TWIy4nAcApcn2bDIpA2lHfBIk5ZcJ79h1UcqEEEZnKULnHvSLdIWmbmkKIolBjQTdxiLt3b7f8tis5vP3I3dahSdEqCkULSQpBUzqlfteRreS4TbzepwwbGkhMRuV8dilgkYVDw6gC/ZQC/diEZhMYunSZgM7mqnG1WVhic5r4ooDOhsgJ1V1zIBNtGg/CxuZwrO5D52qgIa2Xc6xIaUzsHyEJ4sVBOPWuHPD81cuikxWNlXJZzmpJ9JLoYEckg54BzIlOyXFmSgmgcG+fUYKohG639Ghmm4KA9AdH3BlRsJWuWZ/Vnhk0TrlDEoJjFCPWpDfMlC4rAST4djRuHClBlMDZkbD5ycwJ0bisoIGucz4ih84mn4OHby2794iPE9NKgBRgdX2HZLIDXZaOwhsnT9ihekSm63LQAI4Yns0r0C/h5NXHFEmtcLATeFQ6gU/Bzi9rBnXtmpIoTQbQlWtXL3mV7eqCAo7KCMyORCL/mmwVH4HndWKj7+vgFr9JblTLCdi4bIDZ4Fi14W1UwWCH5M+EBfuBZ8ui68rVK2VRTpiNfOiSkMp3KFhofExWFAo8FoLYlCYZs1Mat+j2vVbZ0Yz4StAgcDEzhj8ET/aATKsvfCcB1bjFeyZoJPr4yqBxRphJEGLz33b5kp06JgmeSrhn5f8nmCFrYLOzBCLZryYRhw4cln1N2yevqe20xr5rx171o2RBdIR9aIYsmtFbfAd+1Ior6AY5ThxgLZtJmQzOr0ovSaLVfkF+5ZoSxcWFK5qxo7tsDtQV2R+rHR3p/Kh0hf0o+Gnw2IIdQ/ii2bV0tCs95EkbbOTi+QvlshJUaCHGQA9yJAEDpsdoKN9GR/I72ID1QvbBve/FlagLX4hdykCEg810mpwqEegus3laNKotky7q0hfJLisfJGqs3GKrKxrbRSXWJP/0QUAnsM8vyC9p0rEg30oygP+Zls5LyKo3L70WPQo4/OrmunzDqPoZky3Rdo1EnLFW0InlAFGkA6GTIUAExMCQNSkEBs3RlcN2XUEo1JidAcuqZAmzmv2xIQyczGa5zrKlMxQRSktntmKsd8OSuRlbxxu09imQsSyTfSBkggtLCxgobQi0zKxhECsJCGdcxsMOzDNnz3ijw7bZXZ7tsPxFMGbAKBk0YFAsybJUQfaEYsBwrpHUMG4Ewr0mNqiwacQJhspwmgcOHhCtc9UqQuw+vOvOu8qRI7f5O6QzXpYt2XwxJwVnfDgXVkDoiw0p2BuZGWMlW2QzCspAHZbxoANHCPBMZGSBzIiUHKmdKpsunDVGy4YnZAI+5Md4cqkKR8DsDlngaAG+kzgwPniwLjzIn1UKgpFxqT3LoizzURfdQOG4NqUAwDUcBPf6yPbZKLPLGwnn3Dc7RXfJWeCA4PdytTN6fv6a6+KMQtaxKoFMcY7MBIiy0AhNZNTIkgQI3YFeNpUwS0QuADyH/xg7BsdMCV3ByBgT172SJD6hm+iNarEO5uXREydOeiMWG+hwDNdEI8tr6EFkwKxQKBApmDAWy0CA82WVhxkjzh/eAzh+6znJptqxggB9rMpAC8EM+SNDeEawgl5kThnBwTIwtth9jN6nbAH01zMC1bcjUFuWPNlNzLXM3OEb7WlLWTRn9WnRgQxeMntAFMiAjYF2QoxR59DFraglEtvoWvKqdFdBAceKDJEVtIUMYGP0uajAj//IHcP04dmLxodNQSs0kzAjU3hqhy39Aaf5oDZstoXI2B0PfnVS8cI8UD3qw9/UC3yTl4V1jZr4JMtBukVf0IEekChwqw866QvZYZPgR49x/9RjEoK/CZpjH1F+p1++M3jsCn9CUIB/AKRi68z84AH00AZa6IMygg5j8WqgaEP/oAue4Auhl/KeDngBvylDviwXQwfjol/kyvKvNMUBi2tA0KOEV/ZnPqgucmK1w/qqeug3TwVBND7GchUP0S8A2aWvxk6uSV9EuHFjq/iw7I9PbA/8rHB4Z3x1DX5KefUt/DlL0uCFT9QLm2Dn+5LHQ0IWtIpXogFeMVmCrtgAGk8XwQNWyLBVztEL+1P1i/zMf40JecML9ASdpb8IwJosSd+IK/DHuqs/3xJSPa5F24iFJALe7Coa8S2MzrLSdw74SPKLfEm46c9BWnXWlLRTn76wFeqCEzljo/RF4go/sFN8LZMdWEgMRZ8SOqzNmyAJFobQmHMGOyYm0BNOgyU0llaYWYMJpq4qi/a9IzEKZaceiozjpz0AIwnwZpgHGo/GofgMlKUdwM6jAnADKBtt9+7d4ywURu1QAnHb7bd7NnxVjGdpkSCHY6EOn6ngPGKDQLmHiEJYGAJowVihkX5xlAjbY1I7GEodNtrRP8oL0L9nTRp/GAW0xuNJKD1BmO/wDzq9hC864Y0dmgTOmAiEVnLh4z4RAeXSxUs+x3BxnizBIhuWsXMfAHQxK7DTEL0El23iNQ6L5dKu5MFyMLgZL+0QIPjYMcrmuMjYVaq+qAevMH4MCqWCB4yJ8TPbw+EQLOAnwMwWHnmvAvoih2HeSjkZp5Mn4UZPcA7blfxwjwgn6numyioJ2MjtqtrHkmk4ZHjK3gcnk6IGGqEPveTAoEgwkRdGJ/LVI+oYToyDxIdzeI1jYZcw9S0vjYM23GvFsNAP+qEucnMgAKOSiQw+yItVI1Eo/Rn15hMnNxqPBu2Z2g6NEZk4yAs/NLMKA1+fO/2c6cIR8Uk9xkdSg9PA4V5ih/plyUZ1WB53Mic5wPPQs3AKvq7PBGhmiZvd6lHOWLjXxiOFXQdL7IHk88CBA9LlXZYlekNCgY7mLmfak1Sgs9OaiRkfzJJc2KdBHeudzXrEjgQdQd6Z3NAe3qLz4WRilkwSGU4SJ0qyosRftlUPyPCM/jIBgvfJS/jB2NEXxgxAi2dqFT9IKpnF0s5lqgcf4AdNwENLdI8y6gau2AuAnZNkslRNMgp+2sAn24DO8RXYBmX4NeqQMBJ8IyjHDFCKUXbv2R0JsMo8FgFjw+9gs+BihQ0Z0Y7ZMk/6kHDhp+ibMaf9EbRIZBiTHbxwOpjpGnXpA/4DBCDOuYY/0egdELgdQV/YFWB7UlvGEeNRsNFBW9qx36CnT/jPvX34n4GNvRLcH08eQDOrP7TF1sHnPnROcpSP6tEfAiFx5jFH962xQw17RvDhTD749KNx6IzGCd22C/imMvoENzzik1uf6Chj5lz/mT/wmwkJ341LPKAsY4CTT7U5fOhw2X9gv2XgZW8BkxZuxRIH6YekDxz4SPogwPasjpEkoPvQFSvQzOJjCR0bg/e+ZQmfJMfUH3gzN6c6VXIlVALFXuEj2YHXJHLoKYEcX0ZM48BHQBe3khM6ODUcH06azAjFZvB0BsBIFNZKq9lFOm7KnaGpTs5+CVoMGMbj5FEcOsaYUcI1dQ7zaANTGKTv7QgfM2k20qE0CAOAacyUeFwKnDTkHikZIcEcXBgMioziw0ycxeKS+hJNOA12UuKAYSRZLcy9++67TXsaLte5TwLgGMBrRRM++mV8lLFpic0x0JDPuaNgZFXnz58zs6EZo8QgoDGyXjjGTHm7nW+MOYIY+whIHMDh7FdljAU+hrC4dxaCIzidVoDwDFaAY2IH5sKCEhLfl4tnLMmOc1MgvGUMbDRjAw5BhTLu8Z08eTJmZxiZ2uJkoJV7tDZ8jQUDRnbmg2jyKoLK+U7/yAdek4DQd24IAeDDhYuiRTJ1Jm65EjhjaQqwQSlYZjLI40gEkDISDhQZwCc+cWpOqqDDZTKSik7KkBlOk3Ouc4ADJ8h3hIAj8WYbZONxq9DyBvdaldBFMoJsCYxkztQhEDI+B2iNlaQKvNwuoC5SxgAJoHskU4ySVQkHLgF6hExIOrz8p/o4EIIo+udxadw4G3QAGZhuAfyhnLGt0rfAzwaLXtpFHyN2UjxVgp6h1wQBbBaHwbI2NgK9ADipRyBLe2c1hzIeISPQCYGCjhy0knnq+3YIK04aI21wXOaZgN3kJDIk+fAcelgdoB7j9XK1aGV2Aa/gI0fKLlZ6YrXBbca4lx1+AR2iLuPPNtBDwkA/xqtrpglihAP9RG/p9/KVy3KJyIBkX85Z9WlnGmU7lh9tFLBZruU+Pm2xS2QOf9EFdDvppg3yxB7xcX1bAo+cMDxAdzwJElXUZfMhtpiAzQdOJWGmSTTq07Nc2Ts0he6KYzrMF3Se8aou34F+Pb5Xn16JEI8A6kdifNV8gh50GJ/CY7XWI5V7b0ylH/gV/AK6SJKGzDOQzsuv87hwvpeAcgIM1/Ct2DI0weHkk07D3tW9xwJecOoTQK8jXihYiV4CH2Pilgmy5ju6YV3XwTn94de5nrGrb28VP0MH4l0T4fPjfQIEZPMMdPpD5tgYm9NEoa/hd3NCBw/hD305GeBeqNri492XxkeSzooqbZFN6gp4oAr9Y3LGninGCE58DTxHtp40qy1l8AhbcSdCznV4BV/CjwQPsJmEDkrnQKQTGnjQQkRm4RmtvhOcIQrnZARyftRh4Gx4gQnU5dlSBpp4PAARjEA5J9Nh1udsRXhQBAZKHyg2xBLsSB5MnOpgDGRJEQSFU3gQEMzAmKHD+PWHwqKg5qz+nTt73rNT8Dp7VV3qp/GjxLRlbMyYKENhVMEMy0DAvSddNB5mmxgvbQBoOXuG573lJFAS/bEDleyWWwDMYmlLsCCY0DfCVJGBe+U4T4yPDJdMk2cSd2kmGOMSqAw6UH6crA1WB23Ax+5SL611uLURimAFqwAFQOiWU6WcGAn8R15hUNEGeTAmnBTKh/JinMiUcq6DI7Nw2nBOnziA3JxC0ELhvBNTBopjA4cG40BHfcbjjUUCjCn1xLTrE7zQzDPGfOqCy8CDfKAnlRpauAYOxhvjCXwYs5eqZDTMFmNpdWkwbgVa6iBTB3nRzjmrGfRh3mrmTBn6hF7krDRmfMsVPyIRszOykbJRZrafsaMDBAicAjbkseogOYR2DsoAxuF+sA/RiP6Dm+vUo4xrnHvGVtFDn/CG5I3k2PwQLdALz5n18MnMGpvgOuMSIrUOhxey5FaV+lY5sqQe+1jgI5D8YuUhoCdnfEVyFp/EWx7hoox+sRdWsGhD8IRmAgF8Y0wc9EmAISjCc/qjnACAvJGVkwhsWQfXsfdYAo6VFOqjn3wmUNeyZIyA+tG/sHPGq094hq7QL/t9YAXn6BztkSs8px4H48Fn2t4rOsGT+AH4tzAv/yHekwwhL24pMGb4Zr9nHY3bQAQZwh+ywq+xCZQkLH2pKro+eh52ozY6ctzJL+jAZmnDAW7aeeKjseQY9J99PAGfehlc4AljxR6t9wK+5/ipY/7qO7SgNZYXclDf1gnxGh00zaqH3oMfvYcGgFuR2HVMFsKX8nIxtxvhthy3VcMfo0PIGrz2K8IV1+M2D8DTHlxn/NgC/EiaLVfh9WqgrpOY0dZL+NYL+Wz5KPSXMVPf+qhrfMdGGUPyhkHjw/Fp8ANboh6+LpbCo5/AHbYMXxgL7cM/kdSqmr5jGzxNxS0O7Mf2JnodZ3U9eBaTC3QS+WKnjA39iBWOgA6ZIA5OVFjJIAYHDhEAZQg0lnNwSgim4yAEcTw2QacYAMyN+vFoEDNL8ODswAkxMBsnQD0cFkuvOFAGl0sdFqoA/LzsgnvW9AswOGbelIcRkOXGsjcv+LDjVy7O5+69u73U6CRDuLyRRe3pN3HRDgM9ffqsx+lgqTL4gECYdaYzoD+vKsiIUpFgKvgQJM6GgI5wacttCrJG7uUwJnhBO2Zw6sJ9owTUZay+Vy6cBEYSE9MpA4c/CJ0NYSRX4IFOggWzK2jt6joyZOmHmRk8x9hQHJaCSJJ4cgFlSP7QNs4B0QbPxFvKGSNOAL5TJ+5rRdBEttvntrsMHq52V5Shh6N1sBZtzNpRdmZXHH4ESXSDE+N8/LHH/dih71mLHozDjwZdYBd7GASGzD1EHos0j6tylBhd4Rz64LudEzTTt+Vo9+hgGU4v2jJu6NxWrULAH4AZMnj9mJSA5Wh0x48ZukTJjXgIL6AFAw264xYAxkhfA4ejGaWMnn6gD6fgZEt/6GLO0C0b0Qfe0N0Ynx2T8ITeR+CB/4wvkgnxV2U4RK7lWNA9+MsskFUTruEIWJXgMTcek0FXCJQ4JQIv46Ee/MQeeZyPVR7rn/rnvqBXpRSQ0ulDA3pre9DsjUSNZJNbLDwmlGPxRlH1RWBjPNgYn+ncI4HCCaq6AH7CW49dOoQuMW7oc1IkO+Ja1gs/FftbkLN5J15wwBPqkjQyKQAYI7rA2OAVszRkAX1h7/QtPUVS6o/20EA7Vpa8Kqnv9AvJ3Kpk8yxlBAjLQ/1Cn3oyjgBmg8gwJj/4CdrjV5md0T5lCF/wVfil1Hv+SAaYwUK3A7raYufw2mNVPfqDX+AlIIQc4K+uVeNQJfOcuiSKtMX+klaSANpGMhDJAv6LYONxCwV9IGtuH7hvldO+Lhf3p09kBq3IB5+F7qUM4Rd8B0im8HPIAjotazrjEMAXicV9RSKHekofq3HQBn7Rt4Ow8EMbPHI9la2LdxcvXHSyy+oPY4I/JBXwlZVLXg7TUwLv+KL+wrfK1+scXcZPMlb0aET+jsfs8PO5bE4d81t1sGv6xl6wZeTIHiX0kXpO/EfEZzpicPzTd/xoyDFWnrkgjKbDTw8wduluyjWhw9uScrMJAHNRGpwwgkEQnqGpAxhM4GIg3P/ImWo0HfEyL2UOyCr0424CmAzxGAQOIWfGlGMQ2/bs9XlsplAggx5BKgb0cL+GgcIQHCJ05ayPcgKgnZOCngUk58PSPEECBwcrcVY4NRywcXs84YCZMZAlWYGEj369JK1+w4lFoOVtQd4sUvGL2fT9D9xvOoBOR0bmzFezaQmTcjuIymkwFp4eoA+CDs6WGbZ5prLkE4pBcJb2yrhYuYhXRGIEGGlPxh1PJ6xUwZXd2Shm8AQnFSrSkbLx7GMoELhFpZWAcaPwkUjpXGOmjBlJJHBxP46yVFKSNFZZ0AkULZIc4RQ7uK+MojrwyInCIe7H8v6CWFJGd+KeZZSpnngCQDPKb3nAWx3IlbGat5TpGjJjzMgHmnDyBBXqUg6voROlP6Skk3Ewq075kHhg/DhukjV4DqOsW6LPt4UcbOPNZikX+AMN4MZB0DeDNk/UDvnCB/hJXxgqiSaZPXyNDT48ox2zJfgPWpw8ho5DIdiDE/6x7M0BT+ibOvAuHTplKSPOHfjlGKAH2tiFm6sAPHebSSi2w1gZNDML+Is9hGMLHuJU4W8szUegh1h8QPBRswZ94qTQt7zHx4oB+0F4yyTtXaYADn3QwvDoOn0MdoljxaYZGxXsRNE1/Zk/+o/xOKAgC/M79BFemzYBn9gGffk+r77HOHNjHHtZVE9tmZAQHGJzXYzPNinAgTJuJwVqzzixAXwSZdTdJ7mQNIOLc/hKH0wy+BSBtikO5AdO+kGvCWBeXifpVGk8rjtpXwjt1CHgM3ulLSt/HGw8xHbpC17AX/hPEsGRvhj7YIKGL8YXBgdkJ8IJLy0EQOMlIMBHZEqCBcBb8DN2Px45In8mX0a/vLIbPsI/+mfFgaTRMkBOwsP4OTdOHZHcdJ0ksumUHd1dbnHINhgXPgBfCSC/DOIOdKKN78y+AXDyiC3+EH/GRM16Rh3sVmD+Ayozj4SPBIJyP4HAOEQTx17FHXwdgP1GwjHjpA2eIT+SU3QSfuIbWKHCVkmunGxpbBVHbUfsLWI3O2XoGPImLnFNRIW9SP8pR5/hN7dy0SX7fPRPfyljy6eSDTixI24r44O8y198x6ckdEAcxqTO1BGMAQnE0Al1cUQIDsWzo4ZZclSeKSszcU9SjgzEtMe4IQjcCMLZphRZ3HUZfWHQXGO2z2zITBfBXANwuidOnnBQzawOvNDGLJLAwMBYRoUZZL8xOMYSy8MYBTMgAgeOFCHRFoU10xijcN955102SAIWgLLwylICNsqMwnKv84H7Hyh333WPcHCfJRTIiid+ZEDBsbOkRODgGs6c4OxVC/OU4CGeSyDQjIF71iYaKU9B2gkhMB0ovg/hND26jpP2K3PZgCN6caA8e4qyEjAdIDWzPKdECaU6f+68jR/A+Ckj4UExmWGx9BzJXOysxVViUJQBKLpXIVTGmBgvbRkT+oBckAefqWzckyV75dE52jBoHAJPAHCv14GN2Z1oJUng6QDGCL+9SqDryMlOQwAv4A9986nO7QiZyRNMfL9T5fSFc6AOB87HfBWPSbhwqCjupBwqszvkRp/h5Hk97+VyScklxsv4NBrrSvYLXQB9oJO0x0743QD4ODU9WXgED/0WMW5DW8DZuoIp/Xt1QTzzxjt1rdYVvbF06XFXziaCe7SHVgBeOxioPpv5oCWCAMHPVXxvElugHMdFW/qgDfoQzjACJU+ywGPKuAUEcO89bidwHv2iy/ANB8dSJe2RYdxyiwQLMG+EBz7kSzoI1qAhoUg7sLzUN/7IKwFqE/cPw5HDb+PUwXdsgLGj68gmkw3v+tUnSPnEPkn4sDGwOchIB2yHTlgqfgpiaV306ZxZGfK0zUqevscs+jJoWidEC3SifwD4qceYuI7M6D95wTmvKWbDF05ZI/G1sdFx21Yk8Ar6cv7oMwmnEzj0xuOPmXGMWXSLDgIFegKeTGzNUwG0UQfKGA8vP4FWU2N8wUc2S6Jb/GiK9U04sEHslO/gxF5iNY2mkaxjG/ho+Iz/4tFVxg196BdJlQrsc3mCiVsP2BD4eEQZ+dmHSy8A9AkdQadY4aIu8aW/90PtLDf1nnzggB7kwie+xj5Z5ZmAEThTX4TcwZk9NFxDXwGuwQPiD+1RUOSMPrLvgBck9dZZig/doX7oWfADgBbLW+fQiy9k7Pix0ABkHW8qdTIArwXYC30T7NmDAqBzXokQD0O/Ik7RJ808O9cf/iNW+wI6y1L07IzGdIbh+j6fOkeh6ZjlCZ7HJFugnIERwB2koUvMJjihtMwcrfC6wJJ8KpwrmtBwtjAZOPrMM36elkH6sQQUQTAuRSeI8oYr+gGHHZOOdHo4C/qGfgyS/umHYMLMFUZRn8EzjnSKAEzHqGE8ymtnIubBNIILRkZ9lAPwrQI5IcbnWTplGhuJCUyEJijBETDLgT7oxWABnBYCZ+kWHsIjnJj7Yqe06IeVNgbRyitpcea8OMKPOmhsNiaPWTNAyYO3lfHmOGiHCPhBGQ4BXJSxmoISEyxQDMCKIJzQYNnoYJYCzRwuEy6cPvh5RzXjpG/wkhxwb5x6zMIYDwHDmz10zhhQNB7nABW7+HnFLY05v3jxgvcX4ITAh8wZAxurvA9CwYmxIhsSMN7shIEClGG4lrXqWB/ER86tU7IvRsmbwnhMEV2lY5JCcJPE2DjkQAkqloM+ybrdB44NoxUuEgHzW4BtoB842OBCJB0kuvAglgG5PcLq0AXrCStOtIMXzLBYhufJBWiif9DAK2igHpvioBOnAGAn0IOeQTOzdpIkZIPDw6Falyoa0S8Cg4cs5MREXjVJ0swuXq6DH8eFU0CH4JlpUX2WPTNBcCCRsLgfz5MiLMN7VUP1sH1o4pYRfIDpOF7wo/OMCWACQH8Ead8GET7siyRm/74Dtm3GilPbPrdNs1922UcCzpCsRxof/EIOjJN+0VHOraeCpaXY33DyxIly3vtoIhGgHkEPvQTgMefgMW8lL/NDthDJDnwMvLwUib76KxNiJokXsyRooowEkLq2d/HN41YZ/uqiZA9NubkM/8QbDZE1Y9M36xM6SB9xi4EZV6w8DWwTysWLPBdk0IbfTEQITFyDeugimeTZdOwc2bCZkXd0ICP7M40Fer3srDGGvCJYcTBG30Nfx3cqGeHWSSiVx8640R98ApM1+KQL7pv2jiXCaZlVukB8wN6Z8BDo4H8EK0D+WpMkxsM4oJGDvmZ5x4fKjUt/XKcdtkxfIsY8owx6+GQ8BE8Hfl1zXBN/GTf+Nl4VHjN4cdb+HL3H3mMCgyyCH/g1xgON6A12yIqjEx6dwz90CtsgKQm9iFux0MJSPHQguUwEInmIejPSd+ww9qDU9oBonNAXyb/aCQc0Y3vwTppi/tShMy1F4qUCKJLfgqTZ0qWrC8rUowJKBhKyRgdaqNIgUAZe44hjz+yatwmhUtIFKRJKoSA7NiljjqW31RUFnZE1bxpLh2DHoYFcVmayrMyMvANHCvCCDYI6gpydlsKKtskpsjU5bjEUI1lYuFrOXzirsZMpE+CD8fzj3i7LnrzxqrvG/T8czaoEqgAhhYIhdiZSMAwqhQFgPIwbGs1g0YCCTG+b8a/lEESAy9fk7C6c89KhNMfKz+YOghM4UDACPMtfjJlAy2NK4HS2pz54rdE6htMLBxPKJx52lNn1NDNaVV2RIPW2kiBgDGpO9O7aNle2s7w/IbqFD/oxCpyTd2JrjFZKfWen72qXwC+lZFas7JgXiExNI1QyRpbvd5Y7br/Dzh9nAJ+YTWME8MNORTxDVy5dZKlWgWYUetYkG15BCn3CPsaudDnA2cisu6uiYw3lY3a4qrrSuVFuJ4ST8LO2VlJYDRelCerLKwU6DwdGfZw3hstSL3JBDgQ70WXc+l9I4M/KylKJV/aeMY95mUp89kwrPa/J8cIfsmNvYDR0PNuEbpYZp1XXIDpIJnAuGCA0MpOZmuQ+5rSMlqDDCztYrlTZBD/MIJ2TDo6MsUch7qWbQD71L5fusC34C90kNSS4mRBSEYdBIsIqRMgVHSGwkWgviU+R0GHgvEecN9J1V4RP/fD8OLezePEKq1VORiRDnibYvXePkiUeo+S+45qC/6xXSbwcqWSM53ImR6fKTunFrj27HaDhz7Su8XKkcekcgQLw2yFxWKIhZMhQSbRDBxgLxR6n5MBLSCYmlGD3Ynm7jK5aF7fvFO/Ef3RsaQlnSsJDYIiJRixTk+jt1HhI0JmZ8uM3uzQB2CcdZvWMJVsCzKQCTmygAqDKSat4HryFFeF8r8mWF5aueJWiMzIlfVCyfpUAoUR2RHR05eyNi0boEv5hsVy6wlM4rABIP/0zlngx6bLGtSC/ts4b9wqOmlWSngI9j56xWiOfJRnyRjl2tDtAiTe8fAWe7ucpBQK9xm6+i3kEBPiX/MU/wbs8qOOlXOFmRo5NYDfTkgEvgBmvbstQRrBB57lFAk+gBz75Xrb4PjaK3vO4WDxhEys0SnZECqsVY7wcR7xzFwKSEHCCy0GfYKMydPf8pXgRke1c/osgSEyhPr9wB941ffK2x0sKqOevXJLdyG/Cfx1LSi6uKjFal31AP3Tz9BNyg2eQ4FsjOpgsgIcXPI0phrDkH0vdkrf0h6eN0B+Sq1ixDC6xqgu9uXLD7RYSJWze4xT0lFxDv+1VfHZ9yYb4SRzk1jDlyIix0Y7JR95396G6DtLiJ/3ykipslDcxzkmf6Ym3TvKmTH6Cd0WxU8z1itk1B33FMgf5SAjxcwmd8+fOWDgA8oIA3nDFS/cxkshSYjbAQV0+nVUSuQUEN1hy9ux5b2qiDoTzubiI0pBRSAn1h8LxUgpnalKyyN5il6pfgKIAwvt5AbJ6EgqyS7I6lA1HzFuYyP64P8t9cd4DjQMlUEfGEsu6LFHzHSWiHy+5CHCavAIzsxtwO0OvFNBjRkn0HcFwrsoOaixP+R3CEjKAg2EGyf1a6IdnjIvHr7jPA8PJKxk7gZbxwWOUkuBL5kuyQ0KEsvi3xIWXvm1kYhm8xbGy85UZjQO+eMGsYFrtucdlG5VC0QezsYOHDlTZ+bpp5fbBHbffJv6RsEQAI+MOWdEJ9MROWA5J3n0gJ5bGuSXCOD1zkLz58Zjdu/bYKZKpMysleSGrX1qMjJ8gzPIZYyU4jMq4GA1lE5NkqSqzDkUmjjHCr+Bt7CbmXfYEMTsTBYGujJyZz9kzlRMSa3j7HLMgzlmmRb7wYlazEd4od9ttt8souf0Qj5SRHcMnZM1hOciQeF6VmaIQuiz4zCoFDodMnSRi2QGrP7vT97i3GXsekDWJJckbeusX+aiPUXU1pxkoS4jQELhjFYLr4KYMuXvptYLQ2XDkXCNRzNDk104KB84hb1PgzOE35+BDBrY9leHQSCjCNkm4Y8ONZ0XimZcbde4xafwi2cB3HAwvxmDs9EMdNsqBC50AWL0iQaevoFt6Lv6hI9hjzLLDh1y6FDK8cumyaeFghnJJjt+PnQoHQDvkij7RNzpLAk4f1hfLhlWxCM5+54H4iwz1n+0jbhlojCqBbhw09MWqRMiaw7yvghQ2h/yYwbIK0qleycosjNkc+sY40LMr3AOV/URyKukoMcqgCy7aIi/GQWKvJhV9omec5WmWducdxNkgxUwSXaU+40I2AH4I+g3CHTo4WDlCLvhmZpgEUewRvQJC/tW9WyejEXzhA34N/4t8qJM+L3gas0Q/hqeATLJJHcZOMgoNrDpZhvoOD+ElOEyf+h2dGJdt7fRtBvRP/1yf/TasXDGDBijjBUzoGW9UZDz0RcCH94yBOtDEd+QYt1PtIQ2s/LDpzBM+leOLGS+6TxsAv4nuwAt+7EgEFl6hDe+RA3zhlcyMxTZEv25LnFJwh0/iDdfogxjAvW98CHynPQEf+eHD2I/mWzYaE9eFxrihA7qnRasfDRWtvl2lMmSBfSIXy1zjjtuEsJTJTvhtxkGMTeiwJOjArQ4wXBBwkAUzEDLgw4cP2amzZMSgYZCdp65Tl8FYUPpDOTEUgi4Dh0h+zQf8BhGDIPjBF9o6iLo8NoywNBwKF4xnNk+5jUw4YBbZGQrmTSjCzwyIwI+xMRaMlPowGsVCadJpQTN12CiUO7Ohh+tWbDl7BEU5ZQRgOyeNC+GwjMrjaLnkDvd9b1C0gTvHQ8bNM9jO+sQXhAIvWKJ1ciR6SSIwOn4+kiVpEY2s/SwsRonx8FpD5AKt0E8/BJXkh5MMli3NX/B23Rf38O18BbRniYi+cWzWKAHODwOx0ctg+E5C9vnHHvcPinDvFcUli4Uexm8jx8HoH86WvoLXcQvByQ+aIF6QJITR8CYqZIQDwtnHb+jj3FB0Zi+8Wx5e4wwiQISRk0QgZ4Khnaz6wTFEXYIGqhOOM3XRvNBBMjIzGy9EYlMh+sAtJBuz9AzdQO+QN8EMPeAcGlmtyX0d6dhIkFIfoKOUSAJJbrknF4+tsGdEzkD0wDfvj5Cjjnf2nzMf4QlBAjrdXvj54QjblLAiI/qEzugneAxv0CG4AzhhkH1S5ltJoh0Z0Cf1rYvqw/fbdE0a6rZcA1hdgQ+wy09iiB/MxPJNhdaSSi8A5G8nJny5wgYkPsYO3enUJC3rOucxtrA96ET/qWPe9iLBsG3jA2QT7t+yiHvP9JFLuPRD3yxn+73Wmm1Cm9+/oLb0BfBJ3yRl8NqSVVvsIfQ27AP5sepCgKEuwQNZ80KruOW309fV2vwmgUOXwSVEljXypw9kpAumjzExw0NnAMpoC263FWCn3negMu4xQyXjnZVPwfa4RlICXuhmzNCOHnMge4BxXpW+IV/blnQn9QvdhXfYGnz1JEq6gwwA7IA25rf+oT/w08GnaLYpH2T/KdnRlgPfwWPLPDnD+JDPuOiGXuhL2Zk/1Vev0lZyRfeYnBGchFhXWfUjkQgfl8kAPMReLEfV9SY7+RLohSdeDVId6tGGeugUGCmnjuXPH/0IJ7df0BNuRToRFn3wAB8FjwFWrNjxzkH9kNeI+YD/ggfoNo2JfbZX0Yl98PQJPKBv+E1Ah170BJlS1/XQNfik+pzDcyeKGicTLnQM3PZTXpGL20+c+7ZfdJ//GSTvCAwM1A5fCgcDqcRuz0UURc4GYmECTI/7RcoeYbra0hwhoOw5+7HzFG5mztwjYMnBXBZOghCChzA7CyUJKIS/M8CKQCsR9OkazPElAQIiO8SAWb7lnCAPfTCEwIYxs3uQT5QHhWYpyUogh8smEYQMc6mHoZB1IlA2c2AQADQ4MIpuHgUiSYngEM7Au8+rJTOUiWUi+McOe5Il37dRPygzS2AECsafgmG37MMPP+RfYMoBopgIGFnwAyh8f/bZ4/7d4BMnT3gsZMNs3GKJxxtIRDPPoWOk8AXHTD0yTXhLkgX74ZFl6564NxYvbABwEKwq7OSHCNSvLhhvGlSMT4qo1uHQNdMWjQDyYKzMjkhUAMTJUu/SwpKX7nlkRUitNwQ7kqNwvpKDaKUfaAknxG2byFDRCzaleAagP3QsVmOYAa476eS3jHmJEDuQrUsyBpLS+AnMCdOOHjm5k8xYJsuMF9nQB7M9dIUZFrtVMUTaBbOUiIg/BP1wEsg19IODYIVxxo92xD0y+vVqFjh1HaBf85tT4fU+A9WLDVlsmEGfY6XF+o9xCdABvlMWesJMnqQz3tvgVQkB/ICn6JZnL8hQ48OhwHccCgZLOc6Gg0TYOif7SN1h3Hb88hr0TX1kHaMIR8tSYmzmisSKfpAX9uWA7Nlq0AofwhZIvrgtwIwwgi5L/ZaNeEMSBu1esaquoxf4IMZAv9gmdstBXYDvXCc5sl+qZsnU54hkkt6RQTjbsAWSEM2QhZPNT/QVwTpWNBgPyTBOGvmGn4tHHxkb59yPZW9DPyFUGTJl9QmaSJoSCEZA+A9rjXCxQhiPusEn6CexQSYk8nGbI5w+snFwUB8cyAVa+E47Nh0SYMFPvf5tN/GC9gR1eAudLJnDD2Qd/k7JhOSCH6fvoFH+Et8h/KyoQSt+Ej2Dj8jU+qzrALjQIfARjKjjyYivB2+C9lgNyGDINc4BVo28SkV74aY+sqQeMoC3xA+u5eZdbIBX2WZ9+1fRCD3eIM2EQucA8oVn6C52B03UBw/jY8IAzyiLDavxSCRlwVN0jLedij9qxD40J+gkI/BCNHrs+o5OsAJhv6kxYKfwn4BMHcZj3yna6AdaAOgjhsJnruE38YfYv3WLfgQkRTFJC+jgBOmUwdCQTxhipVHnmVHwikkMGCLJINiNx/LhPmWwXgJQQ64xW8XBxrJnzH4gMgJ7bEhzcKVcYEGLcQR8FJEsGeMGMDqWLFHG2HwT2Qr3SghkBAvug0AzWTbO3iecCz/OADoYvJmivsBJxkUGlGMO3DgPOTjh9iMeasM7unl0DWfCWDBkxg6zMXKArIpnfKkfQo8Z1n7N7sjsqY/TwFGzueyzn/uc2zDs2InPrxrxik4pfeXQIiufdvZrxdSYed6TZXNWNhCoOnQ9goyTGSUbGoxpQ4n5kfzLMn7oJnjym89PPPGEv4vhNjTwMvOAJwGhYLMz8WpEnBWvmkU/kBOf3t9Q6UkoJsthIX8cCnynHL7yYpJYrowgZllXffDdb6STc6cMGjhoH442DAAaKUMWMI3ZA04N2RJ8oQPnwcbKxx5/3K+4zeB2/MTx8qlPfdrJkB29dNrvXVB96KVfgD7Qd2h1EJPx8Ek5cmBzpTp3O5b/6Tt5RiLIQQCwjgkl9HJEIsrKSizf+bYOM1SRh5MkALJzGH7Bi5gFhsMBPzIIpxorPMjWxkyZ8MFTO0XRGY+dhXOEPg76oT/4jYOkLeVdOSToA9ChHCvXscFwMtXSK05F9dDZ4BtnPa+k5Yw4HLL6kpxzRoGNayQOajmL84/3aMyZxLAMy7gJ8LQhMWfMjBPgx2uoF31Gwgmgb9SDduyFgcJ7cECjN/OpLHnFBAQUeBXrZSUfM0iAHrHiRgB3ciyfwvjPnYukjk2m4BV59ju8NMo/M219Zrd3vLiER2L5yV/kbR6IL6bHQRWRRf3QXXgWMrSTx4+JSKp4Jq06jJMEw7dKhI+6PFkEMA7GZvnpuxMwfabsAles5uF/0EX8E4eDQY/Nj3FrCIjbkzG7py3vYWBVlskWQRvc01MzGouSRTGCJAWe4Q+sJ+oLGpELgTIDmQM/wZsgqHEgwz5tle/An6NT+G+uMenxD2NpfCSlrNJxIGt+/Q0uErzpC7rUyO3gD/YKeNIjutFbbJO6HDCYeujY+GRsUKM9tkc8Y5UEmZln/C/8JJqMCQ0iiHNrheRXzaxC/BAN8QSZRiIbfMTX0p6JMsGYX95jMuGZuWjDv0IP8qUtMYXEjh+k4pLxSQ88Rrjj6pFowPeMk/AuQbyWQqkSDGEmASF+xEPnDIgsG4Qw3wqpcu5zgBQiPZsSDtUyc/id67379ooo4ZQgUTgOsiMHQZWjfMykMQL6EedD8dW3l1WCNisAr1Qle06iPSD1g7HETDDOUSpoivuv1TOFciIIEbzMQnA43qAAM4SHhCWeqY5diOBgLPQfWXy83haBQHc4kLjfHg49Eh8UhPa5XIOBIjgOaABQoMzizVeNG4HhBAi0zAgdFFSOkyTwOPiKJpIVNrSxmY7kwjMd1SPI85zkju07PRaUMIRPUhGzW6mOz+ErTsOOXsAtC/YfkLCwkgBgeOgDuBifeY1+6OA8HSQYrYDV+LjO5jFo4o1LjI0EzcFEY6ItfVOPjD/oL16piNlHzJhoB33WM5UBlKcchcBBkEBCPxgCNdEjbhXQluBKObNkVgTAhePhvhz9UpdbAMiNsUAI/CWpY6aePw9KRo0zxUBjVhUzJPqgLbygLd/hhccoPYZ08OLAME4SWY9H4+WDjJrvyMkGqe+xMqDZhzDCM3jFdQcKlVOJ7yQyyD8MGZslgWM5P2YMADzmvf4wxvqsttSLN2BFIOnpGvgZD7rG2D1D14GeoKMk8CxHQjM40V/L3jjjESPqAbZhOzue7Q4ng6OmzDToOnWwcfQBmdMCZ0UZdegf3jJR4JNfSQsccdsFR41twEt8CZ+MATwAOsKtGWiyzYmP5rHqERTidmHM9OBJrv4APIXCy0F4UQqPUxGomVUyucDWcehhXgP78uwMGjz20EH8GjNr9BSgb/iRjhdbxEeAD3S6ajvEz6mqecSB70FP+BU/Ag140FFoZuc6PglZ5BhSNuigxyteYS/pe9yTaGAvAYEwZnShP/hLdAidg0L0w7Na0cWB7BgzEzsmJaYPZjAmDZ0yxs4AUjeojwwHM+J4lwi3EDPZpozbt8ywCboAPEdHsWECJkwiMLMySvyJlRdsk9enVj9XrXbQxLgZP2O3nmps8BS7wX/z2+7Mtr0KWT1yzC0/64Ps9vwFXsmrcQsndo/uIlvfb1cZOEk84zYNco/kCeD2cqzaxH4U621FE3Xow8kNY9b48ROMhfECmWzD77w9gEyRGfXwMQycVQ14TfJOcgNOcCcdQIf7CJGR4IgiUJG5gQzCQIIw2GHLC1DMABFKhsAP/sMIfiubPzLdy5d5MQw7h9WJOqJz9yGhWPC0VzlZegZmGAqBCIPZpp2/HD8zJjLk3GgDfQz6OWXMKAG0hoDDmJxlS4AqsSHyKzY4O2gekQAkBTswdj7zDLZ/yES1UbTjx5Vda4xkx5Sxg5K+kzcakPuMn7qLZz/pnKyUwIQS2wAEGB884z3nODCUg/FifPFcZTxiQplnjuIRvGFJGSVipQCBgtMrD5IBtMYLaPgFsVjug55jx476B0DgEfRAL3yMx2tIMNhpPuufHL3ttiNOuFBIDMTBCgcPbwSMiVsFrCSQUEALgRlaAGhEDigzvGEGg7yoBwb6zsCCLuC4caQYHrqUePiEFyR1ufKCcuKMKbejxSELbxqENyCJl+gdb1+jLGhXWzlXNiHSDt0hMDMWElNuIWBkDjQyJgcrGTQOmdUdeEHgpQ5y4R489OAETIfAP4yjMowuMvVIaGjLpwO58HspXzKFJn7LmVm4HVvFN+QF33AY8BJnBC+RA4DTYPk5dutG8PXPOkp/APpHb6x7akcgwEmzfB16FmPZsYM3eG2zUwQHeoAccGQECPoET+LCzmTCppHkIvc2cB2d7N8b1HX9p36qWbjKGF/YwrocMQlHPMIUK0EkIpHwWIbmd/QDnljRCX2BfwTunUpOLSv1DX545TFoXHbUrh0BAX6GvYtDapMBzUFXfOQzeMbthZh5omfQgUygD0BO2dYBVHXwNegEtoYNOBFRefwY0mSMX+NEMvRBe/TaNKpf+mJVCdlGX9CsGTezWtWLwMAweZtevM8ffaNv9AJ8ptcJRQQReIFfIWmAN8jlmaefjhUi1YXvtIXO5Ll5LcDPYGuU2zcrmNIv40VnqEsf7l80gcPJNudVEGYs0OKJFLKTb8LWANpkO3DZb+ocmwXPdumkkzJdMx9la+yLEYERAwQkGiQpyI1AKsOyHuJL8OMEcSCTAnQPnjDC1BV4Qd+MkXLGj3zQk/RD6fsYC+3QXWwl9Dj2JTEW6CB5WF6K26icw/OICfLfyMX8Cv8OnbRj/IyVPTj4G/yvJ4Wqu6RxQBh47Ff0HRuA7wR2J3v0LbqDD3HLExoZD0CsTH5Dc4whoMPyHg5JV50ZJkF2MvoOkqty2hgE1wAYRNbLKyHtSFQcs/YxL2+yaYx7ouDLLALD4DuAIuGEUSSIZoMGmyzMdB0oiljp2ee999xb9u3fZ2XHEdGGe1a7MQA5MjiCwZAdQZ8zZIGDC88DKzCReGDE0M0yEvdbeXsa44ORzERwigAZIUvu9MdMMJdN6AeeHH3maDmuMeZSVRqSszIrmg6xhHLGTVuJ3gLCUeKEMErOg78shyIgiYz6opPd2WTX9AeeDIYoSfbnBjpQdMYYQo9n6Tn6S0ICnOyZM6e9SS8280VgtHwkB6gGyKhRDvoIw49NTtDBWAAMjNnTfskEXvkJAukPRo7hOkOlvegSdyWrPeY5gZByFBO5cfsAhec+HgkYMsTI+7MKyRplhv9pQPCXJTEcPw4Pg0JWOBUSOhxFKLqqqi7lPAnBbSDGwDgxan6LmZkwOOCZZ7jqy3xAjrqGEUIPPI/EKGZ8CeABoIFVG8tO42OM0GDnJJ6Yb9Aj3kDP5UvxYh/4hN0xPjbLwUPoB2I5+7zlHHyP4Am9HJ75qA9kCN3IIY0aeljGZtz0CS2M1btoRaedkGhEn9i/weNp6ArBiVe4HpRM+Ilg+vXStWiiLv1Yz2Euqyf6DHmGrgMOAk5cedc09WK5MmVlPmqIMavjqZPYzIesmJk5eZezxcath+oDucEj+G3+q6xvV9BieuJNkdTjGitZAP3SHtzgg5P0x0uXuOYnENSWOiRRJPs88rQm/YggErNnvwnPXcXMiQBvPuocmdMuaTKNKqOcW4z0R8IAME5kQdtcMsWn4YM9+xRgMwAJ/PHjz2qS8dxAN4WT704QOVWf8B76sRH0ggNeQQ/XKhdgW4JODr+jX7QzHlY/8Ung8CDVBl6RmHuSsN7t2worMNgnPOiIflbA8JOcJy3oNXbNC7lcrvHh07gNS1vepKlq7vPS5SvmE34IILkgMEIj77iARsYDXvgY+3Ukd/ENX85qK8B1eJJ84FNNHfh4HTi0k7QiTxJU5ImPZFKXfEcmdV7GDD+SykwosEPiC3jACY8lcLfnO7TTBjwAn+gDukUbAN2GDwR45E79xYUlx0Z4R/0Yj3Drk0QPH6oI6/HyqCnxgVhLL7SvQ4fgaTXSBbJ4PmFeEBPOiYwFB86SFAKAcH4HfcfO7UaKgmDMBHkLW4qLg1qVcTJLhSkskeL8YQqKcu7MWTMUY8N5k30hSPDYWIQZRqLwPB6DAjBAnALLUcxAYQBAn2R7OG7etgYwZ8RoNAA7rrlqFs24UEx9eMclz+nCEgQE4JhxbmSNtEN5/DvQqmUFkbLSX/BNhiccHFYIjZMQTfAiYUABvcxTOVbqYNwosEosXMpRHsaIYybAMi7o8T0W1aM9QZBbFuxsttFrLCgBig1YAdT3jrnt3hjG/UloAVjaYhzuV7KjHk7VY5UzJycDGB+JEoHM/BBveI0hToSDxI6q8ayxHNt4ZPfhyIIfOECyZD/KIvws6fMLUyQTzE4AEreTp07aCfuNZgoQzESRMWMPuYqPooNH8Ngw6NmyHIPHqeGjJ/DNy1ici0ckG0vqgwQIvjLeCPTCJn3ktgC6g3PBAD0LUBl6j7xgN7N68GNs3Ccliw7dEE79T7/GDVIBS6jQhhxSd9M54BS5N4nOwqMDB/aXl73spb71YgchZjKrZ3kbwJlMTkx5WZW9Ldhd9B0zRuwImfgNbjoYJ0ki9zOxSwnZ/Tq5FLW0dUCVziF/bBGa+G76mJVIrozb9i7eEgKgn2CbMyfsio1CyDpAgU24sQP6CBpjB3jafjjfWIUC0AXfypHeoIPYPUmxV99ELuODwQQYJ9WiEf0neKIHOHsUlTLogxfw3XoB1RozMk0ewTPGhE/BPpN2J7HqK5I06kVb+mO5ndkW7fn0VRHHmHzPU7ZJewKCZ+yihUc4SSB4gRFJFPsFAP/QknTCs9kKSPJi45Zo0VjxbdCLDMCJXnEgkGnx+9Zbb5EOsH8jfApPG0F7+AzNPOWnDytwxhNI0jPaqzZj4zorBLkhj+tegYIPuhbj5jE82bd0gnMO2594iu9HZpShQ0x6WNWCL/gLByXVhQf4OOTEHiAnQZXeCInHgm2i2+xPsN+RfoTPiHvuIcN4ARYQ8pVtqg4BF3LRMd9OreTiBEY2GreHeQST58u3+bZL4mNFxH4vD2QueuB73pqhPIEZMmO0D1AvXGPyQN3w92EblOPDPNEQcWPj+OwpTwKQAPLBT3Gd5Cp+eGXRvKI+fhAaHZ90jt7QBl2NZEKy0QHPWCkmDooZrsvkjHrYjydBlkPEAKCztMgOVgIcSktgWLfwnG2oAg+wT8lwcYIAzxSuq/NuTwzqjZarl66WtRU5ghEZgWZbUzKKxWWWEcWQMWWoUvC5HfHohY18REzF+UpY3TXuXzJIdkNfUptVz/4sMTNGzkh1yUjW1Y6XZSypr6vzi2Vx/qqDDfUQPOaKkqxqHFLfMj4lwxmTEpMly4kjdF4YsarkA8XToE3HqK6vSUjjqkMGxHKalUHM23/woO9jcUuyI9p37SPbG9Vsp9pYIginulQuXblW5lckiM5UuXx1oZzULJ6fJbw0ryxUA1qXIp8+caqcOHpCgUfn4rm0UIGae1gEcBzdmJKMbjlzmp+LnNdl1ZH1rK2HEi6tzJdrC5dFjwxGQXp5VTNb0TnB7lMJFliVEp/zC3/O2jF6LBr3NSVUZ587KwOGuSNhyOsrwkFCgsLgiAn0cixS/EnhQ3nXJYMlGSm7+HkFLzz2azFXUKjYQDgyqsxSPJ+aUhvxhcdUSA66ou3C+Qvl+NGj5TklcF3hUmov57dYzpw6V+av8BwzfJSs9cGtjPPi2RU7IQUNHIb4zY51ArIsQqUKMJLRgUP7y4x0q6e+RzqSmfDyYqKp2SnJgAAm/RXPzp/V7FdtRidny/J6R/zS7ODy+XJJM2BJHwUXz1bKvIz4uXMXxV94y7K0euqsl7EJAkDQiHOBFyrQmCMgLKuMoL/ORjMFafhDADmjfuH34rxmPsLVVb+UsV/ixHMnRTdBg2RSnBOuZcn92oJmk5LpquRA9yQfZk+R4c7NlG3c45UtxBvzdIG3ykkv0ROSEhiPPJA6+wQWlCwp1dbZaOF369kkyQoNOouDYpZCQFqTXY2OsdwbidW1hXn1L2co3mOLnqXqWBUx5ouo7omGZbUVpZXNaCY/JueNDqlfkgDKViU3ZllylWVU/fCdfpwM4tCkJ8iVIDc7qcRB5T0ZnJMSdcVservskiSShAG9IsGb2TajcgWoCcYXqzsES3Rmlnuk8lHMpnCGotp2AbDpdUFOsSu5lTHoHtfYY+VibVn6LJ825nORJdQTU0pkJjQW2St8npV+8RQIK4qMY1QJ2K1HblcizAYydEKH5a2Zv2TAL88tL2JfYROTk+LEhKQOPeLHuHR3VEqJL7ty7arlgqNeXVyWbGT7PfnmEWSsevYTbKxSIiWeMSFhFREfcOjwLbKHHZIGK0mRrGGj5iNSUp0u5bq+JnwybD/3vk+J7G7x1y8Rkp7wgqRtShSYcKzKXijD16AX+M8FXmTEi7VkB9wWwlavLbFLW7hlA1fFc3wFtzFJDwlEJCF+2ZHw9Crfy6zz1kO3lMMH4ikUaNw2pwBrHePR1F3ud627XKa2Tcr2gofwDA1EvivSkxHJinrEkyXpY0fBlXgzOTVuu754WZMGViQkKydSIomEZYcSpINKhHh82YXyFcgHe+oiQ42bJLknHCPyEfnyG+wCnSa2rK0j67GyIlnx0qpR3lWgTxIVdBpd3K0+pmfnVFeSkVKxck0CxZi5vcAqFPyZV2I+Lz/cUWLAWhJpC5NmEtx5HRpkuXLpShnRUHjhz5p0jSnGpDcw8+Mz8FrdoujrCFeFs37DUszQZ3Wwy3RMzJrQMS3itjFTP3KkzO7dp7pSgtGJMomiScF449F5zcLW1Wbbzv3l0O33lx37DpedDGhbPBzfXUGJ6UIzSxnn1LSMcO+BMr33sILnLepZTkKKjVOEobyIhACB4szu2FW2H7q9zOw5JN8t5yNE60Ra1ePNSrwpjRnD1NzuMrVLs5s9B6Xoo3K2vH6TAElgXVOwvVzOXbogrnTKnsMHy4wyulUxf0HGAVjoEshlBcCTz52R4MbLjt28h3haNqAERkZHxk52CJC586afcRn91LZdZWxmj+puL3NyaHv27FYgEeOlEDi6g8Jz15E7NXvWLH96Z9mp8/vue6Dcfsdd5cD+A+Hk1D+ztpghjIiHB8rOvQdVf0oOdEF8Z5lSSkhyoyCAcu3cu6vsv+OOMiXejLMTVfwi9K3z5jmW+8RD3tg3Nc5mpwNlVIGXNjt2b1cAnI5MERWSHnipTbPt3QcOlF1KaPZrhsxMABljRH6hgWqPdpRIjCvpUb09B25Rv3M2Lnizc/usHC4bk8bKgb37ZTg6NJO45c67yqwc3779hySvGfXIfSfCD4mJAov+zhJoJceJ7Tv9XOsFJRGs9HQUrOANS7ULCvzUnxBPSCIw/lUlhsx0FpYUjFQPuRCsWDkYE1+37dqvJGWnjWvPjrkyMymdFZ/Y7av4Lyc7Lv3eVXbtP6KkdEfZtXePeLVNjnvGiQaDHlMmzE/pjskWZtiwtEO6Xe2AX1bAXJXRkzCQ8JIQ80MSE+IJej67Z49ntRcvnS+XlZSt9+SglDBMqd/d23mX9pxo3KvEbK5s361ZhmZomsegYGiZZwEkdTiKaQLXtt1lbtc+J1wkgrH8Rwsl03J+6PO65Dq5c3fZTgCUXkxCi3g6qjH05HxY7cGGtu/YK8dzsMzt3GWHe1EzChI9z144kDt2Kz7uPiR9YOyateCw0O2wBR3idVfObXqcIHeb7HBv2ca4pc9T9C17ZgjMmkjcCRJj8gN+nz4zpgn5HSYB+kTLcIDwnUA3L1ntRR/V/559ex1cLl7md//jXv2cggErEQQ3xjGpAMJPEPtWn3BEcmt0mL71fASft/8W4VUwlL7KVMu2qW0SC5OJ4PmoaN8puzp0+E4FCiUWSloIUmsS9Bq6SzIkvuzajY7fXg4cvFX9y87veaDMKtHhTZfV4pWD4MIiKwYL6m972bFLs+vdh8u09IIAja+QSQh6aquEZYa380kuuw/KJibVVnYt+XhVTeNhskXAJtki8Th4+FYlObu94sOKygwrepArepk1ExyYHKC3k9K53eLPiHAsLWhSZl+qSZPNcc3Pwe/df7jM7NwnGnhjHUFTSZ2CI7rADHVBCSj8mVFw3CEd23/rEa8Oohd+DwnBW3JihnpFyfu46NkrP7D3lsOyoalyTgnuwmUmZuF7mTAws53VuA/fcrf8/ZFy3yMP2j7nRSOJpeOC+EUAP6PJwtyuPeXgbbeXw+ibkqwV6T5v9FvzpEeEigGrUrpt4snBW24td95/X7nzzjvCrvDLSmQZNysqUnMH9F0HjijOHC733PtAmZvVWHQNv5Z+ShFVessGQ/Hm4JFyRP3PzpB0rFoHSbjRzxUlZvgyaLv34YfLkbvvUbLJ7Z7YJ0BS59thmjyhIiuKEbcoFhy87c6yncRdOJi9Ixl04jLvjJGfG1VAn9qxuxy6+75yWHV7sqegT6Qx8/7ar72/3HXv/SKCe3tTcjxy3gIM2tmVkLKk8oIXPFr+l//1fxOha+XQwf3KaJU9qTwIJJtci3umctgHlH1xr/jIrRKeHAtKllnWhAbNEtKOnXvKD//wD3uZ4ZAUYUJKc1kOL+ZhLO/IENUXs4JXvfrV5SUve5kVnzcBochseILWXALBqb3kJV8lBt+mrFNBTjh53eye3budEa1qfCzB8hIXrv3gD/1QOSulYLPQaQXvy+fOReZO4BCu48ePF97M9urXfGN58Utf4legOuGQgElQAD5ZuhlRkvFt3/bt5XXf9I1l13Y5cDkoDDiBjJmXFMwqe2Wm9S3f9k+8zMsmO34Zy/1q3MwCvVSjbO1WJU9v+Jf/wk7krjtu85Kax2q8mh0q0PF9n5KBH/6RH3b/++WYb1WAvXLxTMhR42ApiVsm2+Z2le/4p99Z7r3/bi/fke2vKNv28qOCLzQwG4W3t2is/+YnfkLd9LzszXJ1PiHAMnfsgI4l7O/+nu8pS3Lk+5TooU+8jhSnjRiZcXDfZ4f4+O3f/h3lRS9+SblFfbM0ti76Y3ks7h9xi2NmZq687lteV+657/5yp+R45JZDQsKP7Kie8DEbpC7L+o8++kgZ/+dv0Oxsttx+2xEFidh4yGwExwBvqDun4/t/8AfLVTmWe++5x4HRyaplGMEKefOLdf/Fd393OfO1Ly8PP/SQE9tFzdgdLFUnxhT3Ub/pm77J8mH14w4lUz05G26LwBOcGHU47rnn3vKD/+yfiQcT5eDBO8VfORHq0KmAJTl0kqW97/jO7yznzp8tDz74kJfauN/O6zKh8eyZ035F5x4lR6981avLI4++wGPG8H3rQTJzoMFe1D8OnB8S+tc/8d+IL0HXnPSSMXn5W3/oBXp69913l//6X/9rlY+W2zTbnJ6Z0AxfiZV0AefE8jsB98DMwfJ93//95Ru+/uvK4UMHrIur6g8dBgg2PO7EbPnrvv7ry+1ynGNOtCd8OwWaWHYn8WLMlD300IPl+ySb7aKN21nIxkuOGg8rRegkq1X8oMmP//i/EB3TovdOBQcSfmZw2E1PuhkvH5pXkHnta1/r2xsvePRhv11xeeFaNQvEn5EkxG7hr/7qr/Ey7ZySWt6fgL5AFzrbUf8seUILr0L+N//Pn5AuXLOsr16LN7D1ELV4zcZQ9rHotHzP67/Xtv3Agw96Joj+5bJ7jOWqksXp8prXvKY8dPcDZa8SXBL4bpc3C8oxizZojH0dK+WRRx4p/6//8X90ksNeIvp2MiJ5MiaScVbb0M0f+y//S6/A3CP+4BsXFNStuKKMiYpvkQjPt/yTb5N8Xl6OyA5jFSH9VE++PV6Qwsu6XvmKV8p/36XZLG/I3GkbwWYiLsR74bEj5PbP3/DjspOubxNAHytEBC10gpUVlveJDW94wxvMryMK6vCXoE5dgPrgmJqZKt8on3vHPXeVbZq8WB902A6l44wDX8Mtqa/92q/xpGJMgRufgvy4fQlObl9iV/iEXbs65V/9q39lGR4+dNCTRPQxk9FF6TC85XcPXv/615dXvfIVCvy3u0/egMhrzQ3SX+QI/1/5ylfKn9wt+cXtAJ5EEqG2b/SSW3rs68B/vuHHf9wrYnfJH6An+A1LBl+gEvwujyT+2I/9WPn2b3mN9PaQ4wCVI+EJGVK2bS3s6z758buVAMQtr4AOg0Ug98jRwRDW5tmQwI5ImIhys6zD/W6ewcRpwUiMESUmqJgpqrssp049dkmj6DhfHNMFOSJmtgySpWuCNIPB+O+7/34Z9cPqe6evIyzfL5PSoKi0Y9AI8GUvfalmtPc7AMW9LRmn+mW3NI9e8VY5ygjWLGc899zpcvzECY1JmROzGOHnjVwkHyjYfcrAvukbv9kGy2s/2WzHW73omwSE+5goxAte8MLyute9TjPpOywIlJrlGQBaSHbol8f17rzrTr+MH8cEb3GEKDUZK5tIcKj8cMJXfdVL/NITkgb/shLLVuKjA7YUDYeGEb3ohS8qL33JS7yRj81KJEJkdGKKr/M4Bjjv0uz3pUp4DmsGg0PgYLmaesx0oIUZ4hEFahwezh5ltRFJHtTjQPYEEnaC7t0no1Gyg/zZYU8ZdTBsFBWDgI8vftGLrdwEZCcJcka+/6prvPwGfBclH3hBokBXPM/Nph9w4EgwbjZFoT8Y2113akaksZIUWveUCOWLZXCQ0AntDyogoLsYEfqK/rAoh84wPg42YT7yyKPlG17xCgcb7jtjgJ4BGnoaI68tPq/E6Y7yzd/8zdZx9OfEyZPVPbXifR7oPXqEM31ECcUDDzxgJ0I/3CPNWzEEQ5IbePJKOYcXvvCFkhP7KXipinQCI5QRYG+0hycPK4t/1ateZb1Drwi2kVyzgjZl/US3HlSfr3yVnMl999qOnOWrrhTN/bIB7oB068UvfnF5nWRN4Ip7lbF3AHvlfjk2Tj/w7i4FdWRDPW8Ckjz8xIdkyKYe9BOHhD28THpGwEJXmWXgQHG01PXjXKKKe78Eo/tlr8wWcfLWF8nIKw0CeMjK1Mu++qtlYy+wo0fWBD3qxe2YUE3q3nvvvZHEScY4NvjBmOiP/QHwEYB/r3nNN/mTAIe/MaM0SUAv2SMjlE5GH1W/BGk2IuZrZNnHgA7zKKTvwUv+JMB33XWX+yYJQ1+RC8A9UfrmOHDgYLlf8uE6ukvAhOdABMJ4bJM9Ll/1VV9lnJT7qRRdk2eyXqMX+D984X2aVTKZIJDYVjUWZOjNhRpPJNcd43qJ/Ao2yHjoFz7SgAkcPgq/dZ/0Bj2jPpMZnvl2Ui/LYXJGIkLdWxScv+EbvkF8v89jRh+wJfwZt3i4xcFMlHGCCxtD53MHN5MfbksQB1gpIYG8X/7+hS96oVdETJvoigkcd194bI0geMV2+oJHHw2eqy1VciMytk1dPl1PE83b77jdemUeiSb/cqXOiQP4PXiMv2XPQbSN+/ChMyGXkM+o/clXv+ylnghyHXunPvWwNctTpBOoXyIZorvYH3jx8x6TGiAHPhnnfeLhi170IvsVdBk+cQua+MrmcvSNRJvYAI8OiVaAxJHxsDrARBj7BHha6h7N+ImLudwO2GLOnjlbHnvsMQsNZZJp2qhRGBTHj1XpnI5xzM8880w5cfyEHS8jtfFJyHTMsgnO/tixYzqeLadO4biPq/5xM4zBErC+8NST5e8/8vflmaefKY8//lh5+umn+wwmS6QijpvZr52wDINnttkUgBJDK+98pm+EwMYQ3rHOrBfmLsjAcS4wz69ulJJiSKTV3IPDmYOLz92799rJEhjH1QYHR3JDEAUvjsNLqKqLojMOLyeZSrkyCQLlJSCdOnGyHHs2x37Kzo6VHzJejIxnKjF2DBaFILDCc5wlQZyAQFAmEKBkOEGuEUgIrCRR4FLlwq928SKVp7/wtI0K3rGjH6dIXZQJ+bBURbvTmuXFc748FqfgrhkmCZV3/K8va/xTdm4EFpKsW6X8D2mmimNkhg8PMT6WdzB8Aj6zO37IhRnS3Xcrm5fCkrlb/6VH8O6gEhGSHXCw4Ysd7siU4ADPAZa8kCP7JVBc7rXijNGJ1EtkhfN8Vvx1YJK+ObF0QiTnobGaj8JHdu6d3uicCphFYpgYPDNd8PqaLjIWAgObOklWwmAjoJDQ+P0JsgoMlKQM/NBDwKVPZG/DUzuuoSPImY1/rCSQ1CAbr34YL91Sk927vOUt3nhFQCGAYD+M45IyfsZF32xIRW9YvmQmwY8iIVeCtx0UYxG96At6RgJkPVMSBq3wmU1SJNiMix/9wD6gh75cX33BJ2iwH4APlRzYXEXizLjgOUHedXA2IWzrb/yACvse1E4269mj/nCqCVzDt9A3dXimHT4QLNBLgHvmthloUX3oZ2wkWexNgS/QHBuGYgw4RZ6CsB7Jb6Cv3hWshCLsVTNGaksA3oQpPqMTAMEC/Dhar0zoj9k75wQ73/tXO/Bu55YDtqBzEjMSuaA9AgV6gt9BJ2LygqzRi3g0KR6bWjGvkTX1sKlYOQknDi3giNthMbsnAMBzrgP1IDShWSIrGc8qSSYhog68C+HoEGHeC6JPeIc/wEewWRV/iiwIGrEKKJ+uPz/CKDn7aQeVEzjoCz/ILS2uASTe0OXgJ32AN378DN6qHfqPzjAGXoCFntGn+aR6fAKZYKNHJJvUz/ERSLErQha3HpgQIH/si3HEJtwI6Og94+GcR5GJQSSo0Ag3SC4BzqkPTrcTXUwUwIfc7AcqYJWJesgkn15B9+ANSTd4oRs60Kn8kaKEfPQP3sM32oMn69Cn95pIP8CBj2bcPImBTguDEy/0LJ7IiLcaIkf0P0Gxi6W47c5eGGB2xsYeFBREOOw77rjTAQBnfPc9d5c7NIMiC5+TA6ZjgEBKGQGCYHW/MkHeh4yzZDbp7BQnpHpkhjBD3du5owTeESxczpSlGAgFRUB4zGIRIAkFgdLBUkJH4DgzHBeDQ4kZA2XgCkeAcNbFeJ5hnsOirRzssAYHQDBDIFZetSMbJbjSHnrn5FDh0z0a+4FDB62wCQQP+uLZX2Z+vJ/5kOrQFofFEr3viSsIY8w4RviOAUAvY0CpEQuKwG+HMwu/JGPDMOEBu8Vxqn6TntWHLD12a7IiQQICDnbZIjffqiBzkywxGh5/wPHQH0plJRRNKDpBDGXFpuE5WSCOi+AMTs5xNmFQYRTQb+cipWYGTnJ06uQpK6Z3ucthjcgIUEBWTyw7zfIJ2CSCBAb0LAyKfQg47XjLoH8mUOWMi6SBpIqAlgbGY1nc/yObpQ0zCviUdKUxIwcOynDCJEks+5FUONMNNlru6C0JhnmnJBZjIYkloaU9/MHJ4gDpK+rJKMUfdI1xkFSxUYnHv6DXuEULu3tx3PAImWOQlAPIHrwOSOqPc5yGx4H8XE+Ox/yPDU/IjzbgJBHgGvqKzdSv43Cog0ygDb1jtkPAAi3yQC6hh/GKZxLCCEwKANIRdVrYaMdyIHZMskZ7ZlHoJW2rkZgvnjVK9+AJyQ/yxsnTD/rCGMBPcHJb0YvOco3Ajp4iGxI88MIL7Ag+cxBsuIeMj2C1LXSiY56y25zVF2yRA2fJJ2ONevEiFXYGz1WBGfzwjIQUnYd3OFRoxIEyVuNS3yz3Q1Xu1mbTJT4CW2X1hgSL5XPqovchuwFEAEFnxFddY+JAGbTBCz7ZPJXOn13fTLaQHzTg1/AnALZIgGZznmfV4hkJMys4+FP8Aolo7IAOm0BmBC2CI/qBLAAmbF4VHQkfhOy9QqMx4ifoB9mwohF2East8AnbIQjRP3VCf+M7vozrThDc/2XxiA1k4bMZHxsX/YRGBSQUTgakM/ATfAQ+eMKvFQLQBi+wWft16RL8wQbhIbhzdZLgTr/eBKxxwhv8dI49uo6ZvNvqzDJXe2TDOZ+swu7cs7dsE3/hD7pAf8iaxIyJBrEEOQqB26CfJBT2ibI14pMfk1N72qJL9I+/YeUbnkEDK9fYDWVsCo3V4LB9eG/dVPxkkoQfRIctONfSN5yBHaI6gvEYAvdV+P1zgN9C5tWaLKXz/m0YSmCiDQqHEdAW5jEL4EDAZJdWUh0wkwyE/hAwzvruu+7y7A/DQSgIl7pcp54zFgkzAz59oDwYOPc7vWQhpcP5o2AMFGcfs8R49CoOZjAhcLJ46ntGpmDAOHmkjpUFZq8o17rGdU6z3E9/+tPlySefKEePPuMEAqd07OixckkBKjZohPL7TwrCkg+85JNxwB872rXIqMlkcVgkBsz+2ZxBssQslnte3K+kHY4SXmKszC4INH5trvoyPn2ihLmsjyxYHUDJ6ZP2jBGHQV1kzUs/SCgI/PAPw/zsZz9TnnjySTtDVXTfKOBnVP6FLzylGWasrvACGTbUgJs6Xi4WVn6QAkWlXxSZwIJTdOCHRAEKSDuCPgqNvvD2v9QflFlmXDoKNCRl3IfCYbOKc/bsORs9+K9dZYYbekkd6LHMRQvGiQHRJ7zKcxLBs6KdWS1JxrMaC33MKsiDn125jCP3RNCWWRnAONPNxEwnlvPRK3Sbg36QJUkWBk8b+oV++HCLklqWlA8fvsVLh/v13fsEdA1ZUxfc9E2Q4RP783hVjoxieRozjQAQxjxnuTNeHA+zvkjKSGQiAbG+oJf6Dp3gw5k7mKhfnrqgnLZOTsGvc/rAAWHzPI9NXXbIE+yhjXGxKkBdvrMJiiVf+iYZxumQNFCGw/KjcMKBvUIz1xk3wQL9ZvaBjeOU2FSLzEn8vZNfdekHvkaSEjNe/IITFvWHPQOME7zYDbpIffiIbqNjXAdoRx0V+FYAvETuftxMVcDtPQn6Q7egl/5xqgQPEgn6iSCi68JHH8wuGTc6jY8k+eY2HqtEyBVgjGyUxRHTJys8ADTl881QSX3P+uWjaMMsjWuMybM60cVwCA7YFPZEIoYfM1+kf/hwgrnlTTCQ7LA59ASdAgfyBEhQCD7oAPZKsk0QBCe3Wc1ztUOHwM8THn4ETDyCaeg735EVqz74UesuvFRgZgzoLQd2Ql369z4q8QH9ABiffb5w4Nvx9fhsdITEHH0DCHjcNycxAE/ixu+jY8iKRIt+sUF8HjwhMXEiIdkwLgI37QF4bpsXD0iGGAu4kBN4iUkkBdwWwo4SoA820IaJLDQKrRMTfAXt8bfcorDc1Ma6ihysa2EP0M+46Rd+xARKiar6sr7K3zt5AofaQ0+sSATNRizoMBP3cp8+cVIQhCJ68KpAZe4hMVgCBfdGvNQuHHTGjkaIxXDpCEPw4HWN4IDzwrhZYnaj2mBgOI7CWWPFXAyMGRcDYHYEMxAIjCHocY4h0lasUF8YSygViQb9YsgoHo6Kmf2Vy9xvVe9rPQdlXmjAeCAnNjsoGZFjiGWbmAWiePwkKr+vTNYNvRlMMfIE+kBwKCcv6Th8y2GvYrDiwf00lvzAz9hwhGyyY2YJL3k+27Ms6JViwG/6eU6B9Nljx0wrsyjGwK57eMW9wli+jN3/3NrACVKH39D2M8nCQcCzIkh+4D9x4qTlQb9OAOQEUGzPDBmX+45nJ+2oNMZzZ8+4DbMelAee+tnOypCg5dRzkehwDQNgNoaDYPc0m+d4PhcdIovlE6fv7FTfOVBaZO0XPuiaiqTckcRxHSfCJ8ueoeQjlge6Bq3IkfEyVtoHDmY5sbzNLAx9ykTQ9/fkcBA+RhS6wzu3l/yoDY+I4BAIvOgihp7LYuBzUqi+kAVLiSQ12Ae0wRNWF7q6zmYfbAs6aQOf4Qv8sxOgvvpJA4d38JWxAF4VUpDBsUMjB3JhRovjDnxx3xejNk7ZAvyEJ9zqQSZsCnOWL7rCriNpYK8IduVZt2yU8fIyEO6b+jWZ4r+Dqpz/+HjcusKxeVVHPCYgExigN+0B3Dg9dBr+QCM8gCacFbapzu1csT34TB10Ejw8RoVMCNzoA7MsZGfZqw94AR3g6IklBFEvI8sWLBt4p3LoQNa04zGhdO5cJGAgb3A4WOtIZw4NEoV9CjNCztE3+uF7Ln8zJur7sT41QDqMzxuERT/3ueE9tzcYc9SIzYC5igiAk75JJmjLd/CRtIZPWLFfpBy+2FZEt32XwBMJ1VeRnT16mLf0SBD4hC8wmw/rp3Dho2kHjdDgJEYHfdOGSRJ+i+SDIIV/xx9y3xadwcujA+gcgdf+TwGXYTLRgS5oxQb1n3kAXuILtGNrrMhBQzxaGEkZtOHbWaVjdupVAwH9oCPWG0BjoW1MzOIJKvhEvYgtAx4B1IUBfNqHqD4bzVhej3rSD/GXw/wQbelPgn/FfnXpWkwM0HHGQH+sCiFPlsiZyDJW2kQCFZNk5MsKNXwi0caO6Ic+GAu3c9HRq8ITyWi85paYxkQIegBsjoQMPcKPrlX2V4eOX6MqA7RBqAGMYzaKUUIwDppr3NeGQDpkABamGI6jR5Le+CVGIVhmI8xEYRYCzhmQQd9p/1wVXDi45wcNvv+gNmsWnNQOYlUfZWbmRFZ25513lduO3NafSZnhklcmIzyq4iVoMZAEgM0kLH+5nhiAUvDc+PlzF8s5slvNCk5rNo7AYBRKQp98Mka/nnRxIZRGTGf8gzeuybhleMxi+VEGZjaehSqwIojQo1AI/68CHAXOBv54diQnjdC90oBia8zM+vbsZYk8jIUZ/K1KFHjrEY4eAwRwZuDiei5L0x+Gy0YU3IiZo85JOFAc+M3SEEZkhy86eNbeILwkThgyhsvOYmiDT6dOnbTzxXBW5DhIIlAmkjVooD63JfjxGHjuXemiBX0go/aMRPKBNj5pY8dpKmVQMkxSSPpDrxi3l2IlM/iKk++pqn+KVN+RA7xA3iw7UZ/ZCDKLgcemQZauKIMvFOdTBATGXNpkTDgtZIzBQwP85MBhgBsmMga/UlUOO5bHg17GCZAowROkA30kQhgtyWw6wFxRSr3AQLEHnIFnSpJPtA2HzIybhIckhJkPvzuPjbgfHXTvRFZjQn7wjj0I2Ay0MVtk9QlZo7+ZBDELpT/kCn9xRNj8cyfjtcrww0v+4hobtsCVtkBA8OwVx6d2sYoQgM4y80TfkA9OifvF9E07nC1toYFxWgeEG7rQC26JwHN69o5vtWPVgPrwkE+Ss21sMFU9M4CEUGMn4bY/uRb3++Eh70HwUie2pbHAdviKz/EMX9+tT2rjwMMMHEepsZEUIxvsEnoYK93RY9IC8IkT5iJ+CT1hDPgdAl76PhIJlr0Zt9uLF/CFBMCbR8V/+x/hQbfoFDvBH6DLBILYTFY9qiZee5ld5dRDTvgNaGC8jIfxgUjd2EdGAIxZKcA5fIQnBGCvHonv6CeBBLlQx++QFx0uF68BaGDFC712mehFlqwMhF2orFo6R47uV3XQzSW1gwcO/NQVQDN+laeBkAcBDnl6aV/9ekIlBEwk+PVF8GDzJFO5akRCxW0JAi5xB5ygx+8wRk8+hAfZcA2bDb2IcaELURaTD/SEBC5WIcLfkfyyGuMEG7o1fnAhM/QQTwNPMrFlszafjBfd5PZM8nBtPfwR4DEKD/oHLs6xw1xtox4rBIwT2/CjuTrABR1Ah6hPQTjbuI+A4gYjEApvp4mdz3AGp8JSJhu/MJSrV2NTBxhRoDPnzjgh4H4qAYBNW2zS6huAcKAIzGAoZ2aJ4WEQKPrp0wquDpYiWsZ+VcJDCAgDmhCkZ40SGsDgmbGxU5/79nGfdLeMaoczGu6NkWXCgDIKc+LRHWhltYGXYFxDaYQfoTuTJ3jrgGbuIcVsbbuVBeOBJ94MRP/iHQd1kw84IPrOmRSFKDSZ3ennTlvQadQoJYaWSoXx3HH7beW+e+/17kl2pD744IPlgQceLPfed593+kb94nGyk/g+ld+j8gcfethPATxa7Q6NWUmv3HLkVu+yZkc47XG2BGucBI4PWujfG4U0o0YBURxkRR3Pcid5CyDL2zGbQR5kuBgdvEBGyIYAwRitPxozQBLlWySih8DMfUySLrJxeIehUJdxETwxGniIIWPqBAYrrP4jyUOx0UmMhoSAWQlOHpm6AfXs9FacXNEHThO+k4VTAaNNh4w+cg1Z4XB5fTG/B//0M8+4PN5wyMta4qkLDhwOfbCKRDDmGjMrHDJj4XYOCQnJQhjmhIMVt5eYdWJb0I/OkfyQXKBjJBEkWdyzhk84VwaFjTJuggz3DtF39N40K2DjvAD4zjvqIwGNRJHv9BN2FmNB77zDWQezMWazTqT0nWSQ5M8Jtdoyiw/dnI7xifZMGChnJSZx+tBY8zsJFbeNvFRsBxi0AYyHIEc9+IPNoTLwhb7hLTIybSQY9FWNEznTP3oCZOLLZyS2LrYzhB6PhcAvnCRRnDM7hH84azbYwhuSDv6FzkTiRf/0Ar0EOWiFLiYeY5IlKx+prwQExseY0D/GEjoeiSOyxiEjR/qmDr7CbYSXTx4R5RYhkykCMpMd+vZkQHaIbCAyxh/3t/Fp6CN0QgPXMojBLP6wL+rxCX0EfpIrvsN7nmsPXge/SERJ/i9dvOwd/6wA4vtJcNAt2qFTxAHsH56gQ+gt1xgDAvUudeiSzUEH/IBO11df3m+gEvwrL9kiwUAP0W9sH9uCZwlMvNIHeMwaKzxkrPAbny3yCA5uR1yLW1PxeDD+Dn0i8Qi7iTfmIfdMDCgOG0C/FWAlO2IS+oV9Y/PoB5PG2M/DbePQUcYFj3m8Gn+O7XpGrXJkw3goZ+yMG5nwmnMmVk6eVQot3GqgHLtzkfCAF7mhJ9YdXpSGLrgGFCrI8UYvfqFppKcgqmNmcqZcucRSp2rICBelj73J2TK1Uw5p34Fyy513loMKEkfuuK1s381bmTAQZccKBmQ0z544Xp4785yXJ3hBBZsZpP5WFrrkJTaHbzlS9h/kUZB7fdx2250uO3ToiBjDkruylaLBL8volhfLeSUUF69cK6c1s37u7KVybaFbVrpk/eNldX20XBC9Z85fkhPGGR9X/UvlJI8dneCHWJ6T0fKLObxbfHs5eHh/2QHdCHtKTNu1W0o3VWYllFExmr6vSmHOSYlXZFQjUohV3hgiXuxh45voGxvnJTxjylr3lEcfvL+8+KF79HmfxzAxM+e6XSkbzzWWjgKhhM29W2axchN+8cdid6WcOHOynL1wVmNZLp0p8bq7VD7/+OfL088+42vzK5o1aHJx8vS58tQXjpYTxzEoBNMpF8SLxz77WPnCU0+Vp79wrJw8wU97zsv4TpezSqxWeT3ZyLRf4iL5Szng+yEF9bv9mNKDDz5aDh48IoWPhIKXcvAu66eefloyPCn+KXGTLJHrIgmXghi3VqanZmWUPJKm8oWlclFBkHtwly8rG9WnVzB4AkFYZ3fuLjulM7xZiedLSVYO7N/rVYDdvCDEqqi+Nc6paR7jWPOLRK5cu1LOXpKj0PfLiwqiS9JHOa/5a5pJXrpapqRDqytr4sH5siwa5qYUQGWkawrunspLZzFWXiqj/2VIZLIs/xEsSK5w3RgKj2mtlfNnz5cFJSiTkhMkLYnpIx3JXUbLG/VAuCjdxnQITNPM1CWX+atymDiAMRnmjl1lbEJBfFyBT7SeuSAZMELZ2Mr6WLkyf8Xtt8/tF27Vk+6ygrFzl5zCnl0K0reWfQcOl/Gp2BTU662JH5oZqD8SqQWNk7GfPn1eifMFv5xj+/adcqCzMebCUrNkIxu+qHrra3LindkyI32dGJXz7GjE4kfpyZGtdMqqAhAvWltfZcmRXxKclI6ysXW3HAtPWcyp34kyMT2mJIRZsvzDqGZzK5qti4/yc6q3rewQDegjsfXytcVy4fJ8uXSVWxuLCkAEEPU/o34nVIE35I2PlL0HDmqsB/zmO97SuE1Jyqic1SJOSrplm9GY+eEndG2Ce9HTk2VNvL4mh8gsjgTKiTrSEWr2YUzKIaPsvHCJFwDh2RflRP2GP/GHc+YzvCSKQEDQWeRlONJpXtghIvxiINg5Ipmye5w3rvEs8rQcqRyFSNNMV+PiF/1w4NzC43YN7xDgLWkEai+bqt/L8wo6DmiT0hdJvKdgI73xC1DGe2Wxs1IWuuLT3A7xWTNg8XtKYx0Z70pfeHEOe0i6fonK8VPPlROazPDiJwIUs+PT6vOs/NRlTXzoa03jmxCd8ELiKhOz6DhJSLzymMBN4OHlQvB7HL6qbkfjpB5C3Ktke6eSzxF41EH/WWliVY9wrCSzM6N4wRiUzOsP+TJLxt4JmOxCJ+giNxjJy5927NynetzGUVIvveStn7wQiS7ZrGyfO68+lBv6jXi6tm1aydnszrJ39z7Z1WRZCaE44PNMPi+8wb+OyxeMT8zKDuYUkOd0XXo7opk7qyNqNybfwNHReGd5YZVktyLlXdJkLlbA2GQ5L5+84Ldu8kKh6W3TsgXew4+us2E1VnjGxTfoJqAyAVpYUtIm38Kb3khseGNqR3YGX0YUb9CfbXNxD51jp3Bunx61X5vndq90vye1vHJZvmLxYllauCbft1iurcyXy/p+5uIV2ROTV27niV+jmijO81ZVZvaxilxPdjpkYGRBZAYwVyyzIZGJsPEBoZAhYAS58QqliGxixm8UIhui7j45aB7D4rnAF7/4hX6MidlxLrfGcpK6kRFABEsWzChY1uIHM1jSIaMm60pieBSNjXMw0tmmysjEeee430amAmfTaoNCeRlQ9VhWYZhkmb6nq+u81Ypz/ySrDMXL0lJgnBjjJYNhl7IQOjMDIUkJ2SfZEBsdZkQHy8tkogB4Lpzll9vYBFLNVJR5wfxQ6ihj1YMskOc2PWvjj3FqPDhtMkzeBU//3I44pWD67LFny2c+89ny5FNfEM0XhEWVRRPZHsAubMYKX1nW5HEegm9XyQG4bVDq78SJU+XJJ5/0psbPf/6zOj7vVRSCN28L4/d3lS+LXx0H2vvvv1fHfeV+zfyZ7fOsNTLAKaAbBDn4xT3X2Nx3l2eMPB64bXa7M/ScRbCawv37M96cxsz/qh95PHrsqPcQ8GIScUyOfLU8/fRRPwvOjPvCRX7ZL2SKfpC942zYs+HH6A4d8EyWzNgzDRkL/U5gIPpjhzYZPk5su5wl2TKrNQQAnjPGCfleqs5ZseCZU1ZfGAP6ymyIPtHHOQUtDdyOlmvMsrnH7GVQHdgBqxdSG/N81CtBCmJKFkloWWXyUqscPfqOzOIth8y8Y/kb3WOViINVBPrlPiKzLCKnZ1yyF+imbzJ8nCUv9GEFBFeLzZD1M2vwjFzOxk8biHbGiKNixo9DQjWYva8oWBF8mAWelR6je7w3gsfP8p4+z1KToLFcyOyGIAZvWU5mw1bMIESBaARIkNBHfAVt0E/PaHVQh1nKeQUibBFboIzZB86J187GPXZskFWWuKe7orGYb+i18DCr9tIkmarkDR+5B4/cwM+sCF5Dq3HTt8YNrcx8CLb4IMbHah822JED5tYikoEuruUyb+xboVwzI7XFHyCzVY0TH0A/9IG/4BbcU0qy8Tvo4oJsH9nQNjcJIi6c/pL4z+0U6qIf6A98QCe4VYVeIWtmcQQyDs8gTUwkJNBpmagOyRH89IxSn6EXkono5WkT7vkiQ24tgAM94YiVKyXMmnmyKsUtHOyOumt+O1ysWBB8HUCsk2zKZXldAUmJ/DnZLrdvWOHzrVbGKfC9YOEk2cF3UT/kxiydjc/xPVeH8JmL0g3fRhKR0Ec9/04H8hfeWAJnk3D84h9lxBNWxtAz9k4wdPwQPGBmG/tcxt2PeSm7ZWXP8pX/YGWEV/AiW1Zb8FfoMbjz1jLEI49YSWFfFCtABPiO8PHeESVNopdzxoINo5PWccmIlRye4HAsFA7ruHwEfbOKO6MEDD/Dy8RY2SLJZiKFtrBiZd20DZMsQDOJlLXB0KERCoSjxWi9GU5ZhjebqGOYy7uDdyh4TmmmTccXZfDPHn3GG7IIDLy4hR8AwfAuyHEfffqZcvbMGWWtF+00yYKcCfFANp2jHDrnOVPeHd7VgIqCLYLmsQb6MPOk3Cw5cbaT13Uym97OxgKeKef3psUEOameMtZxfZ8VI0gq+JnQgweVZarNdjm/yEwZj5RDDo9z7jOSSTGmOQl2VTN4jJFgxYyIR1JgNE6HmVIu/xFwuM+zgrLBXqH1blK14YcPdsrh33L4lnKrDvq+JkXWFEiKhGLFbQne+b2kRMqOQDgRqoUjGv0InA6WsnjM6cKFc+WYeH382HHvPKZ/EhMRb0WHRn6R6YwO7uM/+cSTfrafDTmRfXKff0HB86wC/gXNHuIZZZbPeJYZR27GWFl5rEezPtGNomLkzFgxBhSVceI4eZ0qG6Uogy8LZJVSfsbBe9a3a/aKIlt/xE+WhHibEobLxh0CBGPjXpLf0S7oLvMrWZf93muMFOPcpkDKcv+OHXtES2wawxlv27ldctLsRzhYRbl45VIkAuAmSNvo494UjntWWTfOZ5dmgTxOyH33KV6fiz6KlxgSDtv3nsV7HsVEHjYgjQm5OQIKL+8CvyqenVHgOy/ZMG5eSsN4pII2NjbFsSxPcsaBXP1Iimi5oEDG44jg0n8evwOO6ObdCawC0CcOGD3BcNEznBnywCn4PqN01SsGpi8cBrNaAh/vJwAfvD536Xx57twZzZzlZMWT1R6BMIIhK0iSpnlkO5fsGAOOFJ1Bfjhu5MstmEneay99Lz05eNWnD3gcwPJvpeOazS0uEgx4pvecN3k+d/KkgkXslMffkEwSLOJWzTkHggvcfrsm21J7+AMf2HR45RLBgEfveOyK598Jzko4PPbQ3VWNGxrxKcgRHwIPefXqju1z1mP8BO9W77L6Ijq4nuPADmzjqmOdJDETT5Endk8yju3ytkFsE91hrLCDPQMk+dZV2T/J7R133C5ftEcJID/1ix2SIEWyj8zGhBf1I7DslF7iH0gO6JsAgLy59URgjNdBc4sDkfx/yfqv4L+uLU/s28g555wBAsw58+bbaUY1nunukTRK3SNbdskPdvnJfnDRVX7wmyWXLJWlsS2pRmGCe7qn88y9t/tGZoIgCSYQAAki55yDv5+1/5tES/uPjXN+5+yw0l5r7Xj6ItfeUYghyjvyq23ZiufbF2DiaGmf/WuGoVPpixh/PE/eoRPoDd99qCm2pNPDxD+RQaq1N1VGdGfqUF5IXx2W0mmBieyRcXXTg+gvnaNLGf+gEjxMMVwu+gf4akc1ootn+Y2H8EBUOE7NPeNHNsb6ECMLE0Qog3gjOGhfDHW1ofDzfORIPg4QY8xZ0j4vp66a8gn+nnE60rsq+KrXHx6OqQhfDhU5xni4VOcxdlKnBxxkjt424lv0SH1oY6i/VEqcDe/xiJ43tUuGaroycGvTNXUCl/wuOY3+6TooDlJqYvfwpOhQOqDTxbQI/KeEy2SHQ8L5HmGyE5AIqqEdBplHWEMyARDzk7sa2M1rV4pBZYAAFS5hgJ6lNCqzWrYEM0bGNqkLiRqAhSlWTN9KPam9vG7Pz53rhCa0mHOqhunPFXNIAabwmChQRzMuW7q0TQ/Sly9fiPKz73OiJ0oQUy54eM/KY9AojToDOySq3mroMjzP3isiBDcCQ8qLF3Q9ONZhCCFgfRQkcMD9yOFD7eCBz9ODPFAHNxhaMSKgOVMwX32V93n3xf6DdUDPxx/vzfWTMrQOsRD41BQnOmFcHac7YeTMxWkkvNZpwcGxtZjWV0+H4VE4ZRTDG410NmMZ2Ix+bN2ypW3evKnuOROLF/jKmvk+Q96d0dVrIexRngx69cbSiNHPlq4a+TAcmTrLk8evOGTHooQZLs6Z3wx69yT7lgz8wW9Cey30uxjDei6NB8369+d9KjWGM/e2t+F5ec/FIwuSOEtdxnwzYMXyVW3JIot65reZ6UU7L/vm9Vu5T8947oJqLCyOHpXFXpejIBgpL2qYPgajy2MehQiMPtjN658+cap98snH5RyhAbqWESQ76TVpNBob2cD38qRTLliH0SKXHDzvKa3O2b4QbIbGnPuiefioYeJT9WDyXFkzQ7+ot9QdiaT8JhQiPugR1OKf0CeIV0ngoaQoEnUrc0Y8ds/IaXeGDTvHUFB24V83sg6Cse3NIU03yxCeirE0deV4ZjIIqOrJhv7T4tTig7JqFXDaHqeRDlB49fhyVa92ZlGkozJvpHfJKNeCsMBrZKIWeqbT43sDPi7BWM0KDaxYdn570TzVMxTWCzC26MNk0B++IYGetcg29DH6YrW/jgcjV8Y0sHKQvl4ZHh6SJ23e7pBjR49Exs/X9sZqQ6Fdl7PwKmUWX8ILdal30aIF5eipwzcrqjOToG0yanr+7stxD36GYucmLZrgdx05HJg90y7ARGYoZbTHX0ijrd8MjJ4wOdYufVNgtAk8LP0XfeWjPXQaHUOn6imTW/TvLTvJSj/EmYnsX0gHCg04e66OC9bzF8gIeUM7PCzjTH9HXqxZGg4CuYfvzOmmFWZUJ4lxU2E5DonkB4/0Du2moFP1mMnriD6wU8IduSc3Oju+W+CbDJx7esxuH+sdem/dGpLOZzoePfGIcKBy1cfbzD04GEOjS2S96gvNvOf0oiN46Nwawaw2wvAmO9yTX5APTwQjqJxLvPAMXcrY3+PUdVkQyADnihPnAy+ea3NsGkcBPbh61rHUtyISjPZKQ3fUOo2Qpso2Ohm4bZ/tH3bq8+8cXnzVfg3eowUqqKuaTwqo74MEMHjdHyb3BtgbjsQaKOaa6zUMYWhZz2ZG0kxL3utReNciJIysRQm11aQaapRAkACMRqG81StX1ZVRNdRRQw9pLBQ+g4xQGv68+bNr2JuHxyjNcIBAhMbwFI+bIThzimE53k6dOhbjYZ+1Xt75pLHY4HY7H2Ny/NjhduSrL9rRI4dqBGH//n01WnAp6cFF6SEuZYg48yI8WzZtbJs2rm+bNzk3fHVgjzJJeRqn+xpSTKSc5oaJS+KJ1yBHNYBuDHhSGtWU6YS9Dy0SRnGMNqj/isYdpl6L48CoWmiol04oOVPgIrhr16wqQ72zjsXdVedd12rWKJ7l8RjLs2u32uXQhQHQ4Kz6rSHjxQtj3EPDlNMF14lmswpuDZSw9uG1e+WYcLR4y9LptSRBhCuGPkrhVIy5L3TxehlfxloPxilj1esIrhSNXqqGh/88f0pULxu/9TpqVSfjE/w0nFrsEqWqAVadgcUzCp0jFzGNsPJm9SSsPA7N4jRQnr40V73x0FzPYboPWqTuWrhJHuAR+lA2s1Im+qPWnfRKnVb46SeftEMWuwUve7GZEkNm5rJrJa8eSehm3pTjBU68QR+NnOzCmUyg8cyZFpfNjVLqIyG1v7vqT72JjBgeabDlzIV2eooarKkndL1QK9GNlvQtMRciy5QzB6kMWDAwwoCds2dbqTy9G9PQoKYx0h45o/ih50qOqnzKi2xQmiETA2J+t4at4ZN090KcvtBK7yo0i6zMXzCvXb1kWPZ6ar5X7WTl8qXhT9rqnFmh08K0h/nVHuojK0UfBmNqKTvfW0ADfK1OQp5TgKb1al48f+qjAKutxFlnOClFH9cZ+elvukMZk9Ju4V9zkdE53lePeqJuhgOvuh4L1KEtvOSXhhKsr9ulkDLE+U3BgpHxMrK0MHzsjlrqDx1rBHHCGCuzO6E3KuK1ni59Cm+wlnyGpgxFqih+kn+jPsIwVDXEHR2HROhrqN89GWOYulK37/xa0VNaBsG22+EEVm1JS7H7idc6MlV39Gjp+dAsKCdw0HRe+mpz8HA60LzruTjPKV+wncsiYbwYBoje7GsJusMBzqJp6kQv5VjsZ+rJR3LmxwEz2gcWGE5LO128MA7c4kXRVV3OyM1MjsPMfkCLMhmnvsjudNr42RrlmhFakUP6A91TaaVFA9O9DKz2hF6+KKlDiDZTp3Yec2yNNnivg6lcePiCGgcpSRM7z0p/pS6jl0aMjIgaNWLojWBLXPYjdL9xsztj6EHnk3EOCvqWw5Rrp3Wffiv6xIGkM9QFp3Ix0z5rQXpoTBbwGX04NkYG0Hd0rPG6HJDUWTISp2V0YEaYfPTYkUKe1+mEMgKjAV29aji0D63OikBNmxyBCIPvRpnpoVMeKb08oL4QxzaYi71nHkVkaKCGYFL2ivSs504gBPnZMeJk/Mb1q+3k8aMxup+3E4Hj1MljIfbVNI4uNPrW1ROJ8vKBhZvXL8drjZcUz2JqBGaqYbe0HGXzADEszTyEdACGM+d95rB/WN+CPKuZwXc0HvzJ4yeqt/bWG79q7739RvXCCZBPwGr4lMPKFStjWDe3xx97tD0Q4/rgrgdi9NfWkLrGWcIagHxYZlEcEYdMMNA1Dx/hgO/Uan2I30+emxkGaez3IkzTcoOJfRglHlfu68S7GNmLUfClUFIWYTpvNCMK4uSx46VMMJgQeXfy+LFq/CU4MTAajR5yH+rjdFBMMYoRbgIADl9imhMcl4c3syxYSnkaTQ3XRgldSePgWYOv98gtrOs9NyidOG2rX4z3Fd65aRE9vNs1UlBGMPhR3hSSnRCGIo0wMOAUiikTNOkf7EmBUUD1OdzIFKNJBXJcupFEH25tYIloeE5GOVGcJs7WmjhjSxYuLIMDZgpo2dI4P4H9cpxHeRbH2fFpRTThIVevNmnxmywyrteCPxpQlj4ycz1eMjrLI51eItoxaCuWLa1pnXmhjW2SDK25r95TiLIq5T25FBylhu6UOa6X0xG0DQXjO15Z0KinZWTJgi91kRX0Ke88NKBMONE+C0yZcRCUP2uWuczIbYxjOSXhlTopLTjgA8NMeUY1RN/eLrhFC54oipKL5Ne76gr0ahlRDuflCxdDfm3eEGEMWnh/U2+mnBPO7b12LbJq3QCnQxv0iWMjb9WjSHtAEwqOsWWQjergOYeHwZ4RXcNxgBfZ59oZUl6ennz1oKPA9aqtEeEEUf7aHOGZG9kno0uXLY4iXFwyuGB+HIjgqj2ZIiMD5K4+KxoYkNaV8arRvsAQhCI7U2qbKNqgL9vIyQALmIyoqZucBdC8NZIXOQ4eNyMzyiIzlLreOyeeDtBR4VibvqTY9fDoKI5R6QYOaPhG9hlazmLNrwZu/MdPcCyPXE/LM7KhjpqyDCz0CENx8XzkJ3THc7QkP/ODC71bI54x2Nok3pCNGk0TU+btO9EB0bXaptEqi05NG15J9MVKhlGbKocoOoczaX7ciIOyOATsRnV46LRqM8E+MN6KnMlzIfKtvZ2NTuOI9/VBU9ulyAsnSLup77brIAYO0zecC/dobapV+UZBjPLqlNCBpsCKp+oPLdANz8g0nejjX7M5H4n1LL/xW9CmHHVN1pzdwJgabWFodTaGU2b6lGxyHozA6iwy7DUKk7LKOY1+oFtM7dKlvnFi4W6dbhjaGyntnb7uSJODmUlPuuy6IhshcE3PWddiREbg3KCd0XQyK3I2OOkj1MEyFq5YDa6y8kTT6GtZfiqlpPUmKXiMrYVxYRyh1guD2KVSgGn4eY55jJoGZ3W5XqhhMNsd9BryXylpjZii0BPBVOXyjPbt/6zO2iagemfKH7086SldjYYS6oKjQfOy4yFZpJReKuLz5Bctmh9Gxuilt6ErwpjwIs2z68noqZYHVAqlr2K+kahhXzhnJWEXfqebacAaEANa8zHF4CjGtGkLnygGXi8nRgM7fOSr9sH7e9rxMJ27rOfFkUDXM8HTIhzbNcwfoTPP0CpzChuDbly/2Q+Y+eqrdvgrC8hOty+//LJ98MH7NfdEiekpHjr0ZZV7+NBXbfe7u9vevXtrbYMht5p7Sjrb547FgVEPQdFDqR584KXweYVoCHbDlPg4J4JJecKPwUEbMGsknIdSHHHcAn3RmyHiBGqQztvWuDlvJ50fnzLxjTFjiEueInM1zEcm2oTBTj3KJB81fJ/GqtEphzKpocik0wum/K5fvtrORxng1aXUS04unY/hCYzwZPCNFpE58JaCi0FRxo0YKzJEA4DnwOf72/7P97V9+z6tnnz1+M+fj0ye7uUloR4CebXW5Ojhr9rnn3+WHv+n7ZO9H7cvDhyokQyGS2pGBO+sMTmZ+5onPn2qeH/q1InQlJJzmFGMaWDFC1tm0Ol6+I9+5jjRi5zpVRg942zowejhLIwiKIcp9L10oc9PG9IF++woE47D3Vt3ajqJwjVvSM61iXtpD5cvkkUHnch7t9qYdRh6H3qy8oOR4vfZT4bpuh5PYNM2yJF0fQUwe+CchjhEScso9B6evbNXigbk0hy/ksv5jnBpTxy48xfPFb4WUBoqprDJB1xrpO2Lg2kPR5MmjmRowBmQHuyC6RbwnzvlmM1z1XbwhtNplMKw8u3oi5s3btXaEesYOHoUsnvncZg6Kz0V/WcV/YHw1BwzmWYI8R2tGV2OEfxqeD38ssgP3GhcDlBggbvvJ7gKnsPHok9TXcfTmTkRQ0RXamPduTVXPDXv+3n5HGb6Rjx3NngFPnOytf86eHEE6ataIxD+a0P4ZrgW3Xsv2ZRX17MFd3ARa9oqtGSQah77Xv/QC1mUDkzyMhzd8blePV42An9qTUNoQC7QxVoHnTp6HB3koefZA+3h/Nkz1alQhu8vGGGqj/EELu2LURzlsxUOo2K04UdOvBM4T3glnj55OrKPPjp8hs3Dy6PHSqdFHCOb6XGnLlOiPtTlg1D793/eDhzc34/TntCRRoPZGjSr0YnYHrqETikZ1RsPjAzoe7t317QJ5+TG1TgoafemecrOpcw+snOrnUoPH7+OfHW4fWEdVPSBE1fJGl2hrZj/Hguv6Yp9+z6rb3N8FV1fIwVnzpRtGHyg+y+m7Rg5MIrQp0u/CZMWLl1+zwKkGTPsf+uHHBgeIMRnzp6sRWdL7KebPqtWDt68G68nngWlFZtYTD594liYd6fOul2QaFO/LVpW01LIV6Ocr2o4Z09FcGJUffN5/oIYiDB8kkVghiG7lz8lPe+rEearmBzB8rlI235sWSpPcpIhplSc+gzbW0jl28cbt2xNgw38vOwoippnikInHH27Tz88Z+GixW1xPFzKQi/NnBiFLVKmlDCBWRCcN27eGtgMsMe7i6CbV78UAmPguXiDFv3Awx5wae5MjpeVhmW7gh424bqE8aEHB2DO3Pn1TWXbpxbEC9QzZvwLjyh5Qm7EYb2vvy1eGvw73pcvBZcI+KQY3/NnTpYCYPgdc7tw0ZJKc6cYEs8+vLsVxVFKMoJikdnMGIoFi5bGcKBwaBy8a/FdFBO6G0pn1Dx30t2ihUuTZ06EJQolwlTnIkegGJQjcVQYILsMajV7YJwxzZGe9nCa15wWITzZvvjiQJTCzTZv0fK2au3GyJS5dMPB5oNtu6HWWwzp59WjmDt/Ye2jnxT6XUqjunpND/x69ZJuVsM/UU4FGFesWltbtmI7i7/KnRy5MS1kEda5KH00WbpiVZu7YHHkthvMGmoNHTkxtyIf1gUYEbFNZ+26DYUDB5dhqo+DBM5280qUwKGSad/1Xr16XWAPX0Js15K3pJs1c2o7kQZpJa93S5Yua/PjYFqFbPuMniwFrf5LhtOTjuK1Yn/efNvd0nu6bUV0DFAc9JlpNzfj2R87ciiK42bJ38o162urzpXQhqzWUGfoTUke/uqLKNjL4cnctmXbjjY77S/ECtficgWn2bWgbXL78uDBUmqTw7ddDz7SNmzeXDsMLGijmCkNfDxw4PM4KftLOVnktW7t+tCk9xycIKfdMCqM04fvvx8ZvhqZXtQ2bd1U0w+2m/U2bSTuZil4BomiZSyWpMz5aQtkwTwqWSinL2UzNOq2bWrLlm3hz4o6we9S2rF2NHNGHNHAqcd37Ojh8OZG2sL8tnXHzq4nqifTp1SWLu51fP7pJ+UkTp81N+16W5syfWbRgK4omUha+oKToMfneNM1a9fVQUl2FthrzlT6uIijnC+lbX8W5WtF/uq1ayttmVK9+OCgnU2NrtLDJeMM37y5C9u6tO058+bWtkYruQ2na12M55EocUbeOolN0WdLo/tu3Z7UbqTNGAmErx762egKDo52uGXb9vpU9Z17cTJC75A9eN9sN2MML0fOGC36bF7a1/Ydu1LfrDYlddIVaHg1PfU7MVZW5jtRc8bM2eHhtjYtDiEc9JY1MXxnwM6nrR4OnBwAU6or0m66QYxjkTZoVKk7apcLb3p22bIVbXnaol7rjJRrlDDFlf6ld/Z99lnJBJux9YGd3QmP3HI6ODdGi5TDYHKILSxcsnR5W5Rom2LtqEi7MXI2NXWfPOFUzOOBfnJbHtrMXbCoZJbOpBfvRJaM5HIazsfBuh6ZXLx4WVu9YUsdcKVd0o1sDLtw+/rldjBO5Zl0HMjP0pWr6wAePWy9/SvWYMXQGn1icO3eUcaylStjRxYXHj4Bjjf3ou/nmDILDSx0tmV8aXSFb6VcSgfFrp8p4fXNm5drVIGW/OqLL9O+rqXDuqitCM3Nz2vbdjT4Vsr/7f/6f2kvPvtUaBZxjhG+d/7MuVBXzyU1hiFd8aWRTwtYedTPdJY8gjrJMKV0uNyHF81HGFq5qyUHhOlB1B49Xg3m3ovgGJLVe8eMG2kE9CDNpdHe42UkHSFjtGuoJHBYV6HX2gfHAlOKnzyVAs0LdSbtvTgYAThwMU7gznsGiMQ4Qz3PrWLUgDHp1sSQkPzKrHpzpcT1UnjcmF+LkZQR+EpDATj1jLoNy9VK2QiF3o4yYirLCCdB0iU/hEP8r+dxc1+4TNPzDasmB4ekuRunSJm8Y4Jd28dNeqZePsy9u+q3MM6IQF8LUHM+gQnejE/1suEC5ggr2Bi76cH7xk0wYmDg75DkkmulTZkpgxJCd0PlrfW9ljWikvfxPwAfmFJfaIBGRjVqiDK07bKBhpGHvL9zh1FU7r2gH3rY516jA13BV52hSdFSebk3Z2lKJJail4fuDAJeJenkOACTJc/fTWUVHkkjHdxSnx6G1cOU3t2kux34NKSykFW/dPDueKXmgqMMt3uvJnhZ0eXe9Xre/1NEv9pq1+tGgzgTs/I7t/hXTktZtaRFI2VWNvcdDoZLrJ6P9HDJ6wrTAueEM4qesDalVfKN3gWjel2SNrjY5SE7JVbKA1xkCK5Jo31KMbmegyvpAr9pkdsT5RWKeV9/kQPGhhIkW32hXK+hKk5e8JEB8hOhSB58wa+kqcLUI4vnHplrTtrU79yLXpa0iW4rsXRp/5z8PCMi3UlPviozIYJgykC59I9zFMiOtJz/ajd6u4VPHiYd+hievhVccd5ZBNpOVTLBE/WXPsvzsR1MB6cKCn69wOr2oHLSpAzPFJE8NeKUaxWVdzHFQS08zDN0NnpT+kwaRcGLcY2S95Os63U7ibDXn/eTjTCpFnKprWSV/IDRSIGRjORO+goKAgCxCQ2MxsDnDryh6X2e0SclB9p4ZIRDxzmvQ3foptwXP5E96apDEfqLZR9CG/RhN75Op9yJdPSNqozKWXuifdUzeZO4TlkLfsqgexh3dqrklu6ET97RDegqLxmkI+Uxilxtu/RtQukt8CU//qBP/ujSsm3Jq7zUELro1QaWPJue8una67FJYCzadObkqs48irwZCXYeye0qMGnwPnjTS+SndFj+ZFUvPVJtR/tI2ilsnZxJfvvG1fzWfuIUT3dqnvURkY2kR5tSK3f6VzqnJl93ktRjNLg7Q5xWC65Nk/8P/91/277/7ZdTep5v3vrAPUMxW7c9UJlvBjELY6xgnjLN5yPnF5MMW1OkF3K9Ek/Zhn7CF/lP+2Jc7tbBCyviic1ftLBdvhrvOT2WPizRF+xcu3wpZc8pYmCIvvb0GbMjzzeix6eUt2NuyDCS+QL7We2jDbWKIfMXzmvLl6XnGkIbMv3o/T1t99tvlwf23EsvtyXLVwbxKTWMctVQXDBneCaHEQwbQ2goy/yNd0SLwPHAMUQw+kDRnownyHA5uWhCDCo/hWgRWU9vKPRWOSlGL26E2XpjhH3SFKME12uY1ZC0+ZTZ6VFbETxl+qzyVBlPjgGv0qK/D9/bXUx96JFH2+at26tHQilfN/8Sz5IDMz0SQdmhUe3BTP0zQ1MHaVjcZU6RQdN6q8EEXoe/VC818Nfq4by3/QsNDCNLriHZV1kr720RC3YamSEdvUbD9fAHswbqtLOZ8eadZMRj1NiKj6HZ+XMn294P9sRLv9BWrN0aj397wOmnKhkGF2p+P3X2aYBQOL0Z8kcmKHDTBLzj4kEEvBYjBQ/7MsmoAyM4HRZtmm/ri9g0eL1ni5NSXnhpBIjMGa3QQIwY1bRIHDa9UbJi8adV9fdCCE4XfPQ+OU13bl5qh748UENiDq3Yuv2BtjgetYatQdnqorybNy28sTjHqWPOre7OqgZIxrR0jb96MlEOjItvGVuoeNEw363UGZxsKbuXyONHS+/RvT4GEvpQEA6VMMxt9ffMlGkkxJCqno82OSO9dHKhTfZFeGkDaaOzgqdezkd795by3pw2vzIeP1VITihqjNejmJ66EcyUG4VKARu2Jifg0TOq9hAcnQZn2o4inzV7eskQY6R+Bg0fsbg7oXF+Ivu2j5qu8RuP8aMWK6V+CxprLhkMyX/5WtpB5MtBMaZ9GGsLdI10fPj+e83+6jVrN7YHHny4zZqT3j7FGzm7m2gdANkzVaCueYuWVI8f/nQLOaw1ANFP0hkl0OuGG3rioTZZ36RQf94ZVWPKyRXFTFa0h9qpEBxqb3We3YuDOStyRc61Dx0c6wykrYNfks6ca8xODfXufuuNGmr17Mlnnk2vdnWc8Sj50IPMgM/aHTj1LVbRA2UwppaO05a0b6MN1TEKjN3Bjt5IzxwuBV/4bQoLX63jsSaqdlCEL/h4l66d50tz9F/wT1lXojdrOD51GmkiI4zzzNnza4qQrbB2o7aSpQ7TrR/ueb/oaeRtW3reQtlb/A0eZAmth27Vdswz19qQ1FU6IrCPkUQySvdps/bsz3UYDz0a/jCIhIyu4IDSuWhjdBLu0tTwfdLU2qC0MTqOe1c+W+ik3eAbp4bMmgKwMPr61Qvtzdd/2Y6fOJO2v6I99/xLdSDS7dinObVuqesA9JcPvcmWUT2y4+uLdKVRNutEHB6jPZNpeeowosDWj1jm/E1qV65frIXOzsdg0I0wS1ur57XziTZo3c7/7j/+j9qDO7YFiRT5ve//rej9u+2lV76VRjaz5qJmBrGdux5Ow9CwfObwcs2ramwUI8HEPJ6HgBmeWTzQnydhiM94jW1ABNA8MiZyIDRWw3QIX+WkcIrPc4TGRAymJGxxkI+BMcysLkLwoz/7o/Yv/9n/0JatXNP+w//Nf9zWbNjUZs9dUO/7nH0EPBLkNKtyPlKmBRyUoXLVRUBrc37Kr0UMESKL6MBmHp6xt6daWgpJvYwcb2x8Ng+jShjzXF71EnIMOHr0GKkpRWAvo7PAa7V0lIKTqebMnlErQPe892b7g3/2TwL7rfYP/r3/oP3w136rHT95oeq7ezsOShqQhjQOtAG/csANNqvAHQpT0ycRMAepUEhjDgrvwKNRGCqSvw6XCH00EgaQINdWoAn+yWv4qM+h4XM/SlIZjP/tKEFTDmDEX4rIwpPjhw+1f/z//i/bsSNftV//O7/bfu03/lZNPzj+1dBj0TfwCujGuTC0X/PPqbq+vFfOnyH9jo9hSKu0GWtpwW8fpgAeNEcbz6tHEj7WYpbAbI/wmKdyqIQhZXzjENTK2YQ6ACJXDh86waVW9d660v7Rf/Vftk8/+ritWL22/Xv//u/lujqyEEUTOKfHOePkGLo3BA4BPCHzNVwX/DjHaGTYuJyE4GkBpiG6xeEZPNAeHyRULxkmi7x9sJCd+aGfZ5QpOB2iIT96DHkjE+RRmXU6Gsdery6yYL3Iaz//efvH/+0/TjWT2u/8g3+nvfjCy+UMcrDBStEqYyxeG+1Oj6e2a07Qptp67YSxk8PWKnPq3QHBQzJJaFw9HwaSs4sW5Vwm36DVkGf39IDfhsxTbY3oOfXQwSm1dZYhSh0OdPrP/7P/pH304QftxZd/0P693/v9Nm/B4houNvxsKJmzk0LLkOIRWbNWwQp1sjzkFnx+c5zBQV8UHoEFjNUu6IDgn5+dvwGu9F7y235HZ2gzAhxsuxxnho/hWIc41RkNKVuaMgTRBQzfP/sn/337g3/yTyJfa9r/9n//f6hh9+vBGwyzwjv8c2/OnqHAZ8RUDiMAJs/xowwl2ka3G2WAN5nAS5+NJjPksPiUQK6UpX0pD7xOazPaSrakH3rYoqzudHFmonvSlsy/zpg1o2jMmfj0ow/bf/Gf/qftQpyt3/uH/8v23d/829X20UP5aCJUhyvlwEXstO+jI6VrcnWQkoD28p47d6HS2dHgqoxyEJMWfvg5K7+daUB3gJk+kJ+ek6fkK7g6TQ8vrKdSNtmskYToEI4Bx/TWjUvtv/zP/tP22s9+3rbteqz9H/9P/+e2IDrFKBMZ4OxZDDvslXasDjQT4FUOc965H0fZkkNrKWqaLrBb36Ws2vmUNPU9kuhX9LcWwyI9O3EY/5oajzHXkXj2iUfb6uVLqq4pLzz/8quGgdasXZsGFuZQ8pRIGMnwWSRF2LB6ELQLxc3mlC4K0eQ8olL8dc56KoQYBUehMqTm5Sk221fk43nUnuoggBCUGONP6SIE73Fshxh1SuedXh4Fsu/Tj9sX+/fFK5/Tnnz6mRgAH84IUSPcfTinb3sDDyeCEkQcxJYfPhqH94Thm/IjVDy8vP9aECYYJB3mW3QiHaEmQE4Qq28RBxYGSx7MgzPcLIyRX3oLnTSYuXPn10pz+zKPHv2qffLR3qLbw4881rZu2Zb7KPj8Xr58aS32U67yKR/lUEaEQEMFr/rQ2jXZCkeCIq084FSOa4Wkca8cNIaXXh9B0gg0KM/lcSVQYOhTA2mQqaQPD/YvKqW4GF4e7eX2we532sX0oNZv3tq273ig6IZv8ANzp3d3SNRfdE254PRbI8YP3rqVpz4zy1nUWPxmlNEcTOqVr+5Tvt+UGodMufirHrzAl1LCVeedgqU7bp0G0qvHc9eolvb667+qBSrmAZ946qmiGW/alhuGqfgcT70+aBPaqYeycaKhM+uVM8p3v8Inc5PW1hSNnGyjvStekVl4u6dcaj95GRvTRd34eSd45l6bogiLz6kLjO67020hYYx12oXdHXve25NyWnsqbWYH3qRta4fwSIVVTuEU2URT30AHv3LxH+yeVUh68KDxaE/qgotneDgUKr6gPX1hrYLn2oY88C9jn2eiMvVIOy/j5AemoXf0kM3tur72WngTZbdx07b22BNP1EmCRkXoLvDYZUAW9KTnzicr1tTYJhoHG5/CjxHgTOfQTfSWd56hAd6NNOjqt/K1MfQCo2feeU6Ogka9pxvhDw7GfMhbyaAy4kTA/eO9e9vHMYQLU/+LL71SV/PKGqqRUPUM+kg/Rjy0+ZKblMXpR7tOq77FLj/rvbTdablZuquPvHTd7L32SJdoY3rsnGkB7ByGUYY08nVjfi1tILKYOuqLiilT2sNfHWrvvPFGwfjoY0+0Tdu2lzNCt1T7n6ARPqAZ2qgXjmBjC4SidZ7BuWgavU53ksOhx8g4Wmp3YKz2kWfwJmvFp+CNP3DtBju6Cr/nzu46DS9SPnkczmyX3VYjy2+/9Xo7+tXRmhN/8eVvVceMMVffjBhWdi1F1mJk9XRZ6rYLPFVQgnoGnngEV1c0kU4+oWQl+cEx2pY2IniG/iq0aHXdmlW1g0WYsmLFmlf1bBh0x/LpORmqMNzNSzAZj9FlRCcaIeWtYQHAb0ACBPC1hSEeBkCtLhwNWA/Jb+8xS6Ny9Vx6jIOAsjQgvyGq/C6ENyoPxDHO788//agd3PdJLSD79d/6rbZm3fog2hsaZA3FdscAYXt53oHTM2Wpj+KliOEwhLYLeO+1iOoGK5gReKwwlJ9AeMYZkW4w0zsBvSj2HTt2lNL3juGs4Z3Q1vymPfaOZSUUux58qK1Zsy7KyUEVjFgXnPGJS2WJDC24wW/h0hAetBs0Vje6j5EVjo2Vpd6hRSnICfzgI1h16jdY0Ro9Bq/lgaueriNQ4QCfJCjYqxd/7Up7f8/uWo25cs2G9tQzz5bxBR+ao4+yROWORqgetBy0x69RL3qTHbiQLb1Fv6Ubv70jS3AfMiq4HzIk7ShfWrRAL1GAS+VNOobmdpTtL3/xi1qhu2Ll6vbyK99qayNnDHqNDKStGOVxSAuHEQzjiGR1KItccHQNEyofHQS4DXlHa3hqtKMtuXqHx96B29U7dELL0U7QDr7upStFnntt2xC4oVpG35Dum2++2RxPyQl+YOfOGsZnvPB60AJco0w0g4dnyhbhh87ygXHI/HCyhmzCUbngFpRNsYPNu9EeB37q86zqD/20Xzn1ODkBZViSr3ZbxIC8zqCfOh08HmrPv/Bi8HUqpPLTDlKerZx629aqkFV4DBjRCtyjTvD7DS7P4O93wZyy/B40gb8At8HPQachZ1B2VYa6Bp/8FtTjnoHXYdrz3u46ltk01ne+9/22OT108+N6tbYpMo7KHjxQ1pCTUeaoS9kC2OE62h15RWtwjfauDPR2HfByVME/5Fh9I9+gjyrAgJd6qNqBWjli5Gz3O++U4/HII4+37Q8+WHUMWqpLlN/z++kjDfkenQ/weKZe8kC5K8Nvz0V5wScqFxyMs3v4D9n+BvYul5zyyhf+l7MM/nRSjBZytk0RXLxwpobcOcOmdb/1re+U/qvRm6THO/aRPoILuMEz2gX6CQPnEcCgbriK8hTsEzDKqzy4DpkdwcgxXWuEe+1qWzq7rZkyffrsV52hrhdlqNMwHYHiua9YtSqg9q9AMUCpuxoxIiMO4QXsaLAqZ2h8PtPXvlwJEkAGMNIOYzOQH2kgA/iu9L4xrCN6z3gNhB0is++TjwveBx9+tN28fTdEddBG3+7Qv1Xdh5bAS/kMhlOg6lbvKF+jHkSWBpzw8wwshHkY0n52eTd4GCGNIJ+gPmVjitWJGDYEr9NOw4ywzYlCiLf11aGD7eOPP6q5oAd2PdjWr9/YLl91zjNH4kwZC3gxbMN4Mc5gdQU7mqrfGefqG3CgJzgHbH57L49GrQy4oVUJe9JI6340fPjDB6/QQHnyG3I15OhdHRmb91Zmv/vWG3EGL7cHHny0vfDSy4U3Wkg3ysHLAasyPR8KQ5RePXAAC1502vWRDmk8H/SXvstOH1XAb18tU75ylK9Ov6VThvKGQoEjXJVZtEk9zkV47913Qvdz9UGWB3bsrPk2q7vNkVmRz1iM/MpWh3v8gI93yuQAgJNcqXvQXKAMpO+9uR4FuLivdykTr0T1gBte7pUH/yHHNa0Uo2aaoka/Ll6Ig3KlHTt8JIbjvRiHO+2hRx+r1etnL5yv8kedaAAucKtfPX6rX1C/d0NuOCzyei89xwFdR368Bhv+KUu7QSPP8YjhHw618gR4cEo4IuZ2GTXXVJp36Z1EsdsK+PZbb+Z6PB2Sze2xxx6n0Epn+RepAG2HNYbMOfH4MGgqDBjJg8BggBMc0gru4QYm8A/egddvPFUeengndD70IWBplC+PdENuy0m5FrqXUz+5vfXmG23fxx/2XuArr0Re59UOBEYjGFTvV1DvoDVY8U7dyhTxj65QFzikHfCl6soHLuWQH/dgEgf93ddxt4k1GlBl9IOvAkndq1tP00iALYFVV+phZPRU333rrTqr4MmnnmrrNm0uGRpwuArgBY+8IljQClyei4Ou6Oh7Eq7kS3Ad+ZT1NR1CA3LvN/wHbcAw2lzRxdqu8MB0iXaJbtJ5N/jq2NoP00E5euRwW7l6ffvu935QcJgm815bs4VPviHD6sAHupktGjT2Dt0EedXjnSs86Hnp3Q8dJY80ojxDPmvUKx7H2tUran+9MGXx4hWvWgS3adOm9ND7UJWeyLIo2KsxOuYaMRSAKlMQIgFWBZQJQFXi/VBW0mvo7gXpRekGQTXoAaiAOcrTyBcscDhGR/zXIm0AAP/0SURBVAYS7ofHPwh/7PBX7cC+T9vMlPPI40/UIoEUVkMmPCyHNvBkCAclouxR17jqod1PYEFdYBGHUA3FwygQqGGURpnSDNw0MExx7Q0rgj/xHtPlMd1gyJ3wW8jlaFlzgZSVntOWrduT3mCoHqY93feqPOWLyhEIgiiAkaIU1KtOOIGXUzYaCWMHl+HUjN8rV64sAwsvw0LwVw64PVMWAfVb77X3mKZEAfUPmnDChFMnjrf33327DPqueOe7Hnr4a5rgp9ECcfBW8E65aD9oJbjvOJK5rhCkIQdDDkdejclz6d17p2GPaRzp8Mrz4QShjTpc5fVO+cooBRajuDd8sV94xYrV7bkXXoiT4Jvds2qOnyNinmssJB1lucdnNEZboyvLJ5xAsuOdBivCQ3o0BAM+jjToDm7p3HvnfsA66IRPo22KnmvL5sb10Pt+/Lu1LXPPe+9X/meefyFyll5g0tuuo1ywows6DbkmB+O3ctEGLEN2wCmdXp3hWLSXVjlgGXn9lpc+MRooD1oL6lUWGNQHf+sxOCW9xz25RgwNKRvVsuDUAqx333k7Bv1U9NXqyNkjwTcK754jh+3D71vh9J5uBm5OEzgGf++HybW3137+hoBG0riOgOYivNB7KH/yNHDp7+mYLsvCoJur8rsMqz9KOYnJ9+6332yff/ZpbW19MG3Gcudb0WPmTO29B4Xy0Fd+1yE7eOD30Fvo5zk+ea5O8IJNZ2J0ctB74A9P5aKDqTTOjVg971TuuTl5PUP1ChayFi3u3CrnsUZzUwfjtzu8MaqwNbps+Zq1PX/qGnCpU96hS9U9ZAKs2qw0aDZ+O3egFptNwCu/e+UOvgimSA1b+61M+QU4kzX1gUP74EyZYhCkd2+kDE/YEYcRffDBnnb4y6/a6nUbq4euPu0LbU23kRPtV1t3DyfwjSjA62v4Ui98/PZeee7BKf9oC57BD6zwGPQR+gFGU9qalcubg5SEKUuWrnx15aoVUVYri4l66Bqm1d2+vKQRiQ7ZoDRUcD+BBxAjjN/SaEAEnqG3SE16gCOqNBSV6DlmyMNY+21oTV51QnAIreieQtUT/CCe09x5C9v3fvjDtn7j5iAc5ROECd78eRQkAnbGK1u9yh1lCoNwCAU+RPNe8Ay80oqI7500BANDMdIzaSlszz1zhZM8yhcJtbzKtF7BMYv2RX/66UdtXxqzYR7G3H7D6zfjAaZBOU4R3upQJjgIJLjdg8E9IRKVLz0Y0FdQN7wpHjAM4R+0F+QDL4XrnXtlj7pHHjREY3iNrxEx7pShuWY7DD79aG8dNrFy7YaaChl8llcURv34Yph60Aac0nxdV+oe9EU39RFyvwcdRHlH40YneaX3zpUxFEY5fsvjvWfS+128Trk+imE7zPt73quDIzZt2da+9e3v1B7zJYuX1jy/XpTT88ynyTvgxgfli9XoUyaY0FLdgkaLR94PhxM+dgNIcz/eHAcOl3RGh5QveA9nNEO/8QwMJJ8xJF+2Hdlxctgq9w8/TJOYXHuYLVT0uUuprbQebXyUIaCn367gwnex6DSB15DBypd0g28C+MiSq6AcC6sGv8gGXTHauvfKr7nTyD8ZY5AZIXOgFoclUZzKy9WrPXf2VFu3fkt76plnag7dYsfa1pSy9X4HLNqSKxyGDIy2qc6iWfSGNKI0Ax5yKsJj6CrlejfaBXzce9552Y2s5/ijPLRCJ88ZdA58GcjAtidyZsRxTnjy7PMv1tSOnQ21hiBwjV6xNoxW7pUHD/cDFzQFt3vvR3sCKxh67DpI2xt8IT/Sydf52mF0b22BMoU+etoNaglZglvTTspEd+dVvP/uuzV8bZX7w48/nnfd+MsHllGf3yOCVQSTK5pLN/SW9N3Z+Gb6w7NBdwGcDDJHCZ3B5NmQVfiry5A5ujH8Aaw6MbWrK8ECaeV77gyJDz7Y3Q4d3B9nfnl7sUYckxedw79asxX+jLrAgefuXQe+g/b3B/QYURiyNBycUQb4leO3oDx1OvFuxfJ0wtIuuA3BbNqrFMTSZcvKC45TEqMypS1esrT5pClviFIiTIiHsCodguI3oegV9C0tA3DPIIc5RZwEgj6QGoI9IqA7w8xvXq6yRcPL6jAPSfGLFAACf/bx3jYt5Wzd8UDNn52N43H6zJk69YdgGWGAA5jViyjqUJeyR0MYMMIJbjwtCpcCdQVfKdswHIH97oLeh9Lg7rdy1CUol7LyTF3Kdj/wPH3qTJ2YpRdx8Iv97Yv9n8d+3G4r481u2rQlAtdXTSd5pSfc8mP9oK2r58Ng6vmqS4PnSGkEo174q1sev0X38EEHNHYgBPjdi/CTxr2ABnAvHiefldYcwF5H74U4hnFvPFonni1etrJt2LS5DD16KE/ewW8R7YbQDjxFz9BU2dLIr3zpvCNr4BbwjJHzbhhRadVl1EJ694JypAWL+/Fu8Fi5FoBRtIbb3nrjjTqlbNWa9e2ZZ55NXd1wlVKcnp597r/+pGaCspSLjuiPF1aynpvgDTkeo1d4MBQWuS45j/PrvfzKhKN7tBlTLvKIgvIFOKEXWsHFlp36ghq6xpuP1ahTqz54/32Wvj3y2OM1LWZLj9XJoy2AAe2U4xkYBWWKfpM370UwomHhHL7lYT0XpPVeed6jLV5xCOUZZXkOR3xXp+kyoysce9sDrcyWnpFPw46OulcHA70dg+4c/AceeKQ9/Ohj4UVkHD9jdMydJ3H+xcglTwD4muZgEdQ5YNOTrzom4PJOHOnJiyh4RpeJnqE73eBKNuDY18j0NoFuJVf3lYFGwOB0aDt7dr/b9sWxnzN3QXvl299uy5avCNzRk9qchWcJQxeJ+K1O5alT3QI5UT9c4TLahnu9TmnlJ+tkx3NlDD4qx1Vn6GuHowzWcI77+e3wY/CFYdjUZd2CjyLpoTu62pqg7bseqjLVq36y694zwRVNwUMGhmwJgz+97O4QS+s5WEXvlefe+5KTBDgOnMDut1h45Lktq4M2lS7vSIYpGjgZEfIxMPrs0BcH28IY9Jde/lbyhydxeOCi84hOYAI7OsKPXLsffLhf5qSFH1g9l89zbY/MeDfKGjrRe/RRtmf1XY3kdVzyvOAH8CmLFi17de68ubUAw3CV3vjy5Svb6tVrauhH47CqdcO6dWXcEMOw7CAAYFQAMUC6H0h0ge1KeDBAoLwAiJACYkurDMqXF24Vrfr0TBhXcV1gIMBg4O0d3P9Z2/fxR23+osXth7/263XaWGpsmzZurJXQ0jvmVV5fdhq9IAoffGPYF1wICe5hGAfcnolghtuAEz7yeDYMpzRjAaCjdJUjzVDC0g1F2Blyr/lUpyNqj6cH6NjRANYeTANYt25jGXT413nZE7QDl+EkdYy5dFd7/t0zBJydURdY0Xf0BAX3TihbvXp18RJdDAmXE5NohbaVvhZKekeQ0Gs0joI9QsdDrR568Bl0SVOoIdC9e3aXQt60dUd74smn6p38wsBfo4IPuNBY2d4RcjCrUzrvBDSXXoQbHAm/dKI60EleMLsfUUMY6eX1G60Gv/EP3dBV1IPU07xy8Xx7443X45Acj6JdOLGITO/ClEo/jU9ajVo94Bj14T2ZUIc05vQMNasPHGCUX9ohZ3oWDLBy0ANOrtKihTjKVs+gmfTK9H7IqS2QDHWdjJf8eVgnjH2496PC7ennn2/btu+oj+34sIS2gfYDj9EGlCWAYcCBFwM2YSjZep58eAB3+FHEQ/bQorbdpFwBzIL8ylaXvH7rCXY4OH79PIEauUs6p1ReStnvvvNW6jgb/bWz7XrooRpt0JvnZNb+8+v9q2dk1Na/UbYr+YOD2I3LN/Oy99NVRAfpRz44uconvYAuAx90EPwefBrlDDp9/Sz8AZ+joj9LD90Jei+89EpzSuY4mIQzxhxoQ2BwVTZZUKaItmB2753fg6aunuOpuXs09RsO4ICDSDeQgyTLbwvK7PjggHRdDm/pXQXbV8FnHUkZFIY99ZWzFUfYQV7PvvBirdcARzfKfapVeUOG0GO0gUE7YaRBJ6GX0R0iwXu4uo7fAp7bxaA8NBo6Gh08G7raduJL6fzVlkM6PPd6TNIy+Mo+d+50e2/32+1YdPriFWvay+mhc+RLDuLY4J1MytYu0fF+Ovk95Gzg4kpehPEbXGgvj99wHTyEl+gZmXO1eDnNoa1fu6rWYlVZs2bOe3VJlLm5NMbwwMGDUT5XyyvUozhx4mT1dvsK+KspqJ9JDHARwiIAxpWgABJCKh/3IiQGkYfy9BsT5e1GIwQoBLoAMyoCJCAsnYNHDsYA7v/8sxjoBdXbcKSsuizU6kQ0ZOGM90U1XDlgxAgwCspn4EkjR2IYfkRVH8bDE7x+i2CVH9wU9RAYito+fr8xQRngATPPGkzyid47oKe25sQT/uqrL2r+zKjCth07A+/qdunK9TQUe6X73DOx8Z4ADVyUZcvRUDKY7qrOrqQ6zdWHfwREHulc4cYhGLxg1OAnnfLlg6eoHNF7NFbnUJD2CNsGwhFzcuCed9+tIfftDz4Sg/50wSQWHoFf/e7Vp2H5rbx6FzztxURHMKp7CLF0cELr8Vs+z9DE1W/RmQXgkU7dhpcZCTznwOCJ/N6DRR1GHGphVH6r99qVi233u+/Usbx2Uzz8yKOFu33Y5mlv3GBg+84HsDIkejKR3qIL/qORSPH1A3k6vOpWZ4e19/bkGTKu/uFsKFsE++hRwAns+DH4M8r1/GqMWSS28Am3m6MkP/vk07b3w73Vk33o4Yfb+vUbjFF+Xafgen9PEEyltCciOFzVT0bULYKz2kYiuRq/BdeBi04Dg64czwYeyjTqM4JhZnwovaK3HbzMafrgCfvh2NB30gt0dPGKlWvbU08/W0bf4jmdFI4RhYcfBVfqGHTEl0EncfDJQR0DR7gLQzaqjDwHz8gr37hW+48eGOlNWypTefgy0irDM/d961mnmbUan378cVsc2Xz2hRfquFknMRaNJxanobPfYJEfHBUnesejPUrnPXnRhsmn0OvubcUcMD07YAO3tHjTt9n2OXF4dZ1myrT3ovGxtsXFafTeGQNGqdTpGHBz6O++9WbB/Oyzz7cNW7fVLg/1og045BPUD95Bc73mgZdnruAT3NPV4LDP3/sRB9/KYQwuaAonOlz5aMOZ+XoRXNqt9N4NO4S20o/A4DsP/sMP3mtHDx9uS1asrrMbwIne5ttTe+EJd8EVvMouXgXWr2kbmOArDP3geRArJ8S9LXB1+FDeSSud/LWGJFEaMMLDmpX1a9P5HgZ94ZJlr25Ij3bN6rX1QKJ9+/YVo7ds3thWrlgWJZUe6b1OCPNXlGIffun7OEdPb/T8XCkpFQ/lOiLgCBniDqIgQDEiDNdrcsjBldR1K4JxL/zTEOskr9xbnVs9rSB4IAbwi8/31V7NnenV8poMUTnT2upK5znbuG8FIm/Gh/z7/nEKKJ5rCF0fW0hjqGGkiZEB5453Rl+PYpsf/FZVT9/BLUsXLalTvih0e66twrUnEUPrzPa8M/9SCiUMwUD4EkQCN5wTv50y5ISqlh74ka++avs/29emTpnWnkkD2PXgrjJsTqUz3KbnNvYv2o7jHVrWl3pCQ2WrB+0JAUESNT5CUCdcWYk6lakJjWpxiQY2qXpxPjEYDVoep6+iee4wGMaK1933bo6h8T6/yYATKPPn6GnokPNx+vix9v6ed9v11L1hy/a2cfPmEkjwoQk5cI/3rgP2rgSjfCdgN/w15GTIjxGLYXzkJ3tDpuShuGqeNfLp4zVw1FB50J6B3Xvzg8NZ8yERMiENPAR1JmlIcrv96pe/bL7nvmLV6hpyp2jnxjkwl0f5OcTH17HwFOzlkAY+ZWvijCEZR6+xUAcdalgw9xoy2WegDFVycLQDz6QlQ8qGp3JHrPrybtBz0MXVc1/Oikoputy5EYM5aUo7fuyr9tHe95pvNGzbvivO7rKijwWMeKSsktnQHVyeuep1SUep6O0XLMFNOwEjGaNA4S+/fGDBPzID1kFXOoPDUJ9UzXtlkWmyhCZoUzRhRMIPI4cMei14i4yl0tRxu12IIX/zrTfq4zyr125oz7/8Yp2TPiPtquAK9tqy+UUKEpzqIjcCOD0bsgU2sA6nD/zSgMdvOIjSKEP0m56Dv3SCsuBNnkZ76cPXcEOH3KcOdXMInTZ54+bVtmf3W23/Pj30pe3xJ56NvMyJHoxT6yjT9NRvXw8/wRwlJ28dFxp60z0+ItJ/34nOuNENdeqrj/PEeJnKA6tvbxspwkOnStKjyjA9VgaQLERuA27RzII4bYOs933pDDb91Z2/e0FnynTOVn4ERqfOTYucnT55qr391ls1BfNwOlubt20vOMGAB+gq+l24JBp1qemh4KK4OhgqdcrnK250q5MH+24FIw5G5/qaCPIATmWWoUv7hj9HR2H0en2bn27IO/qMA8Igl/xNRDKAr+7BxLmgn3e/82Y7cvhIWxqD/q3vfrctWLQ4MhkaoHNooS4LT300SaO37sFiO/zoJ9PFCcl98So0v361n7ZHxgDoZEO4W9BtDY3T57QHI6XaiXeeGy1nC7ShxQsW1jox55T4kh6aTVm3YfOrNeRaH1XRy7hXXzvDXIrBCUi+Vd73swbpxLoPIep9Ch2C7UpoAYkwhHz0Vik31xG8I+zD+EuPiJQPA3ExPaNSuBE0X67BQF/UIYDKVMfnH3/UvjzweX0E46WXv11HOlqo5HhQikK58iEIBqof0ow7pQkfH42QJiJVyooS1WtkzDAUTTAArspbEAKWIQ+8YBifyjNcox7rEQgMGnk/lNlQuGg0lKCPuzDq8vmU6759n5ci+M73vlcfpWAIuoPRRxHGyvNRztfKMjhpfGivLs+kR1vp8NcoBZpwNJQhXe/B6u1FyQUn9XiuUXQD1yqvFfmFe3iNZp75LWrkGgacCKARB5/CdYytVcibtj3Qtm7fUcagGm1wMrQ/aGJEZMBqukU07F9D/3kOfvAOvOUR8KQry75YT3AFk2OBNVzp0cSnN9FReo2nOyj9K0e+msRBhPOgp3fKL2UXp+7NN8zTnq+PDz300ENlWMjvzRgXis18m7k2bYdsdtj6nmrOqKkJZdZCneBNdkpx5b16wYi3payTzu9Kk2vlm2gb0qqXjMJVPeRTPZQyBVGnViWfMG9+ev3zzRnObbOmz61tXMeOHqoVu46hfeVb329PPvls6NRHDOpwGnCEl+iqHvUFiKpffWDWRoecSF90nYAT/fFMGvQEi7TwGOm9t1ZDGs9E7+tdypC+aJA6yVvN1UZBhrzlmFoPQAGeO3OmDv25fOl8HS9sDt2xmDwxOICJ0ndaXG5z7Yc9wUXdonqlFf2u0ZkJuOCCDoMW9JFnaOIePdwP/FwFsJfzE96QA2WN9kQPqqv4rZfpTPvAFolun366t4bcZ82e315+5fv10ZVrkT+fxvVt/3KgQ9Px2U1yRw5cR/2MCDli0PvoRj93oZR95em6Bwx4qT1JS37cjymfWtmedgJfW7TQTXuiIwYNdYCss6LrfBhFvlCi6jh29GitPQHDY48/0R5Ih2voIxGvlTPuA3w5dXABG2POSKITk6c+J6vZYj1tRp8yAW/BzC6BO+kd1uTwrS6HFix33ULncKKUzfgjCB0xnO8Bh/sxAjbk2WeA33jtl7UwdsnyVe2V73yvRoK0bXSFtY5d5Q/9K1/KQwdBGXT8qAMMeCDq/KE9p0tXiwGXjiiBk21CQ1N68qoPn9VRn4CdZCu3w3omDPq2Hbte9XLV6jVVud7x8ROnini+qEW46wMkeVfDC4DMj15o93RVJB3hrvcJiCuOd4J6BIJOsD1HQMwQEV0PTK94zbo1tWDHd2mdrIUgCOOkIQHD9+/7pO377OPylhxda8jdvmBw9M/ppeeYXpq6fE1ItNpe72csLFK/xTPyGRIiIIVziMjYwAGBRXDrDZxIL8oCJuX5mlEp1+QZxl/9p2Mo/FaWxu+Z3+41drjoORgdmBnv6tChL9u+Tz4putqyYhrkZPhwKbArUz51MhgUBKdjlDd6c6dO9wNk3I+64a5uDg3enDtnSJBniy99CNdzxsgzc+J9kQ6FNuYb+7oJ/DGn5reGU45AGnIJYOioJ6Jx+Wbve++8nV7W9fbU8y/Vl/D0uNQz4CsjlDrA5h4fhOJdYJZGhDtcBPcDb3kEZcJzNBDORg1hBh/DgZ4pW7n4JMrrKp8Afo0eLdD/6wYTRybEaG+8/nqtpHa29re/wztfVHJt6P32rXj6VWZveHXcsQWdiQPGFFjph3MrgNs9uAR0Bid4x+9SDJETsLmCSz50cC+9MsgA2UUX79ENbSllC2ecOe0Ab+fdHzz4Wfvgw/erDT/19Att7Zr1MYLWSHTnE02UI7/rcFDAqexBT2ldR3rwSEcWtRn5pUUDeb0X/JbeM3ld5YOH597jvys5hEPBZag9Cto2Hel9KcxXD99OD90xwemYNN9AiCCmfrTrPRw9Yr0l9LTFymIueKgD/Hg+4AVPH1buZy4I0ogDXrC494xREeTHH/mG7EgreicoH9yC/GLJjK2pyTd58t320Ud76ojhhYuWthde+nb0jy9NctZjzKb3RVzKUIfyRlSv4F4A4+Cl9GAQh8wMOE1vMNJw5Ty7956Tiu5TGPUJvuGl8tQxeFXym1hTnMrPHzoznEfTm33z9ddKBz/x9DNt18OPVDnqFsmVqFxlVhuK7ulOSJ/qU0fhlzRoWjLByCUN+ikHvNLAd4Qqr+jbV93Ds86USD7PBOWhiR6xUPcTbVC5yhDoSosud7/7dhn0xUtXthdefrnWlpVzFD3DIKOS8sVOw0klY/AgJ6NsvXo411Hk0iUf/EzV9ZHfLju+xGfK29HbnKYUmJST2vXIDF1uGF/dSli2fOE3B8ts3rrjVcRYW5//azUnfPLU6ULUWc2Gxhwu4GMlejI+AuFjH1aPU/4UNACGkA+iDcMzvPQhYIhFgf5ND6v3dhHBO5/rdIwgxUiBO8TD8BskoNUbw8124sjhWhS3KMbvlW9/t+9DT4rpabQ8zTnxombP+WYOS6NTF8EV1IfQ6rTdBZxDsTMMYJR+NNZSyNf7fKE0vEXeKWLzJinS6o3lD0P0JtAAU+UZtCGoGhGGMoyGWo8c/qrt+zQGPc8efvTRtn3HjjC/j4aoX4NzHXiA0zM0BaN08noHr2EQhzMBhkuX8CSNM+3fOgl0PXnyTDty5Fg7ddL3iZPnmo/w9+N+wYvndgmcP2+u+1zt27f4zgE+BNZaBlsd0c7CGA6KntPbb7wWWl1rDz76ZG2/UZZQ/A2cQxmCC07oNORDWXCQZ9yPKEgzcBw0lU4UOITK9BudpFG+32jlXgQLPngm/ZBFMqEOMucY23ffeaedPXOuzV+4qD0S3tRHOSwG0htKoyFPRj+Ur0wNdsCobk4ZWIdTg274MuCCt4gW4pDvITOC58MQupdePepwr25wDPmQV3vxla5bN3PNPwcYffnF5+39994tJffwI0/WcbYMi96M8vAGjIKyPEMTV+WqRxpX6dyTQ2sSwEo28FZ6cMmDJsqQR0TfUdaAH7zKk2/kRf+am41jduWq9QDduDo5cW545RPJb775RtqP6ZA17dEnnghe6X2HpimiRosocr1UPfwhE+pR3/1wDLk09QZWcA3+DdzhCTdpyZX7gYOywawMEY+8w2t8E/BaedKru+IU6zGi/6b2fej7Pv00Bn1Ze/zJZ2unkd6obwXcTrtkMAdtRjnioNv9ZY8AFnCIHb8+SgQH8Mvrnatyq10EHucSmMP1jMwpX5pBD2XVNXgrkyGu+vNMK/3q0Fcx6K/n+c1arLg4zgk6oNPogIDBb2Up23G+syZGPEcdow3I6ypYzzXasHQDPr+lp6f7iFmchzxjMMvoBm9plI+fjOqQS3WBBUzKGnQ1fH/p4rm2N07wkcNHw5Pl7bkXX4oB1rkNL4JfOSKRMbQaNFSG+/v5oTy/0aePlphuM40SHZ56vTP9Ii/6KJ+cddmMbpM3Okesj7Qkje8VLF++pPnMtDBlzdqN1UPftGlzIXYpxDh7pp9H+8ADD7T5UY71ha4IOiVkFaChq0FghOlKv+8lpfAZeWkBhXmE2juAqkNQvntIIKaAMYjhHSE2P9mH0PtQxrz0DjXyWjEcQly9dL59/OGefoLXrodKueppO3+eMcVMHjdYwKeRIareJkVueLcPRy+sI1Ud54f43lHu7sEIJvnFO3o7CZ6XwGBSfqPhCLw6zhH6DOWsLHih16BDP6+bVzatDPonH39cDeLBeLPLl6+II9VP7VM2eDhXFKc4lMvARXllWJJONLrgubqELmCsOaFObycCKR3jbliQgic44ANXh7cPbUk/+E2YrFGg+AxnXrkysYI773isHL3Dhxz7+HbN061Zv6kWkylPWYPf6h6OFbp4pgy0lmaEkd674fGiqWdg0mgENIJjd2A6rGgyaD3eDxzBM+pxRU8wucdTRqQUW4zHa6/9qp09faItX7mmztjWI6E0DLk7IpkyY6yrvPxTD0+cQjRykxfVW4SvoTiwDBjg4TdeeTboAh5wd5p35wWdyTR6DZopQ0C30eMR3BsS9Y1qPfRbNyiX1g36nneazwnv3PloW7psZXjWDaf6lKPc4TSgsbqGrJdTm3dgRktwDvnTxrWp9evXFy6eS4Pv0sMDvJ6Lgw7KV6+0wykRh5Nx/VqUemCBPzpTogGmTr/Dm0sXzrb1G7e1p599rvecgj95Jo+9fXaDh6dkiPwIQ67IjHTw7YutOg1ch6MhnWm6wQ/l9fS9bGnRoE9RmeLrx+kO+sBVmXAcwW8L1MB548aVtue9d2odzfwFS9qLL3+nvod++boPQF1p16LXDJHLo151DWMnDpp5Dj+8AOeQswGv/ANm6Vzl9055no01H0XHlCe9MgZeorpca42D/AxRaEA+yZlvfTvFT7kPxqAvX7W6ylL/oUOHKg/a+K0sV2sAwNB539sJug76qd/upmmRCzpwPBe8UwacK+ZZTbXmyriTK/CCQYAnmZdglOG9QL4FabQ73zu3KM40wsKlK+rkS1/ODPeqvZuyIDfqh+9oO8pzhQOYKuRSOy9CN7iWs5Y0pmREz7Vb07/KgeOgkTLGlUMwMzyZFxyXL3MY2EQPfdmKNa9aWMQT4AVQ+sdPnqiad+7cWYr/5OmT5fUKNQSR3lkZt3gW0g0BARgBEv0eggRwhBxEvx84jJNGGX6Dw+gAB8I7RsyWmmUYOK9/iEO6hQsXpHe+t+15953aXvf4k0/X9jUn3Dm5a/WqVbV9zTCwsocwuSdMYFPOILZhHApDg1evd9JxTjQOjR4ei1LHPD1Ac3uE3NxsrhSOSMkXkMFJffCBA+GFv0i41GF7mCFqi7cOfP55zZ+B89nnno+C2hhYeYp9/g4cGCwOZwmsFKx3hM9vz0WwD8EE9+CRs6ENiS0Ijaz6Rocy7rO+OdKVgwFG887K9SU3czhDwAc8yvWs4Mq9eVGon3ZSXHqB9qAuWLaihtwc2DAMujqV7zd88aAMZMpAdw0M/OAd8iIM2fJ+8PR/GpTL2RgKQVCOtK7KRafh5OGtuoUBX5cR0yIz2rUrl9svf/7zWknN+DkiWRptxZQEo00pkDPDjxYbgtfQO5VoeoJx4QQ4m1xPgdqQBjzajABuz0QyAn7POGzuwTZwJ1Ou8oJV8Ft6adARTW/dtgvDAtI4WpesRbnZDn91sO3d+35guZue02NtxYo1RqmDU1feQ1aGnMFVVLY6GGxKBjyuAw90tVVTveBFY7wTXMGlfOmG3BSM+Y3+6lC+ukfb1Dbk4dT7boBYB5wE1pl559PEPpqhh+5IzieefqoWyFrlbn2INQHzI8PyzIu8L168pGBVD4MAJ/XCRX1gQQfwDt3lGZjce+4e3d3DA+yewWW0D3KFfp6L6nCVRxSktx6JQ81JuX7jcnqB77UD+z5P73h2e/CRJ2oUKC02uiYO8Iy0leQFj3pG2QMWAY3h4bnriIOHaDl0AnyU4yrNgA1cBXue021+w0c6uMF58FB6nT3v6vCb1KFHq0EcOTxh0GMjah/6AzurDZANozhoP9qo8sBWvekJOg1ZVP/gE7i8Y9D99m7QwW9X+dTjrH/lD5uDTsqDi3vp3HOS6IABgzLRRUAX8FmT8+7bb9R07cLFy9q3v//9kjP1zSE76en3ffmd9oPWQ+YHjcUZbEWMNl1QC7TT4dSJq2+rJ5+5eJ08Mun9hcg2O2vRopFcnWcjqKJpp/Q3opcWBZ50RgLzlKXLV70KAIuweIo+03Y5vS5zo92ATmpnz5+t+VkIEWBDtYYGKC3DsYKKIDMY7l6jQJxBwCHsjIEGP9IWYXO1qjnUKIJYkS2/NBjNWNhrbRUwBhhK2/fRh+2zOohhfgkMzWRvNybIZ6SBNzQIjMGMq0ApEhSwYSKmU87gls5vuA7G+M1wT0kcwx+cnD6s2edBCLdvQ2MGA658kVCpA0xD8JQ3Z86sMhino5hOxgge2L+/yu1z6MvaxfSE7XVGG/nABR7Bb4KinKJRyoQ3JatOtPNMhIf6zZEbevROWrhb3a58njYF7kAPZ34LeGwtAieOFdJjv36NU9HniWqVfMpkoPC5GnM0lNPvPt77QX5faavTQ4cPGPBZGA3RFQ5w6fTojdzv+9PBz70GrQzXIUtwKN5UQ+hbjxhXwXN4ivKPBqY8+Uc5no3n4IEL2WbU74YuPprh4zmzZ89vm7duqSF3NOmn43UHh2et/VwI7npyw2EAyRjyo7g5fcon/wNvOAqDJvIpEyzww5+B31AOeAjXgdOQNXmVaa2D3SmGbM0p376B/5PaFwf31Re9OIq7HnqitkfqxaOFCDZ1q1NQlrpcwQJG9YNjyKXnno26yT4+gm3gKA6+kgVBu1AOWsjfOxXd+HtOluwdr0VXwce8eC0kTH2cTj30N9JDp/Q2bt6WDsiu+tLa1GlRroGZEix5jlzSU3gFR3WAHbyuomdwMyqAB2QGXaUHN3wGvUf78XykEwVlocegizqUoUzBtdL4HfygWYue7t4MX96vHvqceQvb8y98u0bpps9WfpyO6YaIv9kCCQZ0dq/uAQs6igM+76R19QzNh0Pm9yhPnoFb0T6sMo8+eCcMHNGJAZc/GJQOtJobMpxpK9Pt2nnnrbdrNMVWz83bt6fnOatGbK1fsnh46Fn8V/ecOL9wVM+od7SJoQP6qvVJ1b6G0+h+yJS8RnbHgroR5FUf/OE4aDIDXSfSSTNkGY+UiRZ34xjvfvet9NCPtaVpL7bhkS/BSDDlyBgPmqpn1DFwVJ76TEnOTg9cPeejJ375y1+2AwcOtENffpm2eTD3+9vn6dw5xMZI5xcH99eHbr7MOx2+/fs+awdjJ3QA93/2Wfsi9w8/tKt2YQlT1q7b9KobH1Pp+w8pZt7z7bYpzyScO39eW7x0Sa2uZBC9NyywefOW/P5mlbvhpuphBxGEIDh6/7x6DHMlhANZdUmH+O6LYYHFeb3mz2tbQEK9i8AgCG8IgSgv29Y+dxDDwoXtqRB5cYygIRlKk8dj4ZwhDYxH0KGwBE4Bx0L9hOV8fjNMhIPj4kqxSTfmfJRhoYLeqjIpbnPIdgVwaJSNoeZGal4scApDIAnIgIFzYgiHIeekWHDh0A+9uS1bt7UVq1aGpgxSP7UObYeik195BG+U64o+o5GiL6EhwEPAvLPq01C5w0akZ7TwmhGshVF5BnbTG94ra2noiu/V25x4ZnGi88v1esgNXI2a+IiPuc2977/XbH/ZuuPB9uzzL1QevU09o6FwlDVkwbNxj87DoMHZb+nR0TOyJpAv6eGnLI0fHShlecSRVj5pB09clScNGqlHXsoGL63huBYDcO3yxfb+nj31RS/y5djH9Rs21hQQB1RPULswpD56rAzQokULa8W5+1rEE8WOH/gPVunAJoJjRGnwdxjO+9N55zk88MO1FGHqGXgOeTC0v2iJ9gi+8G1SFHaM4KeffNg++mhvrVN5+JGn2vo4XM7gtl1xwKI89cIHbd0LaDbk11UbGLCiWZeVrliUhbbe3R/G8wE7vojqoBvUwQgqD0ryX62PFFlomM5Ergy59s3xfPudN+tLeLatPfnU0xOn3hkBiLOVtLae1gKiNO4aNcmNOsCNniKaedaHPPuiKdchPwNmz8AD9/FbHGXiq6sIv/vLkWbkrWept5ffHZ24btVDZ9AXLFzSvveD3whOa9uU6THWMejTo/cYqNFu0Gu0nwGjOOoe9Us3jMpID5YhSyMKYPO8w5M00QvyjzqkA7s0A8870YWpmU2r90lWDsrBgwfae++9V1t5HVq2bOWqvv4qvIWD7c1DtsDjmU6kUQhBWepRtzrJZeEcR8Lo6ICHjMo7cJZGUI4WoWxRGd4rc0TthMNnVNpv/Bjt0D38avQ1nZ530kNn0K1yf+6FF2sBtvd9dXr5GBP4+/UN39Fc/cr0jjzevhXnMrL5WQzy/+cf/VftrTffrGN/39u9u+3e/W59n+DtN1+vq69Wvp9n7yXqWHz4wZ724ft7IiuucQDjAPzWb/5m27hxfdVbq9xVylMHFSD0DBHbSWG2Q/EmGTENA9MtjgKkubJhwCkB89A8LwbIe8+loXwQWhyEUqe8GjWiIYYIcfOwqbF+S6s3rnejbsKD+ObSj3x5IB7Lp7UYjtHYFMFZuMhJc7MqXc2h3evMQmD1I+qInhMwcFrUNA5ooZQMPxOW0dMec2OOyK3V9xNDdoalwQlfUu1C+YhwhI+jPiko9/ARvLedprZcRLmaQz/0xRf17sGHH24PGKJKTyNM+VrRDYcA3JwRRs/Kd8qJgvDecJaV95wNaTgkNaIxkc/3odV5OYbq1OkToZEe4ZXqqYvnz2t036wgxa/RiOGItuDp2+liBPKH36Y59Dj0ns6fPV1TIfY2b9v1UB0sozwyJaCjRojWysOXIfDu1QNe9XsGBr+HJ+4ezoJ3cMVHZcmDn+oS5Vc2Xg0Fot6Su9yDXYQTfoGLvJI3I1RXQ6c3Xn+t+ba74bYnnjCsa15rSi2KNAWjbDQF9720Z+WYhzS1wUHj8ICJzJAj5ZMvMAhgVG/lT/R7RLCjHbzJjKB8NBDQwXP4kwfzxEYPGKdLeHzWcbLpmV51TsDt9sknH0SRfBSFN7U9/OhTbdu2HdXr6R/W6AssRxtV76h/8G488xu9OenSot9w3AcPwI82RY/cew4//JdXGvWhIycSTt7L411+lGOlrV8Jfg4S6YuJAkPwu3jubHs3cnbh3Om2avWG9tyLL9bi1lCwdJWW1rcoMlh9REt9ylaHKPjdYWZU+jQN2RDhCV600Q6E0SbQXkQPz9xLh0Z+w1lQjroGXUoOQ5OO46T0aI22TEsP/YNa5b548fL2ne//WuRySbs76W4cx8jJ7RiL6BYypT71KH/Uh8buB0zu4SsMWF3JCTqTJ1G6EZSrTLAbzQjJKtyfRj3wkU75VUXkBz5+GA0xiqKz4hsI8j786CP1HQR6aOvWrdUO8EE5ytP+0KT2aaeMQb8BD7jdl+yFr3lY+aQdcEivPPfaA3wZTboBvtLBl04EkyiNbYN9yLxPZylDdK8DY8TB56DftQ/9iG1rK9u3vvOddGj76JKFppwMcsZOVZkTsArgkk4Ex93bkYvIo+c/+9lfl9NDB9vR0XfnhAbpcN273Q3/vXS8xDu5T+Ye77lKl3YZuH/3d3+7bdy0oeqbsnPXI6+qfM2atUWoc+fO195vRpZxppBuJzOjfvF8/8gKhaFB6j0mSweCMk8aPc/ec7WP/GLbv39/LYKwIt5zW70gIxBwjMQcCoGSQ0z16qES+NDBQt3aB6znSyCrl5y6vvriQPvqyy/SJia1pStWtlNnzraTp8+0M6mH5yWzj89TWEvSk+RAaJyYO4y1nsnY32jjfu2BT151g0vEfMqSoNiy9uWXh4Ln0WIe2g3jytsm3+hgnQEGYvKZ9OAZWvU6eEA55lx43LYqWOl+7Mjh9gWDnjQ7d+1q27c/0ByUQxAqXwQM7owaASecg3aunR+9F6t8cIFbWgGulEptxYpmUCa+hUj9eWhQ6w1Sn2EkH+qQfzQO9JBOPWCqzyqG596DmTOk1+rZxdCDQec0PPDgIy1OYzkKQ6jhoWwwiO69g4d6RoMiH0YP8Go04NFAki00jyzE65ffFc7r160vGIbyqoYdWlms6fwBEQzo6D2ZGOUOfoMJDGTl1PGj7ed//deVZ826De3Rxx8PnOmNp2cOCIviKDHKQ12e4YE6lcmYu8Jl8JF83V8fvBl6tFXncDbQGz3gRb6GvA0awtFvgbJEh7lz+yhKGY/07m7oEdxM+yxjOKkd+PzT9tmnn9T00q4HH2sbNmxOQ6Soe5tQP/iUoX5yI4B79IbA6X7wCjxoCG6OvzUX8oMXnq7aCCcD3JxAz9FIe9NGuuLlpOnNRB7S1pWBZvjMSJsuYtQs4qQUfQTonbffim4429Zt2NJ27NxZx76agqv1DfiYMlJYjZJYkwJeMOCRgK6egZ9T5n7Qb7QreIJDcC9KI6LPSDPkWBnyo9+4F6qtJHgmyhc3J9Fq56vtnXfeaAf27WuLl65ozzz7Yn1p7cKlC8E7eVKGkUsjleBCa3WhvbqHUQQn52zIijaNrmgNZzCivXTSw0E5YJTecwZqtG/p5aVva0Fifpf8pXzl6aF7lszFM9McM+MUOd/D0a9Wfz/08CNt50MPl8wYpQObPOpzBb+y9OaHvPg9YHJFL/CKN9MRqgW+CfIXzMEDh+Ai2kZX+jVxvCe76DbkmKxPT1umE+mB4ldg8bt4k3wc9zu3b7S33nqjPmy0YtXaGPTv17ojZTvYJckCJxvZHW/yBQb50Uo67YLcz5plGqrbsZ///Oft4MGDoGYMc01B7F3uovnqKpAPbTeF9nf5L821dPXs2fPa3//7v/tND337tp2vIt7mLVtq/skc4Lz0IGYH6ckRcFvANI6b15yN60tQ82uBk1ib5ZPGcKLhLx8asQT/cgy53lktckis4ecAYDEAr8JcioB54mCcSElBfPpUi4jSuG9EkK6nZzklPaf5i5I3Sj+KasHC+enR7q+vehn++M73f9DWrt/YpgVeykrvinFlzO9NNtMT4eH5hJhTp4fR06RJDzuRB0x4neZTH+UgCCmDQiDECMl7pJAmOc4ovX7lEirbuW4HTqseZ8zQC5zdv8Tl4IHgUxxK2TPSM54VRTRndugZb27m1DSomXNTjy0f12NwjrZDBz4vOLfvfKAtW7YivW9fq0sDilKm8AgJYdfjpxwIDMHgLKAbY1WnCIV3Ih6tWrmyThfyGx6UramIJRYQLlnWVsYRmjOrG3RCOi/KkML0+dpFiyxEiqMzv/fIOWgXLp4PfSfVAkKSPG3GrHYnV0bgMicg/D5z+mR9Q5xcrDe3uevBaojDCICbIgTzGD0wBaAhdSXSvy9sbQGFxDHQUNB+cqLhbZ6zMqqRhuZzZvtQhf3h8fTDp2lpiL6WZhuMvbDm9ThZF8IvOyQOHDjYzue3Ffx6I65W75tCca3TBgPfrSjag18ebGdPnWmzFyxsD0c5zeUEREYN7RoZmUSZhCa1bzey3E+QQp5uwPFBQyylFVzxcSgacSi0UkS5985V2yBDw3Aw+mgo1v5qvYPEMV3iKuKf0RMrqKeFHlNTx+Q7NyPPPpxzIj3BzwLPtPboo4+39evXpX0w2H1/tgCmsXCJAhTwl/Ikb51fvRcCRnQacPfTBOHK6dfr4ZTbKqTnz7nsDg+DrHfjGFd8N0pl25K2p93duH61euPkCV31lqxdUJ55WYuL6Jp3334zbeNU27BxW3vsySeq50S/6Ihwr8tIF236FILREbQkj+AdzhM+dVz6ugoOnzBwHvgK2uCgizyDp8LgMXp4RrdJo5xRj2fyKw9tJoUvDOi7b+9uXx44ELrPa8+++Fx66gtr7UAd1RpcZs6IMxF8wGjNC6HCb7rIAiqGPKTrOMTJrB5f6Fw7GEJf0fwtGGQeelcYMiegjQ7H7DiHZHdJaDY3NmBeaKsd0Wmz0gmxPdTiMwvDjGz4YM7k4Dwz+tWI47txtvRIH3n0sbblAYdLdScOLdBJ/eokP2iMn2B2UBW8ygjCMfyDI/hr8VnaQ50wqN0FGhEcdShOrmzMlHhB7JaDW8jemBqj+xwfrFOKZVduxDEOjPZ6O53UolYfUrqY64XooDNxFk+eOllHDJ84dqqtXLW+vfTit6JX6EsOVGQrtLuTwsBtwd6c2B4LCk1Vz4xsm95yH/PSLkW2LkZ3X7xwtv30r37cTp043KZE50+a6FyJZcDrKnQMuX10S+kMz3K9mwJnzZzd/t7f+ztt0+ZNlXrKxk3bXkVUWyR4Wzyv5VHytj3xAAyjKdCwF8GkXDCfB0NgRcwhoASB10NIpMEwv12lkbZO5kkZyhKHN9YNQh869EwoRVtG83z9xmQGvSv+O2XMvziwv03Pb4f/TwnjLNgaw8wWdDEGRhX6l6ysGrxQ59MzxIaWKfD6xu6VvpqbsIFX1DDhO+CH87wYOvjx9n35h2BMTYNjZCyKM09nrsjK9cIpQoFBhI2Bu3ThUjkWN5Lu6rUokHh/YU0U6Ila6JBi284HH2wrVqzKs/MRxjS0GfFOI4iUEU+cYh89Op4lRYX++OhKEePbOIZXvjEdIo/0GrUr5TZ4ilcEBt7SwbvT/Zvh18FHIyC1sj08sigJXQ21UZ7mzj/Y827eXa6ek2N55VfOUHTqQGuK0zsGCUzKF9QPbs/GZyid0sdjru+P5z1FoAzyaeGXvAG/jAOFPie4c1Is3NO4lWMFtLlvSt/0CfwH7YaBJX9kE08vXTxbJ8VZ6LcwvYsnn3y6hty1PfLjE7icvjpMJrjIO+QYPOBTFkUmKH/0FuCtXnQX4eSZMga9pR80H/RSvjI9H3UMHqKJiPacFCMEDODtKHmK0VDohx9+GPpMqxO8OFvTo+S13QHX4AMc0AcMo34BHz0bekA+6fGUMTHCox2AAx4dF856hxOvOfpO3JNHu+wreC/V6BqDqm5zuI75vBFDQHHeTLm1ruHalXYldPDd/fciZ0bvFi1dnh76LsCVE6BXTxU6C4FjgPcWhQ4cwY/27ofsw4UTMuTdc6Hj1Re0dtr23q57o49+G11TnjZfspOypBm8V546/EZHaYuOiXpfOj0+zvL5p5/U51NtwVs08YlevUjn8NulwIGUXxy0RS8RnEN2wA5e90O28ZjsowO8yT16COhNrsDEoWLm7xgOyT8wh/0lPzXknau89xhZjnPqks/oo2ufQnSwzOuB81Z7/Mmn2o4HHy4YRHWiDxjcywNuDp0AZungOPgjoKd3A2Zp4O2ZMlzRAC5g9l7wbMjUoJWyqo7gQ7ZHGHI+6gfX9WuX2973d8egn6ivRz7/wot1vDC5CgeqoyqtQ5zAhs6jbjICFvB5Vx3M1Hk2DrOPPp09c7roXaGuExFIk9Cmm/a73sXzjstUz8ONupLr3/nd32mbNm3Ms7Bm86btr/Lg5s5bUI2fQSdEvBoNw6Keq2lwiKGXOJQJgBFlMASDPEPUEpQJBAZR5Pee0WMMpfNOwDRlDoK773XEu01jxlCxCJUeGiMHY98OPrDvs9qSogFMmz6z3QJT0vLgLOyaVp8dvNcWLlpYHhonRX3gHQbScHENLyb9UGzDMDKIlJpYDT6eqXSOJjV8NAysHoS0GufcOBgMGw9225Yt/az7GFj11Rz8hHGdmx6fHrBDAY4fP9o+/fij8kIfjaJ95JHH4lStKm996dLFBRNlQaEPYUSj0XCH0FIehGgIv4BvY7EXx8a9KyPM2fFbWYKy8GsYXTxRlh6bsqVTriFMaSnq0Sh472F7uxIn6oP3+qK4Demh+x56H1Lt6yCGUhzKrxyq1OMd/LxzDw4weqd+OzC890wPWo/bKMm9e71XGnAi4LPibfdFW3E3yyN2XyeHhXcMDqVUx97Gkxa+VkiRC/yHH9zIwN30bH1z+9L5iTn0J5+ss9w1JJ74TNuJwuvxKUV5lIdfQ2FRqEOmBGV7NuoR5EHDoWzcDx6KcPBbOe45t0NRu5LPYZTcw9eOC9M21M705LNYyXaiTz75pMrcum1HbfM0MofG6Dp4Ahf14NsIykaf0TYGrdQP145TFHL5ZLZbcpLxvMsMnMCrfL1J+DigQ9vhaDFc4DbaxeGo0Ya0dVMc8PC+6xW9wpk1Kuhra07yWr9xa3v8qae+LosipGg7nbpDp251uoKHfIGFvIUrgY9x7Cub4TPalnvpBz/pLb/dy08HoIny0GR8CMp7Ed28dy/faFPqUYcRP3ppd3q0n3/2UVuwZGn71ne+m17dgjj8ZCBGJj14+dQNJrxGb+W6+k2/KE/krN8/ogN2sEnLCKsbLKJn4NG2BDjRozfvhk9xjHSqvDeKYNEhe2Nq43bgrmH2wGUbljago2KI38dZ3nnrzcrnozm7Hn60pjfVJXiORmASwciBhocIR3iM+6HTxvPBF0E5ItqIg67gNlLht7zewU2QFyzskXs8qt8pV8ArZRZt0ul6f/fb7fixw23Lzp3t2WefLYfU+izyFXLG0erO6yhjwKo+9bsX0d4o8FdfHmy/+NlPoyt9Ma3XmQT+yyVKdLK2xJCbxux99rsx6HdjxCuWak/bmD23/b3f+btt85hDf+TRJ1/FKAvgNCJDnXMjGBjl+NJCKMDZGz4aNAAJL+M+BIzCHb0H8dLEOwHBCqH8aZycD4h6pvwh6AziKJ+gSmt4hHPhN8NsWMNEGm/x4w8/aPs//bgtWLykVh+vXLOunJHly5bXwgvlITgi+YAGgafsFsfz1cvTSzOFYOjEkDoBoMTgQrENBafBwwXOvrd+IT0J8MO3TvoJ7A5WuOOwm+CNST65Z1FSkKm05ni7obpZRrv2b97V87f//VIa8ie1JQGNnHu8dq05EQ0vvE2bN6etQY9GqCzwjIaBxmg0Grhn3g3a+o2u3qEx2oiUEeXsHdyHQhg8UIagLnlFAmmuqf+eXg6L7UUMqOGu0yeP18pMCnfNhs1ty7btX8Oo3KFklE/pcG58+MZ78HonvUbsXqNGf70udXLybDcpwxrYFy+muCaOsJwfYxb40nLSmPthQHrQvoLHYT0XnpouMLoAXzKoLoZUWnR17b2YaVFQTop7u4bqFy5d1h7Y8UDJENkkV/3EqPAkxuB+xYBuykc3771D96GUBy3EkRa+/1MFgBfyey+gz5BF8A06SSO9vJ7ZbeArhGhndGgBes+a0Q4eOND27H4vJU1uzz3/QntQzynyCDZlC+7xRpnuRWUL6h3t2nujZ2CDc4cZnxn8sWaDA9xHSsDGuKpnStqcHrptpuhovriccU6h0ZakJWcc86mhFQOdwgsWPUBTKY4YfutN+9DPtQ2bHCzzbJuW55PSYNQnnTEm6hBcNVoR2NEb7Og26Cd0+veeuCCdNg7nwRP8gOugOZ2iHTHi5Pj+xbTS4qervO6VOejbywuMuVqwSM7oAT3z7//w12rbGmuhVzctTgw+yqe80a7B5aosuLgWfSd46Sq9dyOghTxD7tBk4Ac2ThOZmJk2bT5cneSawXY/JXI3aWqMXaXtw97qII+GzQ2J27mjB+qjMI898URbv3lz6vjmpEhwVV25Dth9IQ0cnrlqI56P6PfQG51X/WCz8V5wrbIjg8pXtgDXQRvluHpWx5qnLvfKRI9BC2Xh9dWrF8Ob16uHvnHrtvbUU09Hokzjdnk2BenjZQ5wuh9uZQxeKZ8cVTtP/PD992rLJUdoAsSSb9KqbU6aFCc5nYZFy1a0WWnHM9OeZuc6P7Ix0/RBOpU6skbS/9bf/q22YcPayjnlgQceflWPZeOmLWUkKTqFOkd45Wo9RKdbhZlpIIjJACCUSBmPe8AzogRcQIhBZPmEPg9CQWnEXSF84wTwkrvBGYQwHGWI3tYAaRHDqUlnz56uRU6fxKAfP3KkTY/3vXrtuijtKzUvSilblGGfH2cFPohpeLx7kL23Y4g4bKv6jx9P7y/G23MMADO8XAee3l2L149h6rCNARGtI2DIglHoFQ8zvYeFC8x9pRHH+PT5zcm1AOjkiZOl1Gs+92J6mRyEKKTDX31Rw3cos3HTprZ+/cYYn+CQ6OCM/6kyIHzg9JyzoEzC5DnjNOjKOYGvtN4VXUNffIKH39VI815QjnRDcSvLb/gOJeCqbFv9GFlzUIxnrBqmxpM9WgKrN7xi9brmjG10pNzxV71gUneXk+7RqkNdnsFFpBgpE3Job77DQvTWOBS999V7J9JwCsz3m25wb76x98R7GfNj5BYsXFD8tADy/oY9FD284Qc2SnbK5Hu1kvrsKcNty+uTo96RVwskDbuXPKUNoau8ygQ3mD1Tj6h89BTIg7QjwL0cxOAvgGfwYDgJ8ihDpDw9U568rmP0Ra9aPry8fr0PtzsiUtj36Wftww8+yN2kGgnavHVrffpWWcpFc7wCNzzGFQzozHiRF7B7N2Byldex0E4PdK89axd6voJy8MTV0CGa6JVJyplWpiFlbRbuptXMxRuFMVrYd1+krjQ6w8++nmi7z/kY9jXrNrbHn3i6cCkxTKHzg4fhTQaGk8f5BKt6wAeOob/gr53W19mCp+j9kAf4+y26l987PJYfLUTleEZGpEUX9BKUI63n7snN9eCkHOdlOF3x4P59gXVWnX3OMbpTTSr1p9zRgx11jzKHTAid7l1+6AbBdciT9H6r1z15I3fek9mv5Ta0sPLK9OikELTTa8K5TP5boSsHLNqkcEJn5eq55kd0wLH2egwWZ+XlV77VtuzYWXhLiybohEbKG7RKJTWKpE7v0c27oTv89vz+AFbPhp6QhuNBvsmX/CKdIK1yXMEAZyONaAAOOA4+DnlG17PnTrXdb7/eTp84Xd8Nefb5F6szKE3hE1qZMlGnvPfLhzSictRHnq9fu1pbzz7au7fo1ttHhDp563ovcdrM9uK3v9N+7/f/YTl3Dhv79ne/177/gx/WkP+LL77cXnnllfb4Y4/FkX0iejGd12SbsmvXI6+aO1cYBV1DU/G6KPxrEThDLHqfDCEgBwMExENsCEAMAcf7+3uAImQQnsOAiNJDEiMR2aIKhJYHc4YCTJUhVv+OdgnidQrMXM+kdokh/PLL2of+THobCxYurhXvCDgcDz03W4t649KQCHzfwkDx+V3G79LF4Pg3z9AWNTrBvemIa0YIEjDOAg2MtKjNl8VK0UQZ6THU50lj7Cihc2dicAM3XAJEGSR8mzV7bvO1NR+nP58e/aeffFLe8Svf+nYdXjB/3qJ464tCiz70BCcBfeGGnugE33GPR97jjTQCHNDf83EvwBMe8okMnSsemE4Y+8bRDk8GTQv3XMFkiLQWTuY3ekhz+eK59sHu/rW1zdt31sES4BHJivzkqxpxApjHN8UZJlHPTzrvOG+M1bmz59vFOEGIpxGYp4U7h8bI0rVrcTKS7+yZU8ULW0GM/1qs4xO0hgbTTMPn7qQUHxLwVl1oCH50EMz/TZl0t1a4njl5qvbS/iANytZIhstokEVY5n156ugGHjCPttJlto9mGe3BAzTwDC+kR3Oy7x2aVDvJO+mVox24V573Yi0Ouo/P4MYvoyV6icqo70JHvk07+awlmr379tvto48/rgOSdu16qG3YuKlkUT1gFdQNXvwYis4VHAL5ub+dgx8e9UGP9K5rcVKUf/WMYxd6NJ1n3y++xvHkWIfP5J0BcD77vLRVi904xMuCS/Ww854hrgVBab/avYVPeHguzqphams4dux8qD3y2ONlDKZMnV46xqeH4aDXfesmZfrN+gQR7ciB4Ln3cBo4owe+DGOAb+Md+rpqA9oGHshLjqQR5EdLdaAZ+rkHk9/SclRMDeDVR3s/bF8cOFiLLh959PH6CNDt8M/w9r3IIplWpvYhP9pUGblXj/IHb6TzW4QbHScNmI0Sjk7S4N3QH9KC0Uio6YfLFy/V6OUNRzynjItpZzXUHO6m6hpB5fhywhgrnSS9dFN55tBNw78Sw7TzoUe+bvvKN/p5P23Aha+Ddn67Bz95lw5scJcPfgPv4QyTWenstiF/8g3cXPFoPFMup89iOHnUJapXGPnAe/Xyhfbe7rfbqeMn24LFy9q3fDdkYoSuVreHPuROVvnEAbt7ciH2d2kVyWMX0GeffVq0Qke1prVU3dUgJ09v3/3e99sLMd7LdWQWLqqRyFpwHVkkc4siJzqOGzesawvmTZwU99zzL7+KGAoxL0xJsnkU46l4++a6fBrU0AoApR0CJWgUgwje6RFiJiJTwvZEY56eA4LzDA2n8cQwA6IajHI4BxSEegSnXRn6xzzCRmkSplmzu6E+dPBAO/TFgVoJ6mtrK1etSQPrHlsdihAia8wWbsELc4pYiYad9P41LnCPr/OoR69CbxosFCXYwFRCP3tWpdejUPa14OkM4q6M4hGGaYy3kFoqj6E+w7zKAR/P1nCj9xqzEYcjhw+1L4MPqdi6fXubv2BRDEVfKHQ6Bgo90Ry9MFNZAsEZSqU7Rt9sYRsNZQinKx4InBl8FPBLxKdxFr84Go865C+6TjQi5XKejLhYQd/PEkCj9F6jtClanugj6TUZ2gUbGsqvUeGp2BtS790OZaLsoZAYMhHsPh5z6VJgCi+dTa63ZxGT9MoAs/n4+XNml5FgwM1PoqlFnX04cHI9p9Q0ILjgpzrU77dYuKcezskbb7xRK1OXLF3ennvuuWq8HDWy4awAIztLl3XHR1nKgRdaw1eED76IaCEv+cKvIfsMMmPsnXR4Kg5jIt/gu9EP5aNbyWX47d4V3Yi6uWi9FUOZHBuK9/N9++I4flp8e/Gll9qmTVvSq+09n1EWGUNTcA9FBH68GW1fLBlIlM+VQ1zfUEibxY+bt9PLbpyQ1q5ctU4ijlScX0r/xpX+/fCFocHsdCLwiFajoHwWUs+Ogq+FWHmuY6HtzE3Um3WwjAVvb9aQ+/m2/YEH2zPpxZg2dPQn551jody6piw8g8+g02gr4Bh067TrPa0hr674OWiCDngxnBnPlSGPdEOnCGgnj4B3ox2NNtlHKPpIxt4P3q9TwObHkD/19NP1DQQGveBLrPHO1AEHZalb2XgjwEdQtjwDHzANHNVpdMphUdJ777k8g7dgd18L4PKes34XXxmupAu0qQW/unEu3gm56qGj99EjR2tIWXlG6JZHN0sL1kEnES6idPKqVzsWBl7yaVMC+KUFuzjghYdy7+eDdgze++mgfGWhOdqTFfhrY4OmI4965bl86ULbE4N+8tSZOFlL21NPPpO6ffa0L76MZCRPnwqTDwyickRw+j10A/r88hc/awc//zwaSJigX/0S7SKY054kA+l5X7kS3ZS2Y22CzqJFofSbhaG6ROvXr4kszqmcU5577qVXKZAdOx5I1/2ZdiQGWC9ag2eE+rwI1deJBUFIawgIJwyB9s5zRPcM8aQdhCyiB8GIXBDtQzWYKa975YmUmJ6hs8YJ3oYNG+qAmk01FL2mbd+2tS1fsbx9Eo/WSnefef3+D3+9vrikx7hIzzJOgs+uDmLVtoUwTF0YNQQJ0wcz9XpcGTvEBzsjx5iCC05XouQpdAq4ehfBTU/uvXfeae+8+UYdq2nRkS/zOEHOdjA9I19fsyKao3DzNg/acK5hJoJ2O47PV+3A5/siHK1tCy82bNgUhX0t8DACfYU74fjaCy06dtoPARY1AlfP0XsYBvQ1HG3ORVngR2NpBr9E5RI65aCNxjWM3DCuYCAbPNyxonnAZYrBwTJ7P9gTul1uTz7zfO1DHXQkB8oe+8fB2p2VvhAL/cHsufIG/LVFZjLDZc6MGKMUGcOb7tgw5so+fPCzOnDo008/ap9+vLcWG5rScHzryRPH2u2b/WjjKdO6cYQ/eqgbLfEdjSzimZHe7S9+8fN2MTKxLr3Z52I09P6swdDDDwnKUPKe0VhZ2hPZGrLst7IF8KEBerqHo3s0d0WL4UyhD+PgubL8Hnn1hsD5Nd1TFv6RW3nQqGBgBgxdV1036jTCj/Z+VNtSn3r6mRq9MkI3+CCvoJ0o31VQFiPmGZ4MuRPhLJ1eEZ6QZ4SxgHXqNGmYAMedXouTf6J9+eWB9uW+g7VK/fChL9rBA/uLL3rd4Iw010iKxZYWhcFN26GHOPTwMbdrH/rrr/0iSu5sneXu+GcjEpNj1C2OpDj7h53oLk5KoVK4kjXlDsUNH1cneXmOxp4NHohkv3RYypMG7T1XnufikFv55R33no986CV6pg1pytJ8WAb9k8jigvbyt75dJ6zNjAOD3rNCd/PtgnLQe7RX8X4+jPI9HzwUpQGjT+32NjtkpesS77SD0o2h1+LI7bHosU/2ftyOfXW4HTtypJ04Fp4dPtxu3rjVVsT5rJHV5FEPp8R2XdvYdBB+9ctfpm3cai+8+HLbvuvBKnfUJQzYBfZGZwi9wEHW7ocbrYbsicNIDhviKs9wfnXY6FdplCnN4KvfpePCH3Po+KQOV/AYoUNb6f2+d/dWdPP+9uX+L9uyFWvaKy9/NzaAAzy1zqPQmXEktjzooWztUF7tXp1wwhNT17Z3/+gv/7LWGrEhY0rqfoO+JLr5lRdfbNOnTqqO62effNR2v/NWe/1Xv0z7fT9t51g7kzglbeuhh3a2BdHtsk7Ztm3nq4ZXzD1hDJn3jd7lK1bU/k/Di7rshBdBO+H6AqQy9iE0Q4h4iAYpwA9hk0dAZO9DhWKefOM9AgyF5oqw3vdta53YiMsbunrtcrtxC1NuBNBb5aHsSEN+IALD7bAy1L5rw3SY2w1FP5UOzJQrJQsWdegV2dIlj2NuGTmE58V6Z3ubIT2C7xOyR44603tOV1ioleu7b77V/uyP/zg9n4/bF1GYX375ZRrmgRqdWLt+Xby6hUUfBw9YyMBJ4WDoidjeNnXKpHb86OFasCRQTI7kvHE9whZaUmJ9f/TFohchIZToAo9BPz0fCh+saClKI7qv/ayhOfrCUTp0NUKCr+gDZ78ZtGH4pcVPjUN91bACQ98Ck3LwLnVbOOkLa1PjrFHIq1etbDt2PthmzppT9d/fQMGhASp7CLEwFCR4RPfkCR8jrqFVX5BkGLfMROAnf1988WX71a9+1X7+85+1N3/58zom8ZMP98bB2ts+iUH/OM7f+++9V9819u6LLw+1W3f7oT7qwCtKCP1GncKke7eaz6eeOX06DuPqtm379jLoHDVKkQHRs9CT1IhFhtGI1LhXnjgUUJUb/MFefMt1LNJT/zDmaD5gET0f7aS+R5/yzA2TB2VIW20wf4wYCdXLYth8BILy0NvyjYN1cZJfqLnAlKNdc17yDk+GLIhk3SiI56K64DHqqvoCJ7g8F+qgnThazpLnjN68da19+OGe9qN//a8S/yKO7+vtow8+qnUWdaTl7ndqz7KzC6xa3/fZpyk3PZyU54uDxexEI0IWFOm5kzPHJu/Zs7tdOHexbdi0ubbhMYBGAI0S6MHjjSv6MeqDr+glDpq6927QUSSbQ14F70ebGXxAa84qXvstX9cNLr1T47f99fKLZGXUWbSbSMP4WXC7NR0Wx4uaFplk61LgnhVdi9/SC+AaUVCue+1KAMvAZRhJ7+SnU4Xh9I22Ntr20M+G///b/+9/0/78T/+kjid9J+3grfDpjdffCE2vt6fTgxwfSlF34VO0u13nk+uh+22Ebmt0mjKlAwuYwCMO2O0rB/fAQRsY6QT1KMNzedB2vB9y6Df54/x53vnSHV55lCEt3pJnvNAWS8epc4In0siPFtNy5bDPie5+6KHHagdSH4XiHHZ712XhG/xc0XLAOfSaUcX96Zn/JG3Bdzx8mIUm64HU9IgWHNY333it/dVPflwfutF5PbB/X53r/kk6jtaPfPrxx+0733mlrd+wvkqYsnb9xlcdJmPl9cGDX5TXMnt2/6qZIarpUaAMgWF3ACKOeROb72u1dzyc+ixhGjADzADqfQIKoQrc/Ed43PNIEWwoLAoC0hjhN4L3RtYbjneGGKwGF93X/vJEp7v51OiWbQ9EsGaVwWT07LW1KKPOSj95sjxRPTmNSM8Go9SvnSqfh+Q5nAm2j8ibftBYzdkjusMSfIN5qp4dpsUJsljEqtQ/++M/isG9EEUTYQ6Myq1hmBhqe7DnzpvfroZuJRw14qHOPhQ8I+XSV7Yx7Pvk02q8ux58uO3Y8VCckO6YzJzZexyU+BiOJYAcKvRCp9rmE14RGlMJPFQLWygEABFeadFCGjSQD0/RnVIilPjgOfoQQvSRXv5aTBaaE3aLQjyHK/qhEUOuDs7Rtu070jt/rm3YuLnNX7CwnAR5lTNGRFyrIQeXDk9XmMpLcXmnl8tr74t4rLy9ct0xoL5opteY+tqd9vO//qv2J3/4z9uXn+1tVy6fa9H6YWyUWWA3L8oBhqO5KzBfvXKpnYgDtd+XrVLmurVra7U8Iw2uom/qtn87pqvmnU8eP9rmzEuDfsRcoP3Et6Nw02sK/cBsLQW6KV9d6EaW0BMtNdob8eJvXu/DeAyueUiOHkeILI12YBupNPK5KgeNOs8nTmzzO0SYG7jld7b+KHNB4JQOdUrm9FI5c0m3cPGStnnb9vbwY4/XFsqpKdv+2X7ASecfPDjMRlhIsrYBFu17yIZr0TTRb7KDV9roxUsX+nRH8NGT+JM//MP2L//gn7d9H+xtV8+nlytvet5hUHgS5XxXz9gOA1N2J2MMPo9z+0WtWN+0eUvxBp30gijcEKVwt512d5wAZ7lv2hKcHn00Mj+l1v6ABT0YFzRFDw6okcG+xdFITG8v4MdzwXP8NTImD4U96ELuaxQiOJMPPOdgOmBLXRwfZ1LgjVAL/dI54kgZEXLQETysCTJNx0xp37cjoHTZ+o2b2s6HHmqPPPFkOY+1NSw0rAN5yO6EfJA3owWuHEb6Uh140vnQh8KHUQG3qzZGhmbMntFmzY2MM8bl5BvyvlMLdO3zt/bgYHjwR//in7c33/xlYKUTroX20Z+3w6vANX/+4vbQY0+WTr+W5zVVOwErGBj0t954E6nqACPToRYC2xVUzmbwwUM0ND1DJvABTuCEg6A9ghkuQ+7wTHQvDh0lyEsmtTfOLOfbtXR28pcdiC5RJwNMPwDSXH+NYnEg86hGQ/LMYWPSWHS9c9fDbdWaddWm6gz7yBKem9aiB3QswF00Trui64bzUPot9d+4YkvvW+21X/08rZPjpxKQu/fnyiG71g4dOphOxpHqMN0JD+7eY6NiVxyMXtvk0oYiRL/923+vbRz70Bl0wFvVbs6QR25I5tTJU/Hkz8VwXmmzrHKPEM6Node4qpeb3pt9vea59e7N12lEoJOmb2uaXs/rYIQgzLAZoqDI9f5cIVuAhOB+a1iQt9cUwAgm9kVzfcgPgQ29zpu/sOY0fIz/amAn/DxH86VwMqrAiIsEHOPPpvE7k9fHA8zxO43MMa7n0ms5DecI9RfpYTuJyQltlOHCKNAZhCxM1PgoeSe/Hfnyi/Ynf/SH7cSRQ0VoQzOGCw0xEhLMdKDCzOBlRTvhEiglQ3vmQMgtJ+BEFN/+z/elDHPoO9uG9VtSorm//Js8egvdo4ULOqEZD5Sgx5qn/G4A8IpIM4TduMRLT51og8fDcLgK0sjnGZppkCMS0NGI3KsTLEY5yigHDqvHncik117zijWcDYZQKoCY+5FPKFgT1Ck/fAR14O2SJUZI+qiOUYwaGk9eV6f8XUyDCBlK4DlDvof/1z/6y3b5whkkiNJMTN5qHinbaUoMWVcPQhye4GF4T6/Vkbtkacu2baVUKfNh0HnmUQPV8z8dx3DewkXtySefKmePrPmE4qy53TkxPMlpMcKBBmiEXsrqCjU9oDhXmqxnnGINnkE2vOlkRPJPOTifeRjxSjPRW1aPsry7GofW6Y2FUWBRXk0Bha6lvNMWS5nkXrvURvCE02ebJ9hD/PymACnIO+EBh64bBbFPYXQHD//t/adwh+woH28YFel7OaFvnpn7c1rkH//BH7Rf/fRnMRRxwlIfxy/iHL70eruTpfdIzrseSBGl/E+djKHevDkO17pyVKoxRJ4YytlzZtW0z2u//GW7eOF0rXI3SmfhHBz07hcvNE3VlSQ9VaMaxYvpcU774UToi08cZgGtyJ9ncIUzB5khJ6to7xOXjNFwqhhpQ83aLvozChbh4UfxJgi510bgx3CMj0yBx/YwHR6Rjpwxa051fMgiXaL91Gc1k14e8Gs/ygI/ueFg41M3Zt9sD4OHOvDLe79jctuFy5wuIwr0UdcHcwKfA2zOnj3R/uxP/2X71S9/XsY82ZPOSEkSJ6hhwaLl7dnnX2nTZscgh486WMpwL5w5dab2oafC9vwLL7XtO3YVznBi0MlI53tokDqNHAloAB94kf8+StQd7a7L+tA13McVTq5wHr/pGVNXfYS2f1Ng6Li8rnqLHvnDw0ErPePSrYGjRhtSn47izfT4jcbVugJiCM/wRvvp08d48s1oGtlx1S7Yn8GHe7dvtD1vv17TKxXyHD2NPil3xLh+/cZvKeq2G3tdY2/R2vqX3/3d363paGHK+o2bXwXQihUrg3w8mSgWC7YgyBPhxUMQUBQW4opWtBI6BBxCZG/oUPyeuR+CL894Lg+vEtENTfYeeUea4tO4EGgwdCh+7+VBGIYWQ2qhQLzVsynHedoIOIbAlIuB8niujFJ2uTpkRjn2uTIWFLEyKSd7lvWwEZAHef7sudoCpx4jB7zUN197rf3ln/95O370q6/x6oRHcr+DSwTs8aeermkLxpaygHv1ylLXDAuqUpfT7JwU90W8WmVtf2BX+LEqsHeDe+HiuXI+Dh8+8jVueksDR/Ux2Paqw5PDUNt/QlMGWsPBCx4qOKXx2704GhB6uGeQBq3GFAUZ8IyQej4EVx6N1JW8DD5pDIa+ulLsQ9HWJow5ebB5N5SQZ0PhwBHceCGd5/h41RCq9CnbMKUVuD/51/+6nUxvezIl7C/59ao696ZETskRpZMnDKr3aaBo5jhhq4uvpte8c9dDNZ88ZMWiq1I6aYC/+PnPapjagR9O8Ss+Ble9dFMhDIwRLDiCFQ3IrfZibzJ6kjdfo/ObPKOpQ4XIAzyFUtRoF1gFNB1Kyjuh43e3RouU4/lwrrQXAa1Mv1xPNPzMwfUMPsqrd6HrKJd84CWaDOWprG4U+jCueh0Uw1GWR17wyYePI6AfpcgReP3119qPwx+9ffkoxhRTOM5dsKQtX7myLVu+opRk9fBKJkPb9BhzU6NeZ89faitXryme9jT4aJX51DjhZ9IOf9UupX3Yh/7E00/XYlLy2B2ZKNzUx9HEZ3CONoFPAlp7Bg98hZN6SgbCht6j73hKhxZ65KbLyAA6oI0r/ksnLzqMqA51O+TEyMWl1C8wcD0/fofvyWtKIX5NDHh6dSk3lK80FDg4BDDgjd/uRUE6fBvwgmPAZ2FuLQLLe7qBcbodp+PW9d621DVzpjVD59of//Eftr/68Y/j/MeIp2hGrRyjpAERZ2z12vXtez/8YZxgo2yg7G3ewVpOfDsdfWWVu2mERx+zYn9J0Z0OokfJh2mZMowJHYeuc+6XZXh4h1/u0bHgSISn9CP6jd4CvAsvTlI5c32rGhlL5nKAqm1NyPfgk06AetQnVnlJ75m8ypVPWjD2erWVbtDBDo4qK/nIBH1GdvDDlyjNg39Z3+0IzknTW3u3Gz2GnvfwTbtjXwMzYbw3wYPK0PPB428Y9K07dr7KKDBoM2c6ZWlmW50GZM7gcoyGQ1gAJw0EKHa/U3YRAkKQdE8o3FMKng+FAwjv5cNUV8QRKTtbbQznyisY4tM7UF8RgWIKQcGAyINg3g1GC54JFKR7dY9G7LfywOLe4rCxWEk6HialzGhgqs+uGvrUq70UIxRgqzEe/+pA+8Vf/6S9+9br7dKFsylPxYSyC2ZnQsfV/vgH0kM3HH7u/IWirecWkhmeceKchpL2kB760bZ/3770JvuQ+/Llq9Pwu0G03UePi+JVtmA9wflz5yeEIT3cGBVGXmNBY7RCB/TxDO6GZg0joyc48AQ90GdEPBn0lU4Zrt65DnoT0r5drC+sEZSnXumU4QoWMiPgr3t1gkeZylKXctXtqjzPx706pGWIoomi3NL7iuI2f7T7rbdrFbTekfObfZErBG+T0hN96NHH2w9+62+1Bx95tIaanYFvN0OfiuhyYIj26tUbbVkc2lWR+1oPEIVOsRqeM43y2huv1QiOPahOJFy3bn3xgZKkGMmPLVaj8bqKlAEaob9dFxQ6ZW4EDC/rAJzAYf7agTimvSpEpkZbIOPDAN3PI9vQBq+EgiE0HfRUNnnzvhvmrqjwc/AMfMpVB3niHDOYDLDnylGHvH7XKEPKU4/6RO84FNrScArBbjruL/70T9uJI0eK3uQUzSmxOfMXtd/8X/yb7e/83d9uL738rcLduhOGtCuryBL+5Ho7/HR06MqVcXDTbhyYwyhwrE2vmYO/eP5c27hle9uxY2ethh+K0tw5HG8GL8PJ1WEJbOL99EALOPVnnIreKdE2RXTwjtKGq1EVuBc+CcpDH7I9aOMZ2gloIu3gBePiWgfGJC19UFMJQXiUa12TQ1k80zOne8ABVjLgXvuC38BFGHV6BpYqK+k6/H3k7tZtzv29cihEoyZwvnThTPvDf/HP24/+1Z+V3puUd6ZiuiSiA7J2g24I/eVvfadNmzktvdebaSdSTIzmRdatbzDvrm5D7qZGwYgunDuk07sdo45CDX8nwGnIpqt8Q17h7eo3XeM67MCgx/3yidboLgxaoFHJAMUbnEY9g4/Kk1Z+QWeA01kwB9YBb5URHsqr7ZiiMiUNXnWIyuDcF79TgHnzn/7sp+182kc5p3EoqmCN3jWxdDyDHh02faZRuzmhc/QmZ+ouKodn4Qpq+Yz53zDo27Y/8CqA7HOzapcxmzVHo7lTi8B4Hwg0jClkAGxImkLzG5HrWYTAb+n9RjzCh0CD0NJq+BwI19EjYGDHHO3o8RlqV573I/qNUMoF03ivbESjWDBR70h53nnmXmMcdQ7YBvy8UIoCk00Z1LMwEeyLFiysc9Z//KMftb173qyDUwwVUjokQtoeuqEo5iRQqttrUdjs0KuvboX30kSKiQKgHHwR7uiRQ23//s/LY3zu+ZfaY489WVMKYNUbMRTt2/NGUubOiSOQeowC4MmYJweFEQf4oqcFfpwlp1ipy8rgBfMNNXY6DgWjDFEYvXjBe7RGKw0HTwW8lN47adBI75vhYdAYMIrS9X7jgV/D4VCW66hLGSMdOg34vJcWT/WKwFfDnCGxI1l9bQ/dIa+ornBaW7NhU/t7v/tv1iEQvl9uG4gtlSePHamyK1FCVHduJ7UNm7e0p595pmiHVhqrA4OsMn3tV7+qve0L4tx+97vfq9XH1pcYhjVEWopjdnd00XMokfvpSA4ZK0qresRRoOby0ATuaIFmJT/+5VpwJgxFgzZ4IerNob80aH9/e5PetfKGln4rb5Q52uS4Z+goIjg5b71/mIYz5TcHmvP1zaiOuuQHk9+jXfe1MxM93uB45MjhlGF3SxBn1HOhxLZs29H+we/9R/W9b0OGa9asqj252pUFb4xLp1xU14xZbcfOB8qJ6lNtnKeuG65fu9Leeu31yNyZlLkzzvODxefp4R85MIwbfVuOrOF2OxO0J/zBD1e8Fku+Sjc4nKSPiuTf178Zc3WXgcfD0IzDD290xJuhh8YzV7xXvnC/XCsfPdHLvHuHdVJ1LGjqmmqMErcVVm+dsyc92oNDGe7xVFn44V6a0ValA5M6B/9LhmLMnaNAHukEH4fxze+fpaPy53/+J9Hj6UCkzrt3dDZKGFNu76WnqQTiybWj6IU4Y5OnGq2KkxYdR3cZ0QT7mVOn25tvvRG5vtgefPChtuuhR6p+NO5rf/q0AHiVDWayNnAQweo64IfT4Jm8rvAT0UDwXBzp3XuHF8oT0EVkGvXe1SG9ckadQ7+pm00wIg1zZcFPuXjQY3dSBhyi5/Iz5mAGi7J8s+Av/+IvOp81dIEjgyDlOiGwaYCZbWc6dj/8tV9vz73wQnsmemz7jgdqjcOZM/3LlTS+0x//hkF//MmnX6UIAKgVOYJRY3Qoyun0ShCfMYGoeW8Gl/DYfuUrMoCmlDRiBw/o5YoOqaFAvZOXIh/bcaTVc6HAlOXec0grrw+3d4EdwqsMxmEQmQC4xwhliH5LJx+cKEnBM3Wpo8+rdK+W8al8IQ4lgaSOE4Xv0mVL2oYN69uKGEMnThk6/Hjv+zEoN0KnECqxphxSDtLWofv3usIs3uQ/ivDBx54Io2dVD9q6Au/ltVfdaXZW65pPP3z4y1r9aNiKwTB0eOlyHyY0X1xKMngRliH0pTwm6DErigdvCBBBl+7+leqcJM99XrM3qr4FZKRXnrooUuWLhFpUr/CNAPcIJvQsAxOclMlxUp4AnhFriDlXcsbRUK8GIC14/Bbgomz1u1cuXJTbz+efW1efWjz01aF2/MSp1KtxR6EkH4MxJfR+5dvfa08+/Wx6xXE2AiMDaP3Ewdr7GY6lXNd7vOEoKJ/fdTIiI3b+QmQkyoVB9z301177VX1wx5D7Cy++VIurOGi1pXA24xAjPoGHIXW4ghd/4OiKjrx4tDL3VbLKMOTeSICRAbgyZUMJiZSBgCaDjp5RnBbCoZN0Av5Jh1+u5NyZB+ioPs9EYSg1dYJPGa4UE1jBKb8y+29rL3p7k+8bnHq7G22Z0pdX2BBHavvOnW1DlM26tevbsuVpS4H5iSefbqs3bE5bikGMrmn3btXuhFPHj9W0QCmr8AWH5qUdOGhp06bNga3XaV7UGhv6xur4c+ec5b45vcCHa4rFMKRpFsaKPYIz50u5ZHZE8HomDBrB2fPaRZOgPnEYHenpIbpl6LYh//KPMkYc9PZe9Ax/yIWruhhr9fvtvRGbITe9Fx+HZG5fQDrakXKlwQ/qRn7vPSc/ZHG8V6+y4az8iFxPn7K1A4vd3n7z9fb/+2f/pI7T7SMUZGpiJCu4M/oqkjctrPbIO7FsyvTe06UH9fbp7WRpJ4/3g2UssHs0OnDbjp1FB/X2gMd9pE4vHY1H5xG8g6bSyONK7uDX+dllfvwesgg/eOINXkjn6rfypFWWg3DILCeUszpGYgYP5ZNOZI/6LpCJHjuZTZCeLPqNZtrHkBf1eK+c+/nCSTP9NiU6a8my5ZFV683igKQ3HkFIoZPa4mUr2rdf+X77u3/vt9uT6WSsWb+ubUxb2pw24FhzC89Pnjwd3WF734yJz6dOGPR4Aa+ax+alUzCMjjlfzCHqPuNJgAgxwjpGE8AzIzA8KsQjLDUvF2XoXj5XARIYIe8gFuQIHAbIT/CUCQ6r0s2dmTPmBAwCKU96BPZ7NCj5NTS/RWX4LfhNMETME+EhDmbJ73rpokaa54HT4it/ehc+tUko9+zeXfswQ+8Idpg0dXoN9SZDF5oJfIdgiIzMt7/3g7Y2vQsrvWsrYNLyxM3DYayhWiuDD3/1ZTvw2WdVHuFfvXp9hK736gkMuhE8Aqg3BW7Ca4UqZWXERMOCmyNkfWfXELPtWH7rxdXnFQOjvGiCJ5wa9PJ7CL04aOwqqH+8u5+3AvpRNK5D2XuHz/Lhr+fDkVAm2NHC7xL0KGHP3atDHvC5dxXByGBbkDYjDoxFcz784oSwx594sm3dvqOtWL2mVnE/8+yzccqW19oCq4vtFHDc4qED+2rhHEeoNBTDcW9y27x9e30a1eiMHp2RgLxInNi2FqfAlshd6W049hU9GfUrkXnzgc7wH87iUPhoS+bcc1pd0QP94EORw48jgn6OpUW7gTf6oKmAln4LVQb6JZ1y76eRd2BA67GdEL8HL4fzjOeunkVl5re1F+YLU06idQZ61vQBOiFFiFF8MsqkrnIswq/BX85jnTSZ/ML0GdNK7rds3Rq6PVir0PU6tj3wQK3qnx6jfOn8mfazn/yoFrfBqYYhkx++AaFt2rqtPfvcc2WoHYNM51y9ajTDFNmV9uGH79fnejdsVsdDaYBxTAJLzYVG2ZIZwKMBuqON+9H2By04csosXqZ8z/EObQdNlcXA3r1lNK87TcpBC1e/0RMPR11+K99vafwe6V054hYsei8yHGhg95D39WnP6D3w4F1vA91AuUqTwqpu9+p0vV9WRGW7kiaspK+iLsLza+3DD3a3P/qDf16jhFbtJ3fSW5TqK42cXI6LeXZOVs+/YOGi9vBjj7b+yeD0/MMXZdZntCP3x44crXVG6nzi8Sfb5q3bk6vDib969Qx5b/u9l01+OOdgHfIvDL0/8Bu8INODDt6L8gy6j/aDz9Ir03N5/AYLeRpTLN7Jq/6hqzynQ0yZqWe0NWFMF3jW4eqjju6VrV60UJ50RrTpIj3tp59+pj36yKN17+AdZ49YAGp60KgiJ8iHk6ZMj2Me/e97H5xz26CdHPfxRx+nw3c2cPYh968N+uYt21/Vk7a6fdnS5dVI+xyy1YRdOQuMK4EaCjeYloEYytuiE/M8EEFICCAQ5eb9IJaAeepxlR7xDHVyHCiM/n52ff4Tk4fioPQoE7/VIZ880qvPddQ9mKnnJ90QEPfqlAY847mFQ+Zgq8EGPXPoRhoMudke8/abb9YqeFuVMNaHCRz+Yk8iJlpxm+oSiDu9GGOVNDt2PZTrrJr/EyiJqivCUIeypLFQILYnmEck7FuixDakB8OgKw+cGjnhQE+8oICGcJZnat1BFJL3AjzxRl4KBZ7AC3pFS+8ILHoPHqPDuIrySCuN34NuI7gX9TzVW3CkPvIEVr/RSj2itGAeAq78oWjQxTvpwON+KGERDh33C802S8gwvCtWr26LF/ev3jlrfdWatXGGVhV8nBzDlboVPrP7s7/6Sbt88WxogBYURByxsGv23PlxvL5XvcDzKVsDd0AO3tyLHPgW8tnTJ2Ls57cHH3qoVsPbpqKnHhQqWtE9jKWIR5QGGQT/kH1X7y1WM8oFR22NUa9570QyW9vRQgc0QhPPxyr6Wmy3dOnX/PPOtMowtO7RY8A4aK19kAv50FcwlDhrZm9PekiD/ng96qbIORtD8cJJlG5ch2zUvGzu+6KjtG846BGmbMP/pp8o0S8//6y99fqv2l/95F/Xd6EtFkr2BJxJG4wzoUf/w9/8zfZYDAL5NyXIADoediqDEGF2psDJE0dqlbuz6e2wuBV54nBJZ0GuES7tGnxghRM83Hvm99BH8xfMK2dbjxg9nEipDRq1RDOySmjwFJ7DKcBXMkxO8Z3se++5OGiGpsqRZ+SVz9kaOhHoZeSPULkf6yp0mJQrr7oFsKjPFR6j3fqt7tFu1DveMSrkW8/SllyHlPyzf/o/1HfYyxFLZwWtZ8+a337rt/6N9tRTT7a9ez9M2ugsyiOBA7xgyeL27LMvtGimwoMzRJ8Fw9BzWpzbc/3jI4HhmWefr6Nf6Sy0MLqi4zPaBVj6fdcLJT8T/HHvSsYF1yG78sB1yKm0dITfgnRgGzQYNFGnoFw6hF3Rjjz3Xlrluq/00QFGwytfdIepBSNr3lXPPLIhBvWqA51HGWDBYzDoRLi3Ng1vtQ8dZHHVqtWlfx7YuastW7Kst5/Q4EYcKYsHfRmSjNZJqXGajeY6XdSpqX/DoG/fsetVyodnzagzRL72A0ELuUZvUAOBEIVQXkgMiMh7IWgduW96dp75LQ9APPdbhLD33hF8yh8jMVHsQ6jmtvopO94hkDqGwnGvTGUMZmG2sqUZAuC5OqWRzzuR0hxXhE+irx0FHj5iIuKyKM6wp73z1lvtxPGv2pTZC9oTzzzffvDrv9Gef/Hl9Ap21YEyjBh5HytWNQwL3NZv2tIm5UqJUdrqAY9tNebHSEFtWzt5tH3x+f56/nCcBF9bu3LlRo0cULoWvOEFIYAbvESNSAPk2dvyxAFCL/QVBr30ZhfEEC2KYqbs8RGN4a88z0R0GjQsWiSv8gbt5UEncfDXqIF7dWscAz4GisMlv6hO+aQT8Vp9QzYGX/HcM2V0ZdF7ShxN9Omri9PQk/9a8Lyb5/fye7KtX9YIzOzTDQyvodPPPvus/ckf/UE7kQYwFWvSCGshUBQYbnG6Xnrl21W+utFO79fizDtRtB/u/aDmBJeuXBXP+tk6gAkMFKB+PqVlKgAt4TBwAT88xFJQoUcp6+AswFVd6izFk1gr0vNbXjRTDpoLrhSBPJc4TEk/RgXUQZnZ7aFNci48r4V7E20FP11Hz6b4N8E7dQ2eC/hyv7IkG3Pnzal75bpKAy+/wVn31ZvozpkhSPWn8BTo63fhawy16bwf/8kftB//qz9tJ48djrEy76+NV/MoxWgV9b/1b/877eVvf6dw9txWO3A6NdBhUAwBJ+3UySNt6/YH6yMgk5PWlrcvv/iyynRSnHQUJFzIZtEx9B34DjzhceNmjDMFjgYBm+EZPDDVs2hxOh7znKG9sGTMczDJLw76qUc+tFf+oKcgnfrrfe6drzA1RhCeiFCLNjn8jER+oyF5He2qt8vpxUPle0Z+jGqSJXWRBe1GnQwCmrtnjOCV5tKOHj3U/uAP/ml9hrok8l6c+OiSWTPntu9994ftt3/ndyNL12vPtIWFkXSpCn7DxT/4jd+sg3y0B9v2TFuasuEQOVHu9V/+smjqdEVz6AIciha8vARlGYHUTn3Uh9zYraRNaeu1LitXMj/kDM05DXTNcFCVKc39ciwd/SMN2aR7XEVwCPQi+qlX+d4JfqNXdyRjN2awI52P5KOckLvdBuZRydrk6HxlwUlQBzjwRFngmuo7AzfZTfj1IXbTG5xVHT/6nW5xIJNRxcnkN0Ycr6/fuFoHnlnY7JyAfZ99nDTT29//+38/Bn1iHzqDfuzYsQjA5SAfRbtwUQm/IbfTp7tyAGAdsRnhnh8hppQsCKmPMYSAiEjY7ZXshqL3BAi+XkMJfbCuRR4hGEYMr2gsVoM8pJXV55QmRSHbwz6jjsHz3ihAMTyCCmZG1D0iGt4GJ6ZwCOZF+fCwvVMuRiCs8tVna41ndfxfBMFKW3NuVslKT8LNB1F+GKm3PnPWvPbS93/YvvXd77ZdOx8MbLaA3Gp7399TqzpLASQj+ugDaqBWWtvj7344TRamOft9RXogfT/szHb61PH2yUcfFcwvvPBy27BxS3o7fbvVvUngN4SpJ6HnHcFIeeAkpKUYIlyEnKEDKzoQOu/0UsDqmUUZHCgKgIBRCEMAh/H0TCMq3Zp3GoqrOvFhNIrRWDyj8PHSc/fOJOcM6U2iM7rjBRiU1UcZ+tQIvgyjLZ36wT3yjKtnhJ0MgY/j1Z2ZmQUrpymJW2opeaOEfvmLn7c/+cM/aEcPfZFn4UoZc3LGy57cZkxMi1gUR94NuZN9tKnpkCi0vR/trXMZ9P6fe/75TvukGUckkx8K15BYGTOKZQJnuBc9c68tCeReu+kNvOPlGgJ8rdDQh+y5MtrknVNtLv/kiROlvIuPoR3lrV736EAZKrOmxVKeuvGFcsGvkr+0Tb/xwzGehpCjWgtWw85kCV8YZVM52gA5AAsY8Vxa+f1WloAHlDocOSaObEWXmsoqHZ5GEgW1542f1zSTodcQr/iozdVe7qRZsGBRe+wJB5KsLKNmhMvq7K+nKdLL883tX9aWwhNt46ZtNfViCkQJaKvC4kXqhgt6aq8WhDEUdhuQO05UTRcGFzDoKcJNj9S0Cl6DS170uBZH2+/exr5ZZ4AmrniOn+6HMvcbjcAiXfEczdCFAQ8NTHGolwE3akM3dR2l9xfDkrZtVXNvc91oOQzJqMWQNYvrxhA+3KtOjmfKrKHxlMlRPX/2VPujP/oX7e033mj3Qtc+zRKDMHl6e/ap5+JM/YM2P87/x5981Pa89074eLXKpxp1VpYtX9WeePKpMmhgu5My0NDuA2frm57cs/vdWuvCmK/ftKlgop/UH1Cq7ZSeSaHaElkHr50n9L5tdsXL0CqVVzt3T7ZSZXjcjTJ5RU/wlZ5KueJwZtVT8pl3gxfSc6aiBCrfkGPvlC/2EWPnnXyzLdShQGRQz96UqaNcBaNKZZxTj7R9yqc71OrHM7oaHByf2SmXfsEvo0DaDJsnqpOOSXGdZ6FXd3jjXCa/w5gOfflF+ygdDTbrbxj0TZu3VQ9d76+2qy1ZCsc+h54CrAK0YponMDWZZ86d3RYuW9zmxxDVPHAazvQoxzpgJAbYAiEHBRBWQADWl8zKS45RmRUErqUuwCEaLxfhBM80RPNGvrdLIUHMPI3GNDs9Zs4GAl26crktX7o8DsPSiqPHxyAqz+H5DKjoQAtCMxSlLSLuKUcf1qCopgS2m5Fo3rLFfhrUjVIid9r5y1fa3HjkG7dvLyNsW5MT6wjuxSi4zz/9tJ08eSx6qQtUR0ZvcmrbvG1HffbTUH2fO4qyC5yE5+IF84Dm127VZxP713futE1bttSq3mrQYei9STHW8dbsW2bUZ8/tQ4OzfKlt3uyUzWOPwAZHjdhXzgimE9vmxgGYFZ6I/RCPicV0gZPXxygwFNYucJCsQbic5xREKZ/AuihGmWE2fMuI4kk1mvBYGmVSUoTVvbLRlDJj5EdPhiOlFwt36Ube+6/KVY4yNLIxXOa3w1cYHosXDKU7hYuyreNAk9dpY3C/c+NyOxkH6S//4k/Sg/tRu3j2BHaUs3UnxqTK01OZMae98r3vt299+/tpqJHlWUZt0tB4/6H1rMj6rMj9O2+/nR7HsTYnMmAumDHkQGp8d291ZV+9qsCQwkuGfTGr7kMXSms4OhxfkYxqzKUognMQLL6MUA0/v9EVbcDsWkYitCWfRoC8V766HfBEmVvp7eAngaOXwoFSCoVDqRzaAg52TixZGjmJA1yONic6+Fc7TruzitY9Q4LfhZsRitwrB48EVw6FthWydHiSdrZtN1GCeZS64T47Mnqj/epXP20njh9tdybpxTLQE72VNB+8vJS29cnHH7SjJ48WzDeD78XIQh3ykfwOqjl/+mSdb01m167fVIvnOLwqg+ui+Qujn9IbmzqjYKktWoHDyBg5YmzIhDp9IMZzzjJ4Z05nNLpTbtTSKYacQAfGKAPPyWrRMqHrnAl+Jo/naCRK5x3aaQeUe7WfxOo1RpZnR1/NDQzTCGpwNCc9PfDSrbeib8DL0aAvRFNC90I3OqKc/sBTe6rDM7SyCFSnor4LnwgO+onzcjI0/Ys//9P207/667QV7cGaA1tqp7aHH32i/dv/7r/fFschvzPldjv45cGackJzZ5fTaejiYyvPv/RSmz8nDkYM2+yZC8L36IXpdMaU6NfzdVLcrZT/yCNPtvWbN6UBxmAFDp2mtOKCncNpIbbtiTpQ9Au7Q8bra5/BowxvnpEx76xrgi9j7Zkvx5G3zt9J1b5M7yh70Ni1RkNSvzakbB1Exm7wh47h4KEVvYiH2h2v4nqcwKuX4wBeutKu5eowHrsTRPv163sn7FRg4gA7Ta8OouHFBm+7OaoDnM7GzavngkM6TtFXFiTejLN0JTbStAU9A6/JM2e3u6E3W2lHxSxyGfwmR3/5HHIdbf3x3mqbf2OV+4ZNW14FOGHVq6qPpufKkBNkwknRmiNg6BCUkqekefoMdkRlohfYh1Mo8xpCDMHsFdXgEIp3byRgwuR9rRB6ur5QDVEvx8g6vMX2EMxyKpbl+pb6nz11ur7kc+TQVyXAhJyRZpAs/lKXehw9qEy/9QQwiAETGRp1uqqzlGXq4mGWN5N7cWYa9orlK9psDZxzkCttQRGa41wSIzcjTHJG+Injxwsnjb2UXYTeUJTjT5fG8dAQNPZiVhqtIfJpPjaS/BSoIZTPPv0k+N+N0Xi4PfHUU/V1L9sJZ87qnzT1cRWeuVGPVem5cLTETZs2tq1bt1aPeO3atbW4wjyyPOhJgPGQYFuFLQroT5DxmLFxZbhdNSg0w0u80/j0cNATvT3zexzmoyxRXd0T7w1H+kFrkVwo17npY0QAbAL64AWZkFZ+AdxdGc4uBeWdYMuMVfuclvraXXDhWH75+UftR3/5F+2DPXv6vvPISbhSDZNSuh2aTIuhefE732+/8/f/rRiyRcUvZy50p2NeFEmfQ79x9XJ91/lM5Gv2vAXtgZ07Q1cOihOvjCak0aZtGJMBN5hrYV1oOHrY8Dec7mRA+JJLz6uNRB79LrkIHeRXDlw8Q1M08c7Vc0YBX9VRjk6eofegueBq33sfyuxzu76N7v7cufNF/3JuGbb0qsCiPlFaMCjbb2Wo3zN14MX9712L/7ln0MvhTXvteF+NMnRcc3rCcYzpA4eXHD78VXTJlLZm7fpSwk5XQ0tOL3pGE8SxvNwOfvEl/62tWr02ym30lgPnLXVcLsXmnH3vHTfsMB0GDu7WxFDunGJwc8DATsbRcTgn7g1l1nqD6LjSB3r3wQWPKXw4WpQqcA7IYadNn9dGPzQZz4ZDK9I5gjKULS16oSnnZZywWPxMOnCpE589k0d9nlWeCV6jb9E+NFG3veuX8wy/yvFNYaVrgl/fPdDncH/0r/+s/ehf/Wk5CiFO0gTfdJhsJ/z93/+9OgrZMaOcOR0N5+sb5k2y0m+M6cpVq9pLL75cU3gz44xcuxa5S1mzZqPprBimo+2XP/t5HI877dHHn2rrt3SDo51UewncZA+dwC64HzoE3nA0deQ3upqCgBejqkdbhjh6FExGTvSa8Zotq1He4nl3tNXhfvBd+aKpMj1t76qOpMOzYY8GH8HrHu+klXdiBqLKNOogzYzAQD6M2NFqNQoTnGzHNCr08Qd74oS+3j6Izfjoow/be7m++cYb9fU1aw5++pMfNwvg1m3aEvhja9LRlP9eyl+UToZevXVE70e3Hfj8szLoeuhfG/RdDz36Ks8AgMtjvIzlG8f324cRII+wFlwxoEtXLKshcM+t/tbztX3k2PFjpcAoawSAvKEQTKOopS/PNAasiwUm9ANKGOChULqw9yEmf/PKcC7pPb0IPUcCE2zZIVSG6jCB8A/il3BP3HcD2xmp8WrMtk0xYAMmzzFjNC4CDi/PDFFjxHgfbpYg3Un5viZF6e9OD+70KV++wcKyGrlG+ab8Tdu2pzc4ubYAUqB6wxyTW3FYePsW7HBerDD1VbBUUyse163dEDyiJPNAWvUTbLgRejQbjhIaMqyEsJRooobgd9Eg8AxFI//omXsvv7Lg5J06pBPUSQ5c5RkKRDq89ulY5YIH30b0Hl3xXdAAlC+degX3ysKDoahcR35wC56BR91Wl+uZgJGMSIfeGg0Z1lP/IA3mpz/+i3bw8/151xt3ec8xHoEkqSe1jZu2tu/98DfaC9/6TmRjejt3Pkbm4qWimTos9jx71vfXz8QIXUyj293Oh9a2k9irzqE1xEhxku8yFpGxoRTQDLzuvYMDp4Rx8U4kj67ekV10QA/plCOf/OiAjuJIO3rInuGtZ975Pe47bTtd3eNHLlXmjPRazXlKV1vp6sjXvssB/Ucbkq/T/pvT+sYzsux+8FFZ8AED+NSHThSv5mAUAjwc0tlxwNav29ieef759sor32o7dz5YPbHDXx2KvHOOehMy6qF9mxpx4qKFb/A2FM5R00v/4P33YtDP1UphC4ocDOX8jOMnTrSFTo2LI16jOOGVMuUfcI9QuOaqrRkNhAd+uKKvtK6CZ3eT3rNRhvzwV7Ygrd/e4+dwSAddXQdvR5sZjp72UY5yfgtgFfs0ZJ+mGfKCJ4K6/K6FWmkXftNjs2el9x85K1gnZHHfvs/an/zxH9T596Y7SlPBLXXYortg3tz2edKcPHkiTt/R0Hd3O3TwYBmUKMVu/HOVBzyO0S47MaNPBd66czM2ZHI7lJ79G79yUlxrTzzxdNuyY1vRFy5wl1cU4IEWHC66OkkKB2GkHXSQllHnfBmtrDaePHDzu0arAhsj7jl6K8OVfN/Pg5JtHcb7nkuL9uQYrz1DP/AMnLVdsOAbeNTt2ke0dDp0ggNZ8Kj72AVOw5HDR9o/+n/95+3nf/2T9lF0/aeffJJO3Gf1US5nMBw/ejT25mzgul0fswHD9cBSw/Opw8JRzqxjqH/84x+1UyePVTv7Gz30hx5+7FXKxwdZ7Kk1xOTUqDMxQD7Acj7KjvKsPeZBYGl67/gPMUvwNVQ9W4AbFh9EgTCAhtB7VkwKcoa0hhAqRxrpXcGidRkyum1oJY0Rk3n9tgYxXBhgeKwaUPLrLStHeTV3m16rnpae7Oo1a9rSxYsKcZFBr6HF6on1r4uZf2DgV69YWUNvDIR3phRupl69DoJPGV0N43nLt6ME9bjAZO7bHDhhRxvKofakhya7Hn4sdSxLQ+2NVdC4KFJnKfOw7EM/4mCZzz416piexs7a6nb5stXSl0rhogu8S1gT0ZMQottwFDgfhGwIJQUx+DACOnkvoh+h9UwaPDFs6jryqGuEoei8r/vEb3rPfT2EfJ4RetFzZZALQZ298fYGrSxppHVPBtyPMsd9KVLKPXBLZ5Uz0PSkfXYzuqD94hc/bX/+p/+ynT1+pDz1cCB5ohwqr0Mt5tX32b/3g9+o651405euGMa1oK/LRWoIva9HrtHE9wtm1sdZzsRILF6xora2MYilVANbMOrlxxANHERKWRh05dyhASWC9vB0xdPRZtyjDx7K437QW6A0pBXxFU3AoY5BJ0Ed451eWZJW+fJoAwg3FlcKY7Gb+kT1KWPA4Ape9Q7ejd/K+DpfojagBdAZpTSDixEo62v0Ah2lC6A58xa3hYuWROfMrVPgDEn6UuH582dTfoqYODfc6Mr167fatii4Rx57MrjOaitXLC/Dc/PG1bbn3d0xPqfamjXr2rPPP1dTCL63YBRi6eKl9YlP031w6OtPvpnWGDoHvd2jEfkHt3vXgSfao3MNGcepvD3BR+UO+kurHM9cB5+G/A+6eS89WNBt1O2dZ97LQx69H+1dOu/9lpaOwjfv8JVBvZFOlHrkczWyZuGje+Gjj/a2N17/WfjbHZwuHzHU0bEO6Hk/Bvzjjz5Ir/zN9sYbr7dDXxxod1Pm1Fin1Np5k8Dx9VU8i4VPnTrbtm7f1SxCvX1HuXeq9/j2m++kvcagP/lMe+ChXV/jMOggwkWEM5nRxt0P2g1+ede36KZ3nPf1LO/xzjC9qdhhzJVb885VZp/6wKPKM1Ev3qqjzpuY4MXg8+CLska7GAHs3rt6B0btFsxLFi2uHrQpgVp7ElvHqNcITHjJlvz8pz+J8f6q9BicOEn2+JftCH2NTPnKmlP6du3alTIXxAaStxspN/KY+7/+q59E1/0idfSO7N8w6Dt2Pvgq5WOYUWOYO3d+HU8JOcvrDQXJdCHdfEM6ltj7RvH4ehnE9EwRFFIMJkQ995uhgTTiIBamOmJ2PEOcoRQQ3VU+h3pQEH37UN9Hy3AZtnNf3myM3YABUe/3bkXl+M0Z8Z5RBMNQqkNpqZ/DMBjpakEfvBkpBkqDqcYTohEIJ4OZl9ZDt8q9FsVhygRejLreoSH35StW1QpnDRR9DBHD//q19IQjwL6kc+HcmXZg/+fB92Zbu35927A+DJrEAeIRdwMMhxLW8EYYcMGB8wEPjdwoBjxK2IOL93D123NROZ4P/srrt6hMUflgRt8aGck9OCgJZ4kzUgK6orcy3YMPrIMP6vXMvffq91udXyvK1CG/3+7RR3APvksR8muMb2RPr08vrT6TeDflXrpYnxn8xU//qubQp0VRlXK4x7jE6w9OFvE4dek73/tBnL6V7XrqSSGlHAzzangUP4N+JXVxEOxjNsf1wQfvt9PhrxW9O3c92BVFGiyTo7cAfnPMcEIfeIF/KAc0LXmfwEc6dPDM/TAc8rriFZzH+8Gzkqs8U55yla9NiMpAZ/fyCP2Utr5IVNnKoPTtmDBs+jWM6TkrTwSfeuCknPtlaMiGNN5rD4L03nX4QpXgQKHWcZhpe9rfudOn4hSdjD44nXadnvzcRTWtc+kiJ902xLvt4Bf72/H00ttkSr+sTZ5z2qe0VavX1RfIrkYG0HFq0jgE5bXXfpHOx6m2acu29swzz/YPRkWmjSJaiV5raKIchxEQBg/gjt4jWsRUC98o2gT4DaU9+ApHPXQyo+0MesBfGWjsXvmjbconDBqjnWfj6tn9OnMYcvCJ6h8w02fjfAly4h1Zcq9+WzXrGp2pDdKffX3JzRrB+uqrr9r7e96O/HJiCqyETmvyDveaNklauqgf/NMdFTxB+1CwOh5GEHVsZs6e355+5oVydK/dsLj1dgz6vrbnvT1pV1NaOo1t7aYNE2V0PMA45Nm166DuxNNhXVb7Snadrb5uZWZvQ6E9PhWt0yuW3wJH0yy+Z0FXWCQK50EbES1dRztDazyXH0xDT4FJHHwRPBcF+eVRf9E6tBq6uL6kl7xoLr3RT7/lcT2Zzsb+zz+tfAV/YjlV+U3k+UuM/YlTp1PGlLZ86ZKUCc6b1Y7eeuuN9md/+qe19gs//mdz6Fu2bn+VIdy8eXMEdGE85nj8s2angLtl2OfMiXARiBhzxDD/SGgoDs95DbzVWhk7IZyAJ6zCEFiMLCWQngFjTNggjKijUTAa5p3LHAZBw3DUZp3cFS8TNyl05RdxcTeEVQfGIz4DrCx1KhfRLl7sQ/qeDeYhqKu8ypMHUQ23OsFtGCMMMd0wGHBDvQHPCmreGDjf2727PlaPOYwvzjj5h9LcEEXjJCBGwHfQrTsguIzHrDg206dR1C0N7YvyajHdXJaPs5xPr57BOJdeC5qBsRRw8ADPoDG84eEcADDjJ0H2XBr44Z08Y1Ri5NGA3Itoow6GSj0WyRFWPKrnyT/yCdIrVwD3CNKO9GgMJmUM2nsHB3VTin7Lr9xRtvfKhjdcKCaEMo9W3joLnHA9CuRXP/9pPN8Y86uXaxrEWdIlHEli6M0ug3/7H/w77Snfb45B845TcPduvPNc8QTvZpivChwWxXEoRV9ke/fd/j30heHfiy++VEOTnDU9gnavj3hoE8Mwo1E11uAMH3hL47khUArKSFLJexQBJ89VeniPZ0Om/cZH79BPPaI6PJNP8FsAQ41m5Kpdukqj7dhiaHvNSCs/QuEBOAW8GPfy+g0OQbpxlUY57qUzsmcEDa7Hjhxrv/jZT9s7b7/Z3kpP7xc/++v29luv1yI2Tsb2XY+UMp0dhURZUU4f7Nndjh32sSMQRSmmbP7BpMnT2oOPPlaH0gh6KaA4d+Z0e+O1X6aNRn9t3dYefuTRONyBPfDUau+pXaaN8g180I8uQE/yR0egs/lXB0pZNIXe+IbG5G8Y1WEMtGumzT3ZVJ53I430oz44SOeqvkEraZUvv6syRB2g8V7d4FWm6LmyPFPeaCOeM/Q++6x8jrZ3RhLhUWcxhC6eWVuEDwwiLPIfAhestdYksaaoUo52wsh0THovMtX3d8kTMlRYunJ1e/rp53MXfXD7evCc2o4ePtQ+2P1+u3Prbn1sauW6NQXrkBewoBG59Ayc3teixgTPh64Z6aXzzJSNdSqi3zUKkUhw9NZHud7dnxdf0NpvvHAlGyMoQxo0lk/+UYbnyhCGPEhPt5ElhpwOkEZ+z8Y0nGiBHv7mtn35xYE6JCnEDvk5D0DvncFiSO6tKdn36Se1U+CDPe/Vufi/+NnP+oeizp6pNPJycv5ni+IAtnq1hRCGwvQi+zYxHxUxHFbf8I4Srd55GhOiOfXMAiSer2FqwCPi/Q2H0YY4gRuCS9FYyo+Yw6hL49772ocbxiIkgAmPhXikCgMd+MBxmB3DZEj6XAyuOpWDmFbEWqjXnYS+LaCGQUJQRNZ4h9FzL6961YUhphU0DMTXy6C0zQVafGF+zepJxoVBplh4Sh/u2dPORrlgFlyEvsd5Unv4sSfqLHEr3ZWjIZ05fSblX2sL5y+K4V7eFi2cH8/tWPvko73JOam+TrR9x87gzpuPgzWnC/UwBPbgDgHFWHhYyd/pa1isCzF80dEz9IXrEOYRpAUzfgug55njQfEj+cqgpi4048j5XeXdxzfl3C/8+DEUmbL89l494MIfVzBJJ0irPGnBLJ/y8KJC4TW1jIavrRkhObDv034wyY1rXqdzF/kKEqY8YqbyrCto0zIfvL+n7U96w4j7Pt3bvjj4WU1zHNi3r12IIjUshp72BF9MHSW7t2+0N998vZ0Pf+fE4X3m2efiEC0tcGpO/1aHnewMWUePQRPP0IzCZcD8hifcB108g3fJXH5Xecnvt3ejPHQdEc3UpSx0RcdB/1E3p8B+VjtYpLXoTHng8GzUxQl1P+pxbz2BOgZ/RGWO+yonV8EV/CI9ob19Hpr+0//+v2uff/ZRO370cIzu6Xb5YhzN0MGippXrNkSWl5RjNm/uzHY5TvvPfvyTdv7cmdQZRgZemoTRmDV3QXviqadbdFW1KaMzth46Ie7dd94up3td2tgjjz1W8ouHrpxhQ6p1ToKeZr3qQ7IC5xYf0NActTh3fu8RejfoKwqDznSe3tPomHg/aIE3+Oo3OtKJaCVK56pc9WqLaKpNKFuo8ieeSye938p01W7AVm0+ZXsmcjDQ60bppW+m00yLuTLy2r3FkG++8WZg4+TAZ2qcWU5nYEP3OKi634Z8ERE8jLcfk5M2EKWRdZwcXESfr1i1tj373Iull+cvMJI5pR07eqTteee9yNPt9tjjT7THn36y7AcYBtzKHiOE4O3bJe3T/mYhmjaAzp6N9jD0kdjn5U2b9Ge17TTP6DBlDcPuiqbyu0qLdwz6qMMz7wXwDH5Jh5/KAPNIM+CgX9g0OoDukK+2zAWuchxSf8lCdJedSkuWLW379h9Ij1svu9MyRO60Forkevg3qz0cPfJVOxJH1xfs1JeExRtO1v/MoD/6+JOvSmTlLgB5qPaOGoLWUzcUDxnzYM5hvhRjWENSAcLiLosKTp08Wb1ahLkYIBGA0aTICCVAIYSQGInoo2dGmC1S6z0Sp+EYMrb4bX7NTRISDAFDMUpPPUGjP3z4cHm04Neo1em3+uFiNeA4rANsnoPFPQWLfIZmLC7D0EtR0Iiu5+RMd4vuavg6jER01zqC8pxFZJNT36VSUns/fL9dSC+6M4TAEIRWBvyRJ56qtQmGfw0xwpdC8DU7zDQXiLZHjnzZPo5BN/f7+JPPtIcefjTvbb1InlnfCCR6woOADzzhUtvOEodC9m4IHnwpAXV7V7RMOcpD2xLAPMMv32quL1YlUBr4UjyLInE/DPH9wu29MpQllPDnt2hOUj1g4BCAG63VRbmIYyQAHwwJDtlhuDlU3oE9FVY5FikSdmd4//VPftROHjuadBpElGXhzLKHF6nXWozrMfaffhrj/fm+tn9/4r7c7/ukHcr95zHwH+/dW3vQN210XrjTpi5We+HkTU+P//04Ala5+464vbf4i774q3ev0c6dP3GSU2iHJnAml0PujWYZARptwTt0coWvK1kbw7hdlqDQh0vReCgQ90Me0EadfitXWeqXTj4GtvfMLaDqSkP7tfdcOvmqt1Z0+yb4DY7CLbIj4q+6XUtRTcAh4o84Kz0VW1kp2ffefbuGQMlGsSP1uzpi2VqUZTHoRlWMbv3Fn/1J++jDD1JzN9hTYlgYD2Bt3rK9ffcHP4wzTRfEsU4ZooVdjmQ+d+5sW7VmXS1YnB1n3pa9udEjPk9sJMb+bYoPvdEI/GiJVvdf7aF3xrf2xJm3PWy0MTQW0dRWJcPSg9eie+UL+CIPvNFdnQJeeS69tMryTl5p0RMNwVcyk2ciWvtdh7dEV7gfZQychGkzeu8Vj+vgpZQnf00PJT2Yc6mtUOi1dduOOpLVPnFrFJan82a3gHfijl07qz6HFdUQcuSmevXh5MzYhR/+xm/FWD/eHkr+jRu3pd48nx3Yp9xrRw4dau+89U4c4nulzx587JHC7X6aFGzB3X3fDdPbAX5o52g1cHQP77oPHY3e1ha3QEOHXwrPGFQyo0NmeFrZJe9Jq9zBL/d4oTxbwgTvhMGDEQZvhVGGNK5sDZ1oxJPDVAsqc2WMjUIJ5IgecbgPvQe+tevWJd2M9mVoZCscV0w9owXW74l5dVpIMM1QOq6egMfzfhTz3zDojz3+VC2Ksz2KwdIjxPQ6gSw3Z8/2zz8iFg/BHnF7dBGj5qgiRPZ6AsjCFgRErMEsyh8hvEcIBpqSHoJNGWAgZW9bCCG3oOXkudPVS7L3fWGM35wouumz09tIWQh3KQQ6ESXrKz+U4PB41al+5WmM6jbfr1xRneaf1I8Yfru/Hryup8d9JYKE+FbLXkvjvpQyLoQR6rXH03wcD5jDsXjhgtzfbm+//kY5D8WAKLJ7qB6h57j4QIgD+M3xEFJB/8HiDt/YvnAe3nFE0tv4aO+HBf+Wbdvb7Flz27HjJ+u9rT/gRCfCydDCFw/g6nkfDus9J3h6RjFpKJwdjUaktPy+kB6RK1pYqcqQopnG4crDBAv+KIfwMrwMsDrRdixQE5Tl8BP1MwTyGwoDp2kQjYRRYPTwyTPlj3eUgYU6aISfVW5wgot7cqWxWLPgq2vOMN4bA/DeO2+G5sE7sDAWFrOlf1J5S/onjPy9u7eqVxe1VNEinwh59dyMbhj5eD697znzYlADp5Ow4DBr2qQY/A/b0cNH2pIVq9oTTzxZ00J39MxThx46WgxDIKIBnODnXlsg8/BAOzJZRiP0EeAI7/v5KY8y0E8cNJDGbzIwDCyauleedxxkPPDcHJs8FLw0ASc0YpT7mgnG3hYlZXMmObTaRdF7oj2Bb8DqWgoytDNXyWB7pg719eHeKLYY0jOnT7WvDn1RIwKTwqPJlFR4oI0cO3Gitu28/967dY57jU4lzbS0C46PNFZTW7fwre98rz2w66F0DOEYBy0yEOGLQT/d3o3T4NOo69Zvql48NQfmcloi67XtNRFdOc5wwhNX9EDnUqD5K6OXfJ5r5/gEd7RAE3yubVGpQ+8f/Th1RqoYGEaPMu/OLOe/tw20Ift6/vIoa/Br0FUAFzjpo/vpTR7AYhU33Hr8ZqREUEftzQ7NiL0RRDrcNBz9LX+fd53SHnz0ifbs8y/VnvNdDz5SI4KPPPpkfa2Ovnr6uefbU3GOHKIkfPzRR+WYG5I3XaNXvm7ztvbv/we/31544bn2wI4HIm/zw/84UTM5INPa8WNH2puvvZF2ci/lP1lz6HQEWMbunKGnGDq05XQN/TBi8SI0wye4wt3uB/IHJ3apf46YqexHlMMZDfADPbUttFLfaH/u5bmUjmhvH30qQF2u8qD9kBfpwSkd/sEFzAy6tDqyl9Nx4GxoF2fPn2tXIqdsB+f1WjpmnKNaQBtdt3HzluDqs8GHggM9xEiLII/x1k5glLpLjeEvXucH+HravuD5b2xb27HzkZpDp5xux5uy+GDJsiW9t1A95YU1xEsYfY1q3fr1tTe7VvQFOHuxN23cWMarFrKlITtAQg+25iHjJVPUelUO7jfUc9P8fHr3VgIiGmLPitHTWD3XkzVCYC7H4QnTU8aM6bMioHfiQMyKpzqv8LmVXoYzbH3VyQgDpewca7A735ti89x3xxcF3gULF9c+e4dT2GuvzPoKWhSFHvnC2lPZ5zz70G7gDSxFyAhxza1fS+O4bd0Arz2e5amT6SW8Uwuz0o+vngOhvyOm8TuBDBNtT8OHOTFEjMytW9f7sFbu9Ug4BB/ueT9l323rg5NjLm8E30kp0OKmGuZLLOeDAEVwxx5Nyp2RI2wYPK4ag7RDWPF2WmhZ0wih4+w0QBGNjMSYFvA5UENjy5b1rYka2OihKZMcoK+56PmhJ4VmaNuJazPiDOLjnHlz+7P8tl7AUKZneGKNBsNsCmNByoLnipUTXyhb6gt3G+q3bSlOJTQ8tWrN6tAlPat4/jOnRR5CtiuXL7S33369HTtyqHDjtaadhLd9mqafCIe86f3wbpNCA0Brio9pn+QkvrSQ2/cmpZ6VdS6/8wL0wMjXtMhBu3Oj7f3gw3b4q8Nt+apVtcBneuRmxuy51RBTSByA8TlbdTDc1pGk5NSLTnVoSuoZe1XhRibwBS0ExgRfOEnaBMVDYbjKQ/GNAN+h+KQlr+P518ovOOodOCQI7ap955k8Rt5q/y7FGCcWXXwMhAEtGKJcjAyho988pfFbmhRT+HFiYMyIGMI3T+gwjes3Ulbo61O/HMRjx04W7pOnzEj6cELbuMfRvtQuRIavXtGb4iCFd0GlFoGmzOmh8Svf+7X2w1//rby3DTSOTYwKp23GtClx+C+21197rYYu127cHEP0XJsSedPQwOU/irJGR/LHQad4HbaD7nCigOFkQVUdNBJa00PV1qOL0KIObEkZergMtY6He3LNgRlfnVQHuihXmRwKzxh7dUbM8rzzWeh75tPji57kKHh383ZgSmeink/ISJ32l+vsuZGb1K8nDn4OJ53gnXp6WwyPo8PIozLohytX4yCkfqObHJ07gcNOAMbBQUvy2EkDBjgVJuFXi55z0IlzNuhwcuxwGvx39vjjjz7GaiZfYIyBvXHLGgqLp2+040ePpX1afHcnjsJDacNrCi8n/FkUbSqIrGKSnQ10HOeeHuDI0j30DTlHA7/hAiftwairMxxqv3fa2dgepqPE4JbOI/ORfelHeWhKl7mK9V2G6Ho4g6cb3Ti62mqgQ0tXBh2d6CQ7RM7FYHOw2A3v0X6UWZ2+0LngTn72DR3gYoS3ttsFts0xwnrr8pretuCTfVQeDSV097HLhgAXo1+cUCO886NTf+d3fqdt3LC+3k/Zum3nq6dPn61GXqvcQ1DHLVrlTZDqdKcQ4GoaAyAIruGMOjoxvQxGRU+ZEbYq/nqE2MI385g3bhLifnQhI1rzynluSD+PgzyG9tAX8VBmjPnNKO0ZZbj1hKZEATDwZwInpJ3aMyXIEBxz5phFEHiImKaOvmK/7y8v7yZ1IC4FSWDsuc+LIiZgNEwrtw3PEQ7DVIy7eVVXe995Y9PnWZDRe8eIyhP+IIaYYoomKTbcDbxpVm3S1Jnt0Sefatu2bovgpEc1sUiF54y2GoLGruegx/zx3o/LAK/btLltSFwUY0bIHRJj1W4Z7sA4DKzofSn3COMw4mDjYHkGf7+7sp8Wjk9tS5ctqzUQDCxj7nRAxlwavFuypJ8MN+a3GAw9SgZGXRqWE5FuhkYEDT9FioXxMLJyNXigr21loydR0yUpi6BTiuag+3qFGK8JRwUMl5LfO4usDM9a9ORzvLeuRcHe7g6Kg3zsc70Sx+ZelL25PyddpQJas35P8iy/zafbMRBznsfhbSmlGNjJ6UV7lzB/wZL0Tp4uGnMEcPdOFPONqxfa3vc/rG2FCxYtbw8x+oHx3IXAGHrIzxhQLjVXHTwZHmnMWTMOZE67KWWUPzxHUzIpXSmwREoDbfXwhJLdpLsdmnrHqMvrfXeCJxSXmHT4rzxKRTCqVNuw0ibtbUV/TkbxL7hRWsNIa6eMA7nHC2nKeUx+dcEDvAJjYldLKdzIIJmwyp9CJV/RSSkzt2nfGzdtiVKMAjzjrIQrpTgZ+x5C5WoreIBXoZlK8mzpitXtpe/8oH3rB78Rx8/x0XPbrJRjRMXpfU6uNJXy2uuvt0uRj7Wp54lnnm4zrbGZaAMW2tn7X2tqAuP0ODFDCfutKjSgAwxVA6PadHAfvCjZDe/Q3J5277uijlENz8oIJx0e4jEHHI/LoTPa4J4RzTvp9NoYTieJ4av34Bjl1MgYvoM/xrUf5tWNNb6CV5shU9KTBzwSqyzl5J7coIFywArmGelMmJKYzphOIycctp4OSxgzfEwh5TQtmDurfXXoy/bmW2+mA5O2m/ZU/Ek969dvai+99HKdoOnEwsmTY2TT2dE7VteRo8fbW2+8ERxvtqeff7a+hIfGvUPQT9Xj7DOidBrcxggG2Idjiv70wtAh+Vc6mk62s4fxxB/yX/PmKYcDpgx1jPYlyq8c7Yg+U65nevkcW6ihKRnFB/SUXxpTt9aJkfvz6Xyh9/yF84tX2k/RV33aEZpH19exvJFZh8qQnw5bCE1FKT/PdZafeurpos/8RUtCy9iaBYvaosg8x/dGGtOkPJs5c046Ar7IuDQ2emGc5ThUzzwXmX+2fe9732kr0hkSJv2dv/sP7p1ML5OnMG9ePyVu5erVZdB51xr19AAGUQ0ZETwbw9wMuubI6F+82j1Aw3kMncVjhq/lgSCCzYxnfT0eub16BJo3hPiwrLm8NAQeKGW8SI8udTBcGMxpMNRVAptGYfX38uVLa4iYI2LhE2XEe6OYwWc4RgP1hS5Kt/bMp3wNugQg93rwjJgyMZsScEVwggOGms8P/jcIWeC0/5xaupEy/+pHP2r7Pv24trNIH64E1ntlKH/zt36zRg4MnaMFgdQgSmDTWG+kpz8lDfbksSPtf/zH/116EJfa93/t19pLr3wrvV4fASEEUY6pl8ATYkOY8KLIlUPZlukKvHhDWCkjVCWMnCXv8PBqjGdfSWpUIMYw9CaIFgOhDU/c0BchlZ/gopuGQOETSrRTFkWMr4Rz9pxZaVjBK+/RwNCeMnx4QxrwcAiqRxOhBk8pwFzJFUGXV8PGF+8ECknd0i2KzF2PkfcOz//J//g/tuPpQXQDFmjDP04MpVfwBXd1iY5DtXIUvRgzxnrOnG5EfT3qwTSof+Nv/+0+ghN6OnDG16gunzve/pv/+r+ubXFbdz7c/uH/6n+dNrKi9q/r+cxIb8M+eGoczkUnvZbA68M6aEAmKS901+DxbRhdvNQOhvGouTgwT6Qhc7V1M72b4nPKLsMZdBlSSqPOMpA/5VBCHIoy1qmL49XrsKgNRw3H9h4qYVQneqqHsSeb3oGHw169+6TTBr2XXjnauCu55IyA2bskCs+mlKybG19lJCz8f+dNq93fyLMT1bu5eiNwRfbMYSZL8R5vlsTZ3LZta3vkkUfaus0b28zQLCRss0NnjpatcIy5rTyHD3/R/h//yf+9ff7xZ+1bv/ab7ff+4e/HwDgeeWLbIAcrtDNCY7HSWHVMjmtIPO2vDG3SdacrRiMwoQ/aAQwd4E+RK7NwzFVvFW/RTlQuvSRvLfzNu6+NSMrVQ9NedGK0YXRjDGp4PrjjkbYGFgHvlSmvzgynRM+Q86idjiF3z/AODPSnQMYYSXXTmZwQug33R4++jwL0+uFCbhhC5TJeUwL/lEl32+53drc//9M/q/VFSpCXLNnt8dvpGfoaWP/Uq9KVYYfBtPbaa6+1/+L/+Z+1O8Hp3/39/zD67LslM3rEtTsowQgGO8FZKd1cuqbPldcIEh6E52QZjt0IX4tuj0OQsuAHL1dGHT2c4FiO6V1z9N1BVchYGIrndKSyuyyDJXDTs5EPafBGA2M3gKAjRC+CC69814Hj48RNduL/39WdNuuVXfdhPxcX48UMNBqNoQE01aK6abZlDaQ4NJtNN0mZlCk5mio2RVsmE1tSUsqbfAB/BqksOXFUkRXF9quUU2W/SMWVVMUVls2U4jIpykWzSZHdBNET5nm8/v/WehZw7X1xcM7Zw5r32mvvs895yA1cdHQ/Y2eCksDEa3io/h3ZGjR8BtxjPm3rs64JFPnVnrS+VzZpYvzDH14oXGVfHiWmrgmcSSYenz52JHaxe/nUJz66nDp+rGhd+8Iv/OrmuwHy4osfCNIHmbk9Uw7bYObDJ56LU4JZNkIRxnBa+e2QzT4tW1+/L9pHfxxAZsuWBsy0agCOsDx32AhhD25fL+fP+C3BSp7rWYrUuhxWOGeUZiECAoOzTkdJ2hG+Z+M2l/nkq3KOrTpQdR4wPcfqpZiZ4bwdh9KvjvVsHe2+4nMw0Zbvo2urs/vxC06McMF5PDONo6dMRkEGnt2C64tijI0ifQf67k0dtGeTOrNZEkMupx/F6hwJTdJBMuBGnu+9dWH54wwcZn0//0u/uHzy1U/F8d0InjtV0wqKLkMHHImOX8YXmPUO+o6eIeCJM3DNQaKbjlpXHSS5910BdNvYSHaWGC0VWoITsMCjnk5EJuM0HLVxi35DkftxgHilM8bN0dC/1/sYq3LyU0d9OrWZhL7grR86qEGlZ6Tgql+dNUc5x4dxKJlpg+GgI3DYjGDBjN6K0r2YD72Dg3aDAHsEv/SWtnt2JZB82JtufL9dACjw4ihsWPFoh5O49PYPlt/93d9Zvvavv1oD+n/z2/9dvflxP/brS38PN6Odssd01OiWXsr+QnPpIgOJPHRuTzBLJlUequmTXSrDLx7QIaonB3bG/vGhs6ObrsilA7mWOxwcl3t6qzr6aOpP0AeHduQ4elSfQ7VvJmDKwY7NKEObeniZAUb70aWz+mMr6vbAub2+yyBoOnL4SPSWfp52nldeudRfSrx8wzvCPQDSH5xWhTgsuhMU7tjYvuzY048/PF6zwUq/t4t6V4433vjz5X/8/d9f/sOffWv5zBf+2vLFL/1aDQ71y2XkE7lfvXzFa+010zXQj2x6eZZ8egamz0t8Vb8i2frE22yoY1/uHdrqh85kY9Wt62RgKptMqkGuk3I/kYouB39HN/oGPVuF5De1BdOARqf6qDwbhimpB/OVDYVuNo0nukKXM3rg8MzXDJ5/kEo/ybdSQe5De/GSMnDgEixbCfGNca8v+/U6sPh4dU06Dh44VJ+fvnz1cg02ZGQmavJDP//q//lXy//8B/9T2t9bvvTrX8mA/lrRCj8Y7EX/GFmim8wFwWOzeOQ7+VSP8mqzanjWR9BdA2J0QJalw7QpfxeYVgrg038kfMEnbxI/PGNDyWDVN3v88VipH3/1oO8RSH/tj449dtQX9ANH2UD1p34VWqChk8PnHm9oFF6wRYEP20SXCY+vbhoTyaW+l79jo8ZcwYx2Un2zPnDsd/OIY3vGj8P7dy8f+/BP1IAurf3Gb/z25te+9v8tZ597LgOa5ZBD9RybszYIW1KzPASoAdcg2obTO/4ITJmIYePAU487to4yiiMwijI4xF0vmzFsTGo7HcQ1ZVhC55TNmghEvg9hTARLmYRkZ+v5828uJ0+dXC5c6I8s+I45odQGheACV2IUnAShE/7hw4eqTNTGgUzg4Bl6RXWrDmNWJarUBi+U5UMJHMOlK5cySHdECdd6nAhFc5A71jP7emiJ2eanm63gyAFe8q2vxMVB7zTTSDRrdv0nmQH+4R/8w5pR/e2v/NfLz/38LyzvXe4vvxnwLfkXTekw6LNJzecZ6UpELpqsGU/KOEa44dROnhmcAGXe4aQzM/SWQ/8SlQ4CB+vzGEAZR2QVQ31lYKnrnh7IxeBNxq69Vljtcl+z0Rz1YxLBT8bgsh20uQcTj0OvxNjRCI48ejMQ3r5jY4sl0gzu0TP9aM/RKkebzrw3nQ0d9KOejiqqN0MGT2ATnxM79NnT/g32knPa48EnMSvSzt/da1eW3/u9v79849/9yfLsuR9b/u5v/iazTJ94WB3LsnZH52ZpGejCGx2a+UicDPrJDK3wkx3eJPbS171icjB0qk8S5D6zZrqdPkPXHpWYBdMZGOoph6NnIXeqP+FHKjndvBHZ9e50vEotj17ZKfryNzO9kudK/rWqEZsmczoV6MKHF/jRX846M2c01Xv70QPHZ9a7Fj0U36Gz9nHszCATJtHH+UocJnxklVP6bOxwtwGQ/SGoZ5RWQ3ak7Hxm6P/DP/gHNaC/8pmfXb78la/U1xlv37UikgEmNX2da3twcqL9FTU+ieNsvwMfvvFS8ou9s0WrRMo4Zn2V0t0bdNFMNuwGDHyxfz+33I82MqhGFndyLntKHTbPHrUZxw+GA14y5hfYqwENLrzqm1gnR3pXf1ZQyFs5HOqXf0Jj6Ck5Ba967iffpMcsFj52gi70wVlCTr3pC2CXPcWfNc09qOkb/C1bSFiYdh0oWF63SrmxZ9fy1f/3q8sf/9E/qgDpv/ziry0fefmThX/odeCHn7AEz17JQTnayMlqRj8mattio2an+FfOxowJw7vARb+nL7jYf00qwqPxwxgADvvVR/FdGwcjdzgrRQRkVrLUn3NNHg5jD/rIxphB97MiyJ7QQV6CGvf8DnzGCzNyY2QH2h2sCJKsKvtOABoFsb6saPJ3PzK/EZnAhwcTNoE7uvAO5qN7t2rT7kd++i8t506fKPLXfvVXf23z9e98Zzn33LkQfKiQ2tjC8P16E6Kv3bhegzlABijPdHRM94yAMVi2jvtuJiMcBwY9A6X8Mr4IOs0SOBwoo1AuQEA053jk6JESdn02NRErhTgoEgywKcyypE/T/ruv/9vl2TPPLofTtoW3o35BjYJEPQzEIMtRliOMEM2S/XoY4VkKpVAzxRZWjD+8S4RuowYlStqi4Vbg+64umdwI7RTN2dqNW0FM4NdzFU4sTknQgA5OquXQg5NoeFuUpoPsDu6v//9/svyLf/6/x4DuLX/tv/iV5ZVPfaoUWkCCOyIpOVhiNTAzWN8vx4OlGAGhWYYlthnEdGoBSa8cJGiiw3RCeZbW/CSlTpmmBY+ROfBuRgC2ZVd6nu95V53VCoOBFW8V5YZuRk43lhzhU24GwjlKeC8Hk3KDq07dnUnk3lG630TWhv3AQ4/0UkuHZsC5rgEkatKxLEF2Z+7NezpM0ybI6AGaEzN60Ce7Jn/5PnmqDjj9WKLlBjg+Rf43o+/f/Z3fWf7sG19fnv+xv7D85m/9VmwlMkUP+w3MI7Efeu6BPTACT+L84a3lyORzsGb9uYxz8cglfW0lU7q11GklgbzUqx9ICg4yIk96AEvfIB952qLZykI7yHaA6Kld3WlD5nSMLn1VO/DZVj12Sh1BkUGaXGxgo9eWS6+U6Efy2JT2aO/+n+AmutdPa4Z3787ydmbnllBPnTpd+ZYUvQ9eg6FhNjysFy8Cpx5Ax2eAhQaw1ecwPWeX9+CuiUX61cJO7y2vv/6t5ff+/u8t3/nWt5YPf+yTy9/5zd9Y9h7Yu1zJ5EE/2mfzVQZ2P6q0PYEze2Z7vow3+xzgIAO8460+9Rya8Eq2rmmRLbBv/mtHBRimPNTagbudzUVz7vkE9jrvXROSe4rn6ME1q/VrgeMb4cOb9vD5z1XNjNMf6V0+GRcd0R3bRQS8fAA7oK9avcu1FQb022RYA07at1wFceEj14Ip8Et3sTNynlR7fNLeZmTJJix9mL/DI7p9yMnPebJ9vxrph7T0I58m/V/+0R8ujyKbL/36l5eX//Jr9QgE/loVCZ32XOHK/qDu+zebvpSZpZr10xeZ0BX66nXE9GdjhokCWyILwuHbjB9XzeTTzqqfRwuuMT8/wgIe34JXshI4tC30CqhHtvZ8FdyELDZnj3/zpoCA6GAmf2ROR/RmQB465zFkzdKTpq+iwwporSCFP3W8pcVfCXyscIDpteG7sRGTjRov8kfWAgU4JHrxo0q+4/CRD/3EcubE8dLp2iufeG3T60YffOml6uxvvPmDCK5nc4yAkOv75RGuKBSgckQ5Q4IoztNz523pzByVToj5Flxm8SlXD2NxNyypHITBghNj4IRXyg7jjENwIJIvQymD8SyZ0ViGSKQaIb/zzluFg0NFmwQ/xZmJEiBFMBYOb4xGpGbpjgbRfubZZ2sJ2aDLsTIoPILN0OHUaTmp5ealykuVGtQvX7pcy+QV9aZT6viPgN5uZaI314iuDVJkhx7G6HrZNJimY8eBXr34bn3whLx8jObcc+/L4NVGIZKkLe2YCPySPQ7yygHGyXDg4OJRkj86qpWNGLzZZ82YM/BZnUC38qnHma8n0KCP+mGalcOhq5JH9AwuOjhNZXTGHgxYFZClzCCvnqU5UajBBk4wDDbgs7F+NrVeH9iRT9bsBBCysryng5HfxoHMLjNj62f6vQoErvYVwIQWOB/derK0CQ9a8FXBTvCzzwhiebTeDtgysAe0VgUEfGyHI+boL797cfln/9s/W946/8Zy4vTZ5bOf/Wx98Y9eOFszBK9VopPtsVPBUvEfPGNzFfiETvfk3EvHPTObAZMu2Y/OrZ4+VUvIK17wpq5r7Zzpe/LAxe/ok2w4jrLpyMfSunZ4RiNaJyk3G/Jc0EzR8l7188jNa6QTFD/ZyCpQ6eAdDfAFSBzR3dilwW1X/aaC4IOD64GgV3jq0dP2coUFQ3tnaSt/dOzNG3Lbu2df+klojI088D34DOrf+tafLf/y//w/lisXry7vf/GDy89+/nPLngT8drOT367wviODEJvkROtnOJPA14fgUo88yBYNBqAaDFblaFaGRmd0kbE27H34puPazJYyfaPKVwPF6Mh14SCDx3ro4G/K1JUvsRGzzcKRpK467h38FF8mGWCVCSI8MuN71Ee/hJ/Cmev6nYzw3XsNyrWsbMtjg9XqQQrq0VPaCXatksIp+OZ76Z89bK71DNYKTK1QlX+7U98H+L//r39ZuF597TO1OVji49FFTiN7cMD2SFY/qT6SdngDe9pp0/R0QOFe/dGdJK/oT53R1Zz5KP5V0k4++aiv/6GFzMlOX0SHMjjRBwffY9Wa7xo8dFs+V/vUa1n2qi66jYUSHHyW1aL6qe20BdMKFl9Tdpr2eLuX2bc3xUyu0CHfJMu9Njal37iT/MD/yt/64vLC8+8rHGsfePGlze+/8ebygRderHe7v/v6d3ogCXBKy0XobCGUNUiEl0G27uO4Qklfb/azKc6iIqfVH0dHWGJEvznut6gx8zjNdcHNdYiuhw3woiNtw8mTenBR4nqcV4zncR0pMGpgAWva5YwbRoqOws3Q4QkwwlrPgBib7PKU4Z/gJ5ICnUGsP/JDIIGdA3iKq13U2sJPXq5CmzpemyJ0BMDLWfjrAMTAFViZbdSPUaz4256AhNw8n0U58UqtB3BdgxcYkAYnegU8KlfkmAp0MLyuhUd1fLAAfwCsxaAtBZWui5/UBauCjESm4c09GRa8lJNt20bAgl00JREezhAmqZPr7dt2LLti0GRHjlLhDxZOtmSbevMczGstZgauwTdjIi+2s5ZBYNtO9lXMV+dBCf3ZvNVwYhfYS50VCTni2Fa4cSdASuvlYZx9SmuZa3Mi58jM76AbSOU/uPtwuXr5agHCt1mNTs++6NCg41sJtUwdfD7MtBnHqDPb5c1h6Ky+MLjuS1uho1cBVK5/JQ90osVjroxV0X1knT+8walNRfjhU+IY0NPyY8qCLNACM/kV7ARv4pTqSgFddrRV1xxILQ3GjuDAi5+hVZ+DAg38WRoFf3BKcFSwmTSrUo/i4HO17I7OPRf2DBY+r+vUhCBH2elaBzZmxQYRsIlAntlZ07bqAxlAIvHUw4ygQNBnQOD40v8fRdaxnz1xspFGjpaVzXAlkdBlT9Cm/hA6y5EGL8rdo13Ci/rUQ8fKSl5J9KjazLrq/xWNrse5l5zJBV9oSbsa6Ff9ZvyeazzyV2ht4ClwSj59K0cLQsFTT37Lv/uPJlZ5yrelXB5Y6hRtcCQJiO1GVxeOkrPylR1LrcMOutKQ2sov9hIxO0vDYBSkscvaER9gft9+676bUJ/B6/biR0YYIN3sMGivfKmkrgNEOPlUAXy1LvxdB15CKDqDv3SaMrTQofppvKrbfLgu/l2nDhvTqOwztpYK8RNsLLCiKwE0/Y2OPDaAt2Sa+jaxUXvxX3IJ3YUr1+wkV/oIfPLoH0/s6Un/jZxMZPi31CIFtqB/lhyiO/kO/cH38AVI7E2fb367X5B54czYcfDQ4eWf/uM/Wl59+WPJSfsf+9EXN/3c4IsZ0N+7dHHxCltFYUX8aoaXipY6DV5mVDS9PYANVIgdgfjsJmGJuA7sP7AibHM5c/ZsRfjnz/8gcCmH0logygkciZbkGVwNgEHqOZhZL9gEZgmCoERMlo+vXb9aAq8IKPQwCJtGCLyff8/zqhjMSshIrI6RgMTzRIoHj2PrDgNUG9VETeWUOekdmf09XG02imxEsN6LtRTldTrOiwFZ4trc1k6F0siDPEtxOYu42jFnABJhRke7E42FmZKPn4vku+7nP7MKg1TTrnPAvTLY0Db0lZEEvw9jJKvKzIycO+jowcIzyVrWCf6egTVcdIIZtAEUQ0o75fASGmfI+ACv5cH86cTK0DCwCsYKFpq8fkj+5aDCP3OuQCPtCnYSR8PhwNmzyXaA4OC1dopWCgEZJNUlv/piXGCw0Q5e0mmSZ1AFC7n0UYMrvazqur57+24t/27b1as1NnBxnOzCYMcxch4P7m3Wa5L4FZi240iH3+p84CbzlX4NFGuhufLy5/+Sh44UmGQo4cF7tAZ79KZS0WzAQyO9VZ2UOdh80V4ONMHE6BWvaS4oquuR7VyvdEEW5YgMqME0NlX1IjsrOIUzzqweH6SdWRKY+kLDSBCUe9c51RnNU+/O/cx0RCRkkZM+7NGSHwsx0/aM23PqHQYL9KA/de8mgNAXANQ/YKhl0dAUdZRty1OfOTz0oaD0MToyoBuwvWvtTJ4T7Jqh4xksdIJfj5wCB39lFznjmx23b+i+1WdN2HeCzxBS8oxOim70r+qCy4eA4VbQSZu9D2K1xyV5UuEMjPIJsT2EgedQNnlS4QsOqfoP4EkzeE2ZdhPgFt18bPTYQfcKmLb6Yegs+YYGfJFV41cnB3pirJFG6U6BWWRuqswkBKjii5zxHXzdsG1Hm1BQcFW2iXTsCQgD6+BDz9hmjxlAkkHLGGT9tv0nmPTfAQn4JZOcW56CyH7sVroAN3UL5/CefNcVYKSNcqlkDZ683JNp/Q586o2ei65cG/fM8BHX40Za5OBXyw+wEUBz7bGT1TYrjTfv3H7cN2tzXDqueuQLB/oFGyYJ8FWgnrMxFg5nvMuzNP/U4aPL//rHf7j85Vc+Dtuy9rOf+fzm9974/vKhD324jLCceDAEXQEVWXO4BlODsmfoBkpLb55DW7apAT1Eel9OSz+Mv29jXz2/YHg+6qLDcNb3vaaVjliDWpgQ5TFAA3FvYrLhwGaeXrY32NpoZAmEwNF34IAPeawv3/v+nydw2Feb4TBrk5gl8FpaLkOguN6I4Vm+DWQ2Vdi8gtd6JhGKCZwTDeqiJeIt+kSZ1fnCg+XaWt6JYixtW3ayjOijN/fv3O9Pzt7ozRV0bqenCE078It2sPCaQafwbLOBJMHJ7l3L4QP7KrCpzVMxtofpNPcoPgr3MRTGzFjIswY4OmJgodZmH4Ot50H2JDBUBfREjvYJMGCvlvlEqWU8nRk/nkt5Pq5Dgo1vzxfJZzqLA340q0Mn9OQ34Q2GOptD217G7SVIy1J7du2pgbeX9wz06XQrXiYQcPb+O9P2Ot7wVe9+pm4NBMkQKXueKkDiPP1oD1mSOR3VLCJ/2zd21Qx76CYPMjMI4lmw5/W3vT6us7GnZEGAngHalwC553ds/NYtX4i6ERuyh8MAlWA3PDy837td4bcC4UeLerm9HZqgWPuycwFl0ZHBLOX6Aj59uESQ4HGIduRdusu1JM/ypTaeQ584caL6BNnqS2VHkanEqdiDQhYeBVQeeZAz+UVPJacVbLj0C49ffEfCYyF2qo+TG5rKFiIv7eAaPac4cNo2+s0SPxG5q+zoxu1rCZLa5mLgtV/GO+RkqF/7DDJ/cTj+YWb3bOqtC29ltnGoZOMVz50JtB4JiqN4AWH1z/vph7F1zw29HeInJQUx1QdT554IIjSxj3KsgW2DqpUmfQrv6O4Avu2r7Dj4S/ZliwnYBKppzadJ+pH+od88fn0pePEvad/93sDUQZ3+yRo9xmGbnrHbqW+vDpniEy21IhWc9oWYNAje+9Fdr2oWztRN5bJtPqQ2/AWPjcZoZMMGmOI7MNAh6MUfHfeEqeksPuGLT7Wq5FVYdPQv86V/JNiZCVeqVSr5B9+e3d708fYD+XQy7Kd5XekbcNkThA5fuNSnTXyuxmb1T/uVyI390kfLcrX5L3AM6PLIs3xElfdY400fgpUHfgVpaeS+ZJ5Ue6My7gBGR/o9e0M3metvAh1JH9c3yBW86quRwfRFdNp3wU7xT29o4lPrzaLcG4Dxgn71y/+kvPpKyvRdfVZ/Uk//slkSzfVGDd2sbPDenXvVvvL39lsNtWqRs3IJbSZq7q/fuLYcOXRg+btf/ptPltx//ud/afN7b76xvPyJT9bgfTgCv3z5ahnN3oOHYjAtdAOLzVWI8pwG8wZETpvB6/Dey61NWDEO5Q4CVWb2akBBpAGR8gmGUDhGm4u05dyl6lwEmWOes9dz4NDotQvPdN98483lzJln65k5XN1ho6zAINpaKorSdaj/8O3XS7CcIgGiiXLUh9sPpXh2zEGOANUh3BoMIgfBwMY+z0LbgLQdujghxoFuQQ9vghd11QMLVQYwgQvZkQduGUNtzEj92ruQNvDVK32xU/RxNHA6OF54Z8MHpTNSO2z9Eg8a4PO6iQ7inuPbs5FByswz8A14+Gd0nBAZ+lU5hu+TvmQwRtoG2wMafmp5Np3DWAIuZ8XgvSVAFjt2eFbsFakMwPmjgxpMQjNdG+zIAOz8Sw0dpgcbAx1nhEfL6BwY2aBLGzaGd8/ltaz2kU1vhuu3ItiX9jo0vPNWweiUQ5foYJyrvQT4I5NqE1zVqfNXs4rImTw4dPKE1zcYfPSmgs7QDhYe2Bc5oQE8fOjktVITOIJMz+IEb2CVXkMPHD6l7CcpORK2rkRARGa9kdBjgjKLsvkOXDxDvVty42AEdQZA92YGbFpQDBda0WSQIH8b2O7ff1Svpk6ZfLygawYzg3U/DqEtzyXTtzLAjjxc23W/OzbGbivAzx84ZFuBW2TiKDp2hu/wQF5mr+CTF30LgjvIMhNruY/9l92kXTtqAUfvuyFzgiAveibjmnCQSdqyebaqjL6Hv3l2SufKvHViAJOPFnsklAu8tWOH/I9BCl52z0nzl+Smrnq1uhCbHmdts6J+ZFNrTZqST7aCBzxIaVqyJpey+9BLx4JuhWCjh25tDqZT+ip7JpSk4j2+gE106gtw0Yu2PvfkoILjlAsS2SkdkBte0Ay+QxKQkQva+Y0JeMgaLG/UgIVe9spKSzdhyI+09Aa07pP0x7eCVXtromcf7Cr9Rf58oPHGNVjoH59Vj9VSDn7T2SuAvvBoMqdvgcsfO5ObeuyObZaego/f1D/Qpx7fgHa8yISrg66eJUts0R4b+MnAqpkPJrUvjq5zaCtQMonpNx56AK5gMG1mrNKHirfAtsrrLQF+VnuPXflZ+Mb3kJlrPrwmL6m/N5OXlz/608uJY08FTrT9qdf+yiaDfP+LH4gQt9fra9du9gDiJ0Dr+YdOEVUhpga5CBZRRw8frk1SjMSmCWfRFsNVz7mMNsw4CIXAfbyDfAiSYYJVs5h0jo7svR7jvXPPx9txMVJOxysOdsR7b9ovOr30wQ9WXfhElWYnpZAkzo/DMntG3/vf/6Ord58FDOuVjya0+JBIzcQCp2c6vfOaMnUYg4PZyHpmBvIoG12U5Bm6mZ17xgMXwikd/+q7rkcDSb6fDi8HbdZqUKjdySmzkYiy4Lb5Ck648IcGUSVnpAOOobp+9933yilyRqL9MvIcNbBFf3az9sDagQODUp+DtjMdTIPCdHwypGd1pxPr/OMIdU6OxUCFb3TaPcwGduaMV3KtASxtK2goeOmIyTczBA8u7b2a5Gtw5K+eDi2y7gE6OPMneU0MXzHnWrqVwBja4D8Qx0Lm8DrjZQarkRviwMGjaFseDOQpuGF7OqR3ptkjWK3v3ijDIbLvixffq1fILNGTddlT6CFvdMFPzq69265Tcug6v7rKBT/OdGPZsZf9+937J+U9Q3CPx/k1OPYFDh7R0/W9VYCP1us8muCo8aFu95G15c///DvLseMnIr+NciAVzKQ+OGBL+NWOw4GTKyVvdfy4BN3filMD0wbBMJvr1UCTpI26PcjboNWrJPrn/cDkjDPUV3v0slfLkx1Edl9zKGOvsdAaoA0k+gn9tKx7wCIH9zOosB/fiPebE/rQk6CsH0c541sfNIigF76iX1nq0q1+SQ5mWMMTmmdVo+wtdT2e6ACoH0OhhSz14WmDdkFpz4Sjv+ADA4/8LFjw0onrICya8ca5g4dmCUz4ark69+UDA6/7Tj8+LXmkPbqLPzQELpxk6R5sg9TYWdGZOuCUTaUuuMoc6JgPD0nkJR+f3R/7ex180vb41+43CShSR130yNMntdu9pz81jSY0ws0n6Rd4l2fjnEea6JRHxwZN9BWMlc3hVzneBXXoYU8BXXyhS0A9dbVVd/pl2VzqgXE4g7OGAgX0T79An3by1KcP1/ysn8bmq6fMpKPp3V72QnZ4hbsG8Wiu2ocPkxaPjQRQeAYDTXh0D45A4lEC/7XNB8snP/7h5fSJ4+Wr11791Gc3fc/49LNnwtn6cvyZk/U1MYjW4mQPHfZbzfuqk4+BSARilzRiGRCkkCFKW/cUpVy+M0FitpbpQxyBmNFNUo5hzqWUkXJwDCgYUtcMFg6/LmZ3vs188IFHmXA5REgGSj86Yuaojdk5mOgFB2w8KGMYOgVhww2GupSOZ3na3b1zs6I8ipSHLnDUHUPggH0IYWbH8sgLf2SoHppnQJfQA6c6jNYBr86Ft5JdDvdDD37hdn/9er9Chxe44FDHO+nk5wcRJN9QhpdzUg8d2qB/eILHPbjOcMofmajPrXLm5GOQ9hjEt5zJsL7klTYSfVY0mbYMGJ9godUyL5z0xHHLq4g0dZ3RJ7nHq+jXzHL0jUf0gCeAQBdZ+1lfyfXwoIzs8VY0B8Ykddgq/ZLV2Bi44zzBQJ/2ytA0dBrAOamBqZxenNGFVnz6fj5Y2snLKal1rj58Zh82GeFdXTDgxiv6weNofAyqB5l2TuQNLhrUG9rSuGiS5ElkCSacb77xRvr5juXkyVOFY2wZHPXHRtpmetARCJVDzVGzqfx5JxheA7r9NmgHi8zwPjJ01o8nONjaj+gLLnXkIVdASFZgDX3Tpgd7DrP7h7bOoyMyGZ9Qr0yFT23BUBcMON07DOj0AY9ybecaTeCULgKDHcLjHo+S66Z7nHDP7AxoAmXXBjnwBB/qk+kEIvLJEI3och5bgkv7weMYOannftrRmbP6aJm2yie5n2Paq7uVT/Roq3xseNLwTkZlZ0lgaTM40dZnKxVP9v3gZ3C6V6fpNcHr5WkwwFVHXboEW//0aGzkI+F3aCGvlm8HHWDPPT2BC+fQ6CM66NROHWVgD03agusMh/zB4VoemUnypdZ978hHm6S+PHW1k5TjB59oAItv0n6334pI/gQ73WeMJx71NK5HD9OHcrz68Z9ZTj/zdMFc+8Qrr21ylH5E5G5mHf3jGgdq5r13/8F6v1oEV1P9AEHAMO+LYZASFGInMiwHt2JAGaZcM1ZLiVevX63lIkoyoGJS/XEeZowGWG0sZZjN1VezdschJyDglnxZx8+2+jEWHYYQDB46OWUxQF8WQqcAgRBPnjxZs3J1DXQGFD/gQkBmiITquTmh6miEOcoBhzO9dq1/EIUM3M813tSDpyOuXqoeZUvkAzanEZFHfr0kC69BBM3gUPQkMOXPWV38gQs3g3RdnSaCgVOdGVAlOhiDt6Q4BirBD7Z7unQtjU7l4xM8fMoDnxIuX7xc7c1ywbXU7gMulma1pw+rF3APzWC1nK1iNL14oDf8aCc5qwcfHNV5AmOWbgee8qFzaDPQ9DJuz1i1V45+cOS5Hjk5swu6AQONZG1JHR1WdeDCh2QghV+qzpk2DvRL2g79LfOe8ZgpsgszCnjARGOvjKA/wUVkRpHy4Rj7Ug6ea3T4MAYYruU7j5zYkHua1JfQA57y0eU4C/W9D+xdYG1GthKa4Zh7s2q4bBpCOzxRSv1qoAHdXpZ6bSx9VhkZaA/O8AK+mYtAdu6HP/SpPzS47h9t6skBnGBNXddsp1fJ5tl40wumez4KHQIPP+0qDR718D9H7Z7f2fIdGHBOuXaVgp8fU0ciXwlMiW2ry6bJ2uGVQTDwQTZeQRq4BvSREd7mWtnY0pRpLw9M5eiT0Ixf9cYOwXHQmUN9sIYvbSRlwxv7gGfgSdqBOXLB5+BwPzzJQ5vBR91pV4884l89QoDbI0Q+WyKx0mfq8hd0XTa2woFPOByTDOj4GN7h1AZe/IIngYEOcPDH5scutHGMTY3unNFNh/oM/ODhT7668h7bQhLcI7O5B2fwK3OgA4ytdcAZWGxZnrHX429jXT2+De98rJUGNIOBh317U29tc/mpH//A8sxTRwrG2muf+fym95lPnzmTmbMlwZ3LvnSCQF429h1cDmaG3jtU27H7DXJCcQ3oKBmBZrcYxvwIYpQ8jFiiQWgpOuWjADDBoRRLoJ4f1uaAKJnyLMULFAy0Zt8c8Pe+/73l1KkepDFrqY5xGThH4QR09er1yjdowgUP+gUT9RnTXKPfQZHgSQYFUfsstSlP1yneSvDh33mulbfSKNGHN3qgR4v2ozwDB+MyW+ZEzGrRii5yAg9d2owBOSsnY7N3cC0P9QBn0Gr5woWf4ZUsxmgbxsP6GVTykI9uNMPlfupKgxvNc40GdQ3odoprT45W0jkmuvFhCXjNStDlC1PaTIeQBh944KMV7RJ6XJOBcveO2iSX9qND54HDfkaHNpoYdJWpQ17kDT+48shYcq3N0AAO2Tim0/skrHyp4OdaZ5fA0wEtgWk/eOWrB48892SiTB76JfDhRpscy5Cp9Lhcwh/YDkkbrkM79cYeyUgafdZGolWZekM7XNr6dC65XErg8iPPP194tAUfLu2ctcUv3Wo7b3/gC63nz/9wOXTgYH0Z7lHE6sdDtJXgBGN0P/ZlUGcvw/sEtJJydIHBvtTBj/otF47SzKtnYGAOrRI48vURZbU5LPRvz4wZbPAcQ5cEPpz6rMci5CRvq77UL/rZwoo/etWf+Q39Tj1wRvce3WhnUlGdJgndowdglE3fcsAJHjjuu14PNPQz/RsP7h1DW8vpyYyb/CWwmr/497QdeJJr9Rzaln2t+B45ucYrmGiXr7168LOFsS86k68PqdOb6NDXgZsNeNqbhDgPnXCDNTSDAZ571+CUfjJhcE9maNK/4Zx+oA08zhJ+wJ18eNgzvckjE8n18Ixu9Lt3kLl2bGrK0QUu+iX54MuDEzx15KMPHteThtbRm1VUeSXL8GklG51wgQuPe7AN8HvIM/78p//SB5cTx1Y/zmLJ/b0MYMeOP7OcOv1sBvEMqJllmWXGDy9+YETyPrAdm+PIEIA4BLl2QOjA9FZm1RsmveYwCkfowKAMbTAT81nueo6wEuAI2cBBsH6hhjIuvH1hOXzkcAlCuVm3Ac8zaoEBuJTi+bIZvxm5NM8wGDYn5YAbDeAwEvSihePwTHzotJw8xiLP9bR1yDfj6ud//dwTDZx5zyZa0fgQnHBseJkOAaZDOb7JSb4zmDa9CTjwhx9l4Bs4PbPz3NlyoHL8KZPImkMxM0IH/rSFZ/RGL2QuoX3oVxdNkno2z/n1JV/u8mwcHrM3bzfgBx52Albz2U6KzKWBZcBmzORdtpF8+oYX3XCBUXII/T5BLIBBJ5rAwxc402Ec5WrTFqytdgAe2NMpBs50TgkNdCUfLG3B10Z99TjbGZzBEWTofO61H72NLLUzQ/RJUoOFnf/adUc1EJPH6pmsACi44QfHMbQNTIcObYPUJGVTn1ycJd8ZKJnkHi+u8aKOfsP2wPFqqQETTQJS9cEkL8+pDULoKLsI3NJl5GnWxaGeffZM2bAf6jCgS3BJ9EAG4A0PZmKCdXzSjbb0w5bQSY61KSr0jI6UG8xDQtEof2TsGeXwqa26oz80P/At+MBwr0wdtAxcZ3m+bVHntAFbHeV4H/4tudM3XPRIniMrvDjw24/Unswu1cenM51rm8vYaCZQq3LtJDKFn/0Wzmpzv/LHz4ALxvQDdfQ39dkoWOrJVxeddMGeB6Z26qoHFt4dcE8dbeWNTZKrMjxPIpuRv6Q9uPKxP5Mi7fR3aXQDLj9LJoNj4OOHzNRFK3gG9KHbwYbVgx/e0d/AJx+8uR/aJXpyPfohm8EPPjrRoA288ucMB7jaDsyhUdnIQYIbXWiU73APlnbaDD/qgrex36bf7mf0Nu3RY7Oz3fo701+9wfHhn3pptSkusD/3+V/YfCOz7jNnzy3HT57KTGNvDeqWB2/didNL9KgzI28Y4cwYi4NxQAIphpwlxMonIERp65rzsAkGA+rLdyYYhopwO9h3rKJpaYzRgK2OtqxkfWc61m4/PXp1+e53v7ucO3euBAKvL16h1ez39s1+rQ48h/aExnkQkkCBkcCDRni0dagLpmN4cJABvvCJfoohD4Nsd9aeZQ7taILb2Sc9be5jV9ooR48DTHUcAg9JHWXqDU1oIYvRiaVt9w60MlarKXBqDx4nmuoFh/FaSna4Bn/4114d93gDH10SfGDXN8tzWDmpHdW7dtQP3MBlSQz/vnS0bVs62TaG3l9jMoAJPMCBU9Ihb9+5WbgcnJiEF3J1rsc+aaPryZPQRxZjJ85ld6GX45t6zsqcOYeRERrwhT9l9DXwRg7O7IT81B/9k497+bmowz1ewJK/FRa+/PgPJ8/mJLRK6k0bmw0FS+DDrw79uEYrmelzvdLVy6LaKoMbHm3g1WZX7od+aWhWLjCsL8KlH/WrnE/2SzTdPeiZZcq/fy/9Lu13s5U44Ljd5XJg4Ofo4SNFhwF99949tfMXroE3PJCFTXECP7SCP/bljB/15avLXuhZmUNq3thjZB6cHgeqI8E5tqoeHPI2EyhZ+kWjQ314wFSunuV2+OBmC/C7doxcJXZYclj1q2kPrzb6h9TPx+e5rKC4g4ex29E50umo63Wboc+1QwJ7dDx5aBi5qA+GY2xl8A9P6pSeAsuhrXv5YKtPV/KmPVhgDE7X6NcWfvS4nzxnenceGbnWDl9TZ+QqH20er8CrTL2WTe+9AU+Z+9u3Ozh3qItueKQub/827fkd1+qQs4QGPMtXH2y0qCuRjfKRF1mMv4KTLQ9MdeTNWT5ZgaetuvIl1/LUHZkO/2jVxk57QbF6yvCnHTmgAY3O+qFf6vzYh35iOenX1gJ/7Rd/+a9v2jj2TAbzo08fr1/j2nfgYASysdy4FQPIwO5Vi1BZG3EwajADkNDGOUFCSJhB7DA/HUPeCM+nGUcAY0DuETwdf2cGdDAwZcbi509djyJjtoliPOf3KsXN5Xvf+15tetMeLQZlM4733ru4bF+3kSx8hFYCk8B2TSG9ZN3vcBtEDfBo5Vw9HkAPo0bjKAmvjAzNW+kaR3/jRj+DYUDabZUBGI5ZmgZnlOkevMHDeSubOuDIBxevg9eythk8JzL0ff/7369lVTwOPIOtNO2Hfge61aUTtDs7xgjhBrd4jzy9eeB1Pe1SXLLCq2v1a4n00bYM0AdX90+W7cF0qF8wHz55LjhBItvRTr6zlQcBoTrKtRsjxwv5Sj2Md0DAFjjYsSVykOeanuWDMzaLxqEPvwY9deGUnLV3Bl+9CKACRvXg0n5woVMi7737erXJAZfgT/DCNueV0Nqrsj4z1HbA8OjUYJENO754+XLlu1cXTerTHzjoMiOdQFwa2yOrkU3xcyd991EGtvzBh/ZJ6uAnUNKPzMAys4qM1HFcSv8iRz8qA773xH38kG0MvsE/vkDevn09o4LPPbtHy8jfNVvesStBWgLAeg89+co8luD0bJjz2Kk/Ed2bxyQwHRJ45OOdfL+jDZc8tA8udDokv7GuzD0ZqUOe4LmWfNCjHv+kHjr5BnDwCZczWta3d0DjcSDa8dN1enBreDlv61UnOMlbGjrpceCRH/hsXn24tUHH2Lf68tH7n9MjoUcaePCwhxm0ncEc3+B6fNLIBWw44Jo+I39kMDTDDY7VE7yPTiS6m6V37dXvX/1rX4o+OIY+qfngN1re2mmP5ukH01Y79eEU3LtHK1hoRaN+NDapnjrKJHpwj2flTV9PYtnD4NCvtTGpVLf57YDHPRpdOw9c14NLmeReu5HhlWuX63EveQgGk53rqlp56vv2+67M1D/+Mz+5nHq6f21t/cd//Cf/3ltvv51GHOnBesfcTswDcTYHDh16/OoUR4MJBoEpgkCQgyA5HOWSvBEUBiF3IJZTng6gHuKlMcRyRin3SlJ9/GBVX57NTjozJ+id8MNHD5WTLIOI8AzilMY5ggunQc4HESjcBjhOlCIdaEa7JcU7mSHGPWSmubNXEDI4OVsKasGmM4RvS4wUpT0epDEGPPdPeppttBLxT16jLA4f3+ozTPiVK8O7fDzbkDW8MxaBBvg6l8O1+ngYA7OB4sqVyyVH8kQXg8N38z6v/R0sWSkbPtDnGMNz7bkwesDBh7Nj6vt6F/rIo/jzMlnsxECuXhly5OUHFcCFi/2A6R7v6rhnY5KBAHxljB9frsltZEB+8nVUfOIfHGXq+IGesUdt4QJr4KkLBtrB1W74lMYWx87JyqCFT3U4HnygEzx2oc3oShkbJRMJLO18aONqfQynX+s089XeK49ef7NZyAbQ+mJi2tAzmtVVb2wEj/KDIPn9LFwe+kZu6tajAINmzmSABk7aGb3qlu6icoO/5JHMvAoGjhUufYBe5pm1pT1nezF8KdG3rdFd8ojzmUc6DjhGn+RBNo5ZqeFrttqFunSDRqs+22NLaKCnkRc4yl3XUq4vKoaesQvXc1/8p264rHuHNLrBf9G9opdcyJuc1VXPGTzlxUfakCd9y1Muf2s99Pqa3eDQBiwH3m0gVb/ah376A0+SLz3Wz6odOp2nDK2jazw6O9CgbHgZeOQLnnLnGYxdS/r42C6dyJ9+MfDBmsO9NHil0bOkjmv+QFZX8V/XZ1fyDPbsTmDm0WjX72V38jGADQ9933bkDA7a9FF067P4k1zjCY/qq6dsjuF76B96J2/kJU+ZNvIkdJAv2MpdK9dOmbMy7ehVmTqj48Gj7tQfumo5Pf4QvfTHlmblSF1Jc2OhTa/Pnnxm2R99xcR9WOZXNv/s339zOZKB+9mzz2WQfKpeVRNRbo+AzdwJlMExckYgcSKuHYgrZrcbDGN0Ka9nbiHM8nkZe/LHeRosDZ7e9/UczYHY6dQiW13Qkq5Izk+lgn/s2NO5b0WAdyxRSUgrQXEix8KDJU10YtS7gHaj2sRCua3UHjANIJcueTUMfjuB+31Hdfz8qk15hK/DyMMUB5sYKG365zBldqe5XXYqah/FEDbYlp7BF2WhuzeI9AoBx+mM3jEa8JwZA1nMYE+GzmC4HiOFqzsR4+yZ38y6wZw2knsRrg40xsHg5Y9TdY12Z8mM2LvRvl5lpoFWs1bt/cCAYAfOej+1nrWaUVv96Nnc7g0BTToVewhcOhVI+IEdA9f1yBEuB57YBzocPaBEtilDa21SJIfgNlhVXu69Uul9XUFbpfA8esDfXINZ9pW2Er2hlx6Ght6J7hnm1WrLZp966mjJBz1dr5fnDTBkYbBniMptMKuvEYZHbeFCp/a+RqdfCBoNimjXR9jOPLdmc2SFZu3pEs0GBLZQdpcyv63uOS7YeJPIB/14MrDaCGaZmX7kDS1srGXMYSWwWrWX+ith7bDRArdvqVvep1eBqhU7Dub8+fPLubPnqi9ZurefgmxmtUJbPMI5+iXTou9+B1GuJWW1ByT9kJ14B1dRzcZWkwlBBfrUJQt8XPPLarEpMoADPsm9Or5dUWWRWffVONfU8YtdPpal26g3s3248e2RBhmhj67pa+j1BU32Bxc9yQcbfm3Gb1gNq/5XAW50uKKLbN2zP9f1AZrUk8DHH1gS2K77rgMvdbRz1kp59YncWz3AD6NCE7sCA3z6c+6JDHkZgPkBg4wBTcCwbTl61AplD87sj/3AN7YjHy6p9db9SfnIZOShHnrkw8lu4DCAgwuv38V3zTb4VgndZAUO+CXHtLWfSVtwtVGmDr3h0zE+2/UkdcHgT4ZGR/kktmXiFvpco0G+vrSVJ3lzgD06cI0GekezA11o0N6hvQSWNPTPxGPakJlHP/WZ7qL5UU3u9FMBCzx8E935It+++NdXX/6Z5fTx1Wtrv/xLf33z269/e9mb2fnpZ88m2t6/3C3Bb6+vxr3//S/E6OMI4iA4TApGHGdDATMTMTu8e6cHK469dsKmncHYcrkPwSAcJeZyBoJ2tj0YGYjns5s746z8kMUwiSGC4DiHefifOXGivipFSTeCA21+jo7A1Td7MMg+ffLEcuz4sVq6096zZcrgZJ0JCR9jvJy0wXs6Jho4aLvo/eQoA50lllEcGej47g186XnBbfDrpVFJHfDnGAWO45+giXyVk/c4QPQ4422rAWuL142NfjYEl/ZoQfNca4v3u3c7KNNm4GjjWTr+JTuj07BmwNrPTFE5ebnWzlH8Bh5YzmDJhw8OP0YgeFNv8tTDK/rVpXRfEtzKF7yjGzC1uxE67kcngjl18FMDftK0Uw8eNOJbHnxlGznIhP0YhDg4deEa3FZw3L/xxhvVnvyfe+650hN6yFs+GGDVLDXOuZfN7zx2JkMzG0LjDC4G4SNHfP6y9zKgDQ2uDTYcnAQPOoZev+aGX3sJ0CI4UFf7htHBpW9GoEFbAbNlOfDBQB8HohyMsUebsjgzdeCQ0C9pWyQFZYy66pAp2wDrhRdeqL4wdBiUfeoZrrFNcqN/KxmCDuRzmp6jg6+c7MkIHwZzujKIPgpdYKAVf/iiE/TYQDjyVabe0O+srkO+5FrCA3zoVQ8Nj20uwcvobXiyT0TghQf1dsRu7OavD7Jsqas9WGgF12Op+opj+FMmz/XYgzx1wdRO+ejFtVQyDa0PIk/4yVXSxj0Ycxb0+QbAwJMHl3J46dRZf557B5jwqU/u8siHTyer1ksvuQ8PrvGuzfQ9Z4c2ylyDbZV0NhbrX9rKH7rB074H85YJGuCi19GXumBoJ7nWdvqcdmA7q+PQbvKcB9/U8Ulw8LWnR/lkjh513SvLZSVttSMnZeOX1Z8xA85pZ1wBf+SLZvfgGH/kkYU8Z69/+gSyny5n42BMe/0JLvflP3N98MDe5dOf/Nhy+pnjRd/a5z73C5tvvf3WcuLU6eXkqWdjuJmZxoAtt9aX4nL4HKfvufuyEcIdEDkQpYOJqCSzMV8708lHQOMEOYDr12xgSOSbCER7v5bUCmJ8fn/ch0cS/d57UF/bEu2DQQBjWIQC9qEM8IxYmQGdYq8lekmDisiFDsqPJnrRIbUZpeJhEvzuxxgdaEZfOZa0ca3e/fDJ4YjopgxvY1z16b8ctxKcwMcgyUdd1xL4eBmlw6UtGAyAsxwjNahrR6Gu1XGPFrjhkDp46tez+r6fv8MDNt60M6BPIAOHOuiBCz0OH2bhCBxkpRw8Zx2SwWs/8NGGnuI/dbSBz3H3wROHC4e2YA38ojUB3W6rKaEH/sE3iW6qc4c3A4KOAzY8YAxc185gSOpM5wRT0gb//WbDkwDJIQ0cOqUX6fnnn692eKQbAZ9yelWXzVuRkO/e8h+cDnDh84aIx02SQc9KCXjkpw7eyU9dOoSHzaAHbvIgA4d063avfGk/tqCt+trLM+b7LXARv0QGZAOGa3jxEbRVX0K/NHJDU9lEaKkfNIqsyUwgow4ZqNPL9FYY8NtBv3ZwoG14pTurVV7ZHFtRz1mCE0w4PHKr71qkHF5pbEN9dZTB74BDPpz4GJ3LnwPv2mvr0I4MXFfZau+Oa7AHPljyrBbsPbCvflgDHmWSM9rVJ3913Veb0ARm8bTqv67Jwz26tHeMrEY26oH5IDDRqQ1dTD/XRn2p9rCkzVb5zOMPOPVdbeHUjkwd5TfjP+ERQKovnwzpU19xX3SkrQNsOAa3srmehAd06hdWAtQHh363ygYsqR/VtSzg0P/IzRnfkvbKtVMHDOUmJPAPDrJyDZdDwqc6wz9ZGHfQiQb8khOY/PDoTBuPttQbnY8NwSFt1b0ySbvG0bKQRhcDQx3H3GsPpjcp6nO2K9kYO/HpfvDczXh5YN9GBvSPL6cyxtXqxxe+8Eubb711YTn7vueX48efiXcNw7FRA7prP3yQmvVsnWAQhDjCce3ADES+hEXwkJlVE6zDYGMA9NEWHdoM1odiRGSWnTgiy1OEeOTI4Qhho55VW0q7dPFiLWNiBiz4MOQs4vf8jiDmF5DesR8gwvc9cjtwfft5d+rYKWUZHQ58jCJGMYzdGX0UyyDQpXwMQ7qYQRO/Y9QShZiFmjG4ZpTvvfN25NBO22HwQz+YnLWk84Dxn85w+nnvGIbOJOF3DAw9YKBxDJ/BmeEpAwOfdMHQrWwwIslGPNdwaKc+XPgrOcaw6sM+wQO+PLSDpx1ayQcvBi624B4cZ/XJB0x62sVxR/cMUj7+R494UV/07nGNfAc4aHOeTqSdZ8FBVLDIAq30hXbt8CQfTLjxD+c4A+3AUkdH8wri0KCes4NzU28GbvsP1ANTPXQpRxs6zYrN0n29kD5szlRPG/XGXnNRA7skj4zwoA75Da3uwZnVgsE5umoAHeCiYewGPmftlVmR2h982sGPN3XICd6mwQyqX/lUJuFpbLAHYCtA/VvobJZM5LMLj97gJP+33nor9fbVB5wk+LRlw3TkGk707NnTj+7QDh6cIzPwyq5iF37CVuA+vOJj+AFLewls+NQDB+1ggqUefud64KsPFnkNHBvU5CnXZnQE/sjHD8ZYhRx6nOFio+AP3sE5Z/jURSMczvILZu5dD33abM1Lw6KBnNEKjmP8UtGcfmbJXRs8oY0e0a3u0D9lYE2ZAx5lcAtQlamjryiD38EWtccPvzDymjL52qFDPr8Pnnpbk3qSei2Tlg3Y6ADD/XzlEj34xRNYjsGpbvmI1EHr6HbkKenPw4cyfM0qneQMF3jwKmdLreMO3B7rI2nkA5Y6ztM/6Qi8wT04yEMdx/jX9kX9vB9sj3ytQlqZcU8WDsmZ74fPc3Mz9E9+9EPL8WNHa0Vr/YUf+wt/D2C72pGcALQcj6VBy8sGYz8zSliIwyyHN4wh6IkglzjN3rAl37OZ3qEn2hTl9rvcuQxhZq8Ut3JQGRAldTgZS19weJalg8DFMRAaIVKKcz3jTZ5nSM6W9ombcPyCm2erXqOxXF67cVcDN3gEyXgJl6Aok7HM6gJ48hiCGQlB+oUjMvD817v5AhLf+zabgNss0tLwDB7gu347gYb7wY03SqdIspoBWH356uAbHXglc4e6jAItaJJn05D66jnABgsu1/gAf9++jkjJhgN3JsPZNMdZq29WBA85oEF78Dlw+erQI1mRDXrZgODBYHb27Nk6W6l59syzy5kzZ+raV/2c0aL9zGQ9uxNs4Qs/gkHnkRWZKPP8cJY50VBGHVjjcNCAH+3Q6VBnElxolVI9qR2CtuBL05ZsXEv4HhufGYwDPO3ZMRrRV5+njZ4dYJKd/uCx06w2Sd2un7uB5dqZrZArPkZ34JCz5Tj2Dm/vV+jNYWPDYy8OyffQYYOLzY4chz7JcrvXKOEa3p3RAg5c+h05C1SVgUGOY6eSuhcu/LBkZXMtuukQztEDGsae5vmy9sXPSp/uXTs4272Z7cMDr/rgzb2zegNDGnrUwzeYDvd4Vu6MjgkkJDzhwSRCueuhBf1gqUMvfJJHhmAO3PGPaEQL+9FGP5TQIIGpDVjO2qgPx7R3rd7Wazjcg4PmgeFemaMC+vypP/Bdj65GFmAOT2xN0hfpWD7Z9my5V2LVgxusoVE7+YNbnns6doYHfufmrwc293MeHsgaT1atJPdgKtPWvcM9vHBIcLrWZ8ByP7DcTx8aGTZfHXzqx21Hq8coOca2JeOhdmAazOdaHWmut7ZRZwZmB/gSnOqhAV14cJavHtvZqh/J59glNqq+M960m7MJsWX3M6dP1e9XBPyy9sonPr3plRVL7vv2H6xn6Jtrvun+zHI1A9WuzND3Z7ab4b+icoxwLqNEB2FsJYxCCUzZGIgzQgIoiHXwWa5qYXltzL3fn92xa8ey1ycfK6CY54t3apCQ4INDBGMZUxe2ccuPe3z39e+UUzHD94W7p20W2LFejpBAR9BwDe1D4xgfBSkreoKHktBuX4CHZx4/+GCH5LvuHDr6wHEm2G1+3zwJTnlgcoxoww8ayBMOBqYzoW1kBq8y7bcaqHZgGfTQxJjdM0BLuWPsY2zagwmvYEk5R4mnoXmMG056JU+Dk2t4tVUHjWgY+ZuRunaACyZ4YEnaWhnxeEUy8LIR9ckaTMkypl+KY7h4EaiAh298Ns27KgKlZ/sm4EJPtQ9/k1yDi291tCMHONV/4iisjPQeAWXyXGuDtpEfPtGML+XKzErJXT6a5d33a2Oh1yA2sqTvka1NVOy1rgOLbMAf2t0LoLQbmYKnDj07yEE9cty1u5fD1atfhqtIvPnHs7Mgd39mzLXxLokD0Qav5AAX+P1hkyezM7KDyz154EHda9d6ZQkPYMExuiYPe1MEB+97349UnvKRI5yTtPHzwmBK6B25D0zw69sDcabs1KqRx2fagAWmhNYKXFZ2J794zwGe+g7wyF1yr1xbsMnQPZ6tFOmH6qNLHeVgTd0MlTX9GPrJTDkduZa0H3kO7813b4SSN/ANps4OdKBzaJUHT61ArmCNnwB/yguHjpuBU6A3Nibf2QGfumg1YBtkB+/wrHzo9igJHHyTq3Zb+cGvpK164Ch3vZV3eDkCsMl4cA0c9cCeV2qnDI/dtmU9+WiBAxw49Tl60R/VcWjrkNSdPO3HTrSJlRYfUwYW2sFWp+G1TcGFTuXoAUeeNPj0zYbb+pY3MhkcI8+hy/34eL/+ZkNc/eJg7skLffANHG2Llkx8d2Vs+yuvvbKcPdWrYmtf+Ku/uPnepYvL0aeerl9BO3Hq2eVqDM5ra/cfJIrYtn3Zg8gQh1izXAZpUB+FYVC+AQMiDCEeES0Us4iOxHKKUDrClfZm9kxpZuU2xfkJRsvChw8crnJl4INndjeJk6EuS5ieqxqALPl97d98bTmW2SZn+tYPL/RP3dnEElrBIJBx0OhDKyXJ41TGOAkabxy2a3mid1/5AosDqQEmMPGMRvV9UMMgJkjqjrNeyoLLwEiGYIJHjmQiz+w2wCpAUUZueHc28KMTT3BQMnjjaFvhlrysBvQmD/ngGMTgl9BptcTZoR5+6Q6dIw9L23aOM0gyQQOe0QmnBLZ7SSdwgDly1sY5rqQcDZrlgbmVPvhEwFZt4FI+KwP46o7ey6NWP+yrAGeeByoHCx/0zy5feumlwi3hf3QMxsjU9fXrV6sOnPA5g4OHoVdncw8GmNPZ4USXco6R8wODbsmIbh/LIO2teNV1Dg68+sJKpg64tUEnOajrfvQ0TkTSznv77vGDF4kNq6eNa5uy/Ga91Sl1hia4J7Vtt7PWVj3w8TUyk+Dy1gbYaB1dO4+N491qy9NPHy9bRxs+Bh9YZEN3V69eTl2/5d0bg0amjqHDhj6rbPLocWx0dA4uWhxgSPREfuqCIzkrL5jFb/Moz1kCT9DPqdRmwtQDF7yxGfhqH0eMdX21J4edgDc0gzO4yURbeeSkfOxIngOteFMuaYu/octZPT9X7DGYtmMfk9hH6SE01R6eJPeOgQM3WuhIfXIHF67pD5PwpE/aC2Hgn/43NuHegT846BTdElt2PXSjUxsfvpp89+QggUPOkj0aygeXY2xtdKi+tqPnkS/7GX2p3/Ce7EuAU77rsQtt5lVIB33qI+gEZ3giK/0bfnUc4JKbM7zgKneGZyt/Qwc6JXxpK6nrHl5wwcKXQZ2GwRnYI3epdJd2u3dtXz7/6VeXs6dXA/oX/8avb77xgzeXo8eeTifMjCKD+t0MDAbPe/V7x1FGkPreO8AQFLAIgDARinFlNhkpQxTEiBjG5CH43l0dMQabTqHcgG6G8DAOiqDNqOsdzdDAIYE9z+MHrwGojDBlHCW4DN7A980//WYFqqdPnqr7+m3mBAhWHnQIDn8MZQYneMGXxujA53jMFimU4OUd2n+oAgh0gGEA1sm1wavAx2OGe4k24dEO3XBoI881POApd+gIlLqVBu3AVF85PsFAT9GSAd5ZnqDJc6rBYUmeTvzmN0cFJlicMt24H8cAvrNUBpXDeeiGw/XgdygXhLiWwCRDdeGZgXRj30Y925M4E/B0JGlWfAruvW4vTx0JfXgYWQnaBBraqDuGjjYyef3114t3m9jUHx5cqzvJfe+w7lm8Ng70ggcWOujFoxJ18KPODIpDt3pRVbVR5t4zZG3ocAZrR60ShQ59S5m6eBuH7h4OddFLDnOGTxvydl7b9mTZs/XaexCqLLAMqLUjPgPsrAxI4G3VGbiWVj3nFJQpBw9OB3hwSP3lvyezR2e41FNHX7Fv5NSp08WjvMErgfXETtq5um4aejYkz722Zud0DoeykcHgn3v0qkMe8tSVjy7X01/kuXe4n3ZFV46aAcfvuCcj7elDfXyoK39XfErmY8XL2IyyocmhnQGPbt3jk70Mfvxpz07GzsF2yC+acu4gKTyueAZD3aEJjdq7Zl8+rd3y7ZUR9UZeI1sJ7MmX0AM3PtCu3CRBe3AkeFwb8B3qD26wwBi6pOHFq4VWZdGlnrbquVeufuMg05aLA9/4VT5yxq8yvhss9G6912Z4dAZXezjJEk2S+q7VsXSt3fQnfk19uOSj0y/nWVUGb2SwFRY5gIUWZUOv5Fr+XJMvupXDB4+zfHn106geUdN76kvKB7c6aLUpbnf8+ec+/anl3OlevV77lV/+4ub1m9eXXXs2lqeeOr7sTCTyIHQYLOx2P5ABTIR/6eqVmrnV7C0EEDTgzmYczfQKUfIk5cMgoXF43jD3AzCeqRPW2hqBiX7MdmyQS9R0L4w9DGOrJR8wwNdBOAo/llEdKAcHacktAKren379GzVonzn9bDk1da7d7mBkDA0sCqC4ESTHq44yAuMEGJ3Bm1rgU/fapauVh6f5cAc+DA4CEx3Y5y8fbEZRcW5+8c2rayOH6ZDgoQGNAgcwDMLTIdR1MPIerJ9EpXQDxsBBV8/QeyYn/0ln6uUog6gZEZ0IOCSw4K13fcOz2VUZcOqP0Yzhocs1uPJLd4HhtcD6EET+bJwc+p3hNaB751wQJjhEKxrRgz4wyXzvxv7HgyYa5SsHp2ghj+i5fyd79ZGhwPcBBs/f8fLNb/5ptXvppb9YZeAYZMAgS3kTxKGZvVkNgBNP8EhsAZ/aj514/9m+CY9dPNqR6M0gbIZuHwNZa4NXAYPBbass7FwFzz0dqT94yBMd5OJAC/7JauSCVrSpn9LHtodniWwFrfpr6Sry9lU38tJ36u2S4BX4ucezPmn2BK42Q6uENjjQoZ1Pbiq3/M324WafggGPISRL7ocOHS5YbZcdcKiLbvl8QW9IpNsOhuBwqKM+mr2yJihBB2dqxggenGZMEvmMPLVRPjJxSOCRO9jKwfKaIZ7hBF97gU19kS7tx/75EnXY6NC2Hvo9xpAP3uBnC+VzkrRXNjalvXJt2CKcYKFRWffPDiSGVvf1KeDA2RWc/M7MitXBL/2Rn3v03k8fx5d7uhsZeH2OrDyKHJqUoaeCv/AA3tDd+u7ZKzjyJzCCByx1tMOPe31r2kvob/+JxyeTh6IjvLNrbdVjs/szuasPe/FDoWvGmXpWvJqsoJes6tXglezUQQc60YYu8CX5dOoVYm0nXx30+Dro6Fb59MGiPXyUnjJePcz4hG5jkvrK4ZXIGh55YOKpv8vR9jY6gHNwqcvf05UEt7r0KajZGZi1CpxD/sgcLnLT3iu8u3eu18+nnny6f3Nl7Utf+q/qPfQD6YReW/N1uMs+/h7FG9w39gRhgG6PsOyahRjxBioICYuibYTatXu9HC9na0aPKT+Uoo2DADY2Dizb1kQZvRT0cPXJScstPZPLzCdC5aQPHujfMWeMGCVc32jnMCWzY6ZJ+QzHjV3uPzx/Prlry49mpnb46OHlWmjRVn2wCZSQ673gwCcwDkoicLTCz5BEltThAyk6050b/Ty/DCQOByw0EvR0ENH7pneGkmqpNQbqObIvmEmedwtcSimhqTYgRjbkSXYSWpXZCFXGEkNBB/p0QI8tDDLoZC930vEtkxlwRHdkoYON0aHTtbr14YJcTMcx+OATXwxob2jDU9VPW5ygRRvv9psJzCsVeNAOjV5rVEd9RqkTerQCn013BlFwDHRo0wEZKZ4ylJQu7t43WPfucAYvwWepnT0xbPqCz1kb12TqmfiRDL5nz5x5vJscjXjybj06bLY0kKMFDrT7xoLBVWeczupVutZBd2KOBiz6VVdbH1i5eOnisn/fgZQl6L14sezIl/gMGORandFubfILHV4BJQNwbZIbJwgunOy77Ce68Rvz8CiTKngKjKIxAzr5cvT6IOdHt+ye7sh9+7bMTiwNJxC5fOWy3SvlOCU86ldoMaALSqov5hrN9IhG9JHvLL2SAYfC3iXfmbAq9eYbb4b2p8M/nDtrVQ0cvNGzduDgx71Pv0rqkK3Nb+oyuPnmuv0S7FMmWtmFJdJ2ur3yAy4bYPsCVjC6H+pbPXAIJGu2UzTMCgB/1KsybF9Abma0nplY2V/aasNfkJV6EroqiAzNZK6s+9KTgAx/Jd+V7vQHj+fUs9+BPvAEZ72lk/ySJ94Dn13pX7NBj+3sjOzwSl9gFqzgy8WK77QNb+wPfwbu4j18NC0JBm7cbDtOHTYPnkSf6J57OqnJVOrVDnU/jbzes0w+QR90RpsfapLgNNGAaz6i5RCQCMT0B/LUhpmCgWG2zBfikX52ZMYJho8IoVF9AtR39QlnHwWiI0zX2z3R44wVbKJ0uCN+NIiUq9d0dV0TJKnsZGWj9tTklHHGx8NWgUAO/YIsoqTqPzNOSHytQZtNSWwOsep4BdsKMyKMFfCjXyCItzon78rlKxUA+C0F9CtTXz+lq9LzSuYCQvqnL3KzTWsjsnjlox96MqB/+e/8t5tf/epXl2dOnFyePn5ieSoz4LtR/t4g8Moa5dy47acrCeZRzVb8XOS7775TSDkThJitcMaUJn82LyGAQhi7egzXUppUA0Gi9IqgIgACbcfh2WD/ypVgQb2eFa1eNYigODeCcM/paF8zjwz8ZgtmxefOna2BxEBs0GT4BGQmXR0zxuF52WYUX0YUshgtx6ZDECKDePe91Vfxis/D5VRvBreZik4gygPXxijy6uCiA5/iLwZkOe9qgqB7dzKAcQjBzVAYMniS2Y0OT1n40p4RVsdIfu1ijVHYrU7J45zRjMcZlJSRuQFf0GEA84of2a9v31X6m+dxHIdOK3Ew1Zlr8OrIGw0GGfKpQCt065xkPO+okg29cZL2LNAHPaCbs+dIDhzqb9KjgdGqY3MefGym3tuPvZATXGgiS9c+cMGx69xwhLXiWVnEXjLRiciAfYLN7gQBgr/ZTY8X7Qyk6EVfddo4dDIjr4MHvXPby9c+Z2pWzGntj24OHDxQNOCjOmrg+x2EXbEVPx+qw8HjWwp0fuzYU2VDFbGH5/XYtGt0ls2FF07HkiS62Pr+0A46u+Jk2XnZU3Lxi17yb6dkSdEqUmaluWazgiD1SjYBZLC4HicFnv7Beeo/ZEBG7GBtW+wo9ayk6ISc/527VmcSkMYxcpJg+00EcPUDDkmfei92UPoIL0ePHomN3I79gM9594wPH2y7aI2+i7bQD65ysPUFvJFH/lWi83U0rAZIfNqfYgJAdwJSenwUf0F3vQKk//XMqj8CFVnFv2CG2tC6kyxix/3VsX7uya4FZb6LQcfaGzS6f/ROcHQgjo7RoA68+r5ZnABC6sAxA1LppycvaFKv7C4HA9CWreGfnyCbxhufGlzoIEN01O9jR8bt5yaI3VN03EoeujZ2JxB4sNoFHfzkLVgRGOof9TYOfxJxmJCBgf/qD2gLreRcPpCwEhCWn0k+/AJE8qvVwPCj7a49BrQEioGFP/b6BLdAzKNZz7pDW+DyWWwSDH4plYoPfBtc0efoCV+Cr5KhVaF+t7z7Zk+e2KD+5KiVkRDnEWtZyJogrCeYAVa8gkumZF02GBg71zrwcY9l/Z4eyx9EdpU2I1ziiL7IiHy0ZacVSIZW5207M+THlrwJxWdMYM8PwQle2U7OdGocuJxxij+YgAofJq83b14rO+ITyEYenOjiI/lwfWNXRvWP/NSPP/n51L/xpS9vfv0b31hOnTy1PPX08eVgZuq+qbs/RnDhwlv1qy+eqUckpRACQ2QxGMP0jBbCApb73uzWAwPl6vwGTZ1GIzDKGNxFgnb1YbI6ds4MGWPeRW/BEWTP7HS4mvWkvfTexfcSmfn61u4aCCtqC2SzA7++RkEEUtF38Ii25teuGJQEPgEznLqpPIN+P/tiqIxCiVmyaNN7xwxER0djLQMHP5joxGP+q44GVg3Owe3VJeWcjMGwOlp4M8gZPCiY4cJj13995CIGDMdEdxwfWpvG/tCMgVxQwbANfmjTybRnYH5ylUz98I57zkunIG+yQYsgqgbb4PHuL1GArZ0vm40zhkseejra7Y5LhjqDDmfJVeez6sDpW7YcuY/zmk58JANuzVLiZLQpgw3/5EKfotX6ylTq+uThzRu36keCdHh06Ehmd2zR6oyAQrSOJo4KHAOsYIRzUZeNkrMglAzGmRoQ8PD4N8TzZ7aJBoHdOMBJOqIlfTZuF/L1yEZHY9Nm4nCsp8NxcD6duxE+2VE5fI5zhVM/e5QAkJ3gSZnBo5fyBQNWIhKt1wDQez30wbLrOPHSlUEtOrBKgc6aYeEhsGwsGzuagdPmU/IXXK/H2ZKTPI++bof2O3duVV/bvrOXYtnv4QNHatbIN+BtbEFwbyNcBXbbe5Wq+npsRFtOqvkxO/YrgmZ1bMZA2LMlesSfJMAy2N8xUEXe7BKv7Q/aF+ABbnj0FW3JDQ712kEbDAQL2pMrcG039E7nYKFDnvqcOTt0z/lLaFen8T+p60CHRJf8nTIHH2Tvkf5Quk5bdcFCU4oqGeBZFPsu+ouvHsAMFEVDKhgI+T2OXR/Sj/Gg7nXOPjAEnfTUy7ZWcNDZj4bA5mNq5WZHr1KQ1fDvXLIjtxz6zvbYGnsjcz+BrM8rt89Avy7gaz344hntZDp6BZMe9+01o+yBScClHD3aoLPAhAHywZNXhfkHsnLoe+gV3AhK1dNeG/KBE538L78N5sOHd2M3aZs8EybjSglyZXeCCXC3bfYYxk7pfR7DolUyCQyqCpTkk2nbcj+6RJd7ClizhyzyvXj5Uq3C0C269H/ldc6FtnhHB1nDpZ/r/2DxNza9snmrNXg01pAJvaPV6oCJl99Ef/kjP1kflpHWPve5v7r59jvvLCcyQ/damJn6tnXPPvfVB10Au5KIY3eQ6VgIBZxQCcWMBmE148zMsZ1B7wQ0yMUqy1C2W0oJQzouZeu0zpavJIrctxGHl4GoFBIBOtuMwMlgGn4CIgzLMe+8/c5y8tSpFSxOqpc2OdYfnP9BLXUSiG++H81MnUJ0Cp2AAGcZW0eoZZzwgFYzSkZqpucQnXbn2MxgcajaoqGer0UhBlPtOhqzsSHGGj7q/fD8caYUrUNQGB60uZVyA406BhXXDA/f+J0Zh/uST2ghd53Wh3kM6NrEdQbm7vo8KPlb5jL4+0hPrQ7krwaPwPQowOCAH3LTcQ8fPhR6euc82i5dvFQ0MT6vklhGZfTo5eh9Xlc7nUrEWvTHeAU6M6vGpwGfY7rw1oVyQgYoqwt+IAZs9Bg8DRw6jmVyckWHTY6MFwzLUhyt/nDnTqLn0MAp4hF8y1W+AeDb4n4r3z4Lusp/QSOgsqzNgVjR6I/yCCKssEh+PKZsLnTrRAatoj20gW/mLRmI6YW9c5q+zEePnABc7IGOBGrvvPNurYqMvmawcm+Ag881R+0DSPoS+QhiKmBL/RqQw0I5yvDPNsgab/Qt6RNkdvNWR/A6vTdTdsWZeeU0iirZWlZ/9713VjYooOiNW/r3tsBlawInr8ORVYaooi2kVF/Tj/fu2hvs4SH40EDX9Mx/HH/6mQpetu9KAB99si3wyZMcyY0DtRT68P7DZWd8jDo1o8pZOWT6EZlDRCb8Bp4Fx3DhVR9jY3hJ01h/601wUn1YJg4iY/Vr8Fjvtvo8B9921rJhy2SHTp+v5t+K5sjGgFQyjl68f052NfClLfnQIafMlg3KNftO4kPMzOAuGYc+9se22ST59eMTA/5qQ1Ta8Ylsk66tcqINXJ6qnuWiNbDYaH++OIEdfgMTrfYfufZHb1bK1GHb5BurKpk/XPkVdOOBf5HQSs4FL35X/t30ObKqoCJ4vf20N8E5HgSbHXR2XXJlg671ITqCr/QVBtEY0I0jCVxjBbkIhLVnh7sjF3Xqnf/yKd0nwOMrTRLRw6+xSe0A1kbde/duV3+VyEJ564bsO/BD483r9pJ4nLvaSxXZ86looi8TkbEddBvDrDaBzQb6Vbv237GmCvJrk3Rw0H89Fov9kJNZe0RacmBvBY/Sk7qv9x4DvtQjJXDZ57zOahyh9/IN+fPjRTsSQH/mUy8vZ0+uNsX93M99YfPCD88v5879SDlUz5U5bq9A7Q4znN6VODTfc5/nvhA7X7+++oxrhGP2ZVA0gFBaCSxtCdwAj0EdxE8YHjx0sAgXHBCyQVad0B98otc4wCK437s2SD3eZR/BmgWZBYtMa5YbYXjGz/F69e3uLa+W+PZ3vwrwgQ98YHnufc8t9zPQWd4kGAriRAwE8HIE8hi3NvgTmVo2MdNVx0xcdHXt+tVy0jr+PKtl0AzPDBmNAgz06kwGWIZiIKOYMogMRrOMQp6cxjuZ6YBLNhLelZcyY3wB+NhJCIwEJg27B8ILFy4U7dpUh4mxmE2R97pOH0MQWJTjTX14DQwGkNs3fYnM8lE6zmYMKfyUwdK3DrKaueDX0qpOLFhiyBysTuOnM/G7bzVjphfGd/78Dysfv+iClw7kpQ+0U4ylGyh0MuUzwKljMMerWYKBp1ZirEDkj73syADg88XvJsA7+9zZWmJn+BM86lA9qJlVkZtnuHur85GlyJiu2C1eb8ZuOKNy/tH9tZvXg7NXImq5PPlsRx3288zxDGYZqNif1Qn6ZQtmC6ML8qlHSekjZskcFd5tbmOT9cZCbKJWasKz61uxpZpthUZJGVjKemDiiHvjHr17hu+xBWdwcLX6U599TCJjgYzgwDX9WplhFjtTH+0GHfJXHtAV5OFVH9d379+J7QqOQrgyfU8fQSO7FDTvO7hvebTaP0JmaACDLieA5jBv37i9HDl0pOwRTsFnikNTZrmroMbPsLJ9dterSva39LNVvNMBfbKxCVLckxfHC2/NathhDoFOPYcoKgyK/YqfmR9YVvru35sBOP4nzphc6bIdugFBgNVlvoK4M7aERnDgM4lhU4KSB+Dnj4M2cPIX3S/bfkqHKfMBLvfkPsvtYKgnmfl7nEf2glx0W+0jN7qfFSqBwfrO7tuSwVIdVmZyoa+ihy7QIvFbApIwUPRIhzKjx49foCRb/U5ADh7emVEsAAAKkUlEQVT/5sNB2hkEDex8M38gCVJqL0L4MLCxsT0b6X/5Qzfb5VeKhtv2WfVKqaQt3dkkbYM1XvV72jK4GmM64BDM70j/uBU5XC25t68VBPR4VLP56IYsZjzCE3nQ5/DMllp3Vkd6Gbw+G07XEEckfOztWz3Z2kiwygb1ZTxUsJtEDjsTRJf/SH/wtbd5LEas9M4X9SpGv72gz+GJn0AfO0cvexJEkKG8eoyWPI9ByJPN8K179m0ksNmxvPbJjy3n5rW1n/3MZze/+c1vLu973/PLlauXazBfi+GXUYcghpWuUWcIUNdqlxCrYxiYUxbl2+lMGITkFSmdjPLdg+GDLGZ4lrExDibF1fO2yJjCIVhb6xmkcs6PwWN2ouKOAmPEHHToHIURhlkTYeqMV69crhmazXEGZkalvQGccRuka3NQaKTAEm7wMm5w4GF0bQiWSC3htFNksMrh1lan9fzEYO7ZYxlk6tUgGphkZHCybD+0qiPoIRvO4MB+naWf9aiDzp0xZp2xfqgixqkjGaDgZVQ1YKQu3lpvvfSlkzF2cmME6kVdue8lvQls6IKBocO9lRIydV0zhcAY/YOB53JAwW815NLlS+UM1UO7qLTsJgeDVZczJgeyhN+g9pAzDt3yGLlrdOrU9VgltNqIwuKUgV/OMUYtD31siwPY2NvBpp/dnZkxJ8cRlaWmrcFYvqg7t4GZMTVtyFO5wOfA/v7wj3xndIOjo+pceDGQVxSePDa2keDgchyLRxV2p8JhtgEBW2Gj7HFvygwJ9QghdFcguuJBUGaQgLeWukN3zU6Cz3PTGthTT9ADvkT+rvGrz6CPQ/Icnv3Op1Pvkn/0zTmjm43Ay/Z6Vagfmx08dKDsjK3rA+X0Q6NgUhvPWfGr/wv0rTSws17BsMk0gUwCs+tx1AIGgYDgZuTnj816g2X7ozjXwEAPPvEBlnLfkdBOYHDl+pXlvXc9YunBeZah6cWgjUYy43dsypToFizyYmsmBuSIx8mXrKaAS27yt68LGvqjRPhkf2TBhiyDyic3vKCzVvWiV20LduxbIAmmfrI/fs6kBT44bLiy/N3PgK18dD+mg/uZ6YELh0GanZeug6cfo/kZ4vYbXvs1cXGNPvUNcozrzoMeqE1mDHYmP2jlG2ryFXr9utn9wCBzfQ1PaGp7bHlFuClfKmjvPROZMIUOfe+po8fKZwiuDVJ4pheBR8sy/pKcIgeD6UYG9G3bNjPTvFZ6Iys0PdZ5eDXjplc2oh8ol+iBfgWugmX37Lj0H3lRNjjzyJUs4DUA63N4gwMMtLg37qC1DHlH6ka3dG2ltm2U/zax7AE/lFY/Blfi4wzqM0mFxwRhd/qRoJu+7VFAHxjGNn1NEFF9IWCSXe1tNlRH6uCA/tmVyazHCA/KhuB24JNfqnYJ3nYmqPzvf/u3lp/8ix8sGGsvvvDCpo09lPSDzNQBWMxI0Q5RYY9wrRXUuZnKTQ3gVS+E1b3oN4yHk6rxOF8CS/tJVUfHSv3BI1V1/8VA4axrZXOelHtRXGZqvckuiohiRVruK8KK8JqGKi6BPL4vnHWRIxcMCL50XoZNAY9ieJ6DZcRZlafqI87URfJXRvdEJqsk228hg5OitRiH5bPH+LfKsNCr5FyZuQ6AkcnIsPDPfc4JuvD7iBGoX/LcAk+dkrdrmS5XvNNb8vCoblWHLxF+05DrwRcc5MEYGZ427hmtTqLjP4YPhgOMx3SSV5LOp8y0dPIKcZ8FkSXzgtlLYviz9I5e8uv2aVO2ODBSP3z6ZUCPBS6cP18607ZgpG3BDI0GGXYhkOFE1ZHgQApHxkFuhidfA6wOGBj0pi6HU8FX7sFqmSTkSPCmc8ajt9yK75afla3N2I96Ah1yuJeAQCLPgp06wuYJhAWtj2cJgUVKcCejYJYdFU8Smc9l2obOWo7PtRkiGumKEzRI12AWsILZGoxCW0FKPYMI0H5uWCXY60ciUobf9RizQKRWPgSaOQSZyjl85N2NPd7LjLMARQbkWVpLnbK3JA5wWwZ0deDHD7pa3v04iQxwPitD5EAXJU/1Sr8dVCcjjtrA1gN+4Ukd9diCgVFCp+fyLfPeu4IXjzOaXI9A+nl7PeKJXaBDXfyrZPDYLPhpQPSBDy4eq3/kAN+xJ3rgT2tACR4DioAJjAr00Fd12zfMwFM4cs920YSWbdt689bg69l0bCSnmeQsGTTvb2bGmTKDjqC46jbzBc9mxDKATYF0D8RkZ6DXrw04ggwzQo8NrXzWykYSWdEdmGbtNVlJPfJ1baAZfksOaSPffp4QUANb2TpdR4ZlX6kXhdV1rbaQZOqzffpjb6XHABNA9crLyj+gN2f4y3ekrnuVH4U/cFEBuzaep6uHPv1YwbYdLc+yqaKlfYc2zvBJ6KqAyzV/JBPOwCx/kbpm1cVb8MuzMbTu1U0qH+YuOBpV26b6AitntNtvY0IbSqo+nEXXikdBhB9O21x7VCvI//Sf/NHy6VdfUWtZ+9jHXt789re/vXgP+EoiOsuX61Fwiop5Myx4+nvhItb+bncRrUDNFFTkxTmEMB0QgxVdJpLUWRmCDrRr5dTqwX+EisgxAm2LSQKNw+52mTGEHjuMRb2YmWde/J0P0oiKaqkuhs2AwJnPFto4JxIX3cNBcaJWxgf2bBgZ2hkSo4a7lmKDR+eZTvbgfj8bEeFxstqgq5dhKKwfG2xmcBRNNo5DUUsPAmVMORcs9OQMxpQZVDhag46E3xBVkWXfe4bVH5fBU72Dj8bAqFlk5OAa3nEiHHnhlx9ZUht8DKVeR1w5isf6DO14kuAnx5rlpA0Ys6LwmPacwVKPzYDFGSoDH1+icjSpI8njzGsVJp2c1wFvR5xgyS/X5I9HVNl8Zhm+Xq0K/NGHozbxrWhUufXRHdZrau2k2rZE/waM2rQSvJbKa6Yb+U7nA88O6XkmyjHa8DkyGli5KT4q0qa3wKiBF13qkk0OM1vXZlma0T962Sp4Y2MFMnLwS15WLeiuZEiXOfcgFvkZTFCaBn6Mg/PlKKVajpenfso94pK0pTfta2aTkUCbq1euLHdueYMkdrzR32E38+Jg0MCZG+CtrD3yeeais2endFAzbDyn3ODyKIOK594jz7Kz0KHPWUkQSJnlLdELFuABE20zKyKTDq56ZUk/Qnc74Q4myR1+OuI4zQrLvlI+g3AF0bnHO1hWFe6Hh3nLppZAc5QN4SMwMpoUDfC0O01OYJlN06F8skWLe3q00pAWlcAqXQeusrIBdKQMn2UbuYbDapLHX9ChUYKrYOe6+nwuagDJmT7AKD+XMraG/+oL8MR4Hm2mbfB14ED3aZu/ssG09TW53pcUnPJSo2wleNtuOnCB01sP3nhqGw284GRPqVY0BEJsx2Or8dMpj97oByw8lg2ELhMvMtY3HfhQhg9w4ccL3EXTCgbcteM+18Wna7auHrg4TFtJP1gLLP2FrY0unNGiLttvWfPlkZ09GgqqbsNkBWwaHRUwBV+NC2iMDrRDGxmg3T3/Rh7u0Ykvfhy84iH17T+waVRgBemMFwI1NLHpsakHPgYDR2DUanLq6zvVF1bw+binnj62/ME//P3l1Zc/GkjL8h8B3qRmiPJITqUAAAAASUVORK5CYII=)
𝑋𝑌 =?
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)
Use Substitution to solve each system of equations :
Y = 2X - 7
9X + Y = 15
Finding the answer to the given linear equation is the act of solving a linear equation. One of the algebraic techniques for solving a system of two-variable linear equations is the substitution approach. As the name suggests, the replacement method involves substituting a variable's value into a second equation. As a result, two linear equations are combined into one linear equation with just one variable, making it simple to solve. As an illustration, let us swap the value of the x-variable from the second equation and the y-variable from the first equation. By solving the problem, we can determine the value of the y-variable. Last but not least, we can solve any of the preceding equations by substituting the value of y. This procedure can easily be switched around so that we first solve for x before moving on to solve for y.
Use Substitution to solve each system of equations :
Y = 2X - 7
9X + Y = 15
Finding the answer to the given linear equation is the act of solving a linear equation. One of the algebraic techniques for solving a system of two-variable linear equations is the substitution approach. As the name suggests, the replacement method involves substituting a variable's value into a second equation. As a result, two linear equations are combined into one linear equation with just one variable, making it simple to solve. As an illustration, let us swap the value of the x-variable from the second equation and the y-variable from the first equation. By solving the problem, we can determine the value of the y-variable. Last but not least, we can solve any of the preceding equations by substituting the value of y. This procedure can easily be switched around so that we first solve for x before moving on to solve for y.