- Mental math is a skill that helps students to do math in their heads without using paper and pencil.
- Mental Math is useful in school and everyday life.
- It also helps to do calculations faster.
In subtraction,
- The larger number is called the minuend.
- The smaller number is called the subtrahend.
- The resultant number is called the difference.
Method 1:(Add, and subtract)
- Express the subtrahend as the difference of the nearest hundred in a one/two-digit number.
- Then do the subtraction while adding the one/two-digit number with the minuend
Example:
![](data:image/jpeg;base64,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)
Answer:
Now, 189 = 200 – 11
So, 278 – 200 + 11 = 78 + 11 = 89
![](data:image/jpeg;base64,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)
Method 2:(Split the Problems)
- The basic idea is to split the minuend and subtrahend into two or more numbers which are easier to work with.
- While splitting we will obviously take one number which is nearest to the hundred.
Example:
![](data:image/jpeg;base64,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)
Answer:
- 568 = (500 + 68)
329 = (300 + 29)
Now, 500 – 300 = 200
68 – 29 = 39
So, 200 + 39 = 239
Hence, 568 – 329 = 239
![](data:image/jpeg;base64,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)
b.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCADKAXQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K434+fHzwv+zJ8Lrzxl4yvL6y0GyubOyd7LS7vVLmSe7u4bO2iitrWOWeV5LieGNVjjY5ccYya7KvnH/gqp/wAmn6b/ANlL+Hv/AKmuiU1q7AH/AA9U+E//AEDfjj/4ZHxr/wDKqj/h6p8J/wDoG/HH/wAMj41/+VVbVFdX1ZdzTkMX/h6p8J/+gb8cf/DI+Nf/AJVUf8PVPhP/ANA344/+GR8a/wDyqraoo+rLuHIYv/D1T4T/APQN+OP/AIZHxr/8qqP+Hqnwn/6Bvxx/8Mj41/8AlVW1RR9WXcOQxf8Ah6p8J/8AoG/HH/wyPjX/AOVVH/D1T4T/APQN+OP/AIZHxr/8qqo/Gr4gXnws+E/iDxBpuhXvijVNLspJrDRrNtk+rXOMQ2ytghDJIUTeQQu7ceAa+avgp+3z8dPEf7Qml+CfiV+zBN8NrPUdE1LXft9t8QLLxFceRZLEGCW1rDlmeW4t41DOmTISN20il7CK6hyI+o/+Hqnwn/6Bvxx/8Mj41/8AlVR/w9U+E/8A0Dfjj/4ZHxr/APKqvHdI/a78V+GP2lPB/wAPfiH8O7XwtH8SI77/AIRfVNM8Q/2uk09pAbmW1vIzbw/ZpvIWRxsaaM+WwEh61Y8W/tZ+Jvh/8ePBGg618OzbeDfiJrEvh/Rdbh1nzdTS7S2uLlWudOMC+TbvHazMJFnd1GzzI4yxVT2Ee4ciPWv+Hqnwn/6Bvxx/8Mj41/8AlVR/w9U+E/8A0Dfjj/4ZHxr/APKqtqin9WXcOQxf+Hqnwn/6Bvxx/wDDI+Nf/lVR/wAPVPhP/wBA344/+GR8a/8Ayqraoo+rLuHIYv8Aw9U+E/8A0Dfjj/4ZHxr/APKqj/h6p8J/+gb8cf8AwyPjX/5VVtUUfVl3DkMX/h6p8J/+gb8cf/DI+Nf/AJVUf8PVPhP/ANA344/+GR8a/wDyqraoo+rLuHIYv/D1T4T/APQN+OP/AIZHxr/8qqP+Hqnwn/6Bvxx/8Mj41/8AlVW1RR9WXcOQxf8Ah6p8J/8AoG/HH/wyPjX/AOVVH/D1T4T/APQN+OP/AIZHxr/8qq2qKPqy7hyGL/w9U+E//QN+OP8A4ZHxr/8AKqj/AIeqfCf/AKBvxx/8Mj41/wDlVW1RR9WXcOQxf+Hqnwn/AOgb8cf/AAyPjX/5VUf8PVPhP/0Dfjj/AOGR8a//ACqraoo+rLuHIYv/AA9U+E//AEDfjj/4ZHxr/wDKqj/h6p8J/wDoG/HH/wAMj41/+VVbVFH1Zdw5DF/4eqfCf/oG/HH/AMMj41/+VVH/AA9U+E//AEDfjj/4ZHxr/wDKqtqij6su4chi/wDD1T4T/wDQN+OP/hkfGv8A8qqP+Hqnwn/6Bvxx/wDDI+Nf/lVW1RR9WXcOQxf+Hqnwn/6Bvxx/8Mj41/8AlVR/w9U+E/8A0Dfjj/4ZHxr/APKqtqvE/wBlH9tnSP2t/iJ8UdJ0LSrq20z4c6taaZBqc0nGuLPaJci5iTaNsJDjy23MJEKuMBgKX1ddw5Eepf8AD1T4T/8AQN+OP/hkfGv/AMqqP+Hqnwn/AOgb8cf/AAyPjX/5VV5b8Nf22dI+K37Z/jL4Q6TpV1J/whWhQatda20mILqd7qa2kt4U2/OInhdHkD4EiSR7cxk1w3wQ/wCCjt/8Yz8PvEX/AAgMNl8Mvivr1z4e8La3Dr4u9UkmiS7dJLvTxbqsEcgsp/uXEzxkDzEQBip7CPcOVH0X/wAPVPhP/wBA344/+GR8a/8Ayqo/4eqfCf8A6Bvxx/8ADI+Nf/lVW1RT+rLuHIYv/D1T4T/9A344/wDhkfGv/wAqqP8Ah6p8J/8AoG/HH/wyPjX/AOVVbVFH1Zdw5DF/4eqfCf8A6Bvxx/8ADI+Nf/lVR/w9U+E//QN+OP8A4ZHxr/8AKqtqij6su4chi/8AD1T4T/8AQN+OP/hkfGv/AMqq7n9nf9tHwD+1L4l8Q6N4Sn8VJrHhW2sr3U7HxB4P1jw3cwQXjXKW0qx6ja27SI7Wd0oaMMAYWBIOM4FcR+yx/wApJ/jX/wBk08C/+nTxhUVKKjG4nGyPquiiiucgK+cf+Cqn/Jp+m/8AZS/h7/6muiV9HV84/wDBVT/k0/Tf+yl/D3/1NdEpx3QG1RRRXpnQFFFFABRRRQAV4H8IvF2mal8S/i/8Ytf1Cz03w3o0reFNP1C6uNlta6dpBlN9OzHCpnUJL1HbnK2kWT8oC++UUgPgb4G/8FXv2e/2wf21/DqaR4vuvEXiyzuLrQfBHh+z0W+DIsqg32qTSyQpACYoG2gSMUt0cjMk7xJN8RfHPgX9o39rr4Y/Ej4EfEHVtc+JGn+KYvDnijRYr+8ntrXQFbGprd6dOMadtWFSkuyESTbBmRpBX3nRU8r6iCiiirGFFFFABRRRQAUUUUAFFFFABXhGvf8ADTn/AA1un9mf8KI/4UR9pg3/AGr+1f8AhLvI+zp5+Nv+ib/tHmbO3l7c/Nmvd6KQBRRRTAKKKKACiiigAooooAKKKKAPMP2t/CXjnx98J/7E8C2fh2/m1S9ig1m31fXLjRVn0zDGeKK5gtbp0kkwkR/dZEcspV0cIa+R/wBnH/hd17+0d+17pXhnwn8L/DfiKe/8PWyeV4yvDa6RN/YWmxRrbv8A2R8yi03SLI0ICTKkfkyJmSv0HoqWru4j4M/Zt0rx/wCBP+Css+g3fgP4feHNP0/4PaPZzwaX40vdT+yWK6tqhjnjeXTIWuLh5i4dJNnH7zzpGYoPK/2LvE9jp37RHgLxv4Nv7GDx/wDELxHqFp8R/g+0RY+B2neVp9Rt4SPN054xBCJpHAivM5X52jFfqPRS5BWCiiirKCiiigAooooAK4j9lj/lJP8AGv8A7Jp4F/8ATp4wrt64j9lj/lJP8a/+yaeBf/Tp4wrGv8BE9j6rooorhMgr5x/4Kqf8mn6b/wBlL+Hv/qa6JX0dXzj/AMFVP+TT9N/7KX8Pf/U10SnHdAbVFFFemdAUUUUAFFFFABRRXzf/AMFJ/jd4t+CHw78MXXhDXJdBu9R1c21xNHa29wzxi3lfbiaORR8yg5Azx1rpwmFnia0aFPeWmpz4vEww9GVeptHXQ+kKK/Mn4fftz/GLUfiJ4ctbvx/e3VpeavZ21xC+k6aqyxyXEaOpK2wYZViMgg+hr9Nq680yivl84wrtXeun/DI48rzajj4SnRTstNf+HYUUUV5Z6gUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXzH+31+2F4w/Zm8U+GLDwvb+GpU1m1ubi4bVbOe4KmN4lUJ5c8WPvnOc9ulec/s2/8FGPiP8Vvj14W8M6zaeCRpmt3T287WWm3UM6gQySAqz3TqOUHVTxmvYpZFi6mF+uQS5LN79jyKueYSnifqk2+e6W3c+4qKKK8c9cKKKKACiiigAriP2WP+Uk/xr/7Jp4F/wDTp4wrt64j9lj/AJST/Gv/ALJp4F/9OnjCsa/wET2PquiiiuEyCvnH/gqp/wAmn6b/ANlL+Hv/AKmuiV9HV84/8FVP+TT9N/7KX8Pf/U10SnHdAbVFFFemdAUUUUAFFFFADLmJp7d0WR4WdSokQDchPcZBGR7gj2r86P8AgoL4G+Lfgu+s/wDhNPFl54y8CxXpm0q//s6ztltZXVo1jufIhQrJhiA2dj5GAG+Ufo1VPxB4fsfFmh3Wm6nZ22oaffRNDcW1xGJIp0YYKsp4IPvXpZVmLwddVuVS9V+T6M87NMvWMoOjzOPo/wA11R+OGhQ6jeeJtKg0VbuTXZLyJtNjtIlmuHuEcOmxGBDEFQeQRgHPGa/Uj9lnwR8S/DPhJ7v4neM5PEet34V1sI7Ozht9KXrs3wQxmWT+82dnZQcb2PgN+xt4D/Zx1vUdS8OabN/aGoOwW5vJjcS2UBOfs8LNykQx7s3G5mwMep16nEGfQx8lGlC0V1aXN/wF6Hl8P5FPAxcqs7t9E3b/AILCiiivmT6UKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqPiWLUp9Au00eextdUaJhay3lu09vHJ/CXjV0Zl9QHU+9XqKE7O4nroflx+2t46+Jnij4qWGnfFDTPD+lapodvNFY/2RazR21/DI6EzRySTSeYvyL0ClSSGAPFeffCzxhrvgL4p+HdX8MW0F/4isrzdp9nLayXQu5WjePZ5cbo7HDnowxjJ4zX6p/Hf4AeGf2jPBL6H4msvPiVvNtbmI7LqwlxgSwvg7W/MEcMCCRXE/sq/sO+Gf2YfN1BZn8Q+KLhWik1i6hWN4oieIoYwSIlIxuwSWPU4Cqv3WF4ow1PLnh5U/e2stnfr5ea+4+HxPDGJqZgsRGp7u93urdPPyf3nafAOb4g3ngOK5+JA8M2+v3J8z7HolvLHFZIRxG7vNL5j+pUhQeBuxuPb0UV8POXNJytb0PtoR5YqN7+oUUUVJYUUUUAFcR+yx/ykn+Nf/ZNPAv/AKdPGFdvXEfssf8AKSf41/8AZNPAv/p08YVjX+Aiex9V0UUVwmQV84/8FVP+TT9N/wCyl/D3/wBTXRK+jq+cf+Cqn/Jp+m/9lL+Hv/qa6JTjugNqiiivTOgK4n9oD4/+Hv2bPh3J4j8RPdvE9xFYWFjZQ+ffaxezNsgs7aLI8yeRuFXIHUsVVWYdtXyR/wAFMfDWir8WfgH4r8fWMF/8I/C3iHUR4pN2m+w02S502aCzvbsfdFukheN3f5F+0AtxUt2Qj0PxJ+1l4l+EfwPv/GPxD+H8Xhu8utSs9J8N+HrDXl1TU9Yu7yWO3tbaXEKQwTPPKiEJJMijcxchap2/7eFp8ONK+I8XxZ0S38Ca98L9Bi8Vapa6fqTavaXmlSiYR3FpO0MDyt5lvNC0ZiQrIgA3K6MfkOy+Eseg+GfGXi74YQ3Go/s/+B/jF4X8beHbHS1eWyFjbxRDW59MQA77OOSZp1WEGNmtphH2NdD+134KvP8AgoB4p+N/iv4TPF4w0DSvhXZeG9MvtOnWWz8TarHqzapNZWswykhWK3hiZlJUPd7DyjCo5mI+rvhB+1Zr2v8AxZ0nwV8QfAy+ANe8V6NN4g8OxRax/aaX1tA8S3ME7eTF5F5D9ogZ4V8xNsmVlfa2PY9c1aPQNFu76YO0VlA87hBliqqWOM4GcD1r5OsvitoP7an7d3wX8RfDzUF17w/8NdD13U/EV/BnytMuL+C2trbTpv7l2f37vC2HiFv86jcte1/tE/sxaL8eNNurm9vfHcGoxabLaWsOieOdZ0G3lJDFfMhs7uGGRizY3SKTjAJwMVabGd74K8V2/jvwbpOuWiTR2ms2UN9AkwAkVJUV1DAEgNhhnBIz3NeR/tsfthXf7HmleCb5PBV/4qsPFviaw8NXF5DqMFpDo73dxFBHJIHzJJkyMQscbD92dzJkE3P2Tf2UdL/Z+8HaBcpd+PG11NBt9PvrXWPHWs63ZQOEiMgjtrq7mto2Dx4DxICq7lUhWIPhX/BcX4seF/h38Dfhla6/4j0PRbq7+Jnhy/ghvr6K3kmtrXUIHuplV2BaOFHRpHHCB1LEZFJtqNw6H018ZfHvjnw20Vp4D8Eaf4u1LyWupzq2uNolhGgyBGs621wzzsQdqCMKAMu6ZXdyHwY/a6v/ANo79m/TPGPgzwZdSeI9RvLvSZdC1e++xQ6Tf2k0sFzHd3ccc2yNJYXUSRxSFtyYTk7eO/bt/wCCp3wn/Yx8HaEusePfD2na144t0n0Kbyp9TgjtJAcak8dokkj24AJTaMTOFUMoLyJyHwc/bB/Zlm/Ym0PTLfxxqujfCvxNqV14VsPE+oyX2gf29espuby5N6ghe2aWeS4LSyG3DSiUKNpXJzK+4Hv37Jn7RNz+0p8ONR1TUvDU/hPW9A12/wDDer6cbtb2CK8s5jDKbe5CoJ4Sw4fYhyGBVWUivT6+Yv8Aglj4O1b4d/CDxfoEeq6rrnw50fxXdW3w8v8AVNxu7jRPJgYfOVUywrctcrFKwJkjRWDMrIx+napbAFFFFMYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYfxLPiIfDzW/+EQTSJPFP2GYaQuqzSRWP2rYfKM7Ro7iMPgttUnAOBQB5dP8AttaTP+3Xp3wO0/Srm+vZfD97rWoawJdltYTW7WmLMLtPmSmO7jkfDDy1eL7xf5eWj/4KHebcN4oHhD/izS+Kv+EM/wCEw/tX/STffbf7PNx9h8nH2AX3+j+f5+/d83leX89eFeD/AA58Ufhh/wAFM/gbot/4I+HlpPF4L8RNeXFt46vL+W/im1DS5NQ1CWRtIg33ZkbzBFtCStIwMsIUZ5pkH/Du8/sq+Yx+NB8XnQm0MNm8+xHxF9tOtFev2L7AftHnfc3fut3mcVlzMk+ovir+31c+Cdd+IV7ofgmTxL4E+Dkqw+OdcTVDBcWEggjurhLK18lxeG2tpo5Zg0sOA21PMcFa+htK1S31zS7a9tJkuLS7iWeCVDlZUYBlYH0IINfAnjLx3bfs5fDT9rP4Ya2JH8f/ABI13WtV8DaMp/0vxnHrGnQxWy2a9ZPLuRLBLtB8kQ732oRX1/8AD74Fx2H7Lnhf4ea5earjSvD9hpF3c6Tq11pd0z28MSFo7m1kjnjy0fVHUkEgnBINJsZ0+i/EGz13x7rvh2KK5W98Pw2s9w7qoidbgSFNhBJJHlNnIHUYz23a+ZPCf/BOrw7Z/GXxhfXWpfGGLR72105LC4T4u+KFluHQT+cHZdS81gu5MeYcDcdvVq9M/a38JeOfH3wn/sTwLZ+Hb+bVL2KDWbfV9cuNFWfTMMZ4ormC1unSSTCRH91kRyylXRwhp69QOD+E/wDwUh8LfFOx+OusR6XqVt4U+BxEs+pj97JrlsNOF89zBDtH7sxn90dzCVSjggMBUv7PX7aviH4o+N/A2leKvANj4Wtvih4buPFPha70zxGNbEtrB9lZ0vALeIQS7LyBgY2niOSvm7tobwL9m7xp8TPAfx7/AG1b+T4ZeCLq40W3067GgaL4iudQFxe2/hazNnp1vG2nQCaKaNUDMfKKM2xY5B89ZP8AwTAHh/4a/Hvwrp/wp8XWHj7wh438Ky3fijR1TzJfhdexbJhbQtjdZWk088yDTpiHRxvTIEhqOZiufozRRRWpQVxH7LH/ACkn+Nf/AGTTwL/6dPGFdvXEfssf8pJ/jX/2TTwL/wCnTxhWNf4CJ7H1XRRRXCZBXzj/AMFVP+TT9N/7KX8Pf/U10Svo6vmT/grxLqcH7FyPotpY3+sp8Q/ALWFte3b2ltc3A8Z6L5ccsyRytFGz4DOsUhUEkI5G0uO4Xtqzp6K8Y/4Sf9pj/olHwL/8Ozqv/wAzlH/CT/tMf9Eo+Bf/AIdnVf8A5nK9IX1yj/Mez0V4x/wk/wC0x/0Sj4F/+HZ1X/5nKP8AhJ/2mP8AolHwL/8ADs6r/wDM5QH1yj/Mez0V4x/wk/7TH/RKPgX/AOHZ1X/5nKP+En/aY/6JR8C//Ds6r/8AM5QH1yj/ADHs9FeMf8JP+0x/0Sj4F/8Ah2dV/wDmco/4Sf8AaY/6JR8C/wDw7Oq//M5QH1yj/Mez0V4x/wAJP+0x/wBEo+Bf/h2dV/8Amco/4Sf9pj/olHwL/wDDs6r/APM5QH1yj/Mez0V4x/wk/wC0x/0Sj4F/+HZ1X/5nKP8AhJ/2mP8AolHwL/8ADs6r/wDM5QH1yj/Mez0V4x/wk/7TH/RKPgX/AOHZ1X/5nKP+En/aY/6JR8C//Ds6r/8AM5QH1yj/ADHs9FeMf8JP+0x/0Sj4F/8Ah2dV/wDmco/4Sf8AaY/6JR8C/wDw7Oq//M5QH1yj/Mez0V4x/wAJP+0x/wBEo+Bf/h2dV/8Amco/4Sf9pj/olHwL/wDDs6r/APM5QH1yj/Mez0V4x/wk/wC0x/0Sj4F/+HZ1X/5nKP8AhJ/2mP8AolHwL/8ADs6r/wDM5QH1yj/Mez0V4x/wk/7TH/RKPgX/AOHZ1X/5nKP+En/aY/6JR8C//Ds6r/8AM5QH1yj/ADHs9FeMf8JP+0x/0Sj4F/8Ah2dV/wDmco/4Sf8AaY/6JR8C/wDw7Oq//M5QH1yj/Mez0V4x/wAJP+0x/wBEo+Bf/h2dV/8Amco/4Sf9pj/olHwL/wDDs6r/APM5QH1yj/Mez0V4x/wk/wC0x/0Sj4F/+HZ1X/5nKP8AhJ/2mP8AolHwL/8ADs6r/wDM5QH1yj/Mez0V4x/wk/7TH/RKPgX/AOHZ1X/5nK5T4dftE/tC/E3xf480Ww+EPwZiuvh5rsXh7UnuPitqSxz3EmmWGpBoSPDxLR+TqEKksFO9ZBjAVmLh9bo/zH0lRXjH/CT/ALTH/RKPgX/4dnVf/mco/wCEn/aY/wCiUfAv/wAOzqv/AMzlAfXKP8x7PRXjH/CT/tMf9Eo+Bf8A4dnVf/mco/4Sf9pj/olHwL/8Ozqv/wAzlAfXKP8AMez0V4x/wk/7TH/RKPgX/wCHZ1X/AOZyj/hJ/wBpj/olHwL/APDs6r/8zlAfXKP8x7PRXjH/AAk/7TH/AESj4F/+HZ1X/wCZyj/hJ/2mP+iUfAv/AMOzqv8A8zlAfXKP8x7PRXjH/CT/ALTH/RKPgX/4dnVf/mco/wCEn/aY/wCiUfAv/wAOzqv/AMzlAfXKP8x7PRXjH/CT/tMf9Eo+Bf8A4dnVf/mco/4Sf9pj/olHwL/8Ozqv/wAzlAfXKP8AMez1xH7LH/KSf41/9k08C/8Ap08YVx//AAk/7TH/AESj4F/+HZ1X/wCZyrP7AV/451D/AIKDfHF/H/h/wp4b1kfDzwOsNt4e8Q3GuW0lv/aXi3bI009lZsshfzAUETABVO8liq41/gD6xTn7sXdn2lRRRXEMK+dP+CpX/JrGk/8AZTvh5/6muh19F186f8FSv+TWNJ/7Kd8PP/U10OnHdEz+Fmd+1h+0non7IP7O3ir4j+Iorq50zwxaCY21sAZ72Z5Fhgt488b5ZpI41zxlxmvmf4W/t43PhfwR8WPHfj34j3Gp+LPh54QuvEepfC+38NPoVlo8KoZonhlvbVb69z5YgF2kv2WQyMwiGU2+5/8ABQD9nnWf2mv2ZNT0DwzPZQeKtN1HTvEOh/bWK2s19p97DewwzEAlY5Gg8tmAO0PuwcYrxn4j/sh+I/8AgoB8TfEXiLx14L1L4T6fc/DDV/h3Db32o2N/qN7NqbwvJcn7HNLF9ntjADEGkDyNKxaOMLh/TlzX0PAp8nL7xq+DPjh8SP2fvH/wUf4m+M08Uab8a7W5ttUtm0y1tIPCmrJpzajGlk0MayvaGOC5iIuGmk3eU/mAblrk/h/+2B8R4fgj8Kf2gtc8SmbwZ8VfFFhp114NbT7VLTQdI1W7a106eC4SMXT3UbS2jzGSR43DShI48Ka6vwn8EPiT+0R8R/gsvxL8FL4V0j4LW11c6pcPqlrdQ+KtWk059OjeyW3dpEtBHPcylrhYJNxjXyiAWrk/A/7IXxJuvgr8J/2ftZ8MNB4L+FPijT9QvPGT6jaNaa/pOlXRutPggt0kN0t1IY7RJhJFGiBJSksuVzOpXu9bf1c+56K4v4xfAbRPjna2MWtX3jOyXTmd4j4e8X6t4dZywAPmNp9zAZR8owJCwXnGMnOJ8M/2RvCvwl8Xwa3perfE+6vLdXRI9Z+JPiLWrMhlKndbXl9LAxweCyEqcEYIBrXUw0scz/wUC/aQ1z9n/wCAHiF/BENpefEK40XUb/SIrkboLGK0t2muL+YYP7qFQuAeHlkgjyPMyPOk/aR8cfFLSf2afAGk+JptA8UfFnwe3izxN4mtbK1lvLK0tbG0aY20M0T2yzT3V5CAXidERZcRk7cdH+2Z+xR4j+L/AIe+KGueFPiZ8RdK13xX4Rn0SHw9Yx6C2nXmy2mWK1El5p8s8SSyStvK3CcyE7kwpXhPAn7JXxE+AHhf9nTxzBD4h+Ivi74X+GJ/DXiLQZ7nSbfUZLG9tLTfb2kqi2s2a0ubOEJ5kimSMy7p3YLuh3uax5eXz/4BTuP25PHSaGfhYmq2J+Kv/C2x8Lv+Ei+wx7RZGz/tX+1vs2PK88ab8vl/6v7T82zy/wB3Xsf7MPxc8R2P7RHxL+D3i7Xp/Fmo+CLTStd0nXbq1t7a81LTb9Z0C3KW0ccHnRXFpOC0ccaskkXyAhifGx+w547GiH4qnSLP/haw+LX/AAtAeHFv4iDZfYv7K/sn7QcQ+f8A2d83mf6v7Rx5mz95XsP7Lvwj8TXv7RXxN+MPjDQZvCeoeOLXStD0jQrq7t7m90zTbBZ2DXL2zyQedLPdTsVjklVUSMbySwCV76jly20/pnUePv2yvCPw28X3uiajpHxWuLywYJLJpXwv8S6rZsSoYeXc2thJBKMEZKOwByDyCB1Pwh+NOj/G/RLnUNGs/FtlBaT/AGd11/wtqfh+dm2hspFf28Ejrgj51UrnIzkEDlvH37GvhH4k+L73W9R1j4rW95fsHlj0r4oeJdKs1IUKPLtrW/jgiGAMhEUE5J5JJ6n4Q/BbR/gholzYaNeeLb2C7n+0O2v+KdT8QTq20LhJb+4nkRcAfIrBc5OMkk371zJ8ttNzwD9uHxB8Yv2fPB7/ABO8O+PzeS2XiTTrCLwC2lWTaTrVndalBZR26TmH7at66TBt4n8vzOBFtGTZ8Z/Eb4mftDftK/Fbwf8ADzxiPA1v8HNP06OLZp1pfDxFrV5aveLBd+fGxSzSFrUEQNFKxmciVQoB83+Pvxv/AGp9U/aOmudB/ZEm8XeFPCszr4VutU+JWiadF9qIaM6pNbBpXJCMREu9WRHkyN7jy/QPEXw4+Kv7O/x9+J/i3wP4Qi8dzfGTS9MlaS1v7XT4PD2vWdp9i8+5FzKHaxeFbZswiaVTA48pt+6o+82tZa2v8vI5r4V/to+J/wBv3xD8LtB8Da/d/DK28SfDSD4j+IdSsLW0vr+2e4uRa2+nwrdwyw+X50V6ZJGjLFYUC7CxYe2/sMfH/Vf2hvgbLeeI47OPxb4V17VfCPiD7GhS2mv9NvZrOWaJSTtSXyllC5O3zNuTtyfEfhR+xh4n/YA134X694I8O3vxNh8O/DOD4ceIdN0+7tLK+nkt5zd21/CbyaKHy/PmvBIhkDKs6FRIU217b+wr+z/q37O/wKlsvEklnL4u8U69q3i7xB9jcvbRX+pXs15LFExC7ki81Yg20bvL3YGcBx5r6k1OW3unslFFFaGAUUUUAFFFFABRRRQAUUUUAFFFFABXhX7JH/Jfv2of+ynWX/qGeGK91rwr9kj/AJL9+1D/ANlOsv8A1DPDFS90XHZ/11OS/bn+N/xD+DH7TP7Otn4c8S2Fh4R8f+NE8N65pZ0iOW5u1Nrczlxcux2L+6RdqRhup8z+GvSP2jPh78QfGllqF34Z+Kk/wwtdIsTPaSWel2N8l1OoZna++1wS4twAo2QGJ+HYy8hV8f8A+Ckngb4ieOfjh+z/AKl4L+F/ifxxpnw48ZJ4r1m603UtHtVWAWtzbmCNb29gd58yq33RHt/5aZ+Wn/8ABQ74jfHe58R6f4R+Hf7OV/8AFrwJcRibxFcv440jw/Dqy9RYhZ2eVoD/AMtt0aeYv7sEoz7pvvc0Svy2t+BY0v8Aaa13x1/wTh8AfFT4hePrT9n9NZ8NWuseItait7Vp7S4mjj8lLeO9inhCys27Y0byYZI1+Zt6+p/sH/ETxZ8Wf2RPA3iTxtd6VqXiLWLA3M19poQQahCZX+zXG1CUR5bcQyOinCO7qMBcVyGifHH42wfDrwU3ij9nY6lL4nhvl8SaNoPinSpX8JJ5u20tnF1LDDeq8B/eyRSKFZSFiYNxvf8ABP79mS5/ZO/Z6Phm6isLB77XtW15NJ0+QyWPh+K+vprmLT7diq5jgjkSPIVQWViAAQKFe4pW5fme20juIkLMQqqMkk4AFeK3X7Avga8upJX1341BpWLsE+MXi5FBJzwq6mAB7AADtXU+Mf2dLDxN+zvqHw2s/EXjPRdM1CzewOqprD6prEUTvuf/AErURctKWBZCZvM+RiBjAxepnoeI/Az9sDxh8aP+CkGpeGENra/Ceb4evr/hyMQqZ9YddUW1Oos5XcsUmJBCqtteLZKc+YoXzX9mL9rf4p/F/wCL+nW0/jO7uPH1p46vtH8bfCq40Wzt7Lwjocb3AjvEnWEXf+qFrKlw9w8Vw0wjWNd3y9z8Pv2IviN4G/4KU6b45uPiT8QfEHgvTvh8NHbUL+Hw3D9qnGo+YNLeG10+F1g8vEu+ONH3AL52Pkrz34V/se/FE/Ej4eXeueBrvSfin4L8aXOoa58W4dbsntPFOhS3k001m0aS/bJRPbtHAtvPbpHblI2STESqcveOj3PI+1vi98adH+CGiW2oazZ+Lb2C7n+zougeFtT8QTq20tl4rC3nkRcA/Oyhc4GckA8t4B/bK8I/EnxfZaJp2kfFa3vL9ikUmq/C/wAS6VZqQpY+Zc3VhHBEMA4LuoJwByQD1Pxe+C2j/G/RLaw1m88W2UFpP9oRtA8U6n4fnZtpXDy2FxBI64J+RmK5wcZAI5bwD+xr4R+G3i+y1vTtY+K1xeWDF4o9V+KHiXVbNiVKnzLa6v5IJRgnAdGAOCOQCNPeuYLktruZ37Y/wu+Mnxf0jw/pPwh+KVl8H5Y7mW71fX5PDttr88saptitEtbjEeHZy7Sbgy+QoGQ5FfOnw1+N3xy+AH7DHxx8aeKPHXiL9oDxBo+u3mheDLzRPAttbzsLdksZboWNkh3xxX32tn3uwMVnkMu/A+zPjRqXiXR/hF4mufBunR6v4uh0u4bRLOSVIo7i98tvIV3chVTzNu4k8Lngng8bpWg6p+yJ+zZ4S8PeEfB+vfEmTw1b2mlTWlhf2VtqF1GqbZrzfeTQwvIXBdlaVCxdiDnik1rcuMtLP+vmeRf8Ehfi5rfx3+CGt+KNY/aDufjz5+oiyAuvBFp4SuvCs0K/vrOe1gy3nEupJdiMBNnBLN7Z+zf/AMpMPjT/ANkx8Cf+nXxhWL+zR8EZfCXxN+JHxFvvD8XhPVfihdWFxcaQk8c0sC2tt5Ky3LRExG6cs+/y3ddqRDexBNbX7N//ACkw+NP/AGTHwJ/6dfGFYVv4ep1YVp17o+oaKKK4T2Ar50/4Klf8msaT/wBlO+Hn/qa6HX0XXzp/wVK/5NY0n/sp3w8/9TXQ6cd0TP4WdnRRRXrnzIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeFfskf8AJfv2of8Asp1l/wCoZ4Yr3WvCv2SP+S/ftQ/9lOsv/UM8MVL3Rcdn/XU91oooqiAooooAKKKKACiiigAooooAKKKKACvNv2b/APlJh8af+yY+BP8A06+MK9Jrzb9m/wD5SYfGn/smPgT/ANOvjCufE/AduA/in1DRRRXnnthXzp/wVK/5NY0n/sp3w8/9TXQ6+i6+Z/8Agrf4l03wX+xtDrGs6jp+j6PpPxF8AXl9f39ylta2MEfjPRHkmllchI40UFmdiFUAkkAU47kz+FnoFFeK/wDDyn9m3/o4z4Af+HH0X/5Jo/4eU/s2/wDRxnwA/wDDj6L/APJNep7SHc+e9hU/lf3HtVFeK/8ADyn9m3/o4z4Af+HH0X/5Jo/4eU/s2/8ARxnwA/8ADj6L/wDJNHtIdw9hU/lf3HtVFeK/8PKf2bf+jjPgB/4cfRf/AJJo/wCHlP7Nv/RxnwA/8OPov/yTR7SHcPYVP5X9x7VRXiv/AA8p/Zt/6OM+AH/hx9F/+SaP+HlP7Nv/AEcZ8AP/AA4+i/8AyTR7SHcPYVP5X9x7VRXiv/Dyn9m3/o4z4Af+HH0X/wCSaP8Ah5T+zb/0cZ8AP/Dj6L/8k0e0h3D2FT+V/ce1UV4r/wAPKf2bf+jjPgB/4cfRf/kmj/h5T+zb/wBHGfAD/wAOPov/AMk0e0h3D2FT+V/ce1UV4r/w8p/Zt/6OM+AH/hx9F/8Akmj/AIeU/s2/9HGfAD/w4+i//JNHtIdw9hU/lf3HtVFeK/8ADyn9m3/o4z4Af+HH0X/5Jo/4eU/s2/8ARxnwA/8ADj6L/wDJNHtIdw9hU/lf3HtVFeK/8PKf2bf+jjPgB/4cfRf/AJJo/wCHlP7Nv/RxnwA/8OPov/yTR7SHcPYVP5X9x7VRXiv/AA8p/Zt/6OM+AH/hx9F/+SaP+HlP7Nv/AEcZ8AP/AA4+i/8AyTR7SHcPYVP5X9x7VRXiv/Dyn9m3/o4z4Af+HH0X/wCSaP8Ah5T+zb/0cZ8AP/Dj6L/8k0e0h3D2FT+V/ce1UV4r/wAPKf2bf+jjPgB/4cfRf/kmj/h5T+zb/wBHGfAD/wAOPov/AMk0e0h3D2FT+V/ce1UV4r/w8p/Zt/6OM+AH/hx9F/8Akmj/AIeU/s2/9HGfAD/w4+i//JNHtIdw9hU/lf3HtVFeK/8ADyn9m3/o4z4Af+HH0X/5Jo/4eU/s2/8ARxnwA/8ADj6L/wDJNHtIdw9hU/lf3HtVeFfskf8AJfv2of8Asp1l/wCoZ4Yq3/w8p/Zt/wCjjPgB/wCHH0X/AOSa8Y/Zd/4KCfs/6F8cP2j7q++PXwQsbXWviLaXmnTXHj7SIo9QgHhLw5AZoWa4AljE0M0RdCVDwyLncjAS6kdNSlRqWfuv7j7RorxX/h5T+zb/ANHGfAD/AMOPov8A8k0f8PKf2bf+jjPgB/4cfRf/AJJqvaQ7k+wqfyv7j2qivFf+HlP7Nv8A0cZ8AP8Aw4+i/wDyTR/w8p/Zt/6OM+AH/hx9F/8Akmj2kO4ewqfyv7j2qivFf+HlP7Nv/RxnwA/8OPov/wAk0f8ADyn9m3/o4z4Af+HH0X/5Jo9pDuHsKn8r+49qorxX/h5T+zb/ANHGfAD/AMOPov8A8k0f8PKf2bf+jjPgB/4cfRf/AJJo9pDuHsKn8r+49qorxX/h5T+zb/0cZ8AP/Dj6L/8AJNH/AA8p/Zt/6OM+AH/hx9F/+SaPaQ7h7Cp/K/uPaqK8V/4eU/s2/wDRxnwA/wDDj6L/APJNH/Dyn9m3/o4z4Af+HH0X/wCSaPaQ7h7Cp/K/uPaq82/Zv/5SYfGn/smPgT/06+MK57/h5T+zb/0cZ8AP/Dj6L/8AJNQ/sL/HDwR8fP8Agod8cNY8BeNPB/jrR7b4deBrOa/8N63a6tawzrqfi52haW3d0WQLIjFCdwDqcYYZwxE4uFkzrwVOcat5Jn2RRRRXCewFfO3/AAVF/wCTXdH/AOyn/Dv/ANTbQ6+ia+dv+Cov/Jruj/8AZT/h3/6m2h1M/hZdP40XP2ifjnpv7NfwY13xtq2na5rFnocSMNO0W0+16lqMskiQw29tDuXzJpJZERF3DLOBmvA/2ev+CtmhfHj4o3/hTUPgx+0P8MbvTtBuPEclz458HLpMEtrDJFEwiAneWWRpJkVUjjYsTgc19XTW8dwU8xEfy23puXO1vUeh5NeF/s4apb+OPin8W/izqFxFBpMmoHwno9zPIEhh0vRmmjuJiTwobUZNSy/Ro4YCSQox81Hl5XdH0submVmXfhb+23pXjz47j4a674N8dfDrxheaZLrWlWfiW2swmu2cTxpLLbTWlzcRkoZY90TskqhgSgAOHaJ+29oeo/H7w/4BvvC3jbQj41iupPCuvahZ240nxMbaIzTJA0c7zxsIleQC5hh3ohZNwwT5F8KP2sfgh+1J+2foPjS0+KXw91rVNE0/UvDPgfQtN1y2vtRdJwlzqWpTQwyO8KNHYRqnmKoSOJ2ZszqiZnxP1HUbb/goB8Cfib4I+Jdr8U/CvxMvLzQI/DrtZX9loenmwluJtX0q4t1UoitbRRyySNKX+1InmAMiC+RXs1bQz53a6d9T7Yori/jHrvxE0S1sD8PvC3gvxPNI7i9TxD4pudCW3UAbDG0Gn3pkJO7IYJjAwWzxh/DHxZ8adV8YQQ+MvAHwv0HQGVzNeaL4/vtXvI2CnYFt5dGtUYFsAkzLgEkBsYOPK7XNuZXsb37QXx58NfsxfBjxF498X3v2Dw94Zs3vLuRV3yOBwsca/wAcjsVRFHLMyjvT/Cvxv0DxL8B9M+I81wdG8L6joMPiNp9RKxGytJLdbjdNhmVSsbfNhiBg4J618tf8FONZ8Zar4c+IqXnwk8e+JvBHhfwRqc2kalpeoaEunHUJ9PuElvrmO51GG6ItYnKIqwNzJM4V2EJXK+EHjrx748/ZX/Z905/gR8Udb8Ead4U0rUNTt7DVPDKSatcW0FuLOORZ9Wi/0Riv2nGdzbYUkVR5sZ1VNctzJ1HzWPa9I/4KQeANf/ZF8NfGWytPFFzoHjS/TSfD+lJp6nWNZvZLt7SG3ig37RJJJGxG91Cp8zlMNjtvgF+0tp/x41HxLpR0HxJ4P8U+DrmG31rQNejtxe2PnxCWCTfbTT28kUiZ2vFK65R1JDKQPzl+DfizSvHH/BEr4X+GPGHhTxD4WTXfHNpoGg+JbvULO3TRdQn1u5kg1qCW3uJHi+yOCAJREZJVCcxyb6+uP+CcF94j8JePvi/8PPHM+n+KfHng/U7G61XxxZDA8Ww3Vu32Tz48kW11bwwCOS3U7FUxSKAJuanTSTt0ZMKsm1fqj6qor5Q+P/7MPxD8c/GDW9V0fwn/AGhpt5KjQXH/AA0t428LeaBGik/2bYWb2ttyCNsTkHG4/MxFeqfsgfC3xH8KfBGp2fiTSP7Huri+86KL/hZ2uePd6eWg3fatWhimh5BHlICnG7OWIrFxSV/6/M2Um3a39fcYXxg/4KAeHvgX4gifxF4R8e2vgg6xHoE/jhbK2bQbK9ecWwSYfaPtaRidhEZ/s3k7v+WmOa0fjj+274f+CfjjUPD8fh7xh4y1Hw9pSa/4jXw5ZwXX/CMac5lCXV0JJo2bf5ExWGASzuImKxEDNeS/t4ftW/BDx5r83wb8bfFf4b+F9L0u6stZ8aRat4isra5aC2nju4dNjhkkEjyzyQp5m1G2whxw8sRpvwh+I+h/B39sz9rHX/GV3Fp2kappPh3xnZy36eQJ9Ci0gWsjASbSVS5guQyn7rTKDgvitVBWu1/Whk5u9k/61PZfiT+2f4a8HN4RtfDum678Stb8daY+uaJpPhUWs1zeaYghL3++4nggS3Hnw4ZpQXMqqgdjiu2+DHxi0D4//C/R/GHhi7a90TW4TLA7xNFJGysySRSRsA0cscivG6MAyOjKQCDXwF/wS28D63+z78Xfgbb+PhLpM2s/s5WGnaYL7935NxZ6jLd3lqS2NsqW13ZFo+oWBiQBGa+iP+CTVrNdfs4eJ9fQMug+NfiN4s8SeHQRgNpd3rV1JbSIBwEkQ+auOCsisOGpVKaitB06jk9f62PojUvGmmaP4r0vRLi58vU9ajnls4fLc+csIQyncBtG3zE6kZzxnBqbxR4lsvBnhnUdY1KdbbTtKtZby6mbpFFGhd2P0UE/hXzD43/ZD+Ik37QHgOZP2gfjheW8Nlqol1L+x/Cp/s4stttTcuiCMeZg/wCsUk+X8uPmz9JeCPCNz4Y8EWuj6tr2q+MLiGNorjU9YhtEur8MScypawQQdDtwkSjAGQTknNxS6mik3fQ+U/gz/wAFlNJ+MPxk8F+DJf2ff2ovBlx49vTYaXqnirwRFpels4t5bliZ2ujkCCGWQ7AzbUYgHFeha9/wUQ06w/a2j+Emk/Cv41eK5VvoNNv/ABdovhlbjwnpE8kayulzftMoQxI6GQBSVLBQC3y1q6OT8YP279WvMtJo3wd0NNJhG4bDrOpiO5uMjrvhsY7Laf7upSDvXgfif9jPQv2av2xPAPxT+BfjLW9Pv/if4ydPGXhdvEM2qaR4utLgTS316sUsjlJ7dlaYSIwVdrIAN2062g3tbQyvNLfqfdlFeV/tefDPxB8VPhtZaf4b0r+2L6HU47h4f+Fka14D2xiKVS323SYZbiTllHkMojbO8ndGgPjvwP8A2XPiL4N+LOhapqvhH7Dp1lciSe4/4ab8ceJPKXBGf7PvbNLa5/3JWC988Cs1FNX/AK/M1cmna39fcfQnxh+MDfCqwtRZeF/E3jXWr/e1ro2gpbfa50j2+ZJvuZoLdEXegJklXJdQMswFeUT/APBS3wU37L+t/Eyw8OfELWZfDuut4Wv/AAdp2ifaPFMWsLMkT6eLMSbXnXzFkIWQqY/nDEV6N+01+1D4M/ZK+GM/ijxprmkaNabxbWaX2oQWP9oXT8RwJJO6RqzHGWdlRBlnZVVmHnX/AAT21j4deIPCPi258H+NfB/xC1/WPEc/inxZqfhu8jv9Og1S+XHkRTx5RvJt44oB83meXEjOAZOWkuXmaJbfNyplL9j/AP4KX6Z+158Vde8If8Kj+OXww1Pw7o8euXT/ABA8NRaJG1vJM0MewfaHkYu0c2Ds2Ygl+bK4Oh+yd/wUNsP2v/iTqmi6J8KfjZ4c0Sxs3v7Lxd4l8Mrp3h3X4PMRInsbkzM04mRxLGQgBjBY7eAanwJ0DQvjj8Pfi54+8YSCPw38Wr250tHlvTZBPDtor6fbBZ43V445sXV0rBww/tA4KngcD+xT+yq/7Cv7a2ufDr4feLNe1j4Nah4POsTeGtW1N9SbwVqq3cMdukEkhLxwXcD3TCNsndaM2TkYtqGvf+rkJz07f1Y+zqKKK5zoCiiigAooooAKKKKACiiigAooooAKKKKACiiigAryz9nz/lJt8aP+yYeBP/Tr4xr1OvLP2fP+Um3xo/7Jh4E/9OvjGu7L/wCMcOYfwT6booor3jwQr52/4Ki/8mu6P/2U/wCHf/qbaHX0TXzt/wAFRf8Ak13R/wDsp/w7/wDU20Opn8LLp/Gj0Guc1b4PeEte+HE/g6+8LeHL3wjdRG3m0OfTYZNNmjLbijW5UxlS3OCuM810dFfLH1B5h8MP2Jfgz8EvFS674M+Efwx8I62kTwLqGi+FrGwuljcYdBLFEr7WHBGcHvW18KP2bfh18B7vUJ/A/gHwX4Mn1Zt99JoWh22nPeNnOZTCilzn+9mu1op8ze7FypbIKKKKkoq65odl4n0S803UrO11DTtQge2urW5iWWC5idSrxujAqyspIKkEEEg0aHodl4Y0Sz03TbO10/TtPgS2tbW2iWKC2iRQqRoigKqqoACgAAAAVaopgcunwS8GR/DJ/BS+EfDC+DZI3ifQRpUA0xkdzIym22+UQXJYjbyxJ61P8MfhJ4U+CfhWPQvBnhnw94R0SJ2kTTtF06GwtUdsZYRRKqAnAycdq6Gii7FZBRRRSGeN6n/wTr/Z91vxDcavefAr4OXeq3dw15PezeC9NkuJp2Yu0rSGHczliWLE5JOc13fxD+B3gr4u6lo954r8H+FvE954euPtelT6tpUF7Jpk3H7yBpEYxPwPmTB4FdTRVcz7k8q7HNfFL4NeD/jl4dTSPGvhTw34w0mKdblLLW9Mg1C3SVc7ZBHKrKGGThsZGa6Gzs4tPtIoIIo4IIEEcccahUjUDAUAcAAdBUlFK/QfmFFFFIZR0bwzp3h2a+k0/T7KxfU7k3t41vAsRu5yqoZZCoG9yqIpY5OEUZ4Fc38Mv2dPh98FNX1XUPBvgTwb4Sv9dkMupXOi6LbWE2oOSWLTPEimQ5JOWJ5JrsqKd2KyCiiikM4b4yfsw/DX9ot7BviD8PPA3jptKDixPiHQbXVDZh9u/wAvz432btq524ztGelXfhJ8BPA3wA8NXOjeBPBfhPwVo95cNd3FjoOkW+m208zKqNK8cKKrOVRFLEZwijoBXWUVXM7WFZXuYF18K/DF98Nh4Nm8N6DN4QFguljQn0+JtNFoqBFt/s5Xy/KCAKE27QABjFN+GPwk8KfBPwrHoXgzwz4e8I6JE7SJp2i6dDYWqO2MsIolVATgZOO1dDRSuwsgooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAryz9nz/lJt8aP+yYeBP8A06+Ma9Tryz9nz/lJt8aP+yYeBP8A06+Ma7sv/jHDmH8E+m6KKK948EK+dv8AgqL/AMmu6P8A9lP+Hf8A6m2h19E187f8FRf+TXdH/wCyn/Dv/wBTbQ6mfwsun8aPQaKKK+VPqQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvLP2fP+Um3xo/7Jh4E/9OvjGvU68s/Z8/5SbfGj/smHgT/06+Ma7sv/AIxw5h/BPpuiiivePBCuf+KXwn8LfHHwJfeFvGvhrw/4w8M6p5f2zSNb06HULC78uRZY/MglVo32yIjjcDhkUjkA10FFAHz/AP8ADp39ln/o2n4Af+G80j/5Ho/4dO/ss/8ARtPwA/8ADeaR/wDI9fQFFAHz/wD8Onf2Wf8Ao2n4Af8AhvNI/wDkej/h07+yz/0bT8AP/DeaR/8AI9fQFFAHz/8A8Onf2Wf+jafgB/4bzSP/AJHo/wCHTv7LP/RtPwA/8N5pH/yPX0BRQB8//wDDp39ln/o2n4Af+G80j/5Ho/4dO/ss/wDRtPwA/wDDeaR/8j19AUUAfP8A/wAOnf2Wf+jafgB/4bzSP/kej/h07+yz/wBG0/AD/wAN5pH/AMj19AUUAfP/APw6d/ZZ/wCjafgB/wCG80j/AOR6P+HTv7LP/RtPwA/8N5pH/wAj19AUUAfP/wDw6d/ZZ/6Np+AH/hvNI/8Akej/AIdO/ss/9G0/AD/w3mkf/I9fQFFAHz//AMOnf2Wf+jafgB/4bzSP/kej/h07+yz/ANG0/AD/AMN5pH/yPX0BRQB8/wD/AA6d/ZZ/6Np+AH/hvNI/+R6P+HTv7LP/AEbT8AP/AA3mkf8AyPX0BRQB8/8A/Dp39ln/AKNp+AH/AIbzSP8A5Ho/4dO/ss/9G0/AD/w3mkf/ACPX0BRQB8//APDp39ln/o2n4Af+G80j/wCR6P8Ah07+yz/0bT8AP/DeaR/8j19AUUAfP/8Aw6d/ZZ/6Np+AH/hvNI/+R6P+HTv7LP8A0bT8AP8Aw3mkf/I9fQFFAHz/AP8ADp39ln/o2n4Af+G80j/5Ho/4dO/ss/8ARtPwA/8ADeaR/wDI9fQFFAHz/wD8Onf2Wf8Ao2n4Af8AhvNI/wDkej/h07+yz/0bT8AP/DeaR/8AI9fQFFAHz/8A8Onf2Wf+jafgB/4bzSP/AJHo/wCHTv7LP/RtPwA/8N5pH/yPX0BRQB8//wDDp39ln/o2n4Af+G80j/5Ho/4dO/ss/wDRtPwA/wDDeaR/8j19AUUAfP8A/wAOnf2Wf+jafgB/4bzSP/kej/h07+yz/wBG0/AD/wAN5pH/AMj19AUUAfP/APw6d/ZZ/wCjafgB/wCG80j/AOR6P+HTv7LP/RtPwA/8N5pH/wAj19AUUAfP/wDw6d/ZZ/6Np+AH/hvNI/8Akej/AIdO/ss/9G0/AD/w3mkf/I9fQFFAHz//AMOnf2Wf+jafgB/4bzSP/kej/h07+yz/ANG0/AD/AMN5pH/yPX0BRQB8/wD/AA6d/ZZ/6Np+AH/hvNI/+R6P+HTv7LP/AEbT8AP/AA3mkf8AyPX0BRQB8/8A/Dp39ln/AKNp+AH/AIbzSP8A5Hr0D4F/snfCz9l/+1P+FafDTwB8O/7c8r+0v+EY8PWmkf2h5W/yvO+zxp5mzzZNu7O3zHxjca9AooAKKKKAP//Z)
Method 3:(Nikhilam rule)
- Nikhilam rule says that “All from 9 and the last from 10.”
- That means all digits should be subtracted from 9 and the last digit should be subtracted from 10.
- After the subtraction, the difference should be added to the minuend.
- Deleting the left first digit of the sum of the minuend and the result, we get the final result of the subtraction.
Example:
![](data:image/jpeg;base64,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)
Answer:
- We need to subtract 123 from 9910 like the following way
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAC1AhADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+YPDP/AAWC+CPjXw3p+s6MfjBq2katbR3tjfWXwZ8ZT217BIoeOWKRNLKujKwZWUkEEEHBr6fr4F/4Jnf8o4P2fv8Asm3hz/0121eTm2YywcIyir3PVyrLo4ucoydrHtP/AA9c+Ef/AD4/G7/wyXjT/wCVVH/D1z4R/wDPj8bv/DJeNP8A5VVLRXhf60Vf5Ee5/qzS/nZF/wAPXPhH/wA+Pxu/8Ml40/8AlVR/w9c+Ef8Az4/G7/wyXjT/AOVVS0Uf60Vf5EH+rNL+dkX/AA9c+Ef/AD4/G7/wyXjT/wCVVH/D1z4R/wDPj8bv/DJeNP8A5VVLXy7J/wAFHLq30e08eSeB4R8D7/xMvheHxcmuhr9ZGv8A+zkvn0/yNq2DXeIxL9pMu1lcwqpzWlPiLET+GmvvM58PUIfFUf3H07/w9c+Ef/Pj8bv/AAyXjT/5VUf8PXPhH/z4/G7/AMMl40/+VVS0Vn/rRV/kRp/qzS/nZF/w9c+Ef/Pj8bv/AAyXjT/5VUf8PXPhH/z4/G7/AMMl40/+VVS0Uf60Vf5EH+rNL+dkX/D1z4R/8+Pxu/8ADJeNP/lVR/w9c+Ef/Pj8bv8AwyXjT/5VVLRR/rRV/kQf6s0v52Rf8PXPhH/z4/G7/wAMl40/+VVH/D1z4R/8+Pxu/wDDJeNP/lVUtFH+tFX+RB/qzS/nZF/w9c+Ef/Pj8bv/AAyXjT/5VUf8PXPhH/z4/G7/AMMl40/+VVS0Uf60Vf5EH+rNL+dkX/D1z4R/8+Pxu/8ADJeNP/lVR/w9c+Ef/Pj8bv8AwyXjT/5VVLRR/rRV/kQf6s0v52Rf8PXPhH/z4/G7/wAMl40/+VVH/D1z4R/8+Pxu/wDDJeNP/lVUtFH+tFX+RB/qzS/nZmaT/wAFgvgjr1/qdrYn4wXlzotytlqMMHwZ8ZSSWE7QxTiKVRpZMbmGaGQK2DsljbGGBN7/AIeufCP/AJ8fjd/4ZLxp/wDKqvFv2Uv+S7/tMf8AZSbP/wBQ/wANV7dV1OJasXbkWy/FXIhw3Tkr876/gyL/AIeufCP/AJ8fjd/4ZLxp/wDKqj/h658I/wDnx+N3/hkvGn/yqqWio/1oq/yIv/Vml/OyL/h658I/+fH43f8AhkvGn/yqo/4eufCP/nx+N3/hkvGn/wAqqloo/wBaKv8AIg/1Zpfzsi/4eufCP/nx+N3/AIZLxp/8qqP+Hrnwj/58fjd/4ZLxp/8AKqvEfip+1d4nsfi34i8G/DbwDaeP9U8DaXbat4l+0+IBpP2UXPmtb2lqPs832i8kSF32P5MQUx7pgXAr0T4A/G7Qv2k/gp4X8e+GZZZtC8W6dDqVmZU2Sokig7HX+F1OVYdmUitJcRYiMeZ01b1M48PUJS5VUd/Q6r/h658I/wDnx+N3/hkvGn/yqo/4eufCP/nx+N3/AIZLxp/8qqlorP8A1oq/yI0/1Zpfzsi/4eufCP8A58fjd/4ZLxp/8qqP+Hrnwj/58fjd/wCGS8af/KqpaKP9aKv8iD/Vml/OyL/h658I/wDnx+N3/hkvGn/yqo/4eufCP/nx+N3/AIZLxp/8qqloo/1oq/yIP9WaX87Iv+Hrnwj/AOfH43f+GS8af/Kqj/h658I/+fH43f8AhkvGn/yqqWij/Wir/Ig/1Zpfzsi/4eufCP8A58fjd/4ZLxp/8qqP+Hrnwj/58fjd/wCGS8af/KqpaKP9aKv8iD/Vml/OyL/h658I/wDnx+N3/hkvGn/yqo/4eufCP/nx+N3/AIZLxp/8qqloo/1oq/yIP9WaX87Iv+Hrnwj/AOfH43f+GS8af/KqqNv/AMFgvgjd+JLvRoj8YJNXsLaG9ubFPgz4yNzbwTNKkMrx/wBl7lSRredVYjDGGQAko2NOvEfAX/KR/wCK3/ZNvBf/AKdPFlXHiWq03yLRfqkRLhummlzvX/JntP8Aw9c+Ef8Az4/G7/wyXjT/AOVVH/D1z4R/8+Pxu/8ADJeNP/lVUtFR/rRV/kRf+rNL+dkX/D1z4R/8+Pxu/wDDJeNP/lVR/wAPXPhH/wA+Pxu/8Ml40/8AlVUtFH+tFX+RB/qzS/nZF/w9c+Ef/Pj8bv8AwyXjT/5VUf8AD1z4R/8APj8bv/DJeNP/AJVV4n+2P+2Pd/sleIPhdbDwTqHiTT/iR400vwZJqcepQWsGjTX1wsKSOjbpZSAXYKiYOzBdd2RrfHn9pXUfh/8AE/wz8PvBvhu08YfEHxTZXerw2F7qraXYWOnWrQpPd3NysE7Ivm3EESKsLl3k/hVWYariHENJqmtfPtuZPh/DptOo9PLvserf8PXPhH/z4/G7/wAMl40/+VVH/D1z4R/8+Pxu/wDDJeNP/lVXD/s2/H7T/wBpL4XReIrKzu9KuYL270jVdLu8G40jUbSd7a6tZCvysY5o3AYcOu1hwwrvazlxNWi+V01c0jw3RkuZTdiL/h658I/+fH43f+GS8af/ACqo/wCHrnwj/wCfH43f+GS8af8AyqqWil/rRV/kQ/8AVml/OyL/AIeufCP/AJ8fjd/4ZLxp/wDKqj/h658I/wDnx+N3/hkvGn/yqqWij/Wir/Ig/wBWaX87Iv8Ah658I/8Anx+N3/hkvGn/AMqqP+Hrnwj/AOfH43f+GS8af/KqpaKP9aKv8iD/AFZpfzsi/wCHrnwj/wCfH43f+GS8af8Ayqo/4eufCP8A58fjd/4ZLxp/8qqloo/1oq/yIP8AVml/OyL/AIeufCP/AJ8fjd/4ZLxp/wDKqj/h658I/wDnx+N3/hkvGn/yqqWij/Wir/Ig/wBWaX87Iv8Ah658I/8Anx+N3/hkvGn/AMqqP+Hrnwj/AOfH43f+GS8af/KqpaKP9aKv8iD/AFZpfzs0fhx/wUr+FHxS+KXhzwbYS/EXTtf8XXM1lo8ev/DXxLoNtfTxWk948S3N9YQwBxb2txIFMgLCJsAnive6+KPin/ydx+yv/wBlJ1D/ANQvxRX2vX0eWYyWKoe1kranzuZYNYav7KLuFfAv/BM7/lHB+z9/2Tbw5/6a7avvqvgX/gmd/wAo4P2fv+ybeHP/AE121ePxR/Ch6s9fhn+LP0PbqKKK+LPsgooooAK/NK0/Z5l+I3hyf9nX4TfFG0+IPwgvPGS6rrItdE81fBGnx6ouoXmmvrKTmCd3nRoYrZYftCecxd/LiOf0torooYh0r2/prqc9agqtr/0n0Ciiiuc6AooooAKKKKACiiigAooooAKKKKACiiigDxH9lL/ku/7TH/ZSbP8A9Q/w1Xt1eI/spf8AJd/2mP8AspNn/wCof4ar26tq/wAXyX5Ixo/D83+bCiiisTYKKKKAPif9pl/+FEfti+KvFPwo+IltcfFTx7oVjY6x8NItEGuXWsSW4kSwvVKTxHTAqyMj3VyHt/LGShKjP0H+w/8As7Sfsm/sleAvh5c3q6nf+GdKjg1C8XO27vHJluZFzztaZ5CM9iK9VoroqYhygof1povuOeFBRm5/1rv94UUUVznQFFFFABRRRQAUUUUAFFFFABRRRQAV4j4C/wCUj/xW/wCybeC//Tp4sr26vEfAX/KR/wCK3/ZNvBf/AKdPFlbU/hn6fqjGp8UfX9Ge3UUUVibBRRRQB8O/8FtvjL4R+Gmk/s6weIvFHh/QrhPjZ4V1lor/AFCK3dbG1uy1zdFXYEQQhlMkn3U3LuIyK7L41eN9E+Af/BQjwh8XfFOs6bpfw08T/Dm78LL4jubpE0zT75b6C+gWWYnYi3MJm2OSFZrdVBLOgr6worrjiEoKFtr317/LT8Tllh25ud97dO3zPnL/AIJoeFtRsvhV478VX1le6bbfEz4ha94u0q2vIminXTri52WkjowDIZoYUnCkAqJgDyDX0bRRWFWfPNyNqcOSKiFFFFZmgUUUUAFFFFABRRRQAUUUUAFFFFAHmnxT/wCTuP2V/wDspOof+oX4or7Xr4o+Kf8Aydx+yv8A9lJ1D/1C/FFfa9ff8O/7mvVnwXEH++P0QV8C/wDBM7/lHB+z9/2Tbw5/6a7avvqvgX/gmd/yjg/Z+/7Jt4c/9NdtXJxR/Ch6s6+Gf4s/Q9uooor4s+yCiiigAoor5H0/xJ4n0H/guAfDMnjTxVqPhHWPg3d+IF8P3V0v9mWF4us2VsJIYURRu8sMN0m9x5j4YBiK1p0+e/krmVSpyW83Y+uKKKKyNQooooAKKKKACiiigAooooAKKKKACiiigDxH9lL/AJLv+0x/2Umz/wDUP8NV7dXiP7KX/Jd/2mP+yk2f/qH+Gq9urav8XyX5Ixo/D83+bCiiisTYKKKKACivnj9u/wCD51T4N+OvGlx8Q/iD4U1Hw5otxeaBL4e12702LTZo4C0e+1hcR37yTgfJcJIGDLGiA5LetfAG98U6j8CfBVx45it4PG0+g2MniCKBdsUeom3jNyqDsom3ge1aumlBTTMlN87g0dbRRRWRqFFFFABRRRQAUUUUAFFFFABRRRQAV4j4C/5SP/Fb/sm3gv8A9Oniyvbq8R8Bf8pH/it/2TbwX/6dPFlbU/hn6fqjGp8UfX9Ge3UUUVibBRRRQAUUV4B/wUS1jRPBPwE1TxN4s1P4tw+HdFtncWfw5fUbfVpLgqSs7TWJEixxqp/1rJbjcTLvzGF0pw55KPcipPki5dj3+ivJ/wBhXxTqnjb9jj4aarrni/SfH2s3vh60e/8AEOmHNpq0/lgSSodq5ywIJ2qSQcqp4HrFKceWTj2HCXNFSXUKKKKgoKKKKACiiigAooooAKKKKACiiigDzT4p/wDJ3H7K/wD2UnUP/UL8UV9r18UfFP8A5O4/ZX/7KTqH/qF+KK+16+/4d/3NerPguIP98fogr4F/4Jnf8o4P2fv+ybeHP/TXbV99V8C/8Ezv+UcH7P3/AGTbw5/6a7auTij+FD1Z18M/xZ+h7dRRRXxZ9keI/tj/APBOX4Nf8FAP+Ec/4W54O/4S3/hEvtP9k/8AE2vrD7L9p8nzv+PaaLfu8iL7+cbOMZOfYfDnh608JeHrDStPh+z2GmW8dpbRb2fy4o1CIuWJJwoAyST61doq3Um4qDei2XYhU4KTmlq92FfLuo/s7fFeb/gqvZfGSLTPh6fANp4Gl8CFH8SXg1hopb6G+a88gWBhDK8XliHz8FTv80H5B9RUVVOo4Xt1VhVKana/R3CiiisjQKKKKACiiigAooooAKKKKACiiigAooooA8R/ZS/5Lv8AtMf9lJs//UP8NV7dXiP7KX/Jd/2mP+yk2f8A6h/hqvbq2r/F8l+SMaPw/N/mwriP2jf2cvBn7WvwZ1n4ffEHRv7f8Ia/5H2+w+1z2vn+TPHcR/vIHSRcSxRt8rDO3ByCQe3orOMnF80dGjSUVJcstjzv9l79lHwD+xj8J4PA/wANdB/4RvwvbXMt3HZfbrm82yync7eZcSSScntuwO2K9EooolKUnzSd2EYqK5YqyPkb9s34e/tb/ED436VdfCuH9nMeBPDjpeWVp40v9alub69ABW5mitIUQeS27y4zJIobEp/eLH5X0d8DdO8Y6V8I9Ah+IOoaRqnjf7Ir63caTE0en/amy0iWwYB/IQnYhcbyiKW+YmurorSdZygoWWhnCiozc7vUKKKKxNgooooAKKKKACiiigAooooAKKKKACvEfAX/ACkf+K3/AGTbwX/6dPFle3V4j4C/5SP/ABW/7Jt4L/8ATp4sran8M/T9UY1Pij6/oz26iiisTYw/iZ8OdG+MXw38QeEfEdn/AGj4e8U6bc6Pqlp5rw/arW4iaKaPfGyuu5HYblYMM5BB5rzz9kD9gv4T/sFeGNX0f4T+FP8AhFNN166W9vof7TvL7z5VTYrbrmWRl+XjCkD2r1+itFUmouCbs+nQh04OSm1quoV5h8Xr34zaf8SNLbwFpnwx1fwhLYyR6lFr+p32nalbXe793LC8ME8csW3rEyxsSOJADx6fRUxlZ3tccldWvY82/ZE/ZztP2Tv2d/DvgKzuo75dHFxNPcxW/wBninubm5lurh44tzeVGZp5Cke5ti7V3HGa9JooolJyk5S3YRioxUY7IKKKKkoKKKKACiiigAooooAKKKKACiiigDzT4p/8ncfsr/8AZSdQ/wDUL8UV9r18UfFP/k7j9lf/ALKTqH/qF+KK+16+/wCHf9zXqz4LiD/fH6IK/JX/AIJ9aN8fpf2Cfgi2jfEb4P2OkN4A0E2Nte/DbUbu5t4P7Og8tJZk12JZXVcBnWOMMQSEUHaP1qr85f8Agm1/yjr+Af8A2Tnw9/6bLevpcPl+GxbccTHmS2PkczzTFYGMZ4WfK3vt+pe/sP8AaQ/6Kj8Ef/DV6p/80NH9h/tIf9FR+CP/AIavVP8A5oa9corr/wBWcs/58r8f8zx/9b84/wCf7+5f5Hkf9h/tIf8ARUfgj/4avVP/AJoaP7D/AGkP+io/BH/w1eqf/NDXrlFH+rOWf8+V+P8AmH+t+cf8/wB/cv8AI8j/ALD/AGkP+io/BH/w1eqf/NDR/Yf7SH/RUfgj/wCGr1T/AOaGvXK/Orw58TPFuoftnax4D1fxn4z0b47r8Q0v9LtrjX518Jah4MWeO4dILHeLSVxpxMbIIzeC4dXLiLe65z4dyuNv3K/H/M2o8U5xUvau9PJf5bdz65/sP9pD/oqPwR/8NXqn/wA0NH9h/tIf9FR+CP8A4avVP/mhr1yitP8AVnLP+fK/H/Mx/wBb84/5/v7l/keR/wBh/tIf9FR+CP8A4avVP/mho/sP9pD/AKKj8Ef/AA1eqf8AzQ165RR/qzln/Plfj/mH+t+cf8/39y/yPI/7D/aQ/wCio/BH/wANXqn/AM0NH9h/tIf9FR+CP/hq9U/+aGvXKKP9Wcs/58r8f8w/1vzj/n+/uX+R5H/Yf7SH/RUfgj/4avVP/mho/sP9pD/oqPwR/wDDV6p/80NeuUUf6s5Z/wA+V+P+Yf635x/z/f3L/I8j/sP9pD/oqPwR/wDDV6p/80NH9h/tIf8ARUfgj/4avVP/AJoa9coo/wBWcs/58r8f8w/1vzj/AJ/v7l/keR/2H+0h/wBFR+CP/hq9U/8Amho/sP8AaQ/6Kj8Ef/DV6p/80NeuUUf6s5Z/z5X4/wCYf635x/z/AH9y/wAjyP8AsP8AaQ/6Kj8Ef/DV6p/80NH9h/tIf9FR+CP/AIavVP8A5oa9coo/1Zyz/nyvx/zD/W/OP+f7+5f5HyL+zXo3x+f4zftBCx+I3wft7lfH9qNRkn+G2ozR3M//AAi3h8h4lGuoYkEJhQozSEukj7wHEcfr39h/tIf9FR+CP/hq9U/+aGqP7LP/ACXL9pL/ALKNZ/8AqI+HK9qqVw3lstXSX49PmXPizNou0az6dF1V+x5H/Yf7SH/RUfgj/wCGr1T/AOaGj+w/2kP+io/BH/w1eqf/ADQ165RVf6s5Z/z5X4/5kf635x/z/f3L/I8j/sP9pD/oqPwR/wDDV6p/80NH9h/tIf8ARUfgj/4avVP/AJoa9coo/wBWcs/58r8f8w/1vzj/AJ/v7l/keR/2H+0h/wBFR+CP/hq9U/8Amho/sP8AaQ/6Kj8Ef/DV6p/80NeU/t+/sjv8RH8S/E7xB8dfj18PPDvg/QGkg0X4d+Jjo0M0cCSTSSSp5UhnuZHbYuAOEjUAk17N+xr8Mdf+DX7LHgTw34r13W/EvijTdIh/tjUtX1CW/vLm8ceZPvmlJdwsjsq5PCqoAAAFZrhzLebldBfe/wDM2lxXmygpLEO/ov8AIz/7D/aQ/wCio/BH/wANXqn/AM0NH9h/tIf9FR+CP/hq9U/+aGvXKK0/1Zyz/nyvx/zMf9b84/5/v7l/keR/2H+0h/0VH4I/+Gr1T/5oaP7D/aQ/6Kj8Ef8Aw1eqf/NDXrlFH+rOWf8APlfj/mH+t+cf8/39y/yPI/7D/aQ/6Kj8Ef8Aw1eqf/NDR/Yf7SH/AEVH4I/+Gr1T/wCaGvXKKP8AVnLP+fK/H/MP9b84/wCf7+5f5Hkf9h/tIf8ARUfgj/4avVP/AJoaP7D/AGkP+io/BH/w1eqf/NDXrlFH+rOWf8+V+P8AmH+t+cf8/wB/cv8AI8j/ALD/AGkP+io/BH/w1eqf/NDR/Yf7SH/RUfgj/wCGr1T/AOaGvXKKP9Wcs/58r8f8w/1vzj/n+/uX+R5H/Yf7SH/RUfgj/wCGr1T/AOaGj+w/2kP+io/BH/w1eqf/ADQ165RR/qzln/Plfj/mH+t+cf8AP9/cv8jyP+w/2kP+io/BH/w1eqf/ADQ15D4L0b4/H9vb4lLF8Rvg+mrjwB4TNzcv8NtRa2lgOo+JfJRIf7dDI6sJyzmRg4kjASMxs0n11XivgX/lIp8U/wDsnPg3/wBOfiqpfDeWrRUlr6/5lx4szaSbdZ6eS727eZe/sP8AaQ/6Kj8Ef/DV6p/80NH9h/tIf9FR+CP/AIavVP8A5oa9coqv9Wcs/wCfK/H/ADI/1vzj/n+/uX+R5H/Yf7SH/RUfgj/4avVP/mho/sP9pD/oqPwR/wDDV6p/80NeuUUf6s5Z/wA+V+P+Yf635x/z/f3L/I8j/sP9pD/oqPwR/wDDV6p/80NH9h/tIf8ARUfgj/4avVP/AJoa9crwX9sb9jq+/ar1bSJ5/jJ8V/hV4f8ADdpO7J4D8Qf2HPfTSFS0l1MUcNHGkY2LgYMkhJ7VMuGssSuqK+9/5lw4tzZytLENL0X+Rvf2H+0h/wBFR+CP/hq9U/8Amho/sP8AaQ/6Kj8Ef/DV6p/80Nct/wAEv/h9qngT9kXSbjVfF3j3xqfFF7d6/YX/AIx1abUtVTTriUmwjkklAKsLRYGZAqKJHkwoya+haI8N5Y4p+xX4/wCYVOLc3jJxVdu3kv8AI8j/ALD/AGkP+io/BH/w1eqf/NDR/Yf7SH/RUfgj/wCGr1T/AOaGvXKKr/VnLP8Anyvx/wAyP9b84/5/v7l/keR/2H+0h/0VH4I/+Gr1T/5oaP7D/aQ/6Kj8Ef8Aw1eqf/NDXrlFH+rOWf8APlfj/mH+t+cf8/39y/yPI/7D/aQ/6Kj8Ef8Aw1eqf/NDR/Yf7SH/AEVH4I/+Gr1T/wCaGvXKKP8AVnLP+fK/H/MP9b84/wCf7+5f5Hkf9h/tIf8ARUfgj/4avVP/AJoaP7D/AGkP+io/BH/w1eqf/NDXrlFH+rOWf8+V+P8AmH+t+cf8/wB/cv8AI8j/ALD/AGkP+io/BH/w1eqf/NDR/Yf7SH/RUfgj/wCGr1T/AOaGvXKKP9Wcs/58r8f8w/1vzj/n+/uX+R5H/Yf7SH/RUfgj/wCGr1T/AOaGj+w/2kP+io/BH/w1eqf/ADQ165RR/qzln/Plfj/mH+t+cf8AP9/cv8jwjR9N+LVn+3F+y+3jzxl8O/EWkHx/qQhttA8F3mi3KT/8Id4k2u002q3asgXeCgjBJZTvAUq36T18I+Nf+Tw/2Wf+yjaj/wCoZ4nr7urir4OjhpeyoR5Y9j3svx9fGUfbYmXNLv8A8MFfnL/wTa/5R1/AP/snPh7/ANNlvX6NV+cv/BNr/lHX8A/+yc+Hv/TZb135V8cjyeI/4cPU9qooor2z5IKKKKACvjC4/YA+IesRT+D9UufAuo+Fo/iS3xE0zxo95djxTpTNqYvjbx2/kmPztu62FyLoAQnBgYDafs+iolBS3NadWUPhCiiirMgooooAKKKKACiiigAooooAKKKKACiiigDxX9ln/kuX7SX/AGUaz/8AUR8OV7VXiv7LP/Jcv2kv+yjWf/qI+HK9qqIbff8Ama1vi+S/JBRRRVmQUUUUAefftCfCjUPjPp3hfRoprSLQYvEVnqfiBZZXSW5tLQtcxwxhVIcvdxWiurMqmIy8twjeg0UUra3K5m1YKKKKZIUUUUAFFFFABRRRQAUUUUAFFFFABXivgX/lIp8U/wDsnPg3/wBOfiqvaq8V8C/8pFPin/2Tnwb/AOnPxVUS3X9dGa0/hl6fqj2qiiirMgooooAK4T9pj4b6v8YvgjrnhPRru3sJfEqRaZe3Ms8kLQ2E0qJetGyKWE32Vp/L6DzNmWQZYd3RSaurFRbTuiGwsIdKsIbW2iSC3to1iijRcLGijAUDsAAKmoopkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHA+Nf8Ak8P9ln/so2o/+oZ4nr7ur4R8a/8AJ4f7LP8A2UbUf/UM8T193V89mP8AGPt8i/3RerCvyJ/4J/8A7E3g3xX+wd8E9UutZ+LkVzqXgHQrqZLP4q+KLK3R306BmEcEOoJFEgJO2ONVRRgKoAAr9dq/OX/gm1/yjr+Af/ZOfD3/AKbLetMsScpXOfiCco04crtqcjpfwI+BOufE668E2XxU8d3fjOxUtc6BB8evEsmp24AyS9sNVMqgDnlelc147039lr4XeLb3QPE3x+1bw7rumuI7vTtU/aN1+0u7VioYCSKTWA6kqQcEDgg968K/ZseDwZ8Qfh54J8QxJd/B5PibqeufD/4l2dtiXxFqzXN2F029cHdDK08tzGLkjbeJAqDAky3uX7Yf7Cnwa8UXvh/w7/wq/wAB6n4y+LPi5f7Q16/0K2u9V+zK76hqc5uXQyput4JIIyrARvcwKoACrXop3jdRR4jXJNRnOVv6/q26LnxG8K/sy/B7W4dN8W/HTX/C2o3NtHew2ur/ALRHiCxnlgkzslVJdXVijYOGAwcHBrufCH7HHwv+IXhix1vQPGXxY1zRtUhW4s7/AE/41+K7m1u4m+68ciaoVdT2IJFcl+3t+yh8LdS+HXinxDefDXwH4o+JPjye08OaNqev6DbapPbX12YrC1ZDMjFIbcETMke0bYZXPzFmPvug+Bv+FMfBWw8N+BdJ02VfC+kRaboenXt61lassEQjhikmSKVo1wqgusTkddp6Voo+800rHPKo+ROMnd+ZwH/DA/gb/oO/Gn/w8Xi7/wCWVH/DA/gb/oO/Gn/w8Xi7/wCWVee+GvGvx9H7V3jR0+GnwfbUG8J6As8LfEvURDHELzWvLZZP7BJZmYyhlKKFCIQz7yE9n/aJ/aK0n9mL4HXPi/xXdaHpLRCC1jS81RLWye+nZY4oWupQqpGZWAaV1AVAzsoCkU17Nq9vwFL2ykoqV7+f/BOJsv2NvhhqXie/0S38Y/Fi41nSoYLm+sI/jV4ra6s4pzIIZJIxqe5FkMUuwsAG8p8Z2nHMaZ8I/wBn3WvixL4Cs/i/4xu/HMDOkvh2H4/+JJNWjZE3uGtRq3mgqgLHK8AZPFeO/wDBN34oeAm/4KIftA2WjfFbwP448TeNtC8LXw1Kx1q3u016/jj1Zrw2sSTMWitw8S+UjHyYhErH+I2P2OP2e/Gn7D37beneH/iFoXww+IbfEuHVbvSvilpPhSDSfEy3yk3Vzbaiw3s6TIXZGEjcx7SSNoXNSTSaitzolCUXJObukmul9Lv7vvPb/Hn7M/wZ+FdxpcPif4jfEbw5Lrd0llpyap8dPFFm1/O5CrDCJNVUySMSAFXJJI4ro/8AhgfwN/0HfjT/AOHi8Xf/ACyr45+BXxf8feAPhJ4c/az17TvA3i+0+KXiK0ttbiutPn/4SHw1pF7qQsbG3sboymJIrYzQh7UQDfI00hmLNx9w/tY/EfXvhh8OrK/8O6p/ZN7NqSW7zf8ACu9Y8cbozFKxX7FpcsU8fKqfPZjGuNhG6RCKg4SV2jOoqsZKKk+273W5if8ADA/gb/oO/Gn/AMPF4u/+WVUfEn7F3w08G6JPqWseLvi3pWnWq757q8+NPiuCCFfVnbUwoH1NcZ8Ff2mfiD4w+KmiaZqniv7bp95ceXPB/wAM2+NPDvmrgnH2+8u3trb/AH5VK9sZIrsf+Co3hPS/F3/BOb45R6rpun6mlj4D1y/tlu7dJhb3EWnXDxTIGB2yIwDKw5UjIIqvccXJJfgR+9VRQlJ6+v62ILv9kj4UWHgY+J5/HHxSh8NLZjUTq0nxu8VLYi1KbxP5x1TZ5Wwht+duOc4qHwH+yz8IPip4Mh8R+GPiB8TPEfh64DtFqml/HHxTeWUoQkMVmj1RkO0gg4PGDW9+zhoD67+wh8LTbaZpms6pp/gvSb3S7PUrl7ezmvI9PjMAmdY5CieZtO/ypChAdUZkWvKv+CcFnF4jm+O3hHxz4Ng8N+P/APhNBq3jLSLWcXGh3JurW3a1ls2AXfby28EZkWRdzyed5gw+wL3brRajvPlk+Z6eZ13wt/Zy+Cnxx0a41HwV8SviH4w0+0nNrPdaJ8dvE+oQwzAAmNni1VlVwCCVJzyKZ4E/Z4+CPxS8QazpPhn4m/EDxHqnhyX7Pq1npfx38TXlxpcmSuyeOPVS0TZVhhwDlT6Vxn7IN3qr/t3/ABr0X4l+C9P8IfEPxX4e0u+i/wCEd1R7vRNU0KB7m3ikSfy4ZjdrNNKkjyRxsV8nYqhclPDE+o+B/wDgrBo1v408B6N4Zg1XwhqegfDjVPDV759pfWUE9vcXMOoIYoninWOO3eKMBoYwZlV5Cd4lctk7Le2xbU+Zrme19/K/zPXf+GB/A3/Qd+NP/h4vF3/yyo/4YH8Df9B340/+Hi8Xf/LKvaqK39nDscnt6n8z+88V/wCGB/A3/Qd+NP8A4eLxd/8ALKj/AIYH8Df9B340/wDh4vF3/wAsq9qoo9nDsHt6n8z+88I0r/gnF8NdCvtSurK9+Llnc6zci81CaD4t+LI3vpxDHAJZWGpAyOIYYYwzZOyJFzhQBd/4YH8Df9B340/+Hi8Xf/LKvaqKPZw7D9vV/mf3niv/AAwP4G/6Dvxp/wDDxeLv/llR/wAMD+Bv+g78af8Aw8Xi7/5ZV7VRR7OHYXt6n8z+88V/4YH8Df8AQd+NP/h4vF3/AMsqP+GB/A3/AEHfjT/4eLxd/wDLKvaqKPZw7B7ep/M/vPFf+GB/A3/Qd+NP/h4vF3/yyo/4YH8Df9B340/+Hi8Xf/LKvaqKPZw7B7ep/M/vPFf+GB/A3/Qd+NP/AIeLxd/8sqP+GB/A3/Qd+NP/AIeLxd/8sq9qoo9nDsHt6n8z+88V/wCGB/A3/Qd+NP8A4eLxd/8ALKj/AIYH8Df9B340/wDh4vF3/wAsq9qoo9nDsHt6n8z+88V/4YH8Df8AQd+NP/h4vF3/AMsqP+GB/A3/AEHfjT/4eLxd/wDLKvaqKPZw7B7ep/M/vPFf+GB/A3/Qd+NP/h4vF3/yyo/4YH8Df9B340/+Hi8Xf/LKvaqKPZw7B7ep/M/vPFf+GB/A3/Qd+NP/AIeLxd/8sqP+GB/A3/Qd+NP/AIeLxd/8sq9qoo9nDsHt6n8z+88V/wCGB/A3/Qd+NP8A4eLxd/8ALKj/AIYH8Df9B340/wDh4vF3/wAsq9qoo9nDsHt6n8z+88V/4YH8Df8AQd+NP/h4vF3/AMsqpQf8E4vhra+IrrWIr34uR6tfW0Nnc3y/FvxYLi4ghaV4Ynk/tLcyRtPOyqThTNIQAXbPu9FHs4dh+3q/zP7zxX/hgfwN/wBB340/+Hi8Xf8Ayyo/4YH8Df8AQd+NP/h4vF3/AMsq9qoo9nDsL29T+Z/eeK/8MD+Bv+g78af/AA8Xi7/5ZUf8MD+Bv+g78af/AA8Xi7/5ZV7VRR7OHYPb1P5n954r/wAMD+Bv+g78af8Aw8Xi7/5ZUf8ADA/gb/oO/Gn/AMPF4u/+WVe1UUezh2D29T+Z/eeK/wDDA/gb/oO/Gn/w8Xi7/wCWVH/DA/gb/oO/Gn/w8Xi7/wCWVe1UUezh2D29T+Z/eeK/8MD+Bv8AoO/Gn/w8Xi7/AOWVH/DA/gb/AKDvxp/8PF4u/wDllXtVFHs4dg9vU/mf3niv/DA/gb/oO/Gn/wAPF4u/+WVH/DA/gb/oO/Gn/wAPF4u/+WVe1UUezh2D29T+Z/eeK/8ADA/gb/oO/Gn/AMPF4u/+WVH/AAwP4G/6Dvxp/wDDxeLv/llXtVFHs4dg9vU/mf3niv8AwwP4G/6Dvxp/8PF4u/8AllR/wwP4G/6Dvxp/8PF4u/8AllXtVFHs4dg9vU/mf3niv/DA/gb/AKDvxp/8PF4u/wDllR/wwP4G/wCg78af/DxeLv8A5ZV7VRR7OHYPb1P5n954r/wwP4G/6Dvxp/8ADxeLv/llR/wwP4G/6Dvxp/8ADxeLv/llXtVFHs4dg9vU/mf3nz/4c/Zk8OfBf9ub9mDVNH1L4hXlzP4+1O1ZNd8e67r9uEPg7xIxKwX15NEr5QYkVQ4BYBgGYH9MK+EfGv8AyeH+yz/2UbUf/UM8T193V4GYJKtZH2mSScsKnJ9WFfnL/wAE2v8AlHX8A/8AsnPh7/02W9fo1X5E/wDBP/8A4KAfAfwZ+wd8E9H1j42fCPStW0rwDoVnfWN54w06C4s549OgSSKSNpgyOrAqysAQQQRkVrlkkpSucvEEJSpw5VfU9H8A/wDBO3wp8PdR0u2tvEvji78E+H9cPiTR/Bl3eW8mi6Vf+c1wkkZEAu2WOZzLHFJcPEjhWCAqMesXvwp07UfjDp/jaeW8l1XSdIudFsomdfs9tFcTQyzuq7d3mObaAElsbYgABlifPP8Ah5L+zr/0Xz4Lf+Fvpn/x6j/h5L+zr/0Xz4Lf+Fvpn/x6vYTprRNHzMo15O7T+49D8afCnTvHvjTwlreoS3jS+C72bUtPtkdRbtcyW0tr5sg2ksyRTzBcMAPNJIJC46evFf8Ah5L+zr/0Xz4Lf+Fvpn/x6j/h5L+zr/0Xz4Lf+Fvpn/x6nzw7keyqv7L+49gi0Wzg1mfUUtLZNQuoY7ae6WJRNNFG0jRxs+MlUaWUqCcAyOR945tV4r/w8l/Z1/6L58Fv/C30z/49R/w8l/Z1/wCi+fBb/wALfTP/AI9T9pDuHsav8r+46XSv2adH0P4v/EXxvZ6nr1trnxL0rTtI1Bo541SxSxS6WCS2/d7kk/0uQkszjKpgDByfCf8AZ5/4V3qdtqeteMfGHxC1ywtpLOz1PxHJZ+dZwSFC6JHZ29vDljGmZGjMpxguQSK5r/h5L+zr/wBF8+C3/hb6Z/8AHqP+Hkv7Ov8A0Xz4Lf8Ahb6Z/wDHqnmp9yuSs90/uM/w9/wTz8IeGvEsRg1zxg/gy119vFNr4Hku7c+HrTUzcG6FwiCEXG1bkmdYGnMCyAMsQKrj3qvFf+Hkv7Ov/RfPgt/4W+mf/HqP+Hkv7Ov/AEXz4Lf+Fvpn/wAeoUqcdmgnCtL4k/uPaq4P9pn4DQftO/A/xF4CvfEPiHw1pfiqyl0zUrnRPsou5rSaNo5oA1zBMirIjspYIHAPysp5rkf+Hkv7Ov8A0Xz4Lf8Ahb6Z/wDHqP8Ah5L+zr/0Xz4Lf+Fvpn/x6m5was2KNKrF3UX9wRfsaPY/s5+Efh3Y/FX4raV/whM1s+meIdPvrG11ZordGjitpwloLW4gEbBCktuwfYjNucb60Lv9kHS5fhV4s8P23ivx5pet+N7uPUNX8X6fqq2viGe6j8kRyrMkYijCpBHGIkiWHywy+Xh3DZ//AA8l/Z1/6L58Fv8Awt9M/wDj1H/DyX9nX/ovnwW/8LfTP/j1T+77l2r9n9xr+Ff2UtO0HS/E8l/4q8a+IPFHi3R10G+8VXl9Fb6xDaIkqxJbvaRQQ2xRppZA0MSMZG3sWYAhnwa/ZQtPhb4g0zWtZ8Y+OPiR4g0LTpdJ0vVfFV1bS3Gn20rRtKqC2ggjZ5DFFumkRpmEYBfGQcv/AIeS/s6/9F8+C3/hb6Z/8eo/4eS/s6/9F8+C3/hb6Z/8eovT7i5a+1n9x7VRXiv/AA8l/Z1/6L58Fv8Awt9M/wDj1H/DyX9nX/ovnwW/8LfTP/j1X7SHcz9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/ce1UV4r/wAPJf2df+i+fBb/AMLfTP8A49R/w8l/Z1/6L58Fv/C30z/49R7SHcPYVP5X9x7VRXiv/DyX9nX/AKL58Fv/AAt9M/8Aj1H/AA8l/Z1/6L58Fv8Awt9M/wDj1HtIdw9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/ce1UV4r/wAPJf2df+i+fBb/AMLfTP8A49R/w8l/Z1/6L58Fv/C30z/49R7SHcPYVP5X9x7VRXiv/DyX9nX/AKL58Fv/AAt9M/8Aj1H/AA8l/Z1/6L58Fv8Awt9M/wDj1HtIdw9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/ce1UV4r/wAPJf2df+i+fBb/AMLfTP8A49R/w8l/Z1/6L58Fv/C30z/49R7SHcPYVP5X9x7VRXiv/DyX9nX/AKL58Fv/AAt9M/8Aj1H/AA8l/Z1/6L58Fv8Awt9M/wDj1HtIdw9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/ce1UV4r/wAPJf2df+i+fBb/AMLfTP8A49R/w8l/Z1/6L58Fv/C30z/49R7SHcPYVP5X9x7VRXiv/DyX9nX/AKL58Fv/AAt9M/8Aj1H/AA8l/Z1/6L58Fv8Awt9M/wDj1HtIdw9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/ce1UV4r/wAPJf2df+i+fBb/AMLfTP8A49R/w8l/Z1/6L58Fv/C30z/49R7SHcPYVP5X9x7VRXiv/DyX9nX/AKL58Fv/AAt9M/8Aj1H/AA8l/Z1/6L58Fv8Awt9M/wDj1HtIdw9hU/lf3HtVFeK/8PJf2df+i+fBb/wt9M/+PUf8PJf2df8AovnwW/8AC30z/wCPUe0h3D2FT+V/ce1UV4r/AMPJf2df+i+fBb/wt9M/+PUf8PJf2df+i+fBb/wt9M/+PUe0h3D2FT+V/cdZ41/5PD/ZZ/7KNqP/AKhnievu6vzP8Oftb/Cn49/tzfswaP4G+Jvw98aatbePtTvJrHQvEVnqNxFAvg7xIjStHDIzBAzopYjALqM5Ir9MK8DMGnWuj7TJIuOFSkurCvzl/wCCbX/KOv4B/wDZOfD3/pst6/RqvzZ/4J+6jc6R/wAEyvgld2VhNqt5a/DDQpoLGGRI5LyRdKgKxK0jKisxAUFmCgnkgc1vlfxSOTiL+HD1Or8a/tYeEPAv7S3gv4TXNxdT+M/HFrd31nbW8aulpb20TSNLcMWBjV9jqmASzI3GFYjjfjl/wUA0/wCDHx+0z4d2Pww+MnxD1O8+yi91Hwf4bXUdK0FriQrGl9ctKiwNtAlbP3Y2VzwRXzDf+LfGXhz9u79nTUvEPwZ+JVp4v1q98S3usTXV/wCHn/tCaXTYYitsYtUcLbWkSqoWQoxjTKrLK75779rD9j/RPh98Z7X47fCDxdrXh/4rap4v02y1bToNemutM8ag3MNnc2Nxau7qGjtw5HlhRD5G4hQm9PR9pNptdH+FjwVQpRlFS6r5Xu102R9LfHT9p/QfgXqek6PLY694n8WeIFkfSvDfh+zF3qd8kePMl2lkjihXKhpp5I4gzKpfcyg914a1WfXfDthe3Wm3ujXN5bRzzafeNC1xYuyhmhkMLyRF0JKsY5HTIO1mGCfgjxh8NNL8cftO/td6z4s8e+K/h54x8OWOlXOgappviOfR10rQ4dLEltdKEdVnt/txvvNjm3wtIGBQHbX1L+zt47+JHjD9iLwF4j1LRNKu/idqnhfTr2+07Vr2TSLaS9kgiaYSyRwTvAeWJUQvhvlwOo0hUbbuY1aKjFcu+n4q/wBx6/WD8TfiDa/CrwDqniK+tNXv7TSIDcS2+l2Et9dyqMDEcMYLueew4GScAE15va+OP2hXuoxN8L/gzHCWAkdPihqTsq55IU6AATjtkZ9RXpnxHYJ8PNeJ4A064JJ7fumrS91oY8nK1f8AM4f4XftbeHfjD+zH4f8Aipodhr9xovim0jutK0/7Kh1O8MjlI4liVyu9iO7hVGWZlVWIpfBz9szQfin4o8X+HdT0HxV4B8WeBrSLUtX0PxHb263UVlL5nl3Ub2s08E8LeTIN0Ur4K4YAkCvK/wDglL8Q9D+Fn/BID4SeJPEerWGiaDo3hJLm+v7yZYoLWNWfczMeB6fXjrS/s2/tN/Bn4jfHHxt8UT8T/h5feItW8ORobay1+0u18K+G9OlkkV72aKR44Hea+eWQyMoG9Ixu8lnbFVG1Ft7nTKik5pJ6PT7/API9Z+Ff7XGm/Ej426j8Pb7wr4z8GeJ7TSv7esoNetbdE1nTvNWFrq3eCeYALI8YaOby5kMq7oxzj1mvkP4a6V4h+G3/AAVAX7J42k+KHhr4n+DrzWJ5NQhtZLzwZDa3NuLWK3nt0jQWNybqQJGU3O1szl5CjNXpn7Xnwb8V/FXUNDfw3of9sJZRzLOf+Fv+IvAflFim35NJglW5zg/NLgpjC53NVRm+Vv8Ar8DOdOPOktmv63se4V558e/2g/8AhRujyXNv4N8Z+Ori1t2vruy8NW9tLcWdquczP9onhQjKsFjRmlfa2xG2tjzj9lj4B+Nfhp8TJNR8QeHP7KsWspIRN/wvbxV41y5ZCF+w6nbRW44B/eht64wBhmrov2yPDVl8dfh1rfw60/4wzfCzxQ2mtrE8umXdl9uWwxLGZJ4Z1ZxZFw254zExMJUSgb1L5ny36/13JUIqok9V/Xa5uv8AtQ6PrvwY8N+NfCGj+IvH9r4w0+LVNE0/Q4IVvdQtpI1k8z/SpYIolVHXJmkTllQZdlU1vhv+1z4e+LnwCs/H3h7S/EuoR3889hDof2JYtYN/BLJBNYtE7rGk0csMqsWkESiNnMgjG+vNf2cfHd38c/2A/hj4f17xXZ/B3x54+8MxrpK+G5LOzu/KtxHmXTba5jkXymg8liqxkxR3ChSjbHGT+wH43l0D9jFvC3i7xloXh6S28T6z4F8M+LrB7SxfxQ8dxcJFqNsk4khkvZXSeQgrKJJYZXKuC2ZVRtrzRq6KUX3T/DX+tD239m/9pnSP2ldF16Sx0nxD4b1fwnq0mh65omuW8cN/pV2kccux/KklhcNFLFIrxSOjLIMNnIHo9fLP/BNfSfEnw68T/GvwHrGtx+N9O8I+LlNp4wkhjjv9cnurOG4uIb1o/kkurbfFCXAHyCNNq7Ao+pqunJuN2Y14qM2o7BRRRWhiFFFFABXnvj349/8ACO/E238HaDoGoeLPES6edZ1G1s7iGAaZZZdInd5WVfNnkjkjhjJAdo5CzRojOPQq+bv2N7251P8Aa6/akl1IsdQtvF+lWUAfOY7FNCsXgVR2TfLOwx1Z3PWok3dJdTWnFNSk+i/VIoeAf+Cmj/Ejwtr2uaZ8BfjvPo/hfVr7Q9WuIrXQ7iWzvLKRo7mIW0OpvcylHVl/cxPuI+XdXtv7P/7QPhL9qH4T6X428EatHrPh7V1YwTrG0To6MUkjkjcB45EdWVkYAgivAP8AgnH8QtB8D/Bf42a7rOtaVpOiWHxi8bT3N/eXccNtbxjVp3LvIxCqNvOSenNfHfw9+MWvfBz9n7xT4107XB8LPhJ8ff2gNUvLTxJqGnXr29lodxZy/Z7wpa3NpcW0N3eW8SiZJ4Situ3bWGef2zik273O14WM3KMVaz/r5+h+iX7bv7Wsn7Gnwr0zxT/wid94qt7/AF6w0SZbe9htUsPtc6QJNIz5YqJHQYjRzlucAFh7JX5bfH65Sz/4Jy+I7KL4+aH8fdOtfif4XktdT0wzXFvoavqtixsBezX19Jc7ceZ+9uHkQSgMdpQDb/ao+OuofEj9rX4s+EvEP7T3hv8AZvvfAN9YnwxDqkeoWks9g9jbT/bYWXV7Oxv99w1yjQz2tztEYHQ4B7ez18u3n1+QvqaaST762fl036n6Iw/EbSdQ8b6z4Ys7uO68R6Fp1rql5YDKtDBdPcx2zFiNv7x7S4AGSR5eSACuWfCnxFr3i74baJqfijw5/wAIh4hvrSObUdF/tCPUP7MmIy0P2iMBJdp43KMGvgv4GfC6wg/4KI/taamPFfi7Qtev/C/hi70vUrfW72zNzcXelanJPNHZ3MkkMhTynaKKaKUWoRxGse1q5L4BfFLx38Vbf9gD+1vij8QBbfFDSfEEfie2t9YMP9svb6XczrLLKB5zSb2C58z5NqGMRyKHFe37r+r2E8Ivsvon/wCSuR+oNFfnfpnxC8cWX7L/AIx0HT/F3jXU9K8KfH2XwfeTxazPd+J5PDgvIvMtLa6Zzdy3CibAKObjylcIxYCveP8Agn5YeNpfEnxIvdT1f4nS/DSPVorPwDYeNoDHqP2IW0LTzyfa4V1Mn7W1wiNeSsxiVPkGNzXGtzNKxjPDcsXK+39feezfEj402HgRdasbS3n17xRpWhTeIItCtXSK4vIEJQYklKxJukG0F3HQnsaxv2O/2i0/a3/Zi8F/EmLSW0KPxjpy6imntc/aWtQzMApk2ruPHXaOtfKOtfDLQtG/4LHfFzWr+/16wnf4VaZqNsJPEl/Ba3U8txf220w+eIpYsIAsDK0SyAsqCQlj5z+wXPqfwn+AH7CGs6T4r8VqfHE8/h3WNNl1iZ9Ju7L+zNQuEjFlu+zq8c0EZWZYxN1DOwOKz9tLm121/NI2+rR9ndb6P8G7fgfp/XG/tB/G7Sf2b/gt4j8ca4s0um+HLNrp4YColunyFjhj3ELvkkZEXcQNzjJA5r89f2XPj7qXx6+NvhfxXrP7U/hvwj45tvGMml638MpLPUv7Suh9ue3Okmwl1c2xAUri7g09XQKJHYhZM/RP/Bbbwhp/if8A4J2eMp7+61S2/sufT54Pser3WnpI7X9vGRKIZEEy7XYhJAyhgrgBlVhXtrwco9CPqqjWjTm932Z6n8LPi78X/EHxcbQvF/wc0/wz4dWCab/hJdP8ZwapauwERhiWBoIbje2+UNmMKhh4aQODXsFfGHjXRtX+Ff8AwUi+Dfw88PfEH4h2/g7xH4F8Su+n3fiGbVTFcRPC0d3514Zpp5lNzIVNy8yoI41VVVdp8Y/Znk8d+Mf+CU2m/Fqb4w+NLrxxqtxdeHSdf8Xz2WlalG3jMQrGZURja3U0MbWcV3EFMS3nZY4zGvatNxfn+n+Y3hlJKSaSdu/W/r2P0c8dfELRvhno9tf67fR6faXmo2WkwyOrN5l1eXMVpbRAKCcvPNGmcYG7JIAJG1X5T/tG3SftBfC74dWPiK1+KWga74I/aN8K+HtW0bVvFVzPceGY54rFWii1G1uc3S7DHLFeuwuEa5YhlkZpJP1H8JJYxeFNMXTLpr/TVtIhaXLXj3rXEOwbHM7szyllwfMZmLZySSc1dOpzNoyrUFTinfVmjRRRWxzBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcD41/5PD/ZZ/7KNqP/AKhnievu6vhHxr/yeH+yz/2UbUf/AFDPE9fd1fPZj/GPt8i/3RerCvzl/wCCbX/KOv4B/wDZOfD3/pst6/Rqvzl/4Jtf8o6/gH/2Tnw9/wCmy3rbKvjkcvEf8OHqer6p4K0fXPEel6xe6Tpl5q+h+d/Zt9PapJc6f5qhJfJkILR71AVtpG4DByKw/Cv7PvgLwL8QNV8WaJ4I8IaP4p11mfUtZsdGt7fUNQZjljNOiCSQk8ncxya6+ivasj5Tmexyfj74DeBvit4g0jVvFHgzwp4k1TQJPN0u81XSLe8uNNfIbdBJIjNGcgHKkcgV1lFFFhXbVmFZHjvwBoXxS8JXugeJtE0nxFoWpKEu9N1Szju7S6UMGAkikBRgGUHBB5APateigE2tUebWv7Gvwgsfhnc+C4fhV8NofB15ejU7jQU8M2S6ZPdBVUXD2wj8ppdqIN5XdhVGeBT/AAB+x78JPhPb6tF4W+Fvw58NRa/amx1NNK8NWVmuo25zmGYRxr5kZyflbI56V6NRS5I9i/aT2uzl/hV8EfBfwK0OTS/BHhHwx4N02aTzZLTQ9Kg06B3/ALxSFVUn3xXUUUU9tEQ227sK434hfs6/D74t+J9M1vxX4F8G+JtZ0VSunX+raLbXt1YAndiKSRGaMZ5+UjmuyooaT3BNrVHJ/FX4DeBvjrbWEPjfwZ4U8ZQ6VMbiyj1zSLfUVs5SMF4xMjBGwByuDxUnj34JeDPir4Gi8MeKPCPhjxJ4agMZj0nVNKgvLGPyxiPEMisg2D7vHHauooosh80l12M7wn4R0rwH4dtdI0PTNP0bSbBPLtrKwtkt7e3XJO1I0AVRkngDvWjRRTEFFFFAgooooAK8q8Z/s7y3nxyfxfpEuktYeKNNTQPGuh6na+daeIbJPN8iQdQk8QmmU7lZZopTG+NsbJ6rRSaT3KjJx2PHtH/4J5/AHw9qcN7YfA74P2N5bNvhuLfwZp0UsTeqssIIPuK9M8W+BdE8f+E7rQdd0fSta0K+i8i506/tI7m0uI+DseJwUZeBwRjgV5v8f/j9oWl+I5Phr/wjvjPxrrOvaPLc6np3hdliutJ0uQtA13LObiAwgnzBGIZDcOY3MKMyHHyZ+wd8WPht4V/ZA/ZI0bxlpXifW9c17xHqTeDr+GG5kt7TUBcainm3NxvRCxgln+SQuzZZghK7hjzxjLlX9bf5nSqdScedt/0m+/kfZWr/ALHnwk8QfDvT/CF/8Lfhze+E9JnN1Y6JceGrKTTrKYgqZIrcxmNHIZhuVQcMfWtHxV+zb8OvHWt6Hqet+AfBWsaj4YjSLRru+0O2uJ9JROVW3d0LRAdghGK8u8cf8FKvBHw/8Sa+l7oPj248K+FtdTwtq3izT9G+3aZZ6u5iRbEQwu19LIZJoot0Vq8fmSKm/PFct8Rv2vvAXw8+NHxm1zwx4C8Y698VvAvw9tNX1NLiCTSodT0yN55raOM3ckaYRpbhndY93yyLl3RY6fNTXYSp1n3/AKt9259BeK/gF4F8ea7f6prngrwlrOp6rpjaJe3l9o9vcT3lgxJa0kd0LPASSTGxKHJ4rmtI/Yd+Cvh7UdDvLD4P/C6xu/DE63OjT2/hSwjk0mVZfOWS3ZYgYmEvzgpg7vm681nf8E/fjX4j/aI/Yz+G3jDxZpGqaXr+u+G9NvLyW9Fmo1aSWzhke9hS1lkVIZmdmRH8uRRw0SdK+ONW+O/hXxZ8Yvj98Rfjj8GPiDe6Z8GvE9jLo2sQrZXV14MitNPsp1t4jZ373ERlllkuJGiBgZJQJ5AF8tJlONlK25dOlUcpQ5tu33aanuv7Wv8AwS78C/ET4QxeFfAXwh+C9rol/q9vqPiLQ2tJPC8evrbxzrbj7dpsRmheJ52YN5b5DOvCu27b/wCCfH/BOvwr+xHNrmp+HPB2k/DyfxHBDBe6HovivVPEFgzRliJ2nvhGzSfMVGyGPaucl9w27tp/wUF0O+0uxaPwN8ShqviG9hsvDGkS6ZbwXfi3zLAX/nWTSXCweTHBu8ySeWJY2RlfaxUNh+If+Cq/w68G/DvUtb1rRfH2lajoPia08I634fl0XzNU0O/uthgFz5TvAsMgkQpMszRybwEZycUv3SlzjviZQ9nrZ/1/T+R7b46+Avgb4oawdR8S+C/CfiLUDp82km61PSLe7mNlN/rbbfIhPkvk7o87WzyDXLRfsK/BGG30iJPg58K1i8PStPpSL4TsAumSM4kZ4B5X7pi4DEpgkgHrXF6z/wAFGNK0XV/Hmjt8NPirN4l+HlnDq+paLHYWH2mfS5RI0eoQyNdi3aIiKX92ZVuMxsvk7gVr2z4YfEXSvjB8NfD3i3Qp2utD8UaZbavp0zIUM1tcRLLExU8jKOpwema0XJJ6GD9rBa3SM23/AGfPAVn8U5fHMXgjwhF42nXZJ4gTRrddVkXbtwbkJ5pG3jG7pxUnxa+BPgj4+6Lbab478G+FfGunWc/2m3tde0m31KGCXaV8xEmRlVtrMNwGcEjvXz38HPEXiXTP+CufxU8LXnjHxPrfhoeA9L12y0q/ulaz0qae+ukdYIkRFC7YlAZgz4zlzWF+1v8AEC2+Fv7ZnwisE+IHxC8NeK/E3imBZLq+k1CDwXe6WTJu0kxn/iXyXkqDZGVBuBIwdnVdiGeePLe3U0VKbmknra/4XPe1/Ye+CqXWnTj4QfC4T6PaNp9hIPCthusbZvM3QRHyspGfNlyi4U+a/HzHO/4J/Z0+H3w08CXPhbw54E8G+H/DN7cfa7jSNN0W2tbCeb5P3jwRoI2f93H8xGfkX0FfM/8AwVV8dwfB/QdI1h/H3xE8FeJtS1WztfDetWL6hB4U8NnzoVeTWDD/AKHLC5LZW7DMwIWMKA711f8AwVC8V6V8Pf2dtX8Vaz4g+Kmm2lnZMukv4Gl1G3On3pV2W9u57Lj7Mo2Z+05twA2Vd2QA5oq+mw1CclH3n73r/XU9nh/Zm+G9v8Lm8Dx/D7wQngppRO3h9dCtRpZkDiTebbZ5W7eA2dudwB612sECWsCRxosccahURRhVA4AA7CvlX4+eK7/4Z/sa+Evj3beKIfE3if4c+HbDV9Y1XR5iumeM9N2RNqKmJSEeOSMzTwEjMUoQrgF1f6osb2LUrKK4gcSQzoskbjo6kZB/I1cWr2RjUjJK7d9/vJaKKK0MQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOB8a/8nh/ss/9lG1H/wBQzxPX3dXwj41/5PD/AGWf+yjaj/6hnievu6vnsx/jH2+Rf7ovVhX5y/8ABNr/AJR1/AP/ALJz4e/9NlvX6NV8ueGv+COPwM8GeHbDR9Hh+LmlaTpVtHZ2NjZ/GPxjBb2cEahI4o411QKiKoCqqgAAAAYFRg8SqLba3NszwEsVGMYu1ilRW1/w6W+D3/Pz8af/AA9XjP8A+WtH/Dpb4Pf8/Pxp/wDD1eM//lrXf/asP5Txf9XKn86MWitr/h0t8Hv+fn40/wDh6vGf/wAtaP8Ah0t8Hv8An5+NP/h6vGf/AMtaP7Vh/KH+rlT+dGLRW1/w6W+D3/Pz8af/AA9XjP8A+WtH/Dpb4Pf8/Pxp/wDD1eM//lrR/asP5Q/1cqfzoxaK2v8Ah0t8Hv8An5+NP/h6vGf/AMtaP+HS3we/5+fjT/4erxn/APLWj+1Yfyh/q5U/nRi0Vtf8Olvg9/z8/Gn/AMPV4z/+WtH/AA6W+D3/AD8/Gn/w9XjP/wCWtH9qw/lD/Vyp/OjFora/4dLfB7/n5+NP/h6vGf8A8taP+HS3we/5+fjT/wCHq8Z//LWj+1Yfyh/q5U/nRi0Vtf8ADpb4Pf8APz8af/D1eM//AJa0f8Olvg9/z8/Gn/w9XjP/AOWtH9qw/lD/AFcqfzoxaK2v+HS3we/5+fjT/wCHq8Z//LWj/h0t8Hv+fn40/wDh6vGf/wAtaP7Vh/KH+rlT+dGLRW1/w6W+D3/Pz8af/D1eM/8A5a0f8Olvg9/z8/Gn/wAPV4z/APlrR/asP5Q/1cqfzoxaK2v+HS3we/5+fjT/AOHq8Z//AC1o/wCHS3we/wCfn40/+Hq8Z/8Ay1o/tWH8of6uVP50YtFbX/Dpb4Pf8/Pxp/8AD1eM/wD5a0f8Olvg9/z8/Gn/AMPV4z/+WtH9qw/lD/Vyp/Oj5i8d/s/fEPwl+2fcfFX4fzeD9Ss/Ffhy08M+IdK8QXVxZtaC0nuJbe9tZYYZfMYfaZA0DhA+BiVO3hXhX/gnh8a/A3ww/Zw8Opd/C7XD8GfGt14o1GdtRv8ATfPt5DchLeFfs0/mSYu5WMjGIZRF2clx+iX/AA6W+D3/AD8/Gn/w9XjP/wCWtH/Dpb4Pf8/Pxp/8PV4z/wDlrWLx1Nu9mdMcmrxVudfd5Nfkz8iviifif4g+LXxK1Xw78EdQ+InwPk+ID+JbwaF8WtD0rw/rdzYywAXE9tcQNeLIlxZiR40uIoZZkyUYEM30/qX7JPxC+Lf7WfxR8caha+F9G8DfFP4YxeCYEOq3J13T22TyCWa2NoIVO66dCgnbb5YOW3FV+mIf+Den9ky3+Jn/AAmkfw/8Vp4x83z/AO3l+JXigan5mc7/ALT/AGj5u7Pfdmu+/wCHS3we/wCfn40/+Hq8Z/8Ay1qY46C+JP8AD/I1qZRUaShJLTz8vN9t9Dw79h/4VeLPgT+yl4D8D+M28Ovq/gzQrDQFbRZ5p7aSK0tYbdZDJLHGzNIYmkI8tQnmBPn2eY/zJ41/Yu/aA8Z/Df8Aag8Otovwdt1/aAnluLK4HjPUmOjl7G10/bIv9kjzB5UDS5Uj5iExg7x+hn/Dpb4Pf8/Pxp/8PV4z/wDlrR/w6W+D3/Pz8af/AA9XjP8A+WtW8wptJWehjHJa0ZOfMrvyfe58lfEb9lP4ha14b+BPijQLvwpYfEn4LK8Tabd3s8uia1bz2X2O5tzci3E0RZVR0lEDbGXBjcV5h+0r/wAE9fit8afh9481Ox/4V1F4/wDif4v8O69qdnPrd5FpOi2Wi+QYLeG4WyeW6ldoW3SPDCMTcL+7Af8AQT/h0t8Hv+fn40/+Hq8Z/wDy1o/4dLfB7/n5+NP/AIerxn/8taTx1N6OL/rQcMnrxaamtPJ97/mfFfiv9nH426n+0h8YfGdpofwsaw+IXgSy8JadBN4uv0mtprc3R82bGlsNjG9k4UkjyU/vnZ7P+xF8L/FHwO/ZH+HXgfxjFoMeveCfD9l4fmfRr+W9tLlbSBLdJleWCFwXWMOUKfIWKhnA3H23/h0t8Hv+fn40/wDh6vGf/wAtaP8Ah0t8Hv8An5+NP/h6vGf/AMtaqOYwTvZkzyOtKPK5Lp36Kx8l+Bf2fvinov8AwUx8VfFa/wBM8AJ4F8R+Grbwsgt/Ed3Jq0EVrNczxXJtzYLEWkeZUaLzwIxlhJIRtM/xL+AnxY/ahs7nwb8SYfhlZ+BrfxZZ65bapoN3eyape2VjqEd7bWr2s0Qjt5mMMKSzpcSAqZdsabwV+rf+HS3we/5+fjT/AOHq8Z//AC1o/wCHS3we/wCfn40/+Hq8Z/8Ay1o/tCna1mH9iVrqXMrq3R9D5f8A2jPhF8Yf2idK+I/w4v0+GFt8LvHWnPpFrrUdzenXtLtJ7dYrkPZtE1vPNlpTFKLiJUzGTG5Uhui8baB8YPDfii20HwNpvwrvPhyNCi06J9dvb+LVNMuVDoZDGkMsV5B5flfui9uxKvmTDDHv3/Dpb4Pf8/Pxp/8AD1eM/wD5a0f8Olvg9/z8/Gn/AMPV4z/+WtH9ow3sxf2FVtbmVvR/efFP7RXwB074P/8ABNzR/wBmfwtevqeueK9Cg8B6Ms2PtVzG6pHeag6A/LHDCZrhz91cKoyWRW+tNJ0yLRdKtrOHd5NpEkMe45O1QAMn6Ctj/hzx8EP7c/tPZ8X/AO0vI+y/a/8AhcvjLz/J3bvL3/2pu2buducZ5q1/w6W+D3/Pz8af/D1eM/8A5a045lBO6iKeQ1ZKzmur+bMWitr/AIdLfB7/AJ+fjT/4erxn/wDLWj/h0t8Hv+fn40/+Hq8Z/wDy1q/7Vh/KZf6uVP50YtFbX/Dpb4Pf8/Pxp/8AD1eM/wD5a0f8Olvg9/z8/Gn/AMPV4z/+WtH9qw/lD/Vyp/OjFora/wCHS3we/wCfn40/+Hq8Z/8Ay1o/4dLfB7/n5+NP/h6vGf8A8taP7Vh/KH+rlT+dGLRW1/w6W+D3/Pz8af8Aw9XjP/5a0f8ADpb4Pf8APz8af/D1eM//AJa0f2rD+UP9XKn86MWitr/h0t8Hv+fn40/+Hq8Z/wDy1o/4dLfB7/n5+NP/AIerxn/8taP7Vh/KH+rlT+dGLRW1/wAOlvg9/wA/Pxp/8PV4z/8AlrR/w6W+D3/Pz8af/D1eM/8A5a0f2rD+UP8AVyp/OjFora/4dLfB7/n5+NP/AIerxn/8taP+HS3we/5+fjT/AOHq8Z//AC1o/tWH8of6uVP50YtFbX/Dpb4Pf8/Pxp/8PV4z/wDlrR/w6W+D3/Pz8af/AA9XjP8A+WtH9qw/lD/Vyp/OjFora/4dLfB7/n5+NP8A4erxn/8ALWj/AIdLfB7/AJ+fjT/4erxn/wDLWj+1Yfyh/q5U/nRi0Vtf8Olvg9/z8/Gn/wAPV4z/APlrR/w6W+D3/Pz8af8Aw9XjP/5a0f2rD+UP9XKn86MWitr/AIdLfB7/AJ+fjT/4erxn/wDLWj/h0t8Hv+fn40/+Hq8Z/wDy1o/tWH8of6uVP50YtFbX/Dpb4Pf8/Pxp/wDD1eM//lrR/wAOlvg9/wA/Pxp/8PV4z/8AlrR/asP5Q/1cqfzo8n8a/wDJ4f7LP/ZRtR/9QzxPX3dXgPw0/wCCZnwl+FHxT8OeM9Nt/iFf+IPCVzNeaRJrvxJ8Sa9b2M8trPZvKttfX80Bc29zcRhjGSBK2CDzXv1eZiqyq1OdHv5fhHhqPspO4UUUVzncFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=)
b. 897 – 250 =
We need to subtract 250 from 9100 like the below way
![](data:image/jpeg;base64,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)