Maths-
General
Easy
Question
Identify and name straight angles.
![](data:image/png;base64,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)
Hint:
- Angle is formed when two lines intersect at a point.
- The measure of the 'opening' between these two rays is called an 'angle'.
- It is represented by the symbol ∠.
- Angles are usually measured in degrees and radians.
- Measure of straight angle is 180o.
The correct answer is: ∠AOD
- Step by step explanation:
- Step 1:
- We know that the angle formed by the straight line is called the ‘straight angle’.
From above figure, it is clear that
AD is the straight line.
∴ the angle form by the line AD i.e ∠AOD is straight angle.
∠AOD is straight angle
- Final Answer:
Hence, ∠AOD is straight angle.
- Step 1:
- We know that the angle formed by the straight line is called the ‘straight angle’.
Related Questions to study
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Solve the system of equations by elimination :
3X + 2Y = 4
3X + 6Y = - 24
Solve the system of equations by elimination :
3X + 2Y = 4
3X + 6Y = - 24
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Use Substitution to solve each system of equations :
2X + 2Y = 6
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Use Substitution to solve each system of equations :
2X + 2Y = 6
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Solve the following by using the method of substitution
X = 2Y+ 3
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Maths-
If m∠1= 50°, find m∠8.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQwAAADSCAYAAAC/z/54AAAgAElEQVR4nOy9WYxkWXrf9/vOuTf2jIzItbau6urpdXr2ET3cN8s0ZBsEYRCwaBN+ESFYL4blB0t+MKAHWS+yDVgwDIMwaEMwYMCUBNoyKI1s0wI5tMnx7MPZeqa7q7uqqyrXyNiXe8/5/HBuZEZmV2VldVd3VUTcXyErIyMjI26cOPd/v/OdbxFVVXJycnIugHnaB5CTkzM/5IKRk5NzYXLByMnJuTC5YOTk5FyYXDBycnIuTC4YOTk5FyYXjJycnAuTC0ZOTs6FyQUjJyfnwuSCkZOTc2Gip30Ai8BFoutF5GM4kmeT6ejI9Af1oDr9Aawlv3bNB/mnlPPxo5l4SiYleTbT3JALRs7Hj8zcEDkRkJxnnnxJ8gQQEbz377svJyNbsh0bEkImEhLuNDMakvNMkwvGE0BVcc6hqogIIoIxJheNY055MVDAq8eIRdHczJ0jcsF4QsyKRF5i5CxTB6egCF4VFUOqIGJywZgj8s/qCaE+eP4nkzFklkYOECQCmfFsKpB6T+pSxkmSuzDmiFwwHht//KU69VsIxDFv393jT7/xPfqpQ8NpgeLxLPlGgCqoA01APc4LiQpf++4P+ck77x7bH3q81ZrzrJILxgXxGk59VQ/qUJ+g6kicYwLcORrzT7/+Dn9yq8eOE1LxiB+h6khFlvg0ENQb1KVo2se7CWM1fPdWi//762/z5m6PgQZpderxPgVNAR98HU/78HNOkQvGRZkxmxUl9cLEGxI1tPoJf/TVN/iLd484SIrc7ySkYSsAWfIpr0AqFkeMMyUGUuAHd7v886/e4r1RmVttQ28cxkiyyK4Tyy23N541csF4HDQ47rwaUhUShO4k4f/95g/4ztt7+FKd4cRzf/cgW7ULgmLQpd42dAgTEzExRd45GPB/fu1N3u14xpVt3twbctQbIghe/VKP0zyQC8YFET056cUYMBYQfnLrDt/5wU8Y+BgnBVyacLh/xCRVFAuAWfLrpBHFipIkCd/+7g94b2cPjWKcKr1hn4PDo0wsJNuWftpHnPMwcsH4AKiCqEcFNtYbfOmnP8v65hoFcTTLwqh9wHg0AltAxIJf3iunAFY9BRJiJrz8whW++PpN6nFKM56wXkxp7d9HVVEF5z35rvSzSx6HcUFUJGyXZoFGBiE2cGVrjZXmGt94+y9oXqrwc599lXLapRhZvApgMEu+byjqUU0pFSyvvfAcE3PIW2+9xxc/8xJXN19ghfFx7IoxZmnFdR7IBeOiKFnegwIOI4BXjFhGnR6jg7t86tUbfOa5VQpaBQ3bqYJBzPJeMhXwxuI1CqIgSq/ToSITPnl9lec2qogPG8+Col6PU0xynj1ywbggytTCEMQrNtv9SNWyu7uPdSNeuLRO7FJiSVEBpxaPYJZ89icYvFjA0U8S7u/sUy5FNKoFiurwykmErMDslpQoeaLJM0QuGBfEoPgsZtGKAa+IGIYq3NrvInHE9mYzODgVRCzG2BDhqB4yB+gyYoRMYD3pSDg8GlNdrVAqWEzqia1FjSBqTlLeEYTc0njWyJ2ej4lK8GKICCqGcZKyf9hlfa1BpWww1oAIImFoZ9KtnuJRP13Eg6rHKbQ7A3q9MdevXSK2Evw7pwwLITcpnl1ywbgwM8VeBJDg+uwPJ3R6AzbX6hQjCQ4+71Exx3+3zHGeMA1fMaiJOTwaIi7l6mYTi4IxuRkxR+SC8RjMXvtUIfGew06fUeK5tNEAn+Vjng0FX2K9EEIchgMSLO/ttqiUizRrBcQ7nC6v5TWP5ILxWGh27gdBUBHu77XwqmyuNSgassvpydagwNKPssmqXgxTuLd3SHN1hVrBYPFL7xCeN5Z8Kl8URWaiiaYZIs4r93dbNJpNmvVyFgKuGDOb0K0seySSCIjE7LY69AYTtjaalKzB4PMZOGfkH9cHRNUwHE/YO2yxfWmdUsEiGsQCkWXXiFOICoKwc9BmlKZsb60SWUUkRHXmQzU/5IJxQXyWfWqmNR3EsNPqkqaOrUaZkoFsPzUEHjH1dyy511896sck3nPQHlEoF1hrFrGqGB+2mnPBmB9ywbgAipAaA3iMH6OkTIzw1k4LRblSL1EAjFggRrDEAjFgMCDh1lIiICYhnXgOjlKq9RL1lQLGG6AYwlOWOBJ23ljSWfxhCPuqw1TZa/Wo1yo069UzNsQSWxQPQExMq5twsNdle7NBHNks4V9m4lRy5oFcMC6IYRpXZFBjGYwnHLW7rK3WWKkU8yn/EBTBS4Gd/SP6nTbXtjYItcKnoppvq84TuWBckBObweKxtPsj+oMR2xuz26k570cYYtg56FA0nu1GJQRsHXt4lru40LyxsLkkZ0v9z5b/V1WMeXytVO9D0yKg3RsxniRc2lgjCsHiT+KwF5JBquy3O1zaaLBWjhEcoXuRZJvPnvzaNR8szaekZ0r/P07vEAHEhyuhxzJRuLfXo1Qq0VytYn0oWpvzfhTojVMOjwZsrdWoFg2Cwx9Hw+bjNk8slWD4rIz9tDvZ4yAStkxVhO4o4c2377C1tUmtUkTV5X7Oczjo9en2R6ytrhKbrKAOuatzHlmYJUko/w/TIAjnUqwq4lJIHdLv4SUibayB9UR4VCKcMYAjwhz77B/4/IRgrQSh2x/S7Rzx6otXiY2A1/C1NPI7g4b/MikOw69Z3xYMY4T7+328ODY3qhQgq0SWdUJTmzd9miMWRzCydkGiFpeFbhs34fDtt/j+l7/M/a/8CY2XP8PP/82/TdQsIJrisaSASIoRiz1nOFQhFUOK4eCwQzmCq2s1IiOIRCHrcllRzWJVwo+ROiDFmwIDB7fu7tNs1tlcq2K8YjRCJcvL0ShUV881Yy5YmFl+Op4y1KpI8bz77i0wsDJMaH3nR5jeGEkVxGBFiBUKqWL8+QayqgMNK+69/TbFgqXZqGAkX4WfRbNSe4owGqccHrTY3qyzUi2FLvdyEoMh59p1Oc8aC2NhwExSgmRFe63ltS/9K8SffJXvfP37mHsDojTkeyihnaHxZEV6z5u2ihElBYapZ+fgkJVKmdVqOSjuMhf5lbAYCQsMOenGIhanhlanRzoes72+ip1W1ZrWRwXOdnbPebZZGAsDpknnWbctwBlLob6Cra5giIhSII5I8UxEmRhwJhOXc8liBYyhM0zY3T+iWa9SK8aoS4+rg+eE/i2hJKGQCuy3enifsN6oIBraIQbnMZlG5Nln88TizHIBzYo3GQUrBmNDhISqogb8NEEssqg1OCMkBtToIy9wouEqunPYYaJw47mrRN4TiYToz4/hLT6rKHpsaSDTXSjDJFXu7XeoFEs0V1ZCLEzqOF5A5s2X547FEYyZjTpRsAqiBsECFjUWn7UGsF6IVDAaVhM+NDF7xLM7HMr9VgeJYq5f3SQWBz5d6hUJhDHUmbEXFDGGUeLY2e9Qr1VYrZbwaUocx6ctujxCdq5YGMGYnXbTBYIlWzNjTiapA+OFKIVCCrGfKVR9DiLCZJJycNhnZaVBtRxnezH+fa+/rEhWV917j3PKYDCh2xvz3NVLxFGoHq75EmSuWRjBgAiVKKvYHfqGGE0RkmAma4SkiqjDq5BKhKBE6hEvj3ZcGkN/5Ggd9WmslilGJkRuSDRTXWs5EVwokqMGxOMlxQu0+hMGLuXadoMyEJlpW+psGzVbzuV7qvPDAglGsClUBMQjuFDsBocaxcVFvLGoT0itMLYWbx0hFMtkDRAfjmI4aI0Z9DyXt1aJcJnIRIgJMSDLi8coiBdEHeBwAu/e7RIVC2ysFLN6IQZjC1kOSaYTxuQbJHPEwgjGqY3R4yuWAbGIMRzEcL/g8XEIE7dMu6pn9TfPucqFGp6Gvf0W6WTMte2NMx3Zl7uVwPTdy/S2RIxSuH37DmsrJaqlAsstqIvDAsVhnCGrvSsiUCxx89/4FTZbPXS1FhyfzoegKwEn8oi+ZMIEy95hh2atSHOlGF6AabOiZT8ZTpo2hV6qMYdHE/q9IZ947jLFyJ70c8mZaxZKME7Nx+n6WEGimJd/9ReAiJQCWIOIDzt7CF7Ob2TogZ6D3cMOlzdWWSmYzDcy/avlFYxpDolk26SKISVit3WIqufa+ioFG7a2c72YfxZGMM6WyFMMGJN55Q2+oKAWIQq7Iia4IASwen4ugwJ3D7v0RymvNiqUjWJwKAVAsuvr8oqGx2A1JOGpBYdh72iEGMvmapkITiWY5clm88vCCMZpm3e2UmRQBS8e1GJCECKK4jOfvZ0mmj5kHgtw+/4BE+fY3lglIkWYpmhPPRzL22wZpmMdtpgnKtw96FAoxKzXKxgcy9yMepF4SoJxNmri/fee/s2Df3/2sTojGu9zQ6rFqMH4YFk4Ex5tFKLZHJQHvK5T5aA9olgqsdaohgY806eVk7X7MnJ2oSEitPsTDtoDrqw3KBdCtXXNBeOpcPGz62J8bIKhPnyJ8SCTkP2JQaQQUtIF0pn3MLvrITqNJjyP0wMw+/iQsmARwGXzVrPCeorBZbEbIQwrPI9xDmsE9dBLHfudEdVGnXKtTKoJQoxmIeGGGLekJ4QCDosVxRjFEbFzeMhhp82XPnUDgyH1ITQ/5ymgYab7dJilMYBKhJcIp0IkgnkM7fh4LQwB75U0q17l1JA65fCgA37C1SuNcLVWTrUmlFNn/sV40PyUmZDO6NhIcEynvagFiTGqGDeC1GPiCr3eiN7+Pp969TrVyBN5n1kwafB9eEVlOZPcBcGLwWgKTFBforV/RKRDrm4WiTTBQFbt7CEsq3n2ETDrHnIe3jvsE8cRa9U41LKdiUz+IL6kj1EwFEVxYkltmURhr5fwFz9+j+/98G0++Vyd5680CNsafARbcI9KdIrwRAgmbLBEwUGaiuGw0ycd9bi+FSqEWz89RjnzvMvozNMwZjZCECbe0Drqst5cpVaroOKwEmHlYVNNQdKP9YgXGz9zS/jq92/z7m6bz77+Mq9c36BRNRSAyCsRHiOPZ/p9fEsS8Xg8Ew/3D8Z89609vvP2LneOBgxTobRl+fZBD1SP9eLUkgQ+1PmoWSm5WU4JrApOgv4KYFMHYhibhG/dG9MpbLCXGr53v0tJXGjGLCbLW/G4zNxbNhRwKtOm9bTH8GbPoOVNftwasa9jYmsfUZHML+XYfRRMDTkRmKRwqx/x431460/f5Nobu3z2E9t86lqdy7UoOKNtFMIPLojo45TP/hA4N8EL7LXHfPlPv8c339hhGNeZFMuMbUTBdSin+8clEkyW2yFMfRj64XIO9AHuzJkfjfdMe44YdRiXIFGBnlQYRSt4FaqMKKdtrCakWNSEBDTjE5yRpcxaFcA4D2JITIEBZUZaIC5ElCdtiskRElv8Qy0MMufWEg7eR8C0FQYiKDEDs45GNfAOSfqs6ICfffUy/+oXXmSrHqPGIvbidsPHZmGIGNQ7KqUCX/j0C5hyjTfeO2J3MEJ9xMtXm3zp5RcRUdSDRY9bbgrg+OAn5CN3MRRiH2yLcKFULEqK4e4A/ux77/LcpTVef/4TFN0Yi5IgeGOD21QdKssrGLFPELGMbIEfvNvi1u0dPvPadZ6rX6fEhMQY0nMDXXKP6BPjpAIiEy/82Y+OuHX3iAjP2krMa9eu8/qLW1TLoczA4/oxPj7BwBAhVGPhpesbXL26wad3OnzzB+/yk3f2eHllhV955Roz0ROnliSemTtmMhfg1C8ech/TEsFnjmpaWA6s5zgBTXAIjtQU+P69Q7797SN+6voNfvrVS1g/RlTxtkiaBW3ZY8epzHznzO2zx372voe9D8787kFb0o8/Ho8+trO3H/6a1o3xJqIjRXbu7jAuT/jlT17muXoRcWPUGFQetYv0qGOeve9Bx/mw+87+zXnP86D3+KBjfNRncJH7HudveMDfPvj+UCQxzORhqty/d0RyNOKVm1f43CvXub5Vo2IMVn0IQ5DHq6n6MTo9TSjFrxMicVSN8PLlGtc3X+fO3Q6xH2NIwxtWRfxM/00FI6Eoywn6kNsPvi+c2g9/nGahWF5CbIZ3kKC8t9+HQpm1Rh3jUsSnYc2nimp2rEazZDQ99ZwXPbZH33+R5/kgr/k4z/mw3yuqSuKFTqLsHI2oN9epVEok6sFBrII9b+9OHpbte959DzrOR43Ho+4773Uv8tinf2zTEHwRIVLl9ec3+MKrV7m2Xg87fIwx3oTKJSbGPKuCIYBYAYkRMcQSQoorBUPz+WZmUWRZCQLYGXvg+KLwwW3+RyWvq6YkJsIhlFBEHO1U+MmdPVZrNbbX6lhjEROO0mTvQVQw563PFx4PkuJMxGG3T2eQ8PyVbcpWEOewUYwxjxqf5Yxh+SiQmRiEOIbPvnAFm/njw9Z3aCtuCBnaj7sY/Phmupl+M8c/nJ0mp5cMD3dQPnFUERJCzqogpFhRRhPP3t4hL1zbpF60mV7Z4+XSeeHkS4OGxDOD0DoakIzHbDUrFASMT0Dip32ES4aculU4dUpFp373sIXPeTxT3qaHHvjHcVLqTE0HFdTGtDoDnEu5ut3ELrswPAwBJMJ5Zf/giDi2bK6vIt5jrEUx5wdt5TxVHndaP1OC8dQQIIupCOs/Q6qW+4dd4jji2kYzH6hzCAVzPLt7BzRWKjRrZcS74DXKS/AtFPl5AICAhBqdJosQG6bK7mGPUhyzsVJc+pXHw1CERKE7Smh3emyt1ykXBJOFyudasVjkgnFMmNmG0FejP0m53+pSrZRolG1WqzLnQagR2r0R/cGQ7c0mRcCIQwmNl/MFyeKQC8YUmf4XPBmt3oh2P+Hq5W0islTbnAeiwO17exSLRdYbtSz8LdtyfcrHlvNkyQUDCBu6llCnKxTGOTjqMxqNufHcFtOwr4cxjeRA9dQW+vFfzH1RceW8ltNjhdv3dlmplVitloO4arZFbub8reecYpkDCE6hXjCMcSRMqHJ3t0u9DJs1i+H9W4OqIWAJQEVJ/Zg4MQgFvFGMKi5SFEuUCFKY4+Q0DZGs0wJFPgQIYiTc0xp7djodXr2yznrZYETwUkIIHeZyP8bikFsYU1RRUhRlnCr3dg9ZX61QLVhUT2JHZpEsFt+rI5ExxjgkTbC9CTIZM5YJXUnxF2mt9swztTLC11Q+FMNhf8wk9Vxab1CxITjZGxvqZGTlDHMWg9zCmME5xUcRrc6EQX/Mi1c2sFHWveQB57xIFhquSiEZsf/mW7z3/XeQYcqla9usfOFFWK3jjME+Zt2BZw85E+gTwosdsLffx2DZWD+J2AXN0owd82ta5ZwlF4wMybZTVSLu7e7hJmOubTVDCHuWAfiwaW9T5e4/+wr/4r//n6i/cIPIWr77P7/JF37hF3n1P/gdWJnvE0YzqZDpTxJaM3hCvbLbt+9RsBGNeh3VabPauXfc5DyAeb/sPUEUbERKxGFnQDG2rK+UiTJn5oMsDJ8pSdLp8c3f/0OuVRr85n/41/mNv/XXePW1T/DOP/kyenuPCR4318uSk0BiyZLNvPd4oDtKabe7bDTqVEvx8W7SfEtkzsPILYyM0OfTMgb2Wh3qtSrNlSqQoKaI19Pq6n22LlfFi7D5uS9w/cY1/PVN1IyoX93g3XTAJBkytkKFR3VXe4YROankpD60i8sKIO8etOj12rz28mcoxCZk86oSmjyFvjC5eCwOuWBAsJydQ4xwNEw46Ay5sVGnVoqwjINYnM2Fm7r+VSnU6/zs3/hrKI4kSuHd+9z52neJX7yCubaG5fGzAp8lVIOFMQ3BMqKkYkiBw3aHSTLi0mY1K3rkIUswVAyqj1+kJefZZZ7n8ZNDFDWKiuX+7iFH7S6XtzeIcKhT1OuZrcGT5YWqopGlXy7Sq5UxnZTb//DLJD++x0/91m8SrzUojxU714Gi00rTx9k2WFFSB/utDsVizGqtDHj8TIBbiIUz5AuUxSEXjAwxQopwb69N4sZsb1UwGCIMkWi2Np9+aVZ3IAiJQYmdw4/73Pnjr/DN//Wf8fJv/gbbv/yLqJSCfTHH54xk3VocMT40PgTnGE9S3ms76tUa9WIB74UUmy3fNNtHyVkkcsHIUDGMnKd11GdjY51atZxlrmbVvs4+XjOxMALiKTCAb/4FP/i93+fGZz/Lc//2v4lbqZEKTGKZ67KVwuwuUlbG0Aid7pCdvQ7Xr16hFIVaIhiDmNAYSkTnWihz3s8cT+MniYBYBsMJB4dttjfqVEuF4OAD/AMK/E6jPL0quAR/+01+8rv/IxbP63/z34cXr+ALRZyF1LgF2GDUrCKaomLwYjk46jLsd7h2aZ2CSLAqZBqxAblaLB65YGSkQLs/pNvusNGoUjSEDNXsynoWY8yxM09HQ978X/4R7a9+nU//ws8hhRKTH++R/uAecadHQR3n5WI8+0zLuTkET6IwQdg5OKS5UmZtpZLl4cxaYlN/R84ike+SEE7lsYf9oxGTJKVZr2QrdY9KCHE+ycCc+TvvMcbSHwz4/hs/Iq6V+MlXv0Xy3XdhFOM2anzud36Djdc/EczzOZVnLwbUYUhDsWQTM3Swf9hmvVFhtVrCIIgRDGYmZuWkilnOYpALBmFCpwrvvrfD2lqTzfUmIYYxNDc6H6W0ts5f+Qd/HzNyyKiIjgv4uEC/DLZZwUmoBDqvJ45OCzNrNh5iOOj1Oez2uXFti3IhYroXciwWmVLoyc2cBSAXDMJkHicpd+7tsLG9SaNeQvwk5EFI9ED/wzSPRFWxtoApXyWpC8YJUapMrFCyEdHEIV4gmlPzgtn0fRfCwoGDdp/+aMx6o04sZE1+Z0dKcqVYQOZ3Fj8uWa2KkyntCZ6L4JA87A0Zp56tZp2Qia5wXEX8/XivGGPC0zqDuiIDLdI3EWlkMALlscNiGBZkrkPDZzNTp3bX7n6XyBTY3mgeB3Sd+Hvy2ItFZTksDCVkkCE4YxA81k9AHBjDhCL32gOcczzXrFBFESzeVkAg1hQ5E4Ak0+1FyaKgLawQtmetDaX3EcWIUJZ5VmbFkII3OK2Qmgljn9I+GFKPV9lqVBFSIAoDMRWNbKjm933nPIjlEIwsHkDP3qce7wyJgZ29LsVCzFq9ivoUMr+/qM7Uc5gVjDPfmfV2TM+W8H1uc0gAOOkZF8bP0h9OaB122Gg2KBcAldMDceqvcxaJpboA6BnR8F7xYhmMPbt7e9TKZZqNenBQ5jN9hiAIKh7FcNQZ0e60ubRdx5oIkw/W0rAkgiEnYjGd2yphy9REtLojBv0hV7bWKFpBvUO9zlgmyx1ToGpR9XhJcQj7Bz1MZNlYr2D1wcWFchaTJREMgNly93psXjs1HA0GjIYjnrt6Oash5c6cBcsrFhDqnXp1OBKc97x375BKpUBjtQpekbNhsDkLy9IIhgroGdNZJSJRuL/fx9qI1XoZo4oRczwwnryvRhg2xYgySj2tozGrjRUqZRtaSC77AC0RSyEYU4fd6UiBsP03TuH23T3qqys0agVEJKvpMBvKveRXUAWvHsXR6ye0OyM2NjYoFaLMKbzk47NELIVgBC+ED6HeZAKi4dZgnHDQGbG5WqUWhV0RnXaYP16fL/cJMS2f44jYPRzgvWd7rUxEgnc+r6m1RCyFYAhg1GPQULhWDBhD6mH3oM04hRsbTapWQsEcE6MSYcRgRbJdgOU9KYSQM5NS4a13W5Riw2ajgGEMxuQrkiViKQRjyrQ8w7RMPiIctnugjs31eliPh0fysAjP5SPr1yIwmCj7By1qKyVqlQLTCuI5y8PSCIZmVa+mKdgeg0SGvb0DVqoF6rUKqBLZ+Q6z+qhQsXQ6A7q9I65eblKOI/DZWOWasTQsR6RnVilKUCINa+6JCr1xykGrw1azQbUSgUyzMvMr5wmhWphHaLcHuCTl0laNyFrEn5QpzFkOlsLCyKZ1qGCtYaNUrHB3v8VRt82lzQbxyXokF4tTKCqSBWx1QR0bzRoGi5EYY3KLbJlYCsGAk75dog7R0ITn3kGbSZJyeWNlzvM9Plo8nnHqODgcUShYVmrFUI5PsywTmedqYjmPwxIJBky7dwEkXjk46lKr1WjWq0/xyOYBodMds7fb5caNa5QKZqZcgD+Om81ZfJZGMICsS0DYBuxNEvbaCY3VJo1ShJ3rmpsfEj3zdQaPpdUd0O4d8cLNK5TEYjXUEiErDZyzHCyJYMykqPsYb+CwP2T3YMRWc5uqTbGaPN1DfNrMisXM7TBylr3DLraorNaKWAxWUwwTTgrm5CwDS/RJZ2eAERTLUbdPt9vh8qVa1pQo52GkHnb2D6lWI2rlwokRkhsWS8dSbKuGMCzF2NBTI0HY2Tlks7nCeqOadSZbcrfn2ZN/ph5OZzjmsNVle6NJpRgjx82WweS1O5eKJbEwBONBvSfBM3LK/Xv7XLu0QmOljHqTNRzOgdCcyXmPy3aTWt0hR70+W406layYsWLx2OOcnJzlYDkEQwEvKJ6JwGF3TL+b0qzGVKcl5pZkKB6JgEpW9FdDieS9wx4iMZe3mkSqGAQvNgTDHRdMzlkGluYsEcB7hxfDbmvAeKysNWrEeIyY5c4cEWaTbADJ0tnDxtJ+q0dULLC9uYa4FNThRfBk26u5YCwNSyMYKIgoiU+5v9vD2BJb6w1gchxTkHN6s8R5R78/YGf/kHqjQblgsYTiySePywdumVgewSDUuZg4z+5+i2qlxHqzAjoJ6/Aln/cnJYNCWwGDR61ltzdmv3XElc0GkZkGvuWRF8vK8giGsaiNGY4dnfaArbUq5dgjms7Efy43U4shNKH2ODG8dzQk9cqV9XIoLiSCZIl8IprV78vlY1lYGsEIVcMN7e6QXq/D1SvrRFhE7NInm6k6FBc6nKkGt4TYrMNZm0qpxHpzFTMViFPjlfswlonlEIzM8+8R9ve7RBGsNYuAwZCltS/HSDwYdaAJaIrH41XxakhTz/7hkNV6nVqpEATDp2cWJblYLBNLcZpoliI1dsp7d/dYqZWor+YFjVYAAB9wSURBVJSy38a5VS1wukRyaK08mih7Bx3WG3WqRYs6H/zD06CuXCuWjqUQDAiTvD9KabWGNBs1qpUCFoNgj8voLysnhY7DlzERxhp2DvsMk5SNjVUKWX9YYyOmghJY3nFbRpZCMDT7N+iPGPQcl7Y3KFoJJfK9ZXaPYDkxCFEmnhY1Bo/w7p07xOUCmxtNLBpkQhSveuy5kDwOY6lYmlwSBXYPe3gVNtZXMfgZk3rJkyHETssLAaDqGSeOnd19VlYKNOoFDJmvc8mHatlZIME4E0akx4X5AHBieefeHrYIq/UKBRSjCUiB5HhxspykEkoXWk1QIKVAaziiMxxxebtOPZZMMMJ0MUx/FsicxjnLwYItSYJIhO1Bf/yziDJIYLd1RK1hqZUtFoPBASlelrsIzIm7M+yUOIHd3oT+yHG1WaUmmVEhFsRiJYirmd63aNMo56Es3Cd9Oo1s6sizHB516ff7XLu0STGaZlnmnEUQUmD/sM14NObS5vrTPqScZ4iFWZLoTLymHC9PQnsBRdjJCv5e3W4SE/qThKujTBsjLi2G6ZgZvFgSD3sHbawoG6u13G+Rc8zCnCeqmWmtCupQ7/CqpAoThb2jHiKG7dUahaxyeDCxDUaXeUEC6jM90FCOrztK2N0/4uaNa1QLFvHp0z7EnGeEhREML4S+I1MrQ7J6DioMUmWvPaS2skK9UiTCZY2Zg/VhskbNy4siWYMnh+GoN6HdG/D89csUrcWaZZbTnFkWRjBOUFA98VEYaHUH3NvvcOnSJYoWxE0IBfKnzs7ZKMflw8q0oz0gwsFhB8WwtlrFGpcXyMk5ZuEEY7q4MCa49p2Dg6M+R50e29trxHZqheip7cBlPiVEPerDeCQe7tzfo1gsUCwVwSUh1yQnh4VxeirCmFQMjphIBevHGJ8iUYWd1oBq0XKpEYMalDirJuWCYqqQqCCiRIBTxWdRXdZJ6PpuBVlQ01zVI6I4U6A9SDhoddhsrrBSLiCa5g7PnGMWxsIQUoQ066FqwYNIcHze3++x2ayzUS0hCioFVAzTpYgoRN5jnUeTBHHBaape0dQhiV9oE0RE8AhOhKPBkM5Rm+21GtVidj3Jt6BzMhbEwhAEg1WLUUIatjGoKXA0SNhrHXH9Uo1SIUazlUjo5p5tJ3qHcaGLV1itCMYYNBKchcQIFsUu6KVWVUFCR7h2u49LJmw1q5QMoAYW1LLKeXwWRDBANMIee+4UDyQScf+oRXfQY715hZI1od2AhuiLaQqVuoT+3dsMdvbQxGB8gYlXouYq9VeeZ1QyVE1hcUPH1eOxJMDuYYdyIWZ7fS2LbAmO4VwycmCBBIPp6ZyZz95EjMRw/6BDZITttVViOdkR8BqK6ogIaX/IV/6b3+Wtr32DK5/7IqZUZ+Itay88z89evsRKvBIusgt61kx9M92JZ/eww2q9wmopwoRtE0JjgZycBRIMjw3XQnUhBdtYRk7YO2ixUilyZbMxc600KD6LvlCMd2x0+kTNVf7yX//38NvbOFtGpICNi6hTxJ7eVVkkBEWMod0fsXtwxGvXN1kpRhjvMrewWRxnV86HYmHmgZPwBR6VEIQ0GE84OGyzXq/RKNkgJscBWjMnvyqRjinIBCJH4oZgwZaLjCJlEHvShRmpByEIwsFRj+5gwuWtdWLxWHGohKC4nBxYKAtjmj0ZrpgOod0f0u+N+OTzNwlZI9mjRLOiwFOU2DnM3T2+9l//HnsTw/raNV75xV9i5ec+T79ZWOg4UFWPU6XV7lMsFtlYa2LUoc5BFC/yBlHOY7Iw103DJAiCxjgxJHgODh2kZa5sVLFoqOcgBjFKhBLhMQgax1Bd56Bn8OuX+cyv/ypH736bb/x3/yX+1juUXYxdnKE6QxDPsVN29hJqKzXqqzFGBJECRmRh33nO47MwFkawMUIqOxJqTu7stqmWyqw1qoAjFHsJjxZVbFbL01SrPPc7v82VX/9NVj/9Kcwq2O4ef/S7v0fv6A41eS0UBV1Q01yMZThy3Lu7z9UbaxRjC+pDC4bjYny5bOQslGCEJG1MiClwqXJw0KJWi6lWig/YGAwOUFWPxhGVz3yGqGtD3EE6pFLepFaowWiMTScQFxdUMIQUQ6s3ZDTos9m4TiyCZhm8Evagc3KAhbps2BBXISkg9EYp7c4RVy81qcTvL5gjYvAEcZkMR3zrX/4xb37nGxCPoZQyTsdMEkGiYkiFX2AvRorl1t09ysWYKxv10D/1ODHvpMxhTs7CWBiqNjTi0RRPxMHRhMlkzMZGhYIYjMqZx2dXUBGMem7/2Vf42p9/k62/9R9TuNTgO//PnzOJqxS2ruBtjGeBBmsGVWWscHe3Ra0Ss9UoEZEGSws4Werl5CzQORCS1D1qQsu/W7d2KBQLrDWrITH1gT4IQfHExQK/+uu/xrfv3uNf/r3/inG1TMGU+em/+tsUrlwjdUocL5AxNoOI0BuP2e+O2Fyp0ihbhAlQOC60ZXILIydjYQTDo6hXJPJMUrh3r0VtpUqtVpoWenjf34SKGIK3lsKnPs3P/6d/m+G9A1KjVJvbRBuXGFQjHLrQuSRHgwnd4YRXr2xTtCH4bSoRIWk3F4ycwMUF43gGnf8APfug7O9EPtppZ1TwxpB6oXU0oj9yXLuySWQN4n2WnTo9rtBQWP10WRLjidGNMvHWVZJYcT7GToTIKdZmRXkWJdJz5rNU4N5eh+HYc+3qNqgGawwJLREl1A/JJeMZI7sGnjotj4ORs3s/gp29iwuG6HFhqmlnPZETd5iqw/sEFYsSh9L9zmMFjFesFfyZrMfZvjh6gfvOPTxRRAskUuR+b5+B67Kx8TxFG+HdKNslKUyPNnwzJ8Z2DFCMENHwKAO+EHpwqLEh4vGMHJ49pke9H3iw7p733s8+9/ve90Pun0W9zwoih9oexoUgNmcNI+D+bo8IYXu7EjaZqOLF4BWsRtPGDee+xuN+lk9yPB7nNS86zy76GTxoLsze90HG4+Q+zdIow8Iw1KwlE/Xw+FSCW9pmKQ7WTuNmhEzxn2hKwxNZkoRkLs224EJ+BgppkmCtYkQR70Lcwwc89mk0wJSzT6UYIEYlYu9wnzTtsr1WJhaPyChU4CJ56PNL9p9lmsamISj01Os9uxbGeXs4IpnUSQFUsJKi6jBqmaSGo/373NheoRoZIk0RdVgTOreIuOBMlodX3VrgvLynjGaZ1dMFsSF1WSV8FUQgJgVcJiIe0dA7xmPQLOjuSX42T86HIRaHQTH0Jo6337lNOh7zqZdvEsWgWND4g69L5PQesOrpp/Ka4IxnlDr22i2KRWF1pUKIZBRUC+DjU8936ukfoMKnBMk/22b5eSUr1Iey4KpRZiWa0OhJInq9Id12j9dfvxzqnWrWBEoMiA9+Ho0wxA9/fv3gH2vO+YgknCz3DU6EN96+TeoN165dYaNiMG4SqqYZk6VTRigGL09ezD+UYGimgIjgxbCbOG7dO+L7P77DG2++yYvPb/P8p14FwxOpJXFqUp5ZngkRDjgYpby7n3LpuZvEpTj0NjOrp8r8fqDJ/YxfQs97T2JnHmNC7qkBRsDb3QF9W2Rla50UGEsMEsYtXJ2ibDl2zvM/42Mzr4SFSIQQ4pQdMLLwvfsDvv7dt7h2s8NfeukSL15eoVmJiTXF6nTZrA/ZGfyQx6QXbQF25lFePd57RITRZMIP39vnT3/S4SfvHdGbOLwo22tVXrvRoGpTCtla68Nwdkkyuw4seE/ihZ1JkW/+8C43r67wwmaREg7E4M4ozNk3/UgfyYc68o+ecwUjWxj7bAyMOizQ15g390fcud/itZvrXF0xxN7hFJyxhDpmPhvrh28rP+tjM6+ESNsg1Z7QH3iM5Y07Q96618PZiGY04sVLFT7/4mVeu7bOWjki8tPlo8ksxWfAhyFI8FsI9Ad9fvLWLd66PaY7tri4jDeGw17Cd3/wLjUZEnlwxMxOr8d1Rp13UhTdkFSK7EuTRAsc7nVIdlqYdExiYryUEDk96Wef/9wr6EN+fpacnucLhkN9mHAqSkyKUxhLlf2kRKlY4s6tu+z7PhEOJ5aUGESx6pHpcvJhz3+B9547PT+g01MmQIhedkQkFDlyRYiqTNTQmsAP39klxnFppUyjWJ95puMc7ifGB7YwEHDeoyjOOToTzxu7Pb7+ozu8fa9FbzDh5Rsb/Os/80lWcERGIfpwB3/egVrnGWH53/+/dzjsTPj1X3yRK2UQr4wyobDnPMOjHJrPtgfj/LExgKghkfBI0RSvwl7f8wd/9C1eeuEKv/Tp5yh4h1FlIkJqwo6KJauReg65hfERItOlSagSN/KGP/rqG3z9R/fRQo2bV+t89uYGr1xtcqkWUcZhJPgMvYTIIfMsWBhAVjwWxBhqJcPnbm5w83KDd3eO+O7336RsxtysF6gIiE8xhcKjn/S81zv3WFL2hp500GZrtcRzzTIb0RjvPYkpEyGcV9lBM8/dw5T/WW8xcL6FoaChVz0G1E8QiRh22pQmQ15Zr3JzpYSmE7xLIC6iJgIFmy1JzjNrn+2RmW/CtqoPnyFCopYrhTHp5ZhXX3+RF66vsVmJMcmYoh8joiAFvFicyBOPzPxQz2dNduU2EGUztlKKuHxjg89cWmUwHFA2AuoRG33o/K3zJqY3Ee3uEd39Q25cfplyZFDS4zoW5hF2+1kLQ858f9Zzz849aSUNPgiNUJ+CTEjVcvt+m4lYmmsrYVlhI8SEda9osKoEefSaJ+cjQ5ATrzVg1POl11/kF0olqtUKoV+XQlQA4nCbUEEt4smL+WMEbj3grpmrztkLUKUYUbRVBMWpgjEfaY9ODxy2+6hXtjfqGIKTVURCNXG4ULl8ecjt+UZBPJLFAKnAKDHsHHSorZSp1YrhYbPRsDIjooszEHPImQuZwPpaI1jA6rPlxtShf/LYjyrz6SPLqJputypgjHmi66gHkQI7+y2q1SJXNtdOtpXy2Q6AaPBJoOCJ6AxGtFpHbK/VqRY/3FIx5+NFVXHeZ7c/3tf+SFMwRcIV3piP5mVm/bXdsef+YY+1eoVmNeI4YItpw6LlxR9vjgYchlZ/RLc/4tpGPTQsynnm0azJuDEGa+3x+fVx8pFNlVmx+Cje2FQsVEOew2F/yF67z0ZjlZIBo6FtohfDmYq/S8e0BM5JPEZMazQhVWG7Wc8S2QNPYxLmXIyz59PT+Jw+cgvj40AVdo9G9MeOrbVVIq8Y9ZmvLp/8Acn+FyYKd/f7lEolNlbLoeFyzlzwtMV8bo1R1RD/ASHq9P5BB1ussLW1lkUyKqGKxdy+xSeGEpotTw2JwSThjbfusLG1Qa1ksblg5FyQ+Tmbsm2+aXXNYJKF26NUOWi1qVVL1KvFbMWuWcDS1NOnIRg/BXUwwTFhgtcU9Xq8dag+FOLBK/iTeLn5XtFk+bdmggc6vYTWUZutzTLFyJ7atnsQnuBU9k4hBe+VFMUppPrM7zjnPEHmSDB8CG/2IZVecSiOCdD2ys7eDlc3KpSKIWPPqBB5CaeKOjRNSZ3HOY84R+r6pPTAD1A86hQ3nuCdw7sUdR5cEA7/zMd5nk8I1HSoGZMAO7s9yrFlq1kIcSr+4WHfAOqUcepIUoVEmbgJQx3jvJKm4TM5G6sx/TEXk8Vifkr0ZRbFcaSA98ESsMJRf8xoMGSjUSU2ctLb73iP2jNhwjBSTOeQ5Pvv4Lt9fGzpu+Dr8I1tNl9+BcoGZ06H04o+0fydjx3RLLTYhKXJ/n6bWqnAWqOG95rFXzwEBZuGpk+TSMA7iKHgoTBJcRIh9uGDMxWOOR6+nBnmRDCya5Vmpe+nQUVZw6I3b71HqRhzab0eJuZxL42ZeE0jFM2I3o++xlf/k/+CRnyJ6ObzFF2fe9/7Bt3Xv8i/9Xf/LsVKEyeKiBJloUvm7NPNIV49imEw8eztH7FaKVGvlIJWPMp8EocxKQVRCklK0h4S6unEmGoBjUsgczKVcj4Uc/MpK9OlyDSu3mNsxMTD27d3Wa3WWFupIt6FYiJiZhyeQkwR3JjBYEAyGXDzr/4VLv/Wb+Dfe4OD/+wNrmytUYxDwWAPpCYIhfUzOjHPguEVZyOO+hPa7S7PX1+nUogeWTNBRRnHHvVj5NY93vjDP+F7P/4J/ULE1sY6n/+VL7H1mc9BsZYJ9RwPUs4jmRsfRigi7PDqgs9fAYTuYEJ36Gg2V1kpRBhc9thQcciLgDeYxOJ8Eb95mdLPfQnz6otItUZ/v48/HHPzpVextQoiBrFyKix63gNGxSsGiyNi56DDJEl58cZVCqKhFusFcmxsf8Bb/9s/5wf/6A+4+fzzfPKnvkD71tv8+T/4bxm99U6I79DMYZyzsMyRhREmohHNkqLC1azTHdEfw9Z6k0rBYN0EvKI2K/A7XUAbT9tY0te/yC/855+mTBHGCfe+82MGvkDjlVegYPCkWA2h7Md1j8OKZm41QyTULUkQ7u4fISjPXW0iOsE7wdjzp0EpheRoyLvf+RavfP5TvPZbvwHNVa6biD/+O3+H1htvcvmTrx/HCGhuaSwsc2NhqCpqNGynosGTp57Dwy5ODevrTQwO1CESwsKn4dAqCpJS8kIxrRLHDSgY8F3uvPlD5MoVytcuoTYIjaBYH5Yk3kAiC+DtN8LYOQ6OejQaTaoFwXgXwvYfdW674DtyBWEQOYI5YYNjuCzItMnTNFQ/F4uFZY4sDAhF/4Vpwf+xCu/t7GN0wvZaBaOCiD2O7pzuqIgoSSHFekt9FBFZRQsJ6f03Gd16h5d+6pcwzTWcBO+m0We5PvgHQAAxDIYj2p0uN7a3s50R+74qZA9CbUy8tsJLX/gk3/sffp/LV65TvX6T7/3jf0ztpU+w/uqLTNc1ZytozflqLucMcyMYXgTxBqsGzISJCK2Bsnc45vpGhWbJEIkBWwLAksVgSEi+cmJQiTCxITUOoxPu/tnXGN47ZOuLn4eVCtaY478JabZhgCzzPekVxXvh6KDPZDBgc7OaBb6VMD4rU/+QMs0KpDYsybZXV7g1Tnjjj/4FK5t1Bj/+EVd+5lewhXqwAEXwmf5MhWJuTNicCzE3ghGm/fQqFkK+u70RR60OX/jiixTMyY7IWQxK0YeKU95mSTzdlM733mGl1mD1xnPvLx8oD7w5l/hs+7l1eIRLxmwcbz+H/857f4IiZoLbvc83//ArlD718/yl/+hvUNqyvPNP/wnf/Id/wNa3/jUuXbmCeBccPjbv976ozM0FwGQTOwQChR4oB60uqOfyRv0RbQzCrofVk7iK5HDA3Vu7VF94gWh9df5V4RxUhMQL9/cOaKyusFYrZ1ZTMKMeVbEz0gmDO7e5+8N3+MSX/jKVl17HX7rBcz/zUzSaFTp3bkPqIQ0duaaBYgs8pEvL3AiGZFUdVEI9hxTD3mGLUiFirVY89414hLExpKJYHzpE7e8d8p12i8ZPfwFWang/927Nh+KBYerYP2xxZXudlXIpq/Pp8WKyvrMPx4mFRo1opUBycBfSITCkv3dAuzvGliocl7RXQH1wgE6/chaGuVmSCCdONS+GwSTh/t4RjZUK9UoROalA+UAGCEWUWB2Io3HzOv/u3/97rGxtk6oG38iCosBBd8hglLKxVqdowHiP4PHYc0Ytw5eoPP8CL/7yF3nry3+AK6TEl6u883/8XySXb9D83GcAHxwdZvqKvN8DmjP3zI1gBIIXwwGd/pC9gxaffeklqqUIwU3dnA/EIlhVvE1xRik0GmyubTAUQdPFntMK3L63h/PKWqOJASLcjE/ofLwatLzC537736G1/RLf/dEtJrtDnv/U5/ncr/0alddeQm0W4GbgVEnlPJlkoZgbwTjxX4Svw26fxHk2N1ax6kIMxkPStEWh6gVxyiRyjAxUsWgipBEkosQLPKETr+zuH1Eul6ivlKfnNEJWvekRf+9EMcSYrSvUf+sTvB4VKJqUlSRBTAUfxbgo9KkxWfllq3JSqT0XjIVhbgRDNUZxIAlCzN5+DxPHNNYqmCwx7WGTUgg5IWGdHYdWtWKxkaVswp7LR9CG8mPEZ/4Im5Xi8xh1oTKhxHRGKfudEevNVRqVQvgdWVV1f5LU+zBiEcTHaLSKj0oUjCUGtJDgp0OvchwNK8jp2K35HdicM8yJYAjqI5QUz4BRWmN3f0K5WqW6EiM+S/h4mBtCIDQfNxQpUAQkKwFRXoTZrEEwVELpIKMpqilehJSI1jDlqJvyie1NVmKLIUHFomoulIlrBYhiIKKAUDh+eHxqzO3ZJ1mAoc05zdx4+lRDxqUitLtDDvbbbK6tUilGj1XeZtEjD0NkK6HDWeZU6PRH9PsDttabJ+n/2Vbz480AWfjxyzmfuREM1IdtO1Ok1RszHI24vNmgYAhnyEfUymAumKqEngRki4KqYeJh/6BD0SobzSwFfVqOEDLxyLc+cy7G3Jxl06ZlEyx7Rz1U4fLmaliPe13u7X41qIZQqWnglHpBxdCbpLz9zh22NhvUa0VEs0JEKlmYRC4YORdnbgRDTIhInCjcP+hSLRfZWCljcXNfDevDc3qhkMWz4sXSHU7Y2dvn6uUmpUJ0XEeELHJFxZ8YJjk5j2BuBCN0fLKME+W9nX3W19eoliQIhpHlTqme6fAWtjKnQWzC3lEf52G9uYIVEDEYMYhwPG4iuYWRczHmRjAkq0jR7o9pd4dsrNcoGMVmVS90cSO7Hx8f3MCpwv5hj1KlRLNeyxyeoSPz1CZZZp3NeXzmZFtV8TpmopY793tEhSKXtioUMBhfwIkBM0fq96TJ1NJjQrKoCWFuwzTlXqtDtVpms1IgOi5wc/JNuEgV4JycwNycY8YKXiy33zuiWimw0SwRAaLFbOYv86QPeSEhz0ayJtRCb5jw3u4hjVqNrWoxFEjOfn/SsiGvWpFzceZmpqhYRqnSOuxQrxaplQvZb6ZB48u8JjkxGQxBPtRY2t0BaZJw88Y1InPSvHeRM3NzPlrmRDCElJjuIGU8HLDVWKEURVlgUuBRVR0WGgmp5UYVo4oYixfL7v4hkTie227iNPP1qD71hr4588uc+DAgRbi73yWZTLi2uUqEP95NDA7R5T0JfDYCIQEPUm/op8rOQZvVcolGLQoFe00QFLPMQW45H4q5mTmT/7+9s+mNowjC8FPdM7Pfu/Y6dhwnCsFWSCQwUYCQE4gD/GSuiCsScMqFgPgQOMRJvDYbe70f010cenbtWFFy8EqeePs5WF5Lllqtmdrq6qr3Bf55tgduUgSMnOm4e4gbi5tmh9arwqNdHSLC4WhCr9en265TT0IwFZEYLCLn4p15eoa5Z7fXp9tpsdRIQPPwoszEKRf3SBKKnQA+dHKKsH94zOFgzPpql5RFzr8i8+QdCBghEPQHI/b7A95/b4PEmFcUuBadkz0INuoKvOj1GeeOjbUr8eI0MjdKUcMIjqnhSGG8DbMQBPl7RRGb0euPGExylq/USK3FaEpxaseQvEUEeAFQRVyCIowM7BwckNUNK80qWTQii8yJUmQYUlyNzsbUFTT3ODcJAr5eePrsAIOn22kgmmNFMKFVCaMGLrEm59swOMSNwYMn5djB7n6P5W6bTi1FvI8pRmQulOIt07O/C6gxeFNlZCv0nbC79x/dZoWVVg3jJ+BGiB+T6ATDCFF3QasvAd5hRMKeWegfOQ77Y9a6XSpZKZLIyCWhFE/TtNfwtPSjQ9g7HPD3wYA8rbPz4oitm+tUahWEEfigj6EzxajF/QpVLBMv7Lw4oO8sj/eGDF2V5Str5AKZNbHoGZkLpQgYJ8jsvbeJ5eVozLff/8A4WaM38LT7jke/PeH2aoOVdgMVU2hxKlYW+KUwFieGX5/3+e7nPzkyywzHDf56OmTJPOfuxhL1NL3oVUYuASUKGKdMOQtR3lqzTlppsLM3ZGKr/PLHLkf//k7nq/t02u1iZuLk3xa18CmAEaHRbdPLLceaIDn89ONj8pspW1cfQAwYkTlQmhqG6mmJudCAVK9kXL9xHcRijCVLLfc//pCbN66B+pl9oimuExcV43MSP6HbatBoVPF5TpLnbCy1+eKzbWrZoobSyLwpRcAAZlOUxSfQnEpiubq6RGqgguPhR1s83N6kYpSUCYlOSJmQMi4uWBcTISfRIZ1awloroZIfcq1p+frzO2yuN2ddsZHIeSnRkYSZZJyE+0GM96zWElayI7auX+Wb7TVaVsPkJRYRUxRKF9v6VyXBi1AXy2bHsscTvvzkFne3WkCOFtbLkch5KUXAePVR1uJvBqvKajPl0w/WuXfnFqv1BPUOwaDY4Nx1EQsuHeG2KDOGzfUlmg9uc+/uOllC8DiKop2ROSGq5dDbdoQMw6oLJsHe4xGOc2GkQiNLSIsRbRFBVbE2ns0B0BznHTkJL0cTEKFWrZCiGB2HGyRJiFlG5LyUIsN4FQEFCc5FVK0lU8GiYUSbqOlwFlVFvcMaaFUTvDcY75DCc1YFxMb9ipyfUgSMs52eU6/PxBZS+CaMbk/NlkUkBoxTiAjWGJBga+iNhuE8AROa5y96iZFLQikCRrgaPZklUTVI0fp5omy94FYCb8QgM+d6xU73SSE4nsZ9i8yHktQwtHDg8qGzQqaFumkBNPw0Er8pX4+ihU7n2ZgabFRNzMgic6EUGUYICdPmq6B4rSKz6v5U4TryesJ+mUIWwBeeZgBm1tsSw0VkHpQkw4DTQnMgnF1UdA1/M9NQe6I+Nt3HeCCJzI8SBYxIJFJ2/gePBiRFWQ7/KgAAAABJRU5ErkJggg==)
If m∠1= 50°, find m∠8.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQwAAADSCAYAAAC/z/54AAAgAElEQVR4nOy9WYxkWXrf9/vOuTf2jIzItbau6urpdXr2ET3cN8s0ZBsEYRCwaBN+ESFYL4blB0t+MKAHWS+yDVgwDIMwaEMwYMCUBNoyKI1s0wI5tMnx7MPZeqa7q7uqqyrXyNiXe8/5/HBuZEZmV2VldVd3VUTcXyErIyMjI26cOPd/v/OdbxFVVXJycnIugHnaB5CTkzM/5IKRk5NzYXLByMnJuTC5YOTk5FyYXDBycnIuTC4YOTk5FyYXjJycnAuTC0ZOTs6FyQUjJyfnwuSCkZOTc2Gip30Ai8BFoutF5GM4kmeT6ejI9Af1oDr9Aawlv3bNB/mnlPPxo5l4SiYleTbT3JALRs7Hj8zcEDkRkJxnnnxJ8gQQEbz377svJyNbsh0bEkImEhLuNDMakvNMkwvGE0BVcc6hqogIIoIxJheNY055MVDAq8eIRdHczJ0jcsF4QsyKRF5i5CxTB6egCF4VFUOqIGJywZgj8s/qCaE+eP4nkzFklkYOECQCmfFsKpB6T+pSxkmSuzDmiFwwHht//KU69VsIxDFv393jT7/xPfqpQ8NpgeLxLPlGgCqoA01APc4LiQpf++4P+ck77x7bH3q81ZrzrJILxgXxGk59VQ/qUJ+g6kicYwLcORrzT7/+Dn9yq8eOE1LxiB+h6khFlvg0ENQb1KVo2se7CWM1fPdWi//762/z5m6PgQZpderxPgVNAR98HU/78HNOkQvGRZkxmxUl9cLEGxI1tPoJf/TVN/iLd484SIrc7ySkYSsAWfIpr0AqFkeMMyUGUuAHd7v886/e4r1RmVttQ28cxkiyyK4Tyy23N541csF4HDQ47rwaUhUShO4k4f/95g/4ztt7+FKd4cRzf/cgW7ULgmLQpd42dAgTEzExRd45GPB/fu1N3u14xpVt3twbctQbIghe/VKP0zyQC8YFET056cUYMBYQfnLrDt/5wU8Y+BgnBVyacLh/xCRVFAuAWfLrpBHFipIkCd/+7g94b2cPjWKcKr1hn4PDo0wsJNuWftpHnPMwcsH4AKiCqEcFNtYbfOmnP8v65hoFcTTLwqh9wHg0AltAxIJf3iunAFY9BRJiJrz8whW++PpN6nFKM56wXkxp7d9HVVEF5z35rvSzSx6HcUFUJGyXZoFGBiE2cGVrjZXmGt94+y9oXqrwc599lXLapRhZvApgMEu+byjqUU0pFSyvvfAcE3PIW2+9xxc/8xJXN19ghfFx7IoxZmnFdR7IBeOiKFnegwIOI4BXjFhGnR6jg7t86tUbfOa5VQpaBQ3bqYJBzPJeMhXwxuI1CqIgSq/ToSITPnl9lec2qogPG8+Col6PU0xynj1ywbggytTCEMQrNtv9SNWyu7uPdSNeuLRO7FJiSVEBpxaPYJZ89icYvFjA0U8S7u/sUy5FNKoFiurwykmErMDslpQoeaLJM0QuGBfEoPgsZtGKAa+IGIYq3NrvInHE9mYzODgVRCzG2BDhqB4yB+gyYoRMYD3pSDg8GlNdrVAqWEzqia1FjSBqTlLeEYTc0njWyJ2ej4lK8GKICCqGcZKyf9hlfa1BpWww1oAIImFoZ9KtnuJRP13Eg6rHKbQ7A3q9MdevXSK2Evw7pwwLITcpnl1ywbgwM8VeBJDg+uwPJ3R6AzbX6hQjCQ4+71Exx3+3zHGeMA1fMaiJOTwaIi7l6mYTi4IxuRkxR+SC8RjMXvtUIfGew06fUeK5tNEAn+Vjng0FX2K9EEIchgMSLO/ttqiUizRrBcQ7nC6v5TWP5ILxWGh27gdBUBHu77XwqmyuNSgassvpydagwNKPssmqXgxTuLd3SHN1hVrBYPFL7xCeN5Z8Kl8URWaiiaYZIs4r93dbNJpNmvVyFgKuGDOb0K0seySSCIjE7LY69AYTtjaalKzB4PMZOGfkH9cHRNUwHE/YO2yxfWmdUsEiGsQCkWXXiFOICoKwc9BmlKZsb60SWUUkRHXmQzU/5IJxQXyWfWqmNR3EsNPqkqaOrUaZkoFsPzUEHjH1dyy511896sck3nPQHlEoF1hrFrGqGB+2mnPBmB9ywbgAipAaA3iMH6OkTIzw1k4LRblSL1EAjFggRrDEAjFgMCDh1lIiICYhnXgOjlKq9RL1lQLGG6AYwlOWOBJ23ljSWfxhCPuqw1TZa/Wo1yo069UzNsQSWxQPQExMq5twsNdle7NBHNks4V9m4lRy5oFcMC6IYRpXZFBjGYwnHLW7rK3WWKkU8yn/EBTBS4Gd/SP6nTbXtjYItcKnoppvq84TuWBckBObweKxtPsj+oMR2xuz26k570cYYtg56FA0nu1GJQRsHXt4lru40LyxsLkkZ0v9z5b/V1WMeXytVO9D0yKg3RsxniRc2lgjCsHiT+KwF5JBquy3O1zaaLBWjhEcoXuRZJvPnvzaNR8szaekZ0r/P07vEAHEhyuhxzJRuLfXo1Qq0VytYn0oWpvzfhTojVMOjwZsrdWoFg2Cwx9Hw+bjNk8slWD4rIz9tDvZ4yAStkxVhO4o4c2377C1tUmtUkTV5X7Oczjo9en2R6ytrhKbrKAOuatzHlmYJUko/w/TIAjnUqwq4lJIHdLv4SUibayB9UR4VCKcMYAjwhz77B/4/IRgrQSh2x/S7Rzx6otXiY2A1/C1NPI7g4b/MikOw69Z3xYMY4T7+328ODY3qhQgq0SWdUJTmzd9miMWRzCydkGiFpeFbhs34fDtt/j+l7/M/a/8CY2XP8PP/82/TdQsIJrisaSASIoRiz1nOFQhFUOK4eCwQzmCq2s1IiOIRCHrcllRzWJVwo+ROiDFmwIDB7fu7tNs1tlcq2K8YjRCJcvL0ShUV881Yy5YmFl+Op4y1KpI8bz77i0wsDJMaH3nR5jeGEkVxGBFiBUKqWL8+QayqgMNK+69/TbFgqXZqGAkX4WfRbNSe4owGqccHrTY3qyzUi2FLvdyEoMh59p1Oc8aC2NhwExSgmRFe63ltS/9K8SffJXvfP37mHsDojTkeyihnaHxZEV6z5u2ihElBYapZ+fgkJVKmdVqOSjuMhf5lbAYCQsMOenGIhanhlanRzoes72+ip1W1ZrWRwXOdnbPebZZGAsDpknnWbctwBlLob6Cra5giIhSII5I8UxEmRhwJhOXc8liBYyhM0zY3T+iWa9SK8aoS4+rg+eE/i2hJKGQCuy3enifsN6oIBraIQbnMZlG5Nln88TizHIBzYo3GQUrBmNDhISqogb8NEEssqg1OCMkBtToIy9wouEqunPYYaJw47mrRN4TiYToz4/hLT6rKHpsaSDTXSjDJFXu7XeoFEs0V1ZCLEzqOF5A5s2X547FEYyZjTpRsAqiBsECFjUWn7UGsF6IVDAaVhM+NDF7xLM7HMr9VgeJYq5f3SQWBz5d6hUJhDHUmbEXFDGGUeLY2e9Qr1VYrZbwaUocx6ctujxCdq5YGMGYnXbTBYIlWzNjTiapA+OFKIVCCrGfKVR9DiLCZJJycNhnZaVBtRxnezH+fa+/rEhWV917j3PKYDCh2xvz3NVLxFGoHq75EmSuWRjBgAiVKKvYHfqGGE0RkmAma4SkiqjDq5BKhKBE6hEvj3ZcGkN/5Ggd9WmslilGJkRuSDRTXWs5EVwokqMGxOMlxQu0+hMGLuXadoMyEJlpW+psGzVbzuV7qvPDAglGsClUBMQjuFDsBocaxcVFvLGoT0itMLYWbx0hFMtkDRAfjmI4aI0Z9DyXt1aJcJnIRIgJMSDLi8coiBdEHeBwAu/e7RIVC2ysFLN6IQZjC1kOSaYTxuQbJHPEwgjGqY3R4yuWAbGIMRzEcL/g8XEIE7dMu6pn9TfPucqFGp6Gvf0W6WTMte2NMx3Zl7uVwPTdy/S2RIxSuH37DmsrJaqlAsstqIvDAsVhnCGrvSsiUCxx89/4FTZbPXS1FhyfzoegKwEn8oi+ZMIEy95hh2atSHOlGF6AabOiZT8ZTpo2hV6qMYdHE/q9IZ947jLFyJ70c8mZaxZKME7Nx+n6WEGimJd/9ReAiJQCWIOIDzt7CF7Ob2TogZ6D3cMOlzdWWSmYzDcy/avlFYxpDolk26SKISVit3WIqufa+ioFG7a2c72YfxZGMM6WyFMMGJN55Q2+oKAWIQq7Iia4IASwen4ugwJ3D7v0RymvNiqUjWJwKAVAsuvr8oqGx2A1JOGpBYdh72iEGMvmapkITiWY5clm88vCCMZpm3e2UmRQBS8e1GJCECKK4jOfvZ0mmj5kHgtw+/4BE+fY3lglIkWYpmhPPRzL22wZpmMdtpgnKtw96FAoxKzXKxgcy9yMepF4SoJxNmri/fee/s2Df3/2sTojGu9zQ6rFqMH4YFk4Ex5tFKLZHJQHvK5T5aA9olgqsdaohgY806eVk7X7MnJ2oSEitPsTDtoDrqw3KBdCtXXNBeOpcPGz62J8bIKhPnyJ8SCTkP2JQaQQUtIF0pn3MLvrITqNJjyP0wMw+/iQsmARwGXzVrPCeorBZbEbIQwrPI9xDmsE9dBLHfudEdVGnXKtTKoJQoxmIeGGGLekJ4QCDosVxRjFEbFzeMhhp82XPnUDgyH1ITQ/5ymgYab7dJilMYBKhJcIp0IkgnkM7fh4LQwB75U0q17l1JA65fCgA37C1SuNcLVWTrUmlFNn/sV40PyUmZDO6NhIcEynvagFiTGqGDeC1GPiCr3eiN7+Pp969TrVyBN5n1kwafB9eEVlOZPcBcGLwWgKTFBforV/RKRDrm4WiTTBQFbt7CEsq3n2ETDrHnIe3jvsE8cRa9U41LKdiUz+IL6kj1EwFEVxYkltmURhr5fwFz9+j+/98G0++Vyd5680CNsafARbcI9KdIrwRAgmbLBEwUGaiuGw0ycd9bi+FSqEWz89RjnzvMvozNMwZjZCECbe0Drqst5cpVaroOKwEmHlYVNNQdKP9YgXGz9zS/jq92/z7m6bz77+Mq9c36BRNRSAyCsRHiOPZ/p9fEsS8Xg8Ew/3D8Z89609vvP2LneOBgxTobRl+fZBD1SP9eLUkgQ+1PmoWSm5WU4JrApOgv4KYFMHYhibhG/dG9MpbLCXGr53v0tJXGjGLCbLW/G4zNxbNhRwKtOm9bTH8GbPoOVNftwasa9jYmsfUZHML+XYfRRMDTkRmKRwqx/x431460/f5Nobu3z2E9t86lqdy7UoOKNtFMIPLojo45TP/hA4N8EL7LXHfPlPv8c339hhGNeZFMuMbUTBdSin+8clEkyW2yFMfRj64XIO9AHuzJkfjfdMe44YdRiXIFGBnlQYRSt4FaqMKKdtrCakWNSEBDTjE5yRpcxaFcA4D2JITIEBZUZaIC5ElCdtiskRElv8Qy0MMufWEg7eR8C0FQYiKDEDs45GNfAOSfqs6ICfffUy/+oXXmSrHqPGIvbidsPHZmGIGNQ7KqUCX/j0C5hyjTfeO2J3MEJ9xMtXm3zp5RcRUdSDRY9bbgrg+OAn5CN3MRRiH2yLcKFULEqK4e4A/ux77/LcpTVef/4TFN0Yi5IgeGOD21QdKssrGLFPELGMbIEfvNvi1u0dPvPadZ6rX6fEhMQY0nMDXXKP6BPjpAIiEy/82Y+OuHX3iAjP2krMa9eu8/qLW1TLoczA4/oxPj7BwBAhVGPhpesbXL26wad3OnzzB+/yk3f2eHllhV955Roz0ROnliSemTtmMhfg1C8ech/TEsFnjmpaWA6s5zgBTXAIjtQU+P69Q7797SN+6voNfvrVS1g/RlTxtkiaBW3ZY8epzHznzO2zx372voe9D8787kFb0o8/Ho8+trO3H/6a1o3xJqIjRXbu7jAuT/jlT17muXoRcWPUGFQetYv0qGOeve9Bx/mw+87+zXnP86D3+KBjfNRncJH7HudveMDfPvj+UCQxzORhqty/d0RyNOKVm1f43CvXub5Vo2IMVn0IQ5DHq6n6MTo9TSjFrxMicVSN8PLlGtc3X+fO3Q6xH2NIwxtWRfxM/00FI6Eoywn6kNsPvi+c2g9/nGahWF5CbIZ3kKC8t9+HQpm1Rh3jUsSnYc2nimp2rEazZDQ99ZwXPbZH33+R5/kgr/k4z/mw3yuqSuKFTqLsHI2oN9epVEok6sFBrII9b+9OHpbte959DzrOR43Ho+4773Uv8tinf2zTEHwRIVLl9ec3+MKrV7m2Xg87fIwx3oTKJSbGPKuCIYBYAYkRMcQSQoorBUPz+WZmUWRZCQLYGXvg+KLwwW3+RyWvq6YkJsIhlFBEHO1U+MmdPVZrNbbX6lhjEROO0mTvQVQw563PFx4PkuJMxGG3T2eQ8PyVbcpWEOewUYwxjxqf5Yxh+SiQmRiEOIbPvnAFm/njw9Z3aCtuCBnaj7sY/Phmupl+M8c/nJ0mp5cMD3dQPnFUERJCzqogpFhRRhPP3t4hL1zbpF60mV7Z4+XSeeHkS4OGxDOD0DoakIzHbDUrFASMT0Dip32ES4aculU4dUpFp373sIXPeTxT3qaHHvjHcVLqTE0HFdTGtDoDnEu5ut3ELrswPAwBJMJ5Zf/giDi2bK6vIt5jrEUx5wdt5TxVHndaP1OC8dQQIIupCOs/Q6qW+4dd4jji2kYzH6hzCAVzPLt7BzRWKjRrZcS74DXKS/AtFPl5AICAhBqdJosQG6bK7mGPUhyzsVJc+pXHw1CERKE7Smh3emyt1ykXBJOFyudasVjkgnFMmNmG0FejP0m53+pSrZRolG1WqzLnQagR2r0R/cGQ7c0mRcCIQwmNl/MFyeKQC8YUmf4XPBmt3oh2P+Hq5W0islTbnAeiwO17exSLRdYbtSz8LdtyfcrHlvNkyQUDCBu6llCnKxTGOTjqMxqNufHcFtOwr4cxjeRA9dQW+vFfzH1RceW8ltNjhdv3dlmplVitloO4arZFbub8reecYpkDCE6hXjCMcSRMqHJ3t0u9DJs1i+H9W4OqIWAJQEVJ/Zg4MQgFvFGMKi5SFEuUCFKY4+Q0DZGs0wJFPgQIYiTc0xp7djodXr2yznrZYETwUkIIHeZyP8bikFsYU1RRUhRlnCr3dg9ZX61QLVhUT2JHZpEsFt+rI5ExxjgkTbC9CTIZM5YJXUnxF2mt9swztTLC11Q+FMNhf8wk9Vxab1CxITjZGxvqZGTlDHMWg9zCmME5xUcRrc6EQX/Mi1c2sFHWveQB57xIFhquSiEZsf/mW7z3/XeQYcqla9usfOFFWK3jjME+Zt2BZw85E+gTwosdsLffx2DZWD+J2AXN0owd82ta5ZwlF4wMybZTVSLu7e7hJmOubTVDCHuWAfiwaW9T5e4/+wr/4r//n6i/cIPIWr77P7/JF37hF3n1P/gdWJnvE0YzqZDpTxJaM3hCvbLbt+9RsBGNeh3VabPauXfc5DyAeb/sPUEUbERKxGFnQDG2rK+UiTJn5oMsDJ8pSdLp8c3f/0OuVRr85n/41/mNv/XXePW1T/DOP/kyenuPCR4318uSk0BiyZLNvPd4oDtKabe7bDTqVEvx8W7SfEtkzsPILYyM0OfTMgb2Wh3qtSrNlSqQoKaI19Pq6n22LlfFi7D5uS9w/cY1/PVN1IyoX93g3XTAJBkytkKFR3VXe4YROankpD60i8sKIO8etOj12rz28mcoxCZk86oSmjyFvjC5eCwOuWBAsJydQ4xwNEw46Ay5sVGnVoqwjINYnM2Fm7r+VSnU6/zs3/hrKI4kSuHd+9z52neJX7yCubaG5fGzAp8lVIOFMQ3BMqKkYkiBw3aHSTLi0mY1K3rkIUswVAyqj1+kJefZZZ7n8ZNDFDWKiuX+7iFH7S6XtzeIcKhT1OuZrcGT5YWqopGlXy7Sq5UxnZTb//DLJD++x0/91m8SrzUojxU714Gi00rTx9k2WFFSB/utDsVizGqtDHj8TIBbiIUz5AuUxSEXjAwxQopwb69N4sZsb1UwGCIMkWi2Np9+aVZ3IAiJQYmdw4/73Pnjr/DN//Wf8fJv/gbbv/yLqJSCfTHH54xk3VocMT40PgTnGE9S3ms76tUa9WIB74UUmy3fNNtHyVkkcsHIUDGMnKd11GdjY51atZxlrmbVvs4+XjOxMALiKTCAb/4FP/i93+fGZz/Lc//2v4lbqZEKTGKZ67KVwuwuUlbG0Aid7pCdvQ7Xr16hFIVaIhiDmNAYSkTnWihz3s8cT+MniYBYBsMJB4dttjfqVEuF4OAD/AMK/E6jPL0quAR/+01+8rv/IxbP63/z34cXr+ALRZyF1LgF2GDUrCKaomLwYjk46jLsd7h2aZ2CSLAqZBqxAblaLB65YGSkQLs/pNvusNGoUjSEDNXsynoWY8yxM09HQ978X/4R7a9+nU//ws8hhRKTH++R/uAecadHQR3n5WI8+0zLuTkET6IwQdg5OKS5UmZtpZLl4cxaYlN/R84ike+SEE7lsYf9oxGTJKVZr2QrdY9KCHE+ycCc+TvvMcbSHwz4/hs/Iq6V+MlXv0Xy3XdhFOM2anzud36Djdc/EczzOZVnLwbUYUhDsWQTM3Swf9hmvVFhtVrCIIgRDGYmZuWkilnOYpALBmFCpwrvvrfD2lqTzfUmIYYxNDc6H6W0ts5f+Qd/HzNyyKiIjgv4uEC/DLZZwUmoBDqvJ45OCzNrNh5iOOj1Oez2uXFti3IhYroXciwWmVLoyc2cBSAXDMJkHicpd+7tsLG9SaNeQvwk5EFI9ED/wzSPRFWxtoApXyWpC8YJUapMrFCyEdHEIV4gmlPzgtn0fRfCwoGDdp/+aMx6o04sZE1+Z0dKcqVYQOZ3Fj8uWa2KkyntCZ6L4JA87A0Zp56tZp2Qia5wXEX8/XivGGPC0zqDuiIDLdI3EWlkMALlscNiGBZkrkPDZzNTp3bX7n6XyBTY3mgeB3Sd+Hvy2ItFZTksDCVkkCE4YxA81k9AHBjDhCL32gOcczzXrFBFESzeVkAg1hQ5E4Ak0+1FyaKgLawQtmetDaX3EcWIUJZ5VmbFkII3OK2Qmgljn9I+GFKPV9lqVBFSIAoDMRWNbKjm933nPIjlEIwsHkDP3qce7wyJgZ29LsVCzFq9ivoUMr+/qM7Uc5gVjDPfmfV2TM+W8H1uc0gAOOkZF8bP0h9OaB122Gg2KBcAldMDceqvcxaJpboA6BnR8F7xYhmMPbt7e9TKZZqNenBQ5jN9hiAIKh7FcNQZ0e60ubRdx5oIkw/W0rAkgiEnYjGd2yphy9REtLojBv0hV7bWKFpBvUO9zlgmyx1ToGpR9XhJcQj7Bz1MZNlYr2D1wcWFchaTJREMgNly93psXjs1HA0GjIYjnrt6Oash5c6cBcsrFhDqnXp1OBKc97x375BKpUBjtQpekbNhsDkLy9IIhgroGdNZJSJRuL/fx9qI1XoZo4oRczwwnryvRhg2xYgySj2tozGrjRUqZRtaSC77AC0RSyEYU4fd6UiBsP03TuH23T3qqys0agVEJKvpMBvKveRXUAWvHsXR6ye0OyM2NjYoFaLMKbzk47NELIVgBC+ED6HeZAKi4dZgnHDQGbG5WqUWhV0RnXaYP16fL/cJMS2f44jYPRzgvWd7rUxEgnc+r6m1RCyFYAhg1GPQULhWDBhD6mH3oM04hRsbTapWQsEcE6MSYcRgRbJdgOU9KYSQM5NS4a13W5Riw2ajgGEMxuQrkiViKQRjyrQ8w7RMPiIctnugjs31eliPh0fysAjP5SPr1yIwmCj7By1qKyVqlQLTCuI5y8PSCIZmVa+mKdgeg0SGvb0DVqoF6rUKqBLZ+Q6z+qhQsXQ6A7q9I65eblKOI/DZWOWasTQsR6RnVilKUCINa+6JCr1xykGrw1azQbUSgUyzMvMr5wmhWphHaLcHuCTl0laNyFrEn5QpzFkOlsLCyKZ1qGCtYaNUrHB3v8VRt82lzQbxyXokF4tTKCqSBWx1QR0bzRoGi5EYY3KLbJlYCsGAk75dog7R0ITn3kGbSZJyeWNlzvM9Plo8nnHqODgcUShYVmrFUI5PsywTmedqYjmPwxIJBky7dwEkXjk46lKr1WjWq0/xyOYBodMds7fb5caNa5QKZqZcgD+Om81ZfJZGMICsS0DYBuxNEvbaCY3VJo1ShJ3rmpsfEj3zdQaPpdUd0O4d8cLNK5TEYjXUEiErDZyzHCyJYMykqPsYb+CwP2T3YMRWc5uqTbGaPN1DfNrMisXM7TBylr3DLraorNaKWAxWUwwTTgrm5CwDS/RJZ2eAERTLUbdPt9vh8qVa1pQo52GkHnb2D6lWI2rlwokRkhsWS8dSbKuGMCzF2NBTI0HY2Tlks7nCeqOadSZbcrfn2ZN/ph5OZzjmsNVle6NJpRgjx82WweS1O5eKJbEwBONBvSfBM3LK/Xv7XLu0QmOljHqTNRzOgdCcyXmPy3aTWt0hR70+W406layYsWLx2OOcnJzlYDkEQwEvKJ6JwGF3TL+b0qzGVKcl5pZkKB6JgEpW9FdDieS9wx4iMZe3mkSqGAQvNgTDHRdMzlkGluYsEcB7hxfDbmvAeKysNWrEeIyY5c4cEWaTbADJ0tnDxtJ+q0dULLC9uYa4FNThRfBk26u5YCwNSyMYKIgoiU+5v9vD2BJb6w1gchxTkHN6s8R5R78/YGf/kHqjQblgsYTiySePywdumVgewSDUuZg4z+5+i2qlxHqzAjoJ6/Aln/cnJYNCWwGDR61ltzdmv3XElc0GkZkGvuWRF8vK8giGsaiNGY4dnfaArbUq5dgjms7Efy43U4shNKH2ODG8dzQk9cqV9XIoLiSCZIl8IprV78vlY1lYGsEIVcMN7e6QXq/D1SvrRFhE7NInm6k6FBc6nKkGt4TYrMNZm0qpxHpzFTMViFPjlfswlonlEIzM8+8R9ve7RBGsNYuAwZCltS/HSDwYdaAJaIrH41XxakhTz/7hkNV6nVqpEATDp2cWJblYLBNLcZpoliI1dsp7d/dYqZWor+YFjVYAAB9wSURBVJSy38a5VS1wukRyaK08mih7Bx3WG3WqRYs6H/zD06CuXCuWjqUQDAiTvD9KabWGNBs1qpUCFoNgj8voLysnhY7DlzERxhp2DvsMk5SNjVUKWX9YYyOmghJY3nFbRpZCMDT7N+iPGPQcl7Y3KFoJJfK9ZXaPYDkxCFEmnhY1Bo/w7p07xOUCmxtNLBpkQhSveuy5kDwOY6lYmlwSBXYPe3gVNtZXMfgZk3rJkyHETssLAaDqGSeOnd19VlYKNOoFDJmvc8mHatlZIME4E0akx4X5AHBieefeHrYIq/UKBRSjCUiB5HhxspykEkoXWk1QIKVAaziiMxxxebtOPZZMMMJ0MUx/FsicxjnLwYItSYJIhO1Bf/yziDJIYLd1RK1hqZUtFoPBASlelrsIzIm7M+yUOIHd3oT+yHG1WaUmmVEhFsRiJYirmd63aNMo56Es3Cd9Oo1s6sizHB516ff7XLu0STGaZlnmnEUQUmD/sM14NObS5vrTPqScZ4iFWZLoTLymHC9PQnsBRdjJCv5e3W4SE/qThKujTBsjLi2G6ZgZvFgSD3sHbawoG6u13G+Rc8zCnCeqmWmtCupQ7/CqpAoThb2jHiKG7dUahaxyeDCxDUaXeUEC6jM90FCOrztK2N0/4uaNa1QLFvHp0z7EnGeEhREML4S+I1MrQ7J6DioMUmWvPaS2skK9UiTCZY2Zg/VhskbNy4siWYMnh+GoN6HdG/D89csUrcWaZZbTnFkWRjBOUFA98VEYaHUH3NvvcOnSJYoWxE0IBfKnzs7ZKMflw8q0oz0gwsFhB8WwtlrFGpcXyMk5ZuEEY7q4MCa49p2Dg6M+R50e29trxHZqheip7cBlPiVEPerDeCQe7tzfo1gsUCwVwSUh1yQnh4VxeirCmFQMjphIBevHGJ8iUYWd1oBq0XKpEYMalDirJuWCYqqQqCCiRIBTxWdRXdZJ6PpuBVlQ01zVI6I4U6A9SDhoddhsrrBSLiCa5g7PnGMWxsIQUoQ066FqwYNIcHze3++x2ayzUS0hCioFVAzTpYgoRN5jnUeTBHHBaape0dQhiV9oE0RE8AhOhKPBkM5Rm+21GtVidj3Jt6BzMhbEwhAEg1WLUUIatjGoKXA0SNhrHXH9Uo1SIUazlUjo5p5tJ3qHcaGLV1itCMYYNBKchcQIFsUu6KVWVUFCR7h2u49LJmw1q5QMoAYW1LLKeXwWRDBANMIee+4UDyQScf+oRXfQY715hZI1od2AhuiLaQqVuoT+3dsMdvbQxGB8gYlXouYq9VeeZ1QyVE1hcUPH1eOxJMDuYYdyIWZ7fS2LbAmO4VwycmCBBIPp6ZyZz95EjMRw/6BDZITttVViOdkR8BqK6ogIaX/IV/6b3+Wtr32DK5/7IqZUZ+Itay88z89evsRKvBIusgt61kx9M92JZ/eww2q9wmopwoRtE0JjgZycBRIMjw3XQnUhBdtYRk7YO2ixUilyZbMxc600KD6LvlCMd2x0+kTNVf7yX//38NvbOFtGpICNi6hTxJ7eVVkkBEWMod0fsXtwxGvXN1kpRhjvMrewWRxnV86HYmHmgZPwBR6VEIQ0GE84OGyzXq/RKNkgJscBWjMnvyqRjinIBCJH4oZgwZaLjCJlEHvShRmpByEIwsFRj+5gwuWtdWLxWHGohKC4nBxYKAtjmj0ZrpgOod0f0u+N+OTzNwlZI9mjRLOiwFOU2DnM3T2+9l//HnsTw/raNV75xV9i5ec+T79ZWOg4UFWPU6XV7lMsFtlYa2LUoc5BFC/yBlHOY7Iw103DJAiCxjgxJHgODh2kZa5sVLFoqOcgBjFKhBLhMQgax1Bd56Bn8OuX+cyv/ypH736bb/x3/yX+1juUXYxdnKE6QxDPsVN29hJqKzXqqzFGBJECRmRh33nO47MwFkawMUIqOxJqTu7stqmWyqw1qoAjFHsJjxZVbFbL01SrPPc7v82VX/9NVj/9Kcwq2O4ef/S7v0fv6A41eS0UBV1Q01yMZThy3Lu7z9UbaxRjC+pDC4bjYny5bOQslGCEJG1MiClwqXJw0KJWi6lWig/YGAwOUFWPxhGVz3yGqGtD3EE6pFLepFaowWiMTScQFxdUMIQUQ6s3ZDTos9m4TiyCZhm8Evagc3KAhbps2BBXISkg9EYp7c4RVy81qcTvL5gjYvAEcZkMR3zrX/4xb37nGxCPoZQyTsdMEkGiYkiFX2AvRorl1t09ysWYKxv10D/1ODHvpMxhTs7CWBiqNjTi0RRPxMHRhMlkzMZGhYIYjMqZx2dXUBGMem7/2Vf42p9/k62/9R9TuNTgO//PnzOJqxS2ruBtjGeBBmsGVWWscHe3Ra0Ss9UoEZEGSws4Werl5CzQORCS1D1qQsu/W7d2KBQLrDWrITH1gT4IQfHExQK/+uu/xrfv3uNf/r3/inG1TMGU+em/+tsUrlwjdUocL5AxNoOI0BuP2e+O2Fyp0ihbhAlQOC60ZXILIydjYQTDo6hXJPJMUrh3r0VtpUqtVpoWenjf34SKGIK3lsKnPs3P/6d/m+G9A1KjVJvbRBuXGFQjHLrQuSRHgwnd4YRXr2xTtCH4bSoRIWk3F4ycwMUF43gGnf8APfug7O9EPtppZ1TwxpB6oXU0oj9yXLuySWQN4n2WnTo9rtBQWP10WRLjidGNMvHWVZJYcT7GToTIKdZmRXkWJdJz5rNU4N5eh+HYc+3qNqgGawwJLREl1A/JJeMZI7sGnjotj4ORs3s/gp29iwuG6HFhqmlnPZETd5iqw/sEFYsSh9L9zmMFjFesFfyZrMfZvjh6gfvOPTxRRAskUuR+b5+B67Kx8TxFG+HdKNslKUyPNnwzJ8Z2DFCMENHwKAO+EHpwqLEh4vGMHJ49pke9H3iw7p733s8+9/ve90Pun0W9zwoih9oexoUgNmcNI+D+bo8IYXu7EjaZqOLF4BWsRtPGDee+xuN+lk9yPB7nNS86zy76GTxoLsze90HG4+Q+zdIow8Iw1KwlE/Xw+FSCW9pmKQ7WTuNmhEzxn2hKwxNZkoRkLs224EJ+BgppkmCtYkQR70Lcwwc89mk0wJSzT6UYIEYlYu9wnzTtsr1WJhaPyChU4CJ56PNL9p9lmsamISj01Os9uxbGeXs4IpnUSQFUsJKi6jBqmaSGo/373NheoRoZIk0RdVgTOreIuOBMlodX3VrgvLynjGaZ1dMFsSF1WSV8FUQgJgVcJiIe0dA7xmPQLOjuSX42T86HIRaHQTH0Jo6337lNOh7zqZdvEsWgWND4g69L5PQesOrpp/Ka4IxnlDr22i2KRWF1pUKIZBRUC+DjU8936ukfoMKnBMk/22b5eSUr1Iey4KpRZiWa0OhJInq9Id12j9dfvxzqnWrWBEoMiA9+Ho0wxA9/fv3gH2vO+YgknCz3DU6EN96+TeoN165dYaNiMG4SqqYZk6VTRigGL09ezD+UYGimgIjgxbCbOG7dO+L7P77DG2++yYvPb/P8p14FwxOpJXFqUp5ZngkRDjgYpby7n3LpuZvEpTj0NjOrp8r8fqDJ/YxfQs97T2JnHmNC7qkBRsDb3QF9W2Rla50UGEsMEsYtXJ2ibDl2zvM/42Mzr4SFSIQQ4pQdMLLwvfsDvv7dt7h2s8NfeukSL15eoVmJiTXF6nTZrA/ZGfyQx6QXbQF25lFePd57RITRZMIP39vnT3/S4SfvHdGbOLwo22tVXrvRoGpTCtla68Nwdkkyuw4seE/ihZ1JkW/+8C43r67wwmaREg7E4M4ozNk3/UgfyYc68o+ecwUjWxj7bAyMOizQ15g390fcud/itZvrXF0xxN7hFJyxhDpmPhvrh28rP+tjM6+ESNsg1Z7QH3iM5Y07Q96618PZiGY04sVLFT7/4mVeu7bOWjki8tPlo8ksxWfAhyFI8FsI9Ad9fvLWLd66PaY7tri4jDeGw17Cd3/wLjUZEnlwxMxOr8d1Rp13UhTdkFSK7EuTRAsc7nVIdlqYdExiYryUEDk96Wef/9wr6EN+fpacnucLhkN9mHAqSkyKUxhLlf2kRKlY4s6tu+z7PhEOJ5aUGESx6pHpcvJhz3+B9547PT+g01MmQIhedkQkFDlyRYiqTNTQmsAP39klxnFppUyjWJ95puMc7ifGB7YwEHDeoyjOOToTzxu7Pb7+ozu8fa9FbzDh5Rsb/Os/80lWcERGIfpwB3/egVrnGWH53/+/dzjsTPj1X3yRK2UQr4wyobDnPMOjHJrPtgfj/LExgKghkfBI0RSvwl7f8wd/9C1eeuEKv/Tp5yh4h1FlIkJqwo6KJauReg65hfERItOlSagSN/KGP/rqG3z9R/fRQo2bV+t89uYGr1xtcqkWUcZhJPgMvYTIIfMsWBhAVjwWxBhqJcPnbm5w83KDd3eO+O7336RsxtysF6gIiE8xhcKjn/S81zv3WFL2hp500GZrtcRzzTIb0RjvPYkpEyGcV9lBM8/dw5T/WW8xcL6FoaChVz0G1E8QiRh22pQmQ15Zr3JzpYSmE7xLIC6iJgIFmy1JzjNrn+2RmW/CtqoPnyFCopYrhTHp5ZhXX3+RF66vsVmJMcmYoh8joiAFvFicyBOPzPxQz2dNduU2EGUztlKKuHxjg89cWmUwHFA2AuoRG33o/K3zJqY3Ee3uEd39Q25cfplyZFDS4zoW5hF2+1kLQ858f9Zzz849aSUNPgiNUJ+CTEjVcvt+m4lYmmsrYVlhI8SEda9osKoEefSaJ+cjQ5ATrzVg1POl11/kF0olqtUKoV+XQlQA4nCbUEEt4smL+WMEbj3grpmrztkLUKUYUbRVBMWpgjEfaY9ODxy2+6hXtjfqGIKTVURCNXG4ULl8ecjt+UZBPJLFAKnAKDHsHHSorZSp1YrhYbPRsDIjooszEHPImQuZwPpaI1jA6rPlxtShf/LYjyrz6SPLqJputypgjHmi66gHkQI7+y2q1SJXNtdOtpXy2Q6AaPBJoOCJ6AxGtFpHbK/VqRY/3FIx5+NFVXHeZ7c/3tf+SFMwRcIV3piP5mVm/bXdsef+YY+1eoVmNeI4YItpw6LlxR9vjgYchlZ/RLc/4tpGPTQsynnm0azJuDEGa+3x+fVx8pFNlVmx+Cje2FQsVEOew2F/yF67z0ZjlZIBo6FtohfDmYq/S8e0BM5JPEZMazQhVWG7Wc8S2QNPYxLmXIyz59PT+Jw+cgvj40AVdo9G9MeOrbVVIq8Y9ZmvLp/8Acn+FyYKd/f7lEolNlbLoeFyzlzwtMV8bo1R1RD/ASHq9P5BB1ussLW1lkUyKqGKxdy+xSeGEpotTw2JwSThjbfusLG1Qa1ksblg5FyQ+Tmbsm2+aXXNYJKF26NUOWi1qVVL1KvFbMWuWcDS1NOnIRg/BXUwwTFhgtcU9Xq8dag+FOLBK/iTeLn5XtFk+bdmggc6vYTWUZutzTLFyJ7atnsQnuBU9k4hBe+VFMUppPrM7zjnPEHmSDB8CG/2IZVecSiOCdD2ys7eDlc3KpSKIWPPqBB5CaeKOjRNSZ3HOY84R+r6pPTAD1A86hQ3nuCdw7sUdR5cEA7/zMd5nk8I1HSoGZMAO7s9yrFlq1kIcSr+4WHfAOqUcepIUoVEmbgJQx3jvJKm4TM5G6sx/TEXk8Vifkr0ZRbFcaSA98ESsMJRf8xoMGSjUSU2ctLb73iP2jNhwjBSTOeQ5Pvv4Lt9fGzpu+Dr8I1tNl9+BcoGZ06H04o+0fydjx3RLLTYhKXJ/n6bWqnAWqOG95rFXzwEBZuGpk+TSMA7iKHgoTBJcRIh9uGDMxWOOR6+nBnmRDCya5Vmpe+nQUVZw6I3b71HqRhzab0eJuZxL42ZeE0jFM2I3o++xlf/k/+CRnyJ6ObzFF2fe9/7Bt3Xv8i/9Xf/LsVKEyeKiBJloUvm7NPNIV49imEw8eztH7FaKVGvlIJWPMp8EocxKQVRCklK0h4S6unEmGoBjUsgczKVcj4Uc/MpK9OlyDSu3mNsxMTD27d3Wa3WWFupIt6FYiJiZhyeQkwR3JjBYEAyGXDzr/4VLv/Wb+Dfe4OD/+wNrmytUYxDwWAPpCYIhfUzOjHPguEVZyOO+hPa7S7PX1+nUogeWTNBRRnHHvVj5NY93vjDP+F7P/4J/ULE1sY6n/+VL7H1mc9BsZYJ9RwPUs4jmRsfRigi7PDqgs9fAYTuYEJ36Gg2V1kpRBhc9thQcciLgDeYxOJ8Eb95mdLPfQnz6otItUZ/v48/HHPzpVextQoiBrFyKix63gNGxSsGiyNi56DDJEl58cZVCqKhFusFcmxsf8Bb/9s/5wf/6A+4+fzzfPKnvkD71tv8+T/4bxm99U6I79DMYZyzsMyRhREmohHNkqLC1azTHdEfw9Z6k0rBYN0EvKI2K/A7XUAbT9tY0te/yC/855+mTBHGCfe+82MGvkDjlVegYPCkWA2h7Md1j8OKZm41QyTULUkQ7u4fISjPXW0iOsE7wdjzp0EpheRoyLvf+RavfP5TvPZbvwHNVa6biD/+O3+H1htvcvmTrx/HCGhuaSwsc2NhqCpqNGynosGTp57Dwy5ODevrTQwO1CESwsKn4dAqCpJS8kIxrRLHDSgY8F3uvPlD5MoVytcuoTYIjaBYH5Yk3kAiC+DtN8LYOQ6OejQaTaoFwXgXwvYfdW674DtyBWEQOYI5YYNjuCzItMnTNFQ/F4uFZY4sDAhF/4Vpwf+xCu/t7GN0wvZaBaOCiD2O7pzuqIgoSSHFekt9FBFZRQsJ6f03Gd16h5d+6pcwzTWcBO+m0We5PvgHQAAxDIYj2p0uN7a3s50R+74qZA9CbUy8tsJLX/gk3/sffp/LV65TvX6T7/3jf0ztpU+w/uqLTNc1ZytozflqLucMcyMYXgTxBqsGzISJCK2Bsnc45vpGhWbJEIkBWwLAksVgSEi+cmJQiTCxITUOoxPu/tnXGN47ZOuLn4eVCtaY478JabZhgCzzPekVxXvh6KDPZDBgc7OaBb6VMD4rU/+QMs0KpDYsybZXV7g1Tnjjj/4FK5t1Bj/+EVd+5lewhXqwAEXwmf5MhWJuTNicCzE3ghGm/fQqFkK+u70RR60OX/jiixTMyY7IWQxK0YeKU95mSTzdlM733mGl1mD1xnPvLx8oD7w5l/hs+7l1eIRLxmwcbz+H/857f4IiZoLbvc83//ArlD718/yl/+hvUNqyvPNP/wnf/Id/wNa3/jUuXbmCeBccPjbv976ozM0FwGQTOwQChR4oB60uqOfyRv0RbQzCrofVk7iK5HDA3Vu7VF94gWh9df5V4RxUhMQL9/cOaKyusFYrZ1ZTMKMeVbEz0gmDO7e5+8N3+MSX/jKVl17HX7rBcz/zUzSaFTp3bkPqIQ0duaaBYgs8pEvL3AiGZFUdVEI9hxTD3mGLUiFirVY89414hLExpKJYHzpE7e8d8p12i8ZPfwFWang/927Nh+KBYerYP2xxZXudlXIpq/Pp8WKyvrMPx4mFRo1opUBycBfSITCkv3dAuzvGliocl7RXQH1wgE6/chaGuVmSCCdONS+GwSTh/t4RjZUK9UoROalA+UAGCEWUWB2Io3HzOv/u3/97rGxtk6oG38iCosBBd8hglLKxVqdowHiP4PHYc0Ytw5eoPP8CL/7yF3nry3+AK6TEl6u883/8XySXb9D83GcAHxwdZvqKvN8DmjP3zI1gBIIXwwGd/pC9gxaffeklqqUIwU3dnA/EIlhVvE1xRik0GmyubTAUQdPFntMK3L63h/PKWqOJASLcjE/ofLwatLzC537736G1/RLf/dEtJrtDnv/U5/ncr/0alddeQm0W4GbgVEnlPJlkoZgbwTjxX4Svw26fxHk2N1ax6kIMxkPStEWh6gVxyiRyjAxUsWgipBEkosQLPKETr+zuH1Eul6ivlKfnNEJWvekRf+9EMcSYrSvUf+sTvB4VKJqUlSRBTAUfxbgo9KkxWfllq3JSqT0XjIVhbgRDNUZxIAlCzN5+DxPHNNYqmCwx7WGTUgg5IWGdHYdWtWKxkaVswp7LR9CG8mPEZ/4Im5Xi8xh1oTKhxHRGKfudEevNVRqVQvgdWVV1f5LU+zBiEcTHaLSKj0oUjCUGtJDgp0OvchwNK8jp2K35HdicM8yJYAjqI5QUz4BRWmN3f0K5WqW6EiM+S/h4mBtCIDQfNxQpUAQkKwFRXoTZrEEwVELpIKMpqilehJSI1jDlqJvyie1NVmKLIUHFomoulIlrBYhiIKKAUDh+eHxqzO3ZJ1mAoc05zdx4+lRDxqUitLtDDvbbbK6tUilGj1XeZtEjD0NkK6HDWeZU6PRH9PsDttabJ+n/2Vbz480AWfjxyzmfuREM1IdtO1Ok1RszHI24vNmgYAhnyEfUymAumKqEngRki4KqYeJh/6BD0SobzSwFfVqOEDLxyLc+cy7G3Jxl06ZlEyx7Rz1U4fLmaliPe13u7X41qIZQqWnglHpBxdCbpLz9zh22NhvUa0VEs0JEKlmYRC4YORdnbgRDTIhInCjcP+hSLRfZWCljcXNfDevDc3qhkMWz4sXSHU7Y2dvn6uUmpUJ0XEeELHJFxZ8YJjk5j2BuBCN0fLKME+W9nX3W19eoliQIhpHlTqme6fAWtjKnQWzC3lEf52G9uYIVEDEYMYhwPG4iuYWRczHmRjAkq0jR7o9pd4dsrNcoGMVmVS90cSO7Hx8f3MCpwv5hj1KlRLNeyxyeoSPz1CZZZp3NeXzmZFtV8TpmopY793tEhSKXtioUMBhfwIkBM0fq96TJ1NJjQrKoCWFuwzTlXqtDtVpms1IgOi5wc/JNuEgV4JycwNycY8YKXiy33zuiWimw0SwRAaLFbOYv86QPeSEhz0ayJtRCb5jw3u4hjVqNrWoxFEjOfn/SsiGvWpFzceZmpqhYRqnSOuxQrxaplQvZb6ZB48u8JjkxGQxBPtRY2t0BaZJw88Y1InPSvHeRM3NzPlrmRDCElJjuIGU8HLDVWKEURVlgUuBRVR0WGgmp5UYVo4oYixfL7v4hkTie227iNPP1qD71hr4588uc+DAgRbi73yWZTLi2uUqEP95NDA7R5T0JfDYCIQEPUm/op8rOQZvVcolGLQoFe00QFLPMQW45H4q5mTmT/7+9s+mNowjC8FPdM7Pfu/Y6dhwnCsFWSCQwUYCQE4gD/GSuiCsScMqFgPgQOMRJvDYbe70f010cenbtWFFy8EqeePs5WF5Lllqtmdrq6qr3Bf55tgduUgSMnOm4e4gbi5tmh9arwqNdHSLC4WhCr9en265TT0IwFZEYLCLn4p15eoa5Z7fXp9tpsdRIQPPwoszEKRf3SBKKnQA+dHKKsH94zOFgzPpql5RFzr8i8+QdCBghEPQHI/b7A95/b4PEmFcUuBadkz0INuoKvOj1GeeOjbUr8eI0MjdKUcMIjqnhSGG8DbMQBPl7RRGb0euPGExylq/USK3FaEpxaseQvEUEeAFQRVyCIowM7BwckNUNK80qWTQii8yJUmQYUlyNzsbUFTT3ODcJAr5eePrsAIOn22kgmmNFMKFVCaMGLrEm59swOMSNwYMn5djB7n6P5W6bTi1FvI8pRmQulOIt07O/C6gxeFNlZCv0nbC79x/dZoWVVg3jJ+BGiB+T6ATDCFF3QasvAd5hRMKeWegfOQ77Y9a6XSpZKZLIyCWhFE/TtNfwtPSjQ9g7HPD3wYA8rbPz4oitm+tUahWEEfigj6EzxajF/QpVLBMv7Lw4oO8sj/eGDF2V5Str5AKZNbHoGZkLpQgYJ8jsvbeJ5eVozLff/8A4WaM38LT7jke/PeH2aoOVdgMVU2hxKlYW+KUwFieGX5/3+e7nPzkyywzHDf56OmTJPOfuxhL1NL3oVUYuASUKGKdMOQtR3lqzTlppsLM3ZGKr/PLHLkf//k7nq/t02u1iZuLk3xa18CmAEaHRbdPLLceaIDn89ONj8pspW1cfQAwYkTlQmhqG6mmJudCAVK9kXL9xHcRijCVLLfc//pCbN66B+pl9oimuExcV43MSP6HbatBoVPF5TpLnbCy1+eKzbWrZoobSyLwpRcAAZlOUxSfQnEpiubq6RGqgguPhR1s83N6kYpSUCYlOSJmQMi4uWBcTISfRIZ1awloroZIfcq1p+frzO2yuN2ddsZHIeSnRkYSZZJyE+0GM96zWElayI7auX+Wb7TVaVsPkJRYRUxRKF9v6VyXBi1AXy2bHsscTvvzkFne3WkCOFtbLkch5KUXAePVR1uJvBqvKajPl0w/WuXfnFqv1BPUOwaDY4Nx1EQsuHeG2KDOGzfUlmg9uc+/uOllC8DiKop2ROSGq5dDbdoQMw6oLJsHe4xGOc2GkQiNLSIsRbRFBVbE2ns0B0BznHTkJL0cTEKFWrZCiGB2HGyRJiFlG5LyUIsN4FQEFCc5FVK0lU8GiYUSbqOlwFlVFvcMaaFUTvDcY75DCc1YFxMb9ipyfUgSMs52eU6/PxBZS+CaMbk/NlkUkBoxTiAjWGJBga+iNhuE8AROa5y96iZFLQikCRrgaPZklUTVI0fp5omy94FYCb8QgM+d6xU73SSE4nsZ9i8yHktQwtHDg8qGzQqaFumkBNPw0Er8pX4+ihU7n2ZgabFRNzMgic6EUGUYICdPmq6B4rSKz6v5U4TryesJ+mUIWwBeeZgBm1tsSw0VkHpQkw4DTQnMgnF1UdA1/M9NQe6I+Nt3HeCCJzI8SBYxIJFJ2/gePBiRFWQ7/KgAAAABJRU5ErkJggg==)
Maths-General
Maths-
Identify and name two obtuse angles.
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)
Identify and name two obtuse angles.
![](data:image/png;base64,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)
Maths-General
Maths-
Identify and name two right angles.
![](data:image/png;base64,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)
Identify and name two right angles.
![](data:image/png;base64,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)
Maths-General
Maths-
Identify and name two acute angles.
![](data:image/png;base64,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)
Identify and name two acute angles.
![](data:image/png;base64,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)
Maths-General
Maths-
Name any three angles in the diagram.
![](data:image/png;base64,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)
Name any three angles in the diagram.
![](data:image/png;base64,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)
Maths-General
Maths-
Use Substitution to solve each system of equations :
2X + 5Y = -5
Y = ![2 over 5 x space minus space 1](data:image/png;base64,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)
Use Substitution to solve each system of equations :
2X + 5Y = -5
Y = ![2 over 5 x space minus space 1](data:image/png;base64,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)
Maths-General
Maths-
Write a function in the form Y = mx + b for the line that contains the points (-8.3, -5.2) and (6.4, 9.5)
Write a function in the form Y = mx + b for the line that contains the points (-8.3, -5.2) and (6.4, 9.5)
Maths-General
Maths-
Solve the following by using the method of substitution
Y = X
7X + 3Y = 10
Solve the following by using the method of substitution
Y = X
7X + 3Y = 10
Maths-General
Maths-
Bhargavi is looking at a graph that shows a line drawn between two points with a slope of -5. One of the point is smudged and she cannot read it. The point as far as she can tell are (3,5)(X,10). What must the value of X be? Explain.
Bhargavi is looking at a graph that shows a line drawn between two points with a slope of -5. One of the point is smudged and she cannot read it. The point as far as she can tell are (3,5)(X,10). What must the value of X be? Explain.
Maths-General
Maths-
A piece of paper is folded randomly as shown in the figure.
Find the value of x + y.
![](data:image/png;base64,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)
A piece of paper is folded randomly as shown in the figure.
Find the value of x + y.
![](data:image/png;base64,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)
Maths-General
Maths-
Solve the system of equations by elimination :
4X - 2Y = - 2
3X + 2Y = - 12
Solve the system of equations by elimination :
4X - 2Y = - 2
3X + 2Y = - 12
Maths-General
Maths-
How can you use a function to represent a linear relationship?
How can you use a function to represent a linear relationship?
Maths-General