Question

    src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqcAAACUCAYAAACulIAuAAAgAElEQVR4nO29zWrjzNa/vfTyHMSmaUKQdAw9CHYGgW35ADKwAxs8Msj/aWNPPPREJuMYPDJssMWDDyD2hgxi0YM+BkuEprnZZ6F3kGfpLpVLpZI/Eqfzu8AktqT6XLW0tFZVyUrTNCUAAAAAAADOgP/vvQsAAAAAAAAAA+MUAAAAAACcDTBOAQAAAADA2QDjFAAAAAAAnA1nY5yOx2NyXfeoaTabTRqPx0dNs4gkSciyLIqi6E3yA+cB97tlWdTr9Yyu6fV61Gw2T1yy8yeKIrIsi5Ikee+igD15Sx37nvA4P6WshmGY6ZIwDI2ucV33U7T/n4RO772VTjyFvXVsjI1T13Xf9Ebiuq7xzf4QxuMxWZZ18nyq0Ov1TiY4LPwq40g0tMTPucHlNFXgp6TX65Hv+5SmKT08PLx3ccAb0Ww2Sx9GWWfyp+qDq+561Tg9h/Eg0uv1dsqo0juq8z6jwdVut2mxWFCaptRqtd67OKACb2WvfCaMjFNWip7n0XK5PGmBwGmZz+fk+z6tVqvCB43NZkNpmlKapuR53of28vV6vZMqje12S9fX14XHP4tn6SPhuu5BhlySJLRarcj3fZrP58rjlmVRt9vNxlGaplSv140e7k2vZ0MmTVOK45ja7fbZjVXP83J1ICKlk0M8b7PZ0GAw+FRRKG6Pb9++FZ6DyNxxGY/HZzdejsWhOu4cMDJO5/M5dbtd6nQ6NJ1OT10mInq96b+FJ6rf79O5bfX68PBA2+32JGlPJhP6/v278YPGzc3NycqyL7Ztn413IY7j9y4CeGOWyyX5vk93d3c0mUx2jrM3vd/v535P05Rs2y5Nf5/rbdumOI5ptVqd9U3p8fGRPM/TPjDWajUiIvr9+/dbFevd+euvv967COAA3spe+UwYGaeTyYSurq6o1WpRHMelT29imIbD06p5drp5D81mM1Ng4nxOMfQjP31zqK1o/h+HvsTr+XtROnKZxVCb6VOXXHfV/FSxLeR2Ye8b5y3efMpCZiJhGJLjOGTbtvGDxnQ6pUajUXhc7hOxTvIxua/56U5sU/nGWlQ/+VwxDc7HdV2aTCY0mUxy18vTF3Q3SlEWxDy5bkSv4TiVPFqWRavVigaDgTIfnlIiHxOnLchTK8TfVO1VdlxGJz9yO8nzoVTjV+WpNm1rEc6rypgvki8+/r//+79kWVbmZRTDx2JflHmoptMpXV9fU61WI8dxcm3MXtW7uzujesoccr1t2+R5Hj0/PxeeU6S/jqVjTeh0OrRarQqPc3vqvIhymdgLJsq9WBfVfUYnO7Ls//z5U1nOfceaPI7q9ToRETmOs1MWUdfU63VlXnLdVdebTJmQp1iI/S8fE1Hp8iiKcm2kuj+p9HZRufgj1kPup7L6iO01GAxotVrt5K3rV64j6wuuk2ivEO3KT9Xo2c+fPwv7Qc6L6O/253xVOk5FWf8U6e4iGRTzku+dlUlLWCwWqeM42XfP81Lf9wvP930/d34QBGkQBOlms0mJKI3jODvmOE4aBEF2XlE+cRynRJSKxZXz8X0/dzwIgpSIsvTTV/foThkWi0XuOs/zUs/zcukuFousvOK1Yvpcxs1ms9MmXHcxT8dxcu3oeZ62LYgoK4cqf7nNVIh5qMortrP4EeusqhenEcdxVm75GOcv1stxnNw53Becn+/7hfUR2yMIglyfiajSENtBhywLXCexH1T9UpYXy6rcF5yOSt7TdLd95D4sOy5TJj9ElPvO/cXpy3LKdZPTYOR6qnQCw8d0Y9zzvFzd5DEly5f4u9hnXK4iOVeVSyyTSkZM0tKlX3Z9kdzJ5REx0V+H6liTssh15HTFj06Pycj6kcsl6xpZ3+pkp0z2Dx1rXEa+3qTfi2RZpwNUerhIdmTZFhHvg2m6qxvlcnCfiufIbSC3uU52ZZ3J9TS9d6uOq+4bpjpWvk62V0TZk/vgGHpPHh+yTpO/y7D8yTIv20uMrLvlvpJ1qKqt5XtFGaWe09lsRt1uN/ve6XSUoSxmMpnQaDTKvvf7fer3+5mXgUPJSZJQHMd0e3tbVoSMzWaT/X99fZ0Lqa7XawqCIJev53k7aSwWi8LQGHsthsNh9tvDw0MWPt5ut7lrPc+jl5eX0nJzmIqfNJ6fn2k0GtF6vc7OWa1W2rbwfT8XxmYvqBj60/UN143zYC+Las6cOOd0sViQ4zhKT9J8PifP87L62badTQEYjUbk+352jIhoOBxSHMe5p8AgCLJz2FMihrjENtKh88SoeHp60h6PoohWq1UuVFOr1Uo9U6Z4npf1nW3b5DgO/fr1K3eOKO9Er2MxCIJMBuU+LDsuUiY/3N/fv3/Pjpv2hUgqTJkpqqcOMU8uC5ft8fExJ1+NRmPH0yfKVxkq75gMz9lm7u7utPO3zwkT/XUMHbsP8tzU9XpdaT6gqB9Zx4my0+12c32kkx0T2a8y1sbj8c5Y4/9NZK4MnQ5leRXr6vs+zWazwvRUul68DxKpp3uJ5WDP/+PjYy5flrcoiiiO45x+LRtLos7ksojy2ul0cmUyKbOMab+K9ZIR74NE+01T0em9Y+E4Tq79ZX2g091yXy2XS/I8j2zbzmwNMe3b21ujqLuI1jjlTDgsaVkWtdttIiJtCOPr16/K37vdbhZKFiuzD3IecRzTxcXFXmnJfPnyRfm7HB6pYhD5vp8ZNev1mlqtFrmum00t4HC7Kb9+/aI4jnPl4b5RwQ8FjuPkyq970CB6VQKO49CPHz+Ux3Vlvry8zH3ndi2aXyWn9fDwQI1GozTU2u/3KQgC4/AaK5ai0KWuTDz4jo3J7gzb7TY3FmUZLDsuUiY/rEj3HZ+MHCI7ZI6uXBY5dFYmy7p0xTCYzigSp4lYlpWFY3l8lcl4GYdenyRJYZ9V1V+n0rEmsjUajSo/cFZBJzsm5asy1ojU47vqg5oJqjEiyqtunNRqNdpsNtnUAd30nMFgcFA5uY3FNHksHZOqZa7ar0XI04QO4VAdvG8+Ot0tOxun0yl1Oh0i+lt3ibaG4ziVy6M1TpfLJTmOk3uiTdO09Mmr6Amh3+9n1rNYmWOwT+WLUN0YkiSher2+s5LdlLu7O1qv1xRFUaaobm5uaLlc0vPzc847bcLFxYWyb8SnHZHpdEpBECjPPXTlchGyV4bbtcj4V/Hw8JB5cHWrnXlh22azoXa7XfqE9vj4SGmaUhAEWtmR89Pd/E+N67rKPuQn1LLjImXyU/SAKaehI4oiarfbFMdxlvYh41TuC8dxcivWRY9mVXiRXZqmtN1ulfMpeZzI7RUEQfbQzR4GlQfNtBz7Xs/OBNXuEYfqL6Lj6djZbHY0j+u+6GTHRParjDUiUnrsjulQKcK27WyrO/FT5Pmr1WrZOZPJJJtDKNdX9KDvA7exSv8cS7/uU+aq/aoiDEMaDAal92RTZL33FvcfE93d7Xbp6ekp84Kzl5rv7+K1/DGNYhGVGKfT6VRpNF1fXxe6333fz4XFwzDMTZL1fZ86nU6uMseg0Wjk8u31epWfeNiFL05LGI/HFIbhjsHKNwJTarUaxXFMo9GIbm5uiIjo6uqKnp6eaL1eV5reQPQavonj2MiwZOFR5eF5nvZBIwzDwmvZtS8agmx4c4hYPDYajfb2lrMyK7uWB4ZoAOsMaDbSZPjJUDRSONRfdbGKydQPE25ubrRP/2XHRcrkh5WIOHbldvr69WsuVBOGodIDxbAcVkFcjHd/f0+O41CtVlP2aRXPqc5j5brujtef6NWoUhnAV1dXuXaYzWa5Gzsjeul1CxVMrpdJkoQcxyHP85R69VD9RXQcHdtsNndCfiqGw2GurZvN5tG2/SmTHRPZrzLWOKQppsf/V70HVt3B4Pr6miaTyV7RHsdxMuNZHreH7tqjauNjY1Jm+aGhSr8WIeuWfZw/RXqP6DUiKcprr9dT6tVDvPImuvv29pZWq9XOVCd+wL6/v987fyIqXhBVdYK3CE9QJ2lib5r+PeFXntBrsiBKLItq8jZPyuay+b6/M8FXniQsL4iS05En9Yr1Ehd/lLVXmv49sVmenC63ka4tRFQLmFTn6SYjixPAqy6IEq/nj1g3sb3ktkzT/II4sT04DbEfVO3GfSnKm9zHYp04/yr1k8+V+1clUyIsp2LfqCb+ly1WY+Q2LWtznUyWyY9Ydk5Hbi9xMQvXQV7kIB4X62myMECWLxH5mLzAQSVf8nVBEOykU7QoQ9fX8uIOVduaLEqpcr380aWXptX11z46VkS10EnVtiYLonSLPeVjqgVusmyUyY4s+0Vpmo41OT25XU0WRIn5iYt0dTpUVdciWZHro9MF8j1FLodKdlSLU03kg6+Vj6nqqVqIVFRmMX95EXdRv6rshTTdlUHxnsQLC6ssBNXpvTTdHYee5+X6VNZxMiaLWXW6W66nSu7l+3fVBVFWmr7tJp/8hL/ZbCq5eAEA7wuP3TiOTx5aiqKI6vX6m+T11oRhSMPh8Oz2Dz5X3lLuAADngfHrS48Fz2OFYQoA+IwMh8O9dj74rNzf32t3WQEA/Hn8z1tnWDSPFQAAPgPwmFYDb94B4PPx5mF9AAAAAAAAinjzsD4AAAAAAABFwDgFAAAAAABnA4xTAAAAAABwNsA4BQAAAAAAZwOMUwAAAAAAcDZUNk7H43Hpa+Rc1yXLsrJXWRK9vnrPsqyjvYLuI5AkifaVg++Bqm8A+Gj0er3cq2XBabAsa6/XL/5pZQDnQ7PZPOlrT8+JZrP5afXcwZ5T+R3R/H+aptl+fr1ejzzPozRN6fHx8dAsPyy9Xu9djUJV34Bdjvke733z54c5y7Kyd7YfC9OHRLkclmV9WkX5UeAH4nM25riMn/UB+b31CwCmjMdjsizrXfI+elj/5eWFGo1G7rckSejm5ubYWe3FZ/a4qPrms3Nu8hCGIdm2TWmaUpqm5Ps+1ev1o6QdRVFlReP7flaWNE2xIfoZcY6RGROWyyX5vk9xHB/9wUtFGIZKQ/gUD36gmHPTtefGZ/IIm3DwG6LkPfyTJNl5zdx2uz0b4/Q9ee8bu6pvwC7v6d1vtVrUarWy79+/f6fJZEJRFB38yt96vU5BENDLy8uHM2iAGfxgc85Mp1OazWZERDSfzz/dq6w/c/QQfCz6/T71+/33yTwtIQiClIhSIkodx0mDIEg9z8uO82//96ap3Ee8lj+bzSZN0zSN4zj3u+/7WZqbzSYlonSxWGT5MvwbfxaLRa6snufl8pXLKl4rHhNZLBZZveTzPM/LtYeIXCcuaxzHWfnEazzPy9WbyyjWSSyznJ+M3N5i2nI/iHnIyH0o1k1sf7G9dO0ql4tlgPtZzqsIXVuUtZN4nNulSB5839+pg9jvcvuxvIjtIJehqA3K4DZiGdL1gymq+qlQyad8nGW6TKbEthbz5vrIssD1FcssXu/7vrZscn+YtnfRdTp9JddP7HtOTzwuy3nZOJDHVxzHO7+JZeW+ENtWVceysotpyf+L15aNW1Vd5f91yPKuKoc8vlh+RLkR20mnD+WxLtdXlo+q7SKPvyq6QSULRcfkMa6qu5hX2f1TrNuxdK1J/cX+4Larcq+Q66C6T6ep3u7Q3VvTdFfOuF/K5JaR5ZHTF3VdkX4o001yOYv0r1hXrjuXX7ye05DLUsVWMUGrGbhgsjFRZJymabHBJZ4j3mBV53A+cgVlY09uWBYg2SgT8y67qYn5qAwUsRMdx9nJS/zOnbWvcSo/COjguovI5SkzNvgaWeDiOM4NABG5T/gaLjdfJxsbcl1N6lfUFnI/yANQPi72o0oe5Os9z8t9l29IKnkR89S1QRm+7+dkpqgfqqZpapzKSlN1vKwPWYYYUcZU9ZHrzLItK/wy47TsRm96XZm+KpNNlQ6Vb4hifirZ4rpvNpvSsSVeL4952SAsGztiWvIx+cHJBHm8mchP0Q1f1PuyjpcdGqqbZZEhJBtO8sOGfF3VdhHPr6IbdLJQpoe5vvL9SJQFk/vnsXWtXAa57dgok8/XGacm+kaUOU6/yO4ou7fqHrKq6CCV0S3rWFlflOkmGbmsPDbkPuPrVcapqv3L5GIftHc4VQY6z2mamhmnKmUuKoGiwV3UeZyfrEhU5alinJYhto+qzLLi2cc4NTVCVEreJD8RXb11XpgiT494neoGJAu0jqK2UCkGsS9MbhQ641Qni3ydqt1UNyBTQ1yuh8pQqmp0FZWtCp7nVZInXTqy4S7WR25PVT4mntMqHj3ddWX6SjdOVemJ9SmTP10bmxinRZ6PNC0fO3Ja8rEqD89i2XSGXdE1VTyTcp1NjVNVe8ryqcq3arvsqxt0slCmh7m+Yj6qcuvun6fQtSoHhViXovFTZWyX2QiquoiU3VtVelq81rSsZfaNqjxlukmF/MApjw/VgyCjGq8memQftAuiTjVH8eXlhVarVW4V8GAwKL1uu93SYDDIXbdarbTXHLP8vACBP5PJJDv2+/fvo+fX7/cpCIIsv7IVuF+/fs19v7i4oDiOK+XpOE7lcl5cXCjLwfITxzG12+2dVeLb7ZbW63VWP4a3uxJ/L2oLbnfxfNUCokP7Rb7etm3tvM3Ly8vcuUVtUESSJFSv12mxWJzNnLzhcEhxHFeer8oLsUzHrCzH2+02155vTZm+qjpORVlKkoQmk0mhXiGig+rO85e5TJPJhO7u7ojIfOwwtVqNHMeh5XJJRK9zRzudjnFZuAz1ej1X19VqVVmm5AVOos5ot9uV0mL++usvInrVgZyWiT48pF2q6gadLOj0sIovX74YlY85ha4V684f8Z4Vx/FOvcoo0zf77BKhu7fWajXabDaZXIuLvtI0zWyWY+1OIcrkPraU7/v0/PxMRETr9ZparRa5rktJklAYhuQ4TqU+rKpHTNEap6daPHN5eZltLSV+yrY3cl2XgiDYue6tFho5jkOLxSK3kpqRhdcEk/bt9/uUpiltNhtqt9va1aUsJMyvX78qG5tVjVnOR1UOrp+4+ny73eYG73a7zdqSBy//xh9G1Rbc7rJMpGm6YwQcgnx91Qc3XRuo8nIch4IgyC2O+oiwkb3ZbLL6e55XKY333nLIRF9VGaeiLNm2vbMjQiptuffy8nJQ+flmxDceftgxHTsio9GIptMpRVFEcRxXks/ZbKasq2jYmSK2fbPZpEajkaW3WCwqpcWwsRbH8U4Zyx4QD2mXKrpBJwtlevhQTqFr5Xsqf3gRTtX7l4m+2WcbxbJ7a61Wy/KbTCa5Vff8u+u6R99CbB9b6u7ujtbrNUVRlOnWm5sbWi6X9Pz8TN1ut1IZ9tEjJmiN0+vra5pMJpmwhWFo5OEs4+rqilarVeVtPG5ubo6S/z6Giuoa0cPByksUyrKBdXl5mUuj1+sVGoesOIuedn3f3/EYDAaDSoLGClWsQ7PZ1LZXt9ulwWCQO2c4HOYMdxHXdZVP/5eXl8ZGiNgWqnYXYa/G/f199luv18vJnq5+fL14w4iiiFarVeaBqkpRG3BZ2DCtskqSvQWHbI0jKs8kSXYUaafTIc/zKikc9kYxSZKUek5l5HE/Ho93vIumuK5beTubKvpKNU4Hg0F2rSw7so6V6XQ6ueOqfpHbWObu7o4mk8nOjads7KhotVoUxzF1Op2dMd5sNgvHMPe7asw0Gg2aTqfafNvtdu4+FMcx3d7eEtGuscE7AYgU6VXR6LBte0dXmKJrlyrodINOFqrq4X04ha5tNBo0HA4L85SP93o9rf4o0ze3t7cUx3EuulF236l6b3UcR+nttW27VHdWfRDdx5aq1WoUxzGNRqNsF6Wrqyt6enqi9Xqdjasq6RHp9chehnlZ3F9eJbtYLA6ec5qmuytUSZiboZuvoNsBQDXXQp7nIi7A0K3WVzWNvPJOnu+hWnEs1kNVPnkVL7cxt6WYXtm8JPl8k/krMvLKP3kiuWpejbxSUcyjaAWpnE+ZKJa1hZyWaqWqqnwqeVDNqymSObGOIqJslK2i1bVlUbvJ/WAyx0eVrrzYo2hnCrnd+LjJnFN5xw9xTKrqo5rDJK/YDYJgrzmnZXNRi47r9JVONjk9cZzLsqtaeS/vQiLrFUaUF3m1vlyvIvnQjR1VWpynajFR0Vw33Xx23Zw9sQxF40+ls+S8xPZnxHYt2r1ANUZ0q/B19RDP20c3yGXWyYJqvMr1NLk/qeaJHlPXqsot10u+R/L4N2kjWd+k6e5YLppTLaK7txat5JfzKVvBLp4vr9YXkefp6nRTESpZVZXRZM6peH2RXMj3FhOs/0sUAPCBYW/ge++le85EUUT1ev1N9wF1XZe63e777RV4AsbjMU2nU7xlTgLtAsDxOHgTfgDA+5IkCa3Xa9wUSxiNRrTZbN67GB+e6XRaeV7aZwDtAsDxgHEKwAfHtm0YpgbgzTyHwwt+qs5L+9NBuwBwXBDWBwAAAAAAZ4N2tT4AAAAAAABvCYxTAAAAAABwNsA4BQAAAAAAZwOMUwAAAAAAcDbAOAUAAAAAAGcDjNM3JkkSsizr4He9l9FsNiu/prEqXJdDXpn52XBdt9LrInu9Xmk/WpZFlmXlXj3Kv51aBgA4FtAl5we/FvnU9yuiV1137HfPg4+L1jg9pfGhS/vQfC3Lyr071/TYezMejwvf86s7Bt6P8XhMlmW9SV48LkT57fV65HkepWma7ePZ6/XI931K0xRvjDpzer1eqU5qNpvZw8Y++isMw9z1ogHA8it+zlHPmJZTdd5ne0B7S51kiqpfxM9bGL/gY3Eyz2mZh9C2bfI8j+bz+c6x5XJJjuNQrVbbK2/f92k2m+38zkq91Wrtle6pub29pTiOlUb5e7995K08vscgDMOT3GBPle4hJElCNzc3ud+22y1dX1+/U4lAFSaTSaG+Inp9mLZtm9I0zT7D4dD4wb3X61G73c5df3NzkzPYHMfJHW80GmfpxTQtp3heHMc0mUzO1iFxKOeok1T0+/2sTxaLBRFRri9t237nEoJz413D+p1OhyaTyc7vT09PBxlid3d3tFqtdgyp5+dn8n1/73RPTZHBniQJ3j5yprDSfQvYSBEfrlRvhorj+E3KAw4jDEPyPI++f/+u1FfsFZe939vt1ujBPYoimkwmO/LQ7/e1HvWHhwfyfZ86nU6F2rw9JuW0bZscx6Ffv369Ycnel7fUSQCcioOMU9lVz0+wYRiS4zhE9PoUW/QU/u3bt+x8JkkSWq1WBxlirLiXy2Xu98lkQnd3d5XS4jk3qpDaeDymZrOZawd5zow4/8+yLPr586c2v5ubmx2Dfblckud5ez1diiFBObwll60o/GXSn7oQTZGcqHBdN/MG8PnyHE25T0TPAXuK4jjOjhddJ6bLeYohUJN0+XwRDtXK+ZsgXquaf8UyyH0XxzENBoOsPpxfu93O9YVJ3fl6MV+5LmLf8nxY8ZwyGZPHuk7+RBnQeYd0Y5RoV/7k8vMYEdtEzFuWWV255RC8jtlsRjc3N9lDqUpfHWIgzufzvfXG3d0dxXFcGCmR26DKWGIOmapgWk5+rejV1ZVReixLXHax3Do9ViQTnJ4so6oHEdPjXCYTnaTST3IUTKcbRFRpnWJOqtjOqnuSWFZZR6raWtVPVeb9g3ci1RDHcUpE6Waz2TkWBEEqXr7ZbFIiSuM4zl3L34vwPC/1PC+XruM42mtM8H0/l85isUhLqrvDZrPJlY3T4DpxG/i+n51DRGkQBLnv4nHHcbTtwu22WCxy14hpmuB5Xi4dTpfTqZqPqj/5N7Fd5XYvkxMZbh+WOT6fy8nfRZn0PG+nr2UZUl0npst9K/a34zi5vlOlK8uV7/u5NpXlW9fG3FbcNpy2LF9lfSafs0/duS66MeT7vlamVDLG15fJXxAEO+VRYTpGxePcnnL5xXLI/S62n+d5yj5UyUcR8niS9Z5O95rieV6uHiqK9K0u/ziOc9fI8mUylhzHyR1nfVVUX9Nycn+LHxM5kusi51Wmx4pkQpUey534vWycyTqV8zLRSfI4E8dWmW6Q6ymn5ft+pfZVlU9Mq+weJY9XWca5z4vGv3wfBOfL3sap4zg5oeHfZMEqM05lQVXdbPcxWFXKQxRiUYmVKXBGpQjlcon5qAwxk3YpS0NUvEXpqG5MoiJR3fx17awzTkX5UPWnTk5kVMfEuqjqJbeRSmH7vq9tD5XClBWvyY1ARm5TXd2L+uxQ43SfunM68tgX01bdmGQDs0ieyuRPvqmYIsukrr1V5S9qCzEd+YFDvrZM56Xpbv3lcp+zcapC9bAjIrZ1UdrHMk5VOtn0/lH08Fymx4pkQncP4DKXjTN5PIuYPjDLDwriGNbpBrn8urRM0RmnOn2yjyFe5gwB58veYf04jrPQIX/2mevG8+c4VCnPrdzX/V6r1chxnCxUtlqtciF9cYL2er0uTEcMp3BoW4cYQvv9+/fObyaIc3F//PixE5rjcgdBUDpNQOTy8jL7/+XlhVarVa7/BoNBpXKq+Pr1a+77MeREbj+xHkREX758ISKiv/76qzCNJEloMpnkyqGa76zLx5R923S73e6dp4596s5hunq9XmmKghy+LQrHl8lfv9+nIAiMwr5lY/Ti4qK03CKqNFzXpZeXFyKibFcEOQTbarVosVhkU190ums6nebqz3nyfHOWedYh+2Db9t7hVh5LPLZkiqZKFCHKdVnaxywnEdFwONSG/k0o02NFMqFC1Gem40zWq1UQ12DwNAe+71bVDbq0ToGoP379+pWbwmBZFrXbbe31x5Ax8D7sbZw6jkOLxSK34i5NU+r3+5XT4tWqqrmV/X5/rzSJiLrdLk2n02zOpGoRQZIk2u2b1ut1buVnFfZVKKLBPp1Od+ad8c345eWlkmLgmyvR682CtyASP6oFNodwDDmRFb1YDyKzG5Rt29n2SuKHbyrHwnVdCoIg9wBR5dpTsE/deQxuNpud66rIXJE8mcgfP0BuNhtqt9vKucomY7TqYqzQ8lkAABeHSURBVBhVGvKDw+PjY9a/ojHbarWycgwGA6VRzTf1OI5zdV8sFjnDwPO8wlX8JlxfXysXWpkwn8/JcRzlg3UYhjQYDHJlr8IxDQZdOY+JiR4rkgkZsT9Mx9khDynsqPn58yfN5/PcouCquqFWq2Xzo+W0Ts3FxcXOjg37yB/4GOxtnDYaDRoOh6Xn6bxZDD+NDQYD4wUAzWazdMNe3pqp3W4rV/8nSUKO4xQORNkIkhcslMHGsOhBMfG+Er0a7DzZXTYGHh4eKE1Tur6+1u7hJ26hwk/I3L5XV1e0Wq0qbxdj0p8ipnIiMhgMsnJFUZTzerNXWSz3aDTaeaiRDYzr62uaTCYHT9wve0CRj0+nU+O0b25uct7D8Xhc6uE0Yd+6e55Ho9Fo73x5/IkGGhvgVeSPjRmVUVM2Rrvdbq5NoyjSjhkea+I5YRgW7pbBN0wZlkXVA2rRQiV5gejDwwOtVivlQjFuN9d1C+vTarXI87yd8o3HY20b9Ho9mkwmhYaxbOxXXczEK+jv7++z3/Z5MCsrJyPrB5N7h0wVPaaSiUajkf1/f3+fc5aUjTPf93N5h2GYu6eYOE263S7NZjNar9e5COI+uqHT6dB0Ot1ZYHzqxUbfvn3b0SdVwYKoj4ORcSqHHJIkoYeHh2yfOdUqQ34i42t1NyF+siOqtgdp2dMyr4Ilop0bS5Ik1Gg0tE9dvN2KaehKxWazyVZTVwlp86DXPZmWeWaDIKDhcJiFDYMgyNq3VqvRZrPZ6duiQVulP0XK5KSo3J1OhyzLonq9TovFIlPkrVaLgiDIlZuIcg8YrVYrC63ycTnkus8qYVW6MnJ/V9kSrd/vk+d52bUvLy+VPK+6cu9TdzlUWXUc2LadeT35Wr4Jl8mfuOqdvVaq8V42Rvv9Pvm+nx2v1+ulLybgvTHF0GEcx1n+cliRpwXJK66DIFBGa9br9c7etNxeoreUtw6Tw66j0SiXrm4qyOPjY67+lmXR09NTrg3kUCl7oou2q5Ll9Pn52fihW2wDsV6z2aw0DdNyyudxO4hU9bSW6bEimWBGo1EubC5GCMrG2cPDQ273iOFwmHlsTXQS0ev9b7VaERHl2msf3dBqtSiO44P2It8H27aV0ys+20sWPgtWeuY+8fF4nPN8sHHnOE7uhlEVfupmNpvNmw60fYmiiOr1evb9zLuvMq7rUrfb3XsqBwCfBdYFf5oOOCUcLTvk3lEF7qO3yu+tgJ4Gp+ZdN+E3QVy4lP7fmyTu7+8LPSmmcGicPx/BMCV6ferFXBsAwGg0os1m897F+FAc497x2eE503gpDDgl//PeBdgHvC8cAPDZOfZivs8A7h2Hc8jLHQAw5ezD+gAAAAAA4PNw9mF9AAAAAADweYBxCgAAAAAAzgYYpwAAAAAA4GyAcQoAAAAAAM4GGKcAAAAAAOBsMDJOxdflmZx7yOvFAAAAAADA56XUOGWj1HST+tFoZPQOYtd1C1+VqTtWlVPnw+/qVRnvumPHQnytXdlrQavAr488xoMGv9axqGziqypP3V4AAAAAOG9KjdP5fF7p/eDfvn2jOI5LjaRut0vT6XTn92O/feLU+fD7sOfz+c6x5XJ50vcP93o9Go1G2duifN+nRqNxcLphGObe/XwIruvmXhOrOs7vEP9ob+sCAAAAwPEpNU4nkwldXV0ZJ8jG2nK51J53e3tLcRzveMl+/Phx1LdPvEU+nU5HaYA9PT1VMuyr8vDwQK1WK/t+fX1NcRwfnO5wOKTZbHZwOr1ej4io8BWL7JXFW1sAAAAAwGiNUzbovnz5kvt9PB5rQ8m2bdPT05M2Y9u2yXGcHY/jdDqlTqdjXAGi17Cw67onzceyrMzYkvn27RsRUS4EniQJrVarSp5ZDn/Ln6K6yQyHQ/J9v/B4GIalYfPxeEyu6xp5L1kOirzkDw8PWg/sbDY7iqcXAAAAAH8OWuP09+/fREQ57yLP0dSFki8vL43Cwt1uN+dx5FA7G3vH4tT5sLdY9DZySL+KZ/bh4SEX3uaPri3FOaeNRuNgL+RgMDCaM3wMttttNi+XP81m803yBgAAAMB5UhrWdxwn973f71O/38++q0LJFxcXRpmzV5E9efP5fCfUHkVR6UKfx8dHrQFXlg/nofNSpmmqNfw6nQ6tVqvs+3Q6zYX0Ra/osRZ7Eb0aeGzEEr16eItotVraOZ29Xo983zee89nv9ylN04OnRoiG+Gq1Omr7AAAAAOBjsdc+p6K3rt1u7525vJhovV7nQu1RFNFoNCLP8/bOwySfWq2WGUeNRmOv1eI89zMMQ0qSZGexFXtF4zgunPJwaFifjed9VtgnSUKTyYS+f/9e+dpDuLm5yX33fb90SggAAAAA/lxKjVPZK9psNqnRaGTG3GKx2Lnm169fxgXgxUQcahcX+NRqNXp8fDROa998RNbr9d6rxX3fp9lsRsvlstAD7DhOYZ32Cesfi58/fxLRq6ecjWIiona7bWwcV6XRaNDLy0vutyRJjrYYDgAAAAAfD61x+vXrVyKiXEhdNpRUq7pfXl6MDRo2Euv1unYxjw7dgqgq+biuW7hKXbcgirm7u6PVakWDwWBnsZXondWF3qvgum6ubzgcXmR46xZEcchf/BARLRaLQuO4bEFUGdfX1zSZTLLroyii1WpFd3d3e6UHAAAAgI+P1jhlDyJ71YhePYuTySTzrslhWT5H9XsRbCye2ijR5eO67kFeU6LX9uI5ukUGItHuPN59GY1GOU/nYDDIjMpzgKcp1Ot1IvrbK8vGcavVoiAIst/r9TotFgvscwoAAAB8Yqy0xJppNptk27bxKvAkSchxHNpsNgcbGVEUZYYN0asXT2f07UsYhrm5s0EQ5BZ9HQPXdbMpEqeqBwAAAADAR6fUOA3DkIbDofG8R5Pzt1ui//6XiG1XjjIf6zsAAAAAAPiYlBqnRK9ev9FoZOTtazab1Ol0tOdGEdE//0n073+/fv/Xv17/HuP7kd56CgAAAAAA3gEj4/QULJfHNUr5+3/+Aw8qAAAAAMBH5X/eK+PbW6J//OP1fzYmj/GdfwMAAAAAAB+Pd/OcAgAAAAAAILPXG6IAAAAAAAA4BTBOAQAAAADA2QDjFAAAAAAAnA0wTgEAAAAAwNlgZJy6rpu9cnI8HmvfY58kyUHvWwcAAAAAAJ+XUuOUjVLTV5Hatk2+79P9/b32PNd1aTweVz5mShRFhUay7lgVdIZ6mRF/DCzLyj7HyqvZbJJlWUZ56s4rg/uAP81mU3me67q58/DQAwAAAPzZlBqn8/mcut1upUSvr69pvV5rz+l2uzSdTnd+j6KI4jim2wNf9VSr1chxHFoulzvH5vM5eZ5Htm0flMft7S3FcZwZ8CLT6bRyu1XBsizyfZ/SNKU0Tcl13UIDr0qaq9VKeYw94ovFIsvzkF3I6vV6Lp3VarXzQGJZFnW73dx5h/YZAAAAAM6bUuN0MpnQ1dVVpURbrVah0cYUGXY/fvw4iuFIVGwAr9dr6nQ6B6dv2zZ5nkfz+Tz3e5IkRzGwiwjDkIiIHh4est+GwyGtVqu9PYvNZpM8z6PFYqE8fn9/T77vG73C1gTZsPU8j15eXrLv4/GYPM+jfr9/lPwAAAAA8DHQGqdsOH758mXn2Hg81oaUHcehHz9+FKZt2zY5jrNj2E2nU2PDkb15RVMArq6udgxg9syaGllhGJJlWYWG9s3NDU0mk9xvy+WysoEth8v5Yzq9gfvor7/+Uh7v9XraMPzj4yM9Pj4WHp9MJnR9fW1UFpP8RKIootVqRXd3d9lv0+mUbm5ujPMDAAAAwJ+B1jj9/fs3EdGOkRXHMb28vORCu3JI2XXdnCdMRbfbzRl2bDh++/bNvAYaOLQvGsAc0j8W7B1lbybRfoaVGLoWPyrPIbePaLgWGaXHgL2xs9lsL8NZhTjntF6v02azyc1rjuOYnp6ecvn1er2D6wIAAACAMyfVsFgsUsdxcr8FQbDz22KxSOWkfN9Pfd/XJZ/GcZwSUbrZbLJrPM/LnbPZbFIiSuM41qZVhFxeIkoXi0WunESUElEaBMFeeXiel9VVVV7HcbI8uK6Hwm3OH8/zjpK+qi+5n8T24Xoeqz5ElJMX+TuXQew7AAAAAPx5HGWf069fv+51nTxnU54LGkURjUajgzyd4txWDs2LIf2Hh4fMS6man2pCp9PJPMCqObPb7ZbSNKXFYlE41aFqWL/VauU8rDz/VDUF41iIc4/ZK62bulGFxWKxMz1CnEbAsvL8/HyU/AAAAABwnpQap3EclybC4X8R04U5bNip5oLWajXtPEgTRAN4Pp+T7/vK86IookajsVceXOYwDJVzZnl+7mw2K1zgk1YI66tYLpfkOM5JVrPz/GC5n+M4pouLi6PnR/S6QOrXr1+537bbLV1eXp4kPwAAAACcCTq3qipEHQTBTsjVcZydEL7jOMZhcvq/0HTRNADP85RhfVW4WYUYAleFoTebzc5UBfnasvC1OD2giM1mszNt4RiYlJHLZ5qW6nqxjVgO9slP1Q6yDMnpc7n2nd4BAAAAgI+B1nPKC1R+/vyZ+53D7OJqfXFbI95KyXQLKvZmiqu1jwl7Nh3H2XmZAE8d2G63B+XBZS/yzBIdN+Quhv7b7TbFcWz8ogQVvPl+u93Opc8e8IeHh9yG+IPBwMirroLLKdah0WjkZKjf75Pv+7k6bjYb7HMKAAAA/OFYaarfSb3ZbJJt2znDoYwwDKndbh+0STvRq+FYr9ez74vF4mj7bDLNZjO38Xwcx0c1gJIkIcdxTpY+AAAAAMCfRKlxGoYhDYfDSp5F3vKnyKDdbon++18idvTxFqLH+g4AAAAAAD4mpcYp0euepaPRyNhraVmW1kMYRUT//CfRv//9+v1f/3r9e4zvJ3opEwAAAAAAeAOMjNNTsFwe1yjl7//5DzyoAAAAAAAflf95r4xvb4n+8Y/X/9mYPMZ3/g0AAAAAAHw83s1zCgAAAAAAgMxR3hAFAAAAAADAMYBxCgAAAAAAzgYYpwAAAAAA4GyAcQoAAAAAAM4GI+PUdV2KeKd7Dc1mk8bj8cGFAgAAAAAAn5NS45SNUpP3tg+HQxoMBkYZu65baMjqjlXlrfJpNpvZm7GqHDsGvV4v9576MAwPTjNJErIsS1luMa9j5anLDwAAAACfh1LjdD6fU7fbNUqMDVgTL2u326XpdLrzexRFFMcx3R7pVU9vlU+n06HJZLLze5IktFqt6O7u7ij5yERRREmSUJqmlKYpBUFA7XabkiTZO80wDMlxHO05i8UiyzNNU+O3h+2bHwAAAAA+B6XG6WQyoaurK+MEfd+n+Xxeet7t7S3FcbxjyP748YM8zyt89WlV3iofNs5kD+LPnz/JcRwjz/M+1Go1enx8zL73+/0s331IkoTa7TYtFgvyPO8oZTyn/AAAAABw3miNUzbovnz5kvt9PB7nQroil5eXtF6vSzO2bZscx9kxZKfTKXU6HaPCM81mk1zXPXk+HD4vwvM8ms1mud9ms5mx55no1bhVhc0tyzLyhvI5X79+LTxHFz63bftgT+h75wcAAACAj4vWOP39+zcRUc67OB6PaTAYZOHcxWKRMzwuLi4ojmOjzLvdbi4UzqH2b9++VarEueTT6XRotVplBiKH9Kt4nlutVi5cLn5MvLzL5ZKIzOYIH0K73c6M5mazedK8AAAAAPB5KA3ry3MBp9MpBUGQfW+1WvTw8JB913nsZHi+J3to5/P5Tqg9iqJSr+Hj4yNtt9u98+E8LMsq9MASET08PJDuba/s/eOQ+nK5zIX0TfPZlyRJaDAY0GKx0J6Xpmmuz6oiG82r1Uq7kOnQ/AAAAADwedhrn9OLi4ujZG7bNnmel4Xc1+t1LtQeRRGNRqOD5yKW5VOr1TJDq9FoGC3oKsL3/Sy0//T0lAvpi/m4rqs0uA8J6zuOQ0EQvHmIPAgCo6kcAAAAAABllBqnqhD9r1+/Cs/nqQCm8Cp3DrWLhpW82OcQdPmIrNfrg0Lid3d3tFqtKIoiWq1WO7sBuK5LlmVRp9NRhun3DetblkW+72cLogAAAAAAPiJa45RD9KLHrtvt5vYyjaIoF9L99etXpW2B2Eis1+vk+77xdSK6BVFV8nFdd2dBk0jZgiiiV4PacRyq1+vK3QC22y2laUrPz89H2Y+U6G/D1DR0fsh+omEY5vaG5akEukVf2L8UAAAAAKZojVP2IIrbEvX7ffJ9Pws11+v1nFH09PREjUajUiHYWDzVXqAm+biue7DXlGFDTbcbwOXl5cH5EFFmKE4mk9wUgH3ntPJm+JZl0Wq1ytLlRU+tVosGg0F2juM4tFgs9vbYluUHAAAAgM+FlepW+NCrV9K27UpeucVioZ33uN0S/fe/RGwH8hRP+TtRRPV6nYheDywW/49arVbh+fvalWEYUrvdzr4HQXCS8DjvdED0uu3UsaYsAAAAAAD8KZQap2EY0nA41K6GZ6Lo1ZgsSZKiiOif/yT6979fv//rX69/j/H9SC98AgAAAAAA70CpcUr0GvIejUalq8B7vR5dXl4aeR2Xy+Mapfz9P//Z34MKAAAAAADeFyPj9FSUhef3+f6PfxCdYAtRAAAAAADwBryrcQoAAAAAAIDIXpvwAwAAAAAAcApgnAIAAAAAgLMBxikAAAAAADgbYJwCAAAAAICzwcg4dV2Xor93xt+h1+tlr6fkN/6IrzwFAAAAAADAhFLjlI1S09d62rZNvu/T/f299jzXdXPvaDc9dghsOKsMbd2xQwnDkCzLqnwMAAAAAOCzUWqczufz7F3xplxfX9N6vdae0+12aTqd7vweRRHFcUy3J3jVk23b5HkezefznWPL5ZIcxzE2wqvALy8Iw3Dn2Gw2I9/3j54nAAAAAMBHpNQ4nUwmdHV1VSnRVqtFcRxrvZC3t7fKc378+EGe55Ft25XyNKXT6dBkMtn5/enpqbIRXgXf92k2m+38vlqt6O7u7mT5AgAAAAB8JLTGKRuOX758yf3e6/XIsiyyLIuazabyWsdx6MePH4Vp27ZNjuPseDGn0yl1Oh2jwhMRjcfjrCzyR8W3b9+IKO/FTJKEVqtVJW9ts9lU5lnUHtfX17RarXJzccMwPJm3FgAAAADgI6I1Tn///k1ElPNijsdjmkwmFMcxpWla6Il0XZdeXl60mXe73dy1HNJnA9KEfr9PaZoqPyo4tC96MTmkX8Vb+/j4qMzz8fFReT6H9pfLZfbbbDajRqNhnCcAAAAAwJ9OaVjfcZzc96enJ/J9PzPkWq2Wcs6kiaHHnkr20M7n852QfhRFR1/93+l0aLVaZd+n02kupC96ho+5MMv3fXp6eiKiv721Ykhf9Maq5qcCAAAAAPzpVN7ndLvd0uXl5VEylxcordfrXEg/iiIajUbkeV5hGlXD+kT5BUpJkuwswHp4eMg8oapFW0TVw/pERHd3d1lo/+fPnzshffbGbjYben5+LkwHAAAAAOBPpdQ4jeM49911XaOETT2dPC2AQ/psOBK9bl9VFCZnqob1GV6gtFwuCxdgRVFUGHavGtbn+jiOQ8vlkmaz2c4CLN5WqtPp0MPDg7b8AAAAAAB/Ilrj9OvXr0SUNzRvbm5oMBhk33kOqoyph5WN0Xq9/qZbKrEXczAYKBdgRVF0EiOx2+3SYDBQLsBqtVqUpimt12vjhwAAAAAAgD8JrXHKIeefP39mv/X7ffI8Lwtjv7y8UBAEues4VG66BRUbpW+5pRJ7MYko560l+ns6wXa7PXq+bJDqtss61TZaAAAAAADnjpWWxL+bzSbZtl3JgxiGIbXb7dLQehlRFFG9Xs++LxaLHUPyFDSbzdyCqTiO38RgFOfJbjYbbDEFAAAAgE9HqXEahiENh8NKXsRer0dEhHmTAAAAAACgEqXGKdHrIqjRaGTstbQs6828jQAAAAAA4M/ByDgFAAAAAADgLai8zykAAAAAAACnAsYpAAAAAAA4G2CcAgAAAACAswHGKQAAAAAAOBtgnAIAAAAAgLMBxikAAAAAADgb/n+tFXO0UV5XeQAAAABJRU5ErkJggg==" alt="" />
    A a Correct Answer Incorrect Answer
    B b Correct Answer Incorrect Answer
    C c Correct Answer Incorrect Answer
    D d Correct Answer Incorrect Answer

    Solution

    The correct answer is B

    Practice Next

    Relevant for Exams: