Class 10th Science Lab Manual CBSE Solution
Lab Experiment 6Viva Questions- What are stomata?
- What is a Compound Microscope?
- Why does compound microscope has higher magnification?
- What are the optical parts of a compound microscope?
- Why is safranin is used as a stain for staining section of plants?…
- Why should leaf peel be mounted in glycerine?
- What is guard cell?
- Give an Example of a plant in which stomata is absent?
- What is the important function of stomata?
- What is transpiration?
- Name the plant hormone which helps in stomata opening?
- Name the plant hormone which causes stomatal closure?
- Name the inorganic ion which helps in opening and closing of stomata?…
- Why do guard cell bend when they swell up?
- Why are stomata are absent in roots?
- What is the difference between an eye-piece and objective lens?
- Why is mirror an important part of the microscope?
- Give two major differences between epidermal and guard cells.
- How can you remove the extra stain from the glass slide?
- Where do we put the objects to observe in a microscope?
- What are stomata?
- What is a Compound Microscope?
- Why does compound microscope has higher magnification?
- What are the optical parts of a compound microscope?
- Why is safranin is used as a stain for staining section of plants?…
- Why should leaf peel be mounted in glycerine?
- What is guard cell?
- Give an Example of a plant in which stomata is absent?
- What is the important function of stomata?
- What is transpiration?
- Name the plant hormone which helps in stomata opening?
- Name the plant hormone which causes stomatal closure?
- Name the inorganic ion which helps in opening and closing of stomata?…
- Why do guard cell bend when they swell up?
- Why are stomata are absent in roots?
- What is the difference between an eye-piece and objective lens?
- Why is mirror an important part of the microscope?
- Give two major differences between epidermal and guard cells.
- How can you remove the extra stain from the glass slide?
- Where do we put the objects to observe in a microscope?
Lab Experiment 6
Question 1.AIM
To prepare a temporary mount of a leaf peel to show stomata.
Answer:MATERIALS REQUIRED
Leaf of tradescantia or periwinkle or balsam, slides, coverslips, forceps, needles, cotton cloth, brush, blotting paper, watch glass, blade, dropper, glycerine, safranin
THEORY
1. Stomata (singular: stoma) are tiny pores found in the epidermis of leaves of the green plant through which exchange takes place.
2. Each stoma is bounded by two guard cells which unlike the other epidermal cells, possess chloroplast.
3. The walls of guard cells are thicker and more elastic, i.e., they are thickened on the inner side and thinner and more elastic on the outer side.
4. The guard cells control the opening and closing of stomata.
5. When water flows into the guard cell, they swell expand and cause the stomatal pore to open. On the contrary, when they lose water, they shrink and close the stomatal pore.
PROCEDURE
1. Take a leaf of the green plant and remove the peel from its lower surface by tearing the leaf.
2. Place the leaf peel in the watch glass containing water, so that the peel does not dry during the experiment.
3. Add 1-2 drops of safranin to the watch glass containing the peel of leaf to stain.
4. Select a thin leaf peel and place it in the centre of a clean slide with the help of the brush
5. Put few drops of glycerine on the slide over the peel with help of a dropper.
6. Now, using a needle gently place a coverslip over the strained peel slide.
7. Remove the excess stain and glycerine with a blotting paper.
8. first, observe the slide under the lower magnification (i.e., 10 X) of a compound microscope and then, under the higher magnification (i.e., 45 X).
OBSERVATIONS
1. Epidermis or leaf peel consists of many cells which are irregular in outline and are arranged in a single layer with no intercellular spaces.
2. These tiny pores are called as stomata and are seen in the epidermal cells.
3. Each stoma consists of two kidney-shaped guard cells.
4. Each guard cell has a nucleus and chloroplasts.
5. The diagram of the leaf peel shown below:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT8AAAD/CAYAAAHwPuE9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAKsqSURBVHhe7d13vHXZWR92zcw78055ZzS9STOSRmU0klCvMOoNhBpFFSTNqBfUNepdSEKjXpBAICAkuJCQOA4ELIpxYuzYxASCwU4MBAdCnBATHMUERzE357vfea7WXffZ9exz27v/+H3OvXvvs8/eaz/rt35PWWvfbusnfmzrIGPwBd76nGdvvf3bn9L8/T9+7KNb/+5Hv7zrmHc97am7tvXh//qhL6bbA70X+KHv/I6t//Wzn073wb/+wc9v/aP3vifd14aPPuu7mwu78Nxzt75884uabe975jO2nvHAB+w6dvIjfs7DHtpcfPzvQsv98H1PePzWJ577nK3/9ys/0vz/y2+7Zdcxfei8wE8//3nbf3/z3e629YrHPqb5+2WPfvTWH37y41vPeshDtj727GdtHxMm8J++9vu2t32mOEcbnOOnXvnyrWc/9CG79qUX+GdFa/z+xz+2Yx888E532jp+7NjWf/761239jVe9cnv79zzi4c3nj9x80/Y2+MfvG2cCJXZd4Au/5Zt3/J/hF295y9Z//JpXb733GU/fetGN39Js83d5zL9ctTATYAr+/9W3v23H/qFIW/BPP/+5XdtKfHD1wwz6v3rn27cef697Ndv+6FOf3HHM57/3e5rPh153l63Pfe/zd+wbgx0XiD7i7zd965O3/ut3vmPruQ97WNMa5XGBv/6qV+z4P1oLvvZDX9q63e1ut/WVl9y8fbE/+8Y3bO8fis5OkqHLBP7JB97XfD71/vfb+oEVlbjJv/W61zb/18cOxfYF3vzIG7f+9htet+uAGmzuf//8Z7f/15vL/YH/5Pte09jlR777u7Zuus1Op6CzBZ/+gPtvvefpT9u67zXXNP//+vveu73vH7z7Xdt/Q7ReG77+lR9Nt/chvcBXPe6xWx9fDW3//fd/cOt5D3/Y1n/xhtfvOmYs/pfPfCrd3ofWFvw3X/rBrSfe+95bl5w40dpJ/nx1TL3N6OG7/n7tE57QfL7xyU9qPnWYOG4odlzgMx/4wO2/v/shD976b97z7q2ff/Mbd9nZ33z1q3aMMve7zQQefte7bm8LxDA3Fa0t+Cef+fTW21ZD133ueIfmMcf2eFSPvuf1zecLvnl3rzYUfv93feeu7VPQ2UnKcfQPPn5r8/k//MBHmk8c6fP/+ZEf3j7mEXe7a9OyRpm3fNu3bt3/2mu3t8cxJf79j3+lsfO/85Y3N0+KOX3pRS9s9v21V76iOcf2Bf7Ma1+z9fyHP3zr5Y959PYJdJb4uwvveOq3N59a3LiLoB91/T2aH7D9r1YX4nPK496+wHIUycRoIARBBsTMJFyg4S1IHSP4fOwN99xxPNzzqqsaLcgkrrz97Rs6cmNh952POKBVb1l96aWPftR2R/gXH/uB7f3/0ydOPn4t6Dg/ZhiMXtyF/+MLn2tGG1Tm779cNc7/+cUvbO/fcYH0nU9j5//2uc9s3/Hrn/TERo38hy9/2dYPrWzkm+54x62n3f/+29+DX3rrWxrpFaLUD5X7+/C6Jz5h6wsv+N5tm47RZ1AL0oceG/z0a17VbAtuGwKjEVWT7QO2+YA7Xdvw7n/wspc22zwtn7susKQUgtSn1tOjv+vBD2oe4z/76Ie3j8ngCSDl6CTrIG1BhhoU8+aV4fv8nz/1ia0Lzjlnx3E1fuHNb9rx/w/fdNIhWgetj7hteBsDPTrbPgadNlgr4T7R8Jsf+kDzaZis903FoE4CbZqOYODjfseDvjGOz4nBF7hfWC5wXaQXSGX4fNJ97tN88it8nnbaadv77nb55Vv/3Qff34yl37niR9vY4p989tMrUr5u6//7sZMS//TVd3xyURG9v+NzCJZHvC4GX2AZJDLclftItfevJNNffPmHdmzvw6+9+527tpUCGHovMEJsr3n843btg2w4i+ExgzAddzb+Z7cU+LWXXNK4GQ++y513HN96gSHtA2VIjddGMZf7SwRpk2yhesix8pihSC+wLVzGGfJDv7Ua0r7tvt/UREf/7W2PlQIO5Rww9EVvbgOB4VG/eyXJsqDVrgusbeCrt7x5h9MjPHLmGWc0yhl11JLqn374Q03gqNy2DgZ3kgAZ5vELqrOXN6zUtlYtFbQQiWgplRwO01TsuEAuIL+g3FaCQXv8LpLzXkdSS9CU9pPxyF0YLzuuD2kLUszsQqCS9H7kPU52iFKQhu1l+Ja7333rhquvakYeGYJ1WnH7AsNhhsfcc6d7+O33u++O/wNcgHrb737kw83QqBNxoiLNMBU7WlAvLd3JQOnBlUobOeMuf9fhNzfFTt9ZJHeyMEkfWjuJAKQwhouIALieWx8X0HvL/+u8iQvuiyFmaC7ws99zUtqLnIpoyYeIjbzkUY9sOk4Zo4mQm9aJbRnKKOw6aC4wmL8cPQxxV1xwQdNJXGhsl8aKvzP88ad3RvvXRXOB4eSUj1C0SW82apQt+J0PetAOchYsHxre9TSy7V1oLlDwxueHi5iecIdBn5H/3z/cPzJEQgfuceWV239HpABeeVsqbQyaCwyDzuQP/NhLXtwELrtaSiSLMPiH73lX0+o/uCLo+pg6XMJvNhKRaYjfk9IYv/GB928zR3OB4CJwV/zfBhEGn9GxAoY7+WLu6d9/1zu27nzppY3i4RbEMTVhDyHw7QvM8K3fdPKCjQr1PtnPCCTBj7/0JU1nE8/x91uf8m0pkZcw/EUEjZzzHX/f7YrLtz71vOc2f29fYBZcjEAm2tG6fcEg+39idXHsjv0Gid/hoot2HQtffOELtnMwoEWNRPRmcGbaguXjo37ZB5FAemm5h9xlZyhN2Mzn3a+4Ig3zGu7KThQQWnnCvU8mI8GNUUgirVS2bTsusMz9lvAlrqIWenUl/Utx2xeWq+GpxYX/l29649aD7nznrWsuvnjrqgtvv52obLXBMqmNavQwoWAaz7Z4BGW9grHcsQifHoxOsI6A3XWBunw84hc/8hsjiDsLB0paNThNODiOyRBO/1SkLRhVHpELqVFTDMh11NvmQOsjhppYdQBEHP/rseX+wFxCATovMMBRj+DlJ5/7nF37kXRZojInBl3gfmK5wHVxOy7hDVdf3fwjlnfaipBtixjJ5Recv/U7H/n+ZpQQJfjND36gIW0cd9ONNzbH8PqC84wGhkXJSSPMC775Ec12cAxP79+tOtv5Z5/dCBQ8yp2NY2r0tmBXDGYvsNFHzEOUULzjxRc14btfedtbm6ch8oDsxXKM9QSz7VFKcJgwSwPi7zLkV1avZDBUK9Mpt9U5o8BPvvyluwqc5sBdLru0+SQTIqz0z1fXJVIjJuZvY5LkblQ/ZFirAUP/lhgzIteeNYvtivjA4264YVdotQSP5j973fdtF6v6jbYH6lxR56JEzsBN/JE/kTlXQ0ABl98rMboB/9473t6bKazDrMCSdGP1ojx/MRUh1VJ0BrJgOJdSeSfBGdtkyeNvdVqsJf4fijr8K8mdGUYbBjdgFvSpU7P/6nOf2fF/CR7af/v+9zbWoBGMNLSmRuHB1fqSyH3yN53McpXgb9cNhT9jFBsLD5MlqjLQfTUg6+VttlX1lRjUgEO75X/0ipen21keP54/ZAiH710NzxpUI/LDfu/Wb4QkhXp++/s/tCu63Oc57MeI3NmAKrXcaLYvQ11FAzhEcRXNotsCv1BlDQ2jECUaBgeWRVkZlAuxVl622k7xWt93Xg+E45p9b1NobcA6vhF1T3248R53b6rTdIcy4SaiKXzAGiX2dBVVkFltfVcFr7pozrZYcridaEEDdgnKTSFtwK46Z7HpskKuxNgy5K7ZFSBnV9KCri2Q7/dRAt2oAM1IW3NgzCfYNHY1YOZr00q6R729RmlxJaJoM4OunW0XcK234TiNJRLjYQkTgQxJFp3Go/W2ubGrAeuRNeO1NtTZ5TJpAcJMblzsoS4aKHPzfeWQmfQBmcH4m47bCyvc0YCZ9dWFCESlAA2Ou/cd7tA4vLKPCD2zwKz6sc+ay6kUGbq4jtOebd8UdjTgkIHjSfe597al2c8aSBCNzwWqj4d6MgLUCccakunZjAzRirJKvgR3kpdSupWbxo4GrHPXpeoPyCbwW88+88xGzx074/TGDTLKZtkLKJPzIKyoC7PicnuNvtpyUsY1Z0kDyB7c3NjRgBos6tngA9/xzO2/AxE+l+ImjDWaTJzGyOoy62RGnWAToSn/lwONYvuhIGGy7WbnZdvnxI4GrAeBtqICjUwA4yrF/D/3pjfsqg/Qrem8chs87K7X7fg/q0+J7JBqcIkWI7KEnweHZnBv/Z0saySZXW8LkD8eFgsuK+W6UFp0+Os7GjCDsE62fegIl2UBam+BQ88Dibyegcf5DVYy/fzVi847rwlkmD+gUSXby0kIyhVIGhxJsNOFXV6JBL1POWoPJbSvPKRJi8q/yKBQBKhLAwqt4digl10NmBWL8wwMEGSC7sriOOD1ccLQ9TZwTj/uR6MMRwCgPKYsv9EILhylSAXSfvhWwpPMimkB6CC6aUx2DFy8avDy/ykYMoGj1wIhsr81aqF62fnnb93pkku2Lj3/RONutYW9ykoHxX9lChtYgZASq+R9aLgTZx9vtrMqlokyTBouv1cWEkZZSBf46ddddtn2dFlWpmABHVAbZc2Va6FjpfJZaMQt0waMvD0/lamXNSUlDByEsQAk4qcFeQtMnDbUpWwr42uZ5QL/ufxfcYNAhotmbbSj6/C/Bsz4TTeWPmCh9b4ujEle83hKvm21wLqLlciixnhKJNhkKYFSg4u4nRmKpZ9aW1sgG8HrsP/cuNfVV+8IZkQNmofDM3If5vUZzCIe6jrLuGdnFx4SUAxw/EWdlc2IHxLB/ubJ4LGuqSVdlaLm9WfbA3zpvU5GldXZgziwDmyysrIgL2KGXDlcwQ/FmwYd/+viuCMssRbotTaETIMGohCrROYy7gUGNSAIIWVlbpn+IjfqbVCGyXCjQaaMImtoIa6uSaQBmTKhrb4k1KYxuAFLRHfMXL1AaeZQRkoCpdczFBJW+xE4bcOkBixhpM2ycOFNGI270oJt8JDM6sga/iBh7QbsQngRONL0aOF4tZtkzl0vv7zhranTXQ4KNtqApwKWBlwT2w14zpln7toZUy8zxNTOIVDSlW0H0z99RlVpDdNBs+0lvnrLbhrgO9fb2jB2abASTQPGilZnrURrmUSPBoyLMWp+/Ss/0ui9sgHPOP30JrNP0pAVvJjyBqIBBRMEBq6/6qRrqD4ughcaMKqm/Q4/9Gur0VYDvuIxj9m6y6WXNpk4IS317CI4v3frx5rfifMF/vjTn9r+fce5Pv+7dtvU1rnX0I7kkOCD88U5hmLpwmtiacA1sbEG1JUFU0VrxBOF9skaUWAhKf9z80RdhOTbUpUHHbM2IOGrQTJSFjBoi25DRIgVGz3lvvfdDqltCiIvU+ag1ZilAc3hYV3xv/xFub+GcL3QV/zfFfUhusvQ/dwQFJYgE6Li60dCSyZRlKcvIrVWA4qlceOmTljROCIr4nJ90zfE56YGDuSveUNKQMrt5qaydiqE+hBYRSsiznpTl68fmNyAbTUtQuTZ9hqkiglk5baQU20QpemKHYL1QiWdWDgaaFuXVrhMyE0CnwQT3fEd82jluG0nrWLaYBsmNSDLybZDV6REVFf5m0CBcFZ2TFcqMtKukTnDYdKL5dxHv8+K4v9NY3QDCgr0xeuyaYfEt6cuByuXIlmk69bHZd2UGFYPGEujxfbIyOGqMYWgJWLZi7gnTsCYpbBGNaD1FOJvxeLlvgBvJNKSAqu6kfwI6cICBVWVhlx/5ZVNzqTO+Ona5oRKA0SkhlWx3PI4KUe8mIXShiISWWKXur7704CCx4o2hyiBwQ2YTQGua1diEeUaRjmNqUDcBUp/KglhjZI0GrsOa7mZcp6+RDcrwWn1OihladwYoAINZ7EWkXAW7SHbZoDMEl01BjVgrOCRQQ1gJKDbKuWNdHxRUH6msfi1JMSPvvjmXbPcS72oS+PLOu1ZQ8VCtn3T6G3AvgqqPkgLqmTQbaMRgc7STejHSGwHLIHBAssVuIcsb7sfof7Rg0gbrNydbScPlKGxOlOnlGAYJUVC8GDMCMKFIjWxHmsGLp/aQGLXgIIXy/w1ay6P3wt0NqBwfFeBTo1s9OUHG3ENHuSLKgWWp4RCoyvBiKqnPo1n0GHJPB20oFbauWX3jJyKNrPa6k2itQERbPzdJyYDLKr8P9YYlfd14wYiFqYmkAVm9NC19q2pXVFPqGrBIEOM49AoL+6aLbUJtDZgOXMIuhLdAa6RoCgF76bK4kmNqcaF/LFPeVrWXY20bY1g0DEhUNeNqWH8ZDKkHOiyZQk2hbQB26qq8I9oMI/AReMynkC4ZPUo3LbMqQKdrhmXZEqsihvQRbla6vPOPeusZiBS9sEKjeiqqeLYtilnm0DagKX+qtFWXZWhyxnvm8rg4eC5+N96I6xPuEvjq1f0SVsGVZSoteKmsKsBid56G5ARtfO/Lroq9S19E3+jBnlkSXyJemJaqTAfWE8ol4YKDImkzIFdDZg54l0Ofh9isZkMsUhRjWzWESg3M5BI0KupEfFWK5h5SXslaXY1IOVPYgjrWMsqlvGegigyyqI3otZkSPbAVI7W24BMUhTufHxgDwD3iczU8cRNBmFL7GjAbPXHvshLoJ6uUMP0Vg9DzK8eQExhDfdNILPcV6OtFKT0QsxBMYBp2PKYTWBHA9bvjGqrjbad9YjwEtvE8DmrkbGsmea/ZiNtV/Ra+LyM+GRoG9nBtAvJqWi4Ms2wKexowJo3sgksIh/UP3eK6CWI/U17ZZ5Ijb7Z7/UkxBptvJmhb6SfAzsasK78jPAU8WtUs7YBixPyUSGAxPGcnIPGvvyCC3Z8H+oZm9A23zgQ/nGGroRVbb1tU8DmxI4GrLVTbYG6D5kjC8dTEXA0YoqlGRRun7xhIZuwWGbk2pC5dGRUm6tn4JNVE8yNtGqXWzgXdjRgjay7KMNVTG66FXELXWsdtMUI+wIHIIojf1sPBrWXAnU0CK20XdOc6GzAbAQmYGkxi2CZ/GIFbBfPfcoiN1kZb3BT13SxPh3nvKpXDWhtM+Lpxmz7nGhtwGyiID9UF8F70n44k+Nv9NS1zVKqv4OHcCiPwQTFer95I+ZhlIvoGIy61m0t0TVqC+Rm2+dEKweW2a8AiUDkcqfsN5tTMOHvvv2tjZTJBoxy0nTWKLpp+T95NKR7B0S2s+0w5U2aY7GjAcuV7dsm2lkEV9fDMbwCMkaoK3PoxzREH0zzqldwDZSxyxJjJgpNxY4GjLfo9MGF6ZrCXixS9KZcfRPapnQNBREsfMbXvfrCC5v5bwIMeK1etjmWrR0DDz94VoS83l9DIKP8P4xtRwPqPuX/Zb5hCOQ0EHoI6mzFD929/D+LduNVszHlPYT7zzt+vJkdJaQv8jIkbN+lJUFKNoIQGlCERyMZuckyI79YAEmk1+lpnABCn98dc+x2NGDdDcesYgZ1nhjq7qUhyv8Bj0XQgnUrweUK8m4Eb434LpoO5D7i2zJ9IHCAUgxwcs3O1eYzB+KNh5EXJtno3lL60L2MyAxQtBWRbv56vGFiRwPqNnY4mPXgMJqvPCaQTfCzhkK9ra6Ignp0rMNXkuikjhsyzVX0WTLeSE8ccyelB+J4xUTl9z2k7GG2oU2rDsGOBoSsYTwdGTXuHP5hAVkVQpa7xY3cP+I3LFp9TenO1d3NuVUuCG6wOl1YGN+o7+F6sLq3UV8UJrPqeom8KRjiMe1qwOxLZWg9kBUB1TKF+dcLHMptxHdjakM94CgUEsQll4TJdGkNyA/GgQYW3bQcTOo6lr4wnJ4VkSFRHA/NwEj/ukY9gEg3+94xagdZvYdYpjV2NWAd0upCqeFckJXpyQ2vSxLwLNf7D9TRY6N4vZAOi2TtUpcsyc1YJB6f6tYIvx7wyuvuW9QHDES4V08waOgV6rkNghFU0ZjWxdEro2eKmZY9bVcD1q5XF5fEHA8rTepWrIK0QcSeFgur11XIalhqC/eEjcK4zciOvF1HWCApky2OITvns2/pKMC7Bg+WKpir9xhhS+XBNWV5Ja0ZsGJmO+xqQIhGE75yw20V9AIJrEFtCzENEkAs0EChAdvEb4maxHV7FmLGp27FBSRn5JM1Jj7OfOzotuRHvW9TSBuQ+1UuxEDXaZTywsochC5GdnDvEDpdxdTpJg2qe5Ed9SobJQwOZTkZTiKey9yGRmvzkePaxvi/LBDfGdWjsiGuIfLMaEQXRx+xMGTp5qYNCLXgLVFXluqCvAG+J7PX9cgN3S/zjzPUg81YxA0P6b4lorfhwGg8XTbWnTHAWTgDJ8fDLHm8tQGzldMCWXKdu0XwRvmabscK5W77Jk1nWhG6arFLRPZvLHgTgiEaT5rUAhk+UQpNqyFFmPQOwjsWV6MO4hytDQj1eliBrNhRTYwLIMaNzqzP/1BW39dV/F3px1D+baAByxCZ7lbu70NXznooOhuwTaGLStfbkD19Fo3Gc7DcuhE5ZmGCKq3ye0ozyv8DZSRFI9GnyjnwFYuuqyS4cuX/e4XOBgTJo/L/cKEiAqKRmbfqKJ4GDsIXKlM1HlkjixejZp13GbNqUKAOora5m3uB3gYERIovCM1yO3eq5kr+KvkjylKW6EIk3+sBqj6uL4hRjoLZ6nB7iUENCJmeq4vDA5mbB8FprNGoGe6abawUBdBydF75vTb0haz2AoMbEOpFyNrWTM2KfbKKAv5tvQ36pi3wFoYEQfcCoxoQ8F2fo143Vlt6oG3qQls1GBE91Dr3CqMbMGCUzbYHymh0WwS55r5ABDsD9FhX9f5+YnIDBoy+Ed4uwbPgJrWtwwp1RKUEh938uL65x/uNtRswIODA/RF8qN8D0pY1E6LySQqJ5/EKxODmmEm+V5itATNw40JI69IsiqtEK5I5dU74MGKjDXgqYGnANbE04JpYGnBNLA24JpoG/J0P71wsDITxu6LE9br7bajPW0PpxJde9I1JNSX6vhuo3zz41arYsgv1BMmxaBrQnLP3VKtolA0o6KmQ0t8RCYkGVFz5V6tPr8ew2lvUxdB2EZ32f2w/tjqPbSGQywaMlwJ4Q6pPxz3ytkVqhdEimf/o669vtGVEdaIBLzz33OYzGlCE/M9W1+4+lHo4X2TuQAC2bMC41jFoGjAu/Jffest2vqNswN9dOe//dGWlbv7zLzi5Zn3ZgHzjlzzqUTsu4E8//9mt3/jA+3Zsk7hRYSVcHg2oEeoG9B1xQ5/xCtk4XqBCQNf1/daHPthEdqIB/8n739eUhfzd2x6y70e9NHHuf2nWr6/uy71pwHgzhABtea1DsTYH1rXJpxqWQWRNHKkGVHZmdpRualqsNKvQmk8caNkBHGjfkFddLDiZgulK/K2LQ2OAgt8KSMVTFYsyKHN9okxFFZ24RTnNeAw0tOibsUZKRkpa3ZMCLr/VlqVYsB4OpAFiLVkRUC0d2Wmh26ELhapmcR7qUfqqXN+tCxYV6Jrigw0IL1loZQd7MR90ThBr1lBRtUQYKnnI3o0xFm2rbPThQBggRa58y1DZlq1SlNLlV46BMq4sz6B0rK30qwsRTsfM8rLZMfuFunyjfFMXKQIqTI0kUeVP2KvWN5pI+iMB7a943nOy9JQZpLwihZUqL+ql9YZi3wyQFhPiL5NR/tYrI/TvxuRXuFt1OcgcUMvDBVSGrJFl/tTjeBBjJnVnwCqqNtZduK0NJEmUPqvMUMjllSMYvy3TCWRFOdPVWo/yVwxQe9gmzaIuU2eyCJxtjlHWzI02wYgxlqyXvQt/CPbcAD0Uc7WzfW0woyLbPhVm5fatOgBYrSwqGwtsIY7B4VEFXZYUtgH7mLSqnRhVFNCWx6ixZ0hj23EKjEghgaAehUgd24ZKoxp7YoCih4p81xlCBajKhugC1lRNqFdiBM6Lh4ZdlcKb9TZmApuZzrURdMGxZlWX2xQ9+02F0Ixap6pntdRQtqXg2DA59N7nhmp3owK27VuMZgo2aoBK5fV8hoeyVXJrzOzYLujthpd6+rzIK8PyyckwXJi/qkaOflH9CRwLxxhSzLmwzxDLUFWOl+dsg5q8jHGExJ2ToWAss3sY/xAtKSykStQUBqX/2G8qk0yBOSPRGcgc29Qvek40nykYRgv3bfqFoV1724cQyJb6nGOxEQPUUxheW68lcENvdMFDqWNQXfE7Ndlqr2k6jo3aQVpTL+b5cTJM2lGN7zgNT6MJ35Sr1UkPWNuBBjUU6v1WJFFZW1bCOqfCKLU8GJ529D1rP8QxJQj6eCVIuSoAQT92WsYcqAtTGZvObhloHU7biQjQm7x+BqgUm7OlDefIQsxqgAzPhfXVXQYMzWorI1FXwoMe63iI1enBDEcIx3Q6D1tDmjvIyAAr8g4Zjllpfkst55AadaJdXVRXRzCplKGZHjOGJRjiGGkwB3jAJEp0dB1N7FMIS0ckJ7QdtvZ8GaG5AzrclHkBNWYzQJO61omYm/2h9/GAJVQNo9lxGTxojEpneTnHBeec0yQmS8hWX3PxxU0MD/toVCzJEA2BmK7trQABmrLsXM5lig62iIn/4Dxdi6f2gWdrfn6276hhbQMUB4pZenOBTuRdZfsyGFppPHrMsCBzIUBM8FsFrTREixsafjkJejlv2LHugX7LZodjUbrHb2Q1zBnKWd+gnTgVzs8Zymagl8A+2ZJRRw1rGSDxXWqnuaD3x/SxIVD3YpYn1mSErulnXvuaxvlQQ2OYtaaC1B3j5KwIRnMaxLJiyVC/i8mdizPDkaCH4mUvY0ECmE8jpua3GLDhngMk1OJ3OEaWmJH6y+rBszUqjhImG6AHZKkBHq4HZPickkVoA33Rt2ai32VI9BhdxvHhiBiSfRdzKfQ3CVTmgzfHkTBEGrLVtlveIQq7alg2wX31hUvaYFjnPbpOLGv4xnwWImGE9KQMAsPUeTCz1JhQkU5Ek/KSpSDnbNuDhNEGyDVvmzvOEAyH68T7SjBwTJbtE0KoCw8EbaWHDKceqCGPxy2yH6sd+l7MYqYXh6SQGG22BnEfhIb8bv0qh19485ua2dNCGYQ9BuZpuibB6huuvmqXk2OufN+SvIcRow2w72VGoNHLcMUU0GYeelsoRzqpDGXU8LAsKGPRfWWnQiOWGjEkxvosYzoKT116cGgwlmMjImD4NducTIhFJHjJ1jqINQItgyzNZbEHRsgwswgA1p6rcx8UDDZAAdIpKTEPTsMKS2AfUXWNW4deiG7bBXQ9uL7XbNB0hq5sXx+ytV3HQEmxIT/bB2KNjB/zcnToTrlWndLbtS8677ymflxnUF5mOT2L+Vp9ybJX2iI7L2Qrgx5mDDZARpFt7wIN453zU4aOIeU9NJ74VLavC4oOOAjZviGwbEz8rfjVEjllFQyDcu80nevj3GB0wVygRbEfPajTMU46kWNCM8Z5MojbDcljHxYMMsCh6wUBz87yiuvmLoe+aIh2qterHAJODqbK9nWBV913b4Z3BikgbkgVFBdDxO5CKzxbMsU+DhOtqsRJiGbIAgY6wH7lhudGrwFqJAWdhHGbYdnG2yyDsetiqAES+PSU3x/7UAh9ueCh35MuG/NGF7qTV2s45jDxaHUWn7INPGGfDJbjpI2z89Tg+e91xmRT6DRA3lm5nn0NeUIPn5Fm+9dBHzsZ1ur8KYFumwxHaVQ0lTAGLcqwMy1L4POi6+2BvqGxCxiOhpYLtlqJbA9HQ3hFHrpesViOuSud6fpjbcPDjk4D7Fv2XsigbfGNDIxAJkFyXwqL8A7PlIcpcMw5UfQoDmYY87chS8xODlLxAL2UvT4kA0Mew4zysYZZssNQJ2thyZp6VfsxUAzR5bFn4LzQkPG/TqRzhRcsxDOlsuigodUACeNSWGfIVgysgUWtZ6TcR2wOPFjzKRiU4Sm282r9JodHzC47XwnB5voVBBmsL9flWfZBXpdWy/YNgSqTKWVWwjNqF3WAOvzifEqjym2HEa0GKLHft3I1AxTMFRqQOuPRlRF7XqqHz7g4Jx4iZmN0jM2L1eVusaGsAO8uUlYE/JA01JAKElqvL6vSB8PoEGPPIPzC8872dcFoYKjO9kG5huphRasByp92BV2J8b5QBjZzDMOTQRF+UO5DREtNCVXwYpVR6eFYylDF+A0/VyTvo8ugBm/IO07qdQ7HQmkVL3ZouVlAR+blZvvaQKa4XrV3mDA7ZupMtIOEVgMklLPtAcyDpbJ9JRRpYkDGxwgZmWIA8TFGiPViNpwSKQ/ZA+M1Dp1K6ZxDjmXkbcWiY6GaWu1hvIGDY6CMCisJufDKZUMio8EB6irSLdGmvf2O0SP+58CU+w8jWg2wb/hTbl+/jqkNvDxv11SPV5ZGgfSUF0v4lCLjlFhBtVwtug8eqqE721dCQNwsOOw6RGN2gf6akpVQ2IC55JfLbJAhGrtyesrjM3CIGHgZED+saDXA7CVIgEU4EEMWLqW9LDQtHypsorrWdEXGpT5OFQpm4KjI+yqhx5S8Rgn7tqV8a2DScgHpAMOkLT3wbEVHwWhzIhgTuVEXAGQgFzhP2b4pIHXqYoUhkBFZxzE6KGg1QAWYjEdMSt6THtHjsJmc7hBNg2V8FztxVjgqDE1vJ+ppPGkrGQJa0HkZpCHYsC3FlZ23hCEu3gjB4BhiBIvtow/L4zPUhZ+YSdDdcI3lRQRst015f3nsHDDkjl36Q5VQPen8MKLVAE1nbNMr4k9Dh1+Gy0tVVyfqL91kCJSBEMD2Ny3F8+WwMFa/rQNk5yuhM/R5t/VLwWpgoGx7DR79EEdnKsYWnmovHTbbd5jQaoAYqKsGjiDOtrdB3Z0iVlXUDE1mwcMnqolzE4Qc02cwAcOg4TXbV6IvpTc0lFHrLXE4YRmTmQTJtRUW54DI/eqgAvVSbOTKkNWvFaoOjVeONdgSHD3BfNcUssPv1hVKmwBHtIxpthqgA7via8qrpgRXhzAnzWj4w5r0II2HPdUiMgTMzOPkZWbfL9FnYBh3SI1fzHsRtzRpCku7FpEAnjx5YYlMmSEpPV45dpf7BbFOS7N3LZtB/3atfx8wXE81QMO2GW0RrxXu8aluUrJA29KWiEKb28fjRxSmcZI09nn+IhdkjlCR/+W4GbL6S9t81zajlDawT2aqrBloNUAeY9eLAhhoLGYzBkPLoMywUzWc7SuBObPtJVRpd8XuaEbsw9B1Kmk+DaqhPRQMzVmhFRkI5tagOhNDE0YSluI08U5dk4elw0jpcYKkFGlVwXchrqiWMdIAfWlUkDWy3QOPT7/neNfoukQKaHP7fFeQv4TMiU/nk9Ir79V1RnkcxnY9PHP3Rnub4Rdxx0gMyF9zemyLEUoZGm+cnkcG7tV7RhmX6+J0kkjagsb1WlCjhJGznNjVaoDAcxQ4zvaBCxgbDB1T1euhZNtL8KD7YpZ+b+hQ2/UmNKEkjQs6krklHhLHSS+P0JKOaU0YD5jzxXiwJePxN/lgmK7Pz7FwPINQK+ghCtrHfnICQzGKoUN1Dcwn10026BDKwmw3LVaIyn4jj2sNBmTQkcvWkXxGQoEuZgPuGbvx6MV4XSuNiqkRmfZi4JzPcOqg0wCxgaoLqaSuNxSx/rZofQ1OSP0+1wx6qV6e7auhnB0jaRRDoaGsTv4b+voCt4bMtumSmERaUY9mTDx3D4jxqXLBjGGApoLajrFiSqfrw4oM0MPFJK7JtdqGsTzELsPC4s7V9v6fw4hOAwQ3O3SStcCsgspSzCqNoiE8pBC8dEFfOIPxDYnL0YgedKZHMR/GpUcEfvV4RhOLFtXHC4TX2wICxFGZIz/LADGg4ZCgxyDmegioG4o5ILx87IzVzHQTP9UJokA1m43X5zR5How72zcG4rHYK/QYx0SnNUyWnUAnKZ+/Y2SssLuOZJthPfbHfG7nF+v1tyHXb2VOTq8BGuLaXkFWQsOOWWmT5iipuAYhy4A0jAB2HSezT7B8iCNkWmb2sAW7GVKwdwwvGRgU9mM8ro1ONORgLVkheW06BwMyQPs5SWDYwXC+6759j6ako7PfYpzZdshefjgWWFcyIKptGBSnLxwksVuGRM/y9MF8FcfZ5hjHGqr97T0LcW73RxfGK485bzS0TkPe1HHZXgME2qRroUUMNyQkUkKvqp0c3igWFbZwA/bTVjSG/xkAg1GFg62w2JDlQIa+bo4gz7aDjiBojoEMmcS0BjW0YkDeJCO1iheW5aBgQA2OKelG3/Udjk1XhAGjRHC9hN8sq42mwjXSYzSaCVIMUm2m6+Ulc754t3QiLevZa3sMFtMzGDBdTSoZBUQHFNgySqwaWpqDZpUI/gJ2r2OpgwwQeDqZQ4KZNIybqPf1wQXrSWhfebo4oAfq4j0sRqfHeRkF4W7NFyxCFDMC18RAT5x9vNUQHZttz2B4cc5sHyiQ8AA8oDBCwxBJEcW5WFlpPcPTMQ2/vFm60Xd4hBHS6QI21R5RzADrTnXtQvkK673EYAMEwyxnRCPSXaU7zeoxTV903nF0VOndAe3owTIovUgs0LkYpJ5IBtCF2JjnhnXoMkyDCQ0htWakZQS/y2190CH0bIyX7QfMzMgwGQfMsGgoK3Wt+zNUY1WfdKPsRXmeNpAX4nL+1jlVi89tIJi0zSkbMwmtDxHXZC8Ze48yQCCmh4QARNnFyBgSR4DxYLM2L1OJljCAwgD6KXKdUX6vRpAjwZnxoHUEYQpeL8OlPepz8hr9dr29C4yeZvF33IMhFYsxeN4wTTrnQ6ohflfOE3E9c2cpDL0+tZFOSkuLAtCrKtKFe2hRcsDoFhGJmA+tvfkHjjX6uF4EZJu4q2NEPEILOk/8XWK0AfqhKXOEYUh+lxZR6BCV026GqPeysAhzgKwDvWi41oBtE6MyLdUGbFszcxvMXxl67BiQAGWYiqHH+7LmhNI4nwwvpoJyIsV+PV8GX8ZOjTAMTYf3P0fKdXlNfgS2dRxB/XjFPhlCs/vbuTPGHW2AAcPo2EV72kq8ajAEhqMahr7zagEGp7DBEE1rYUKfGJLxyQjopfUkKdUxXe/9CEQPHwOygIed7RsDZWEyECatl6OL4X1KqdYQMB6dKP4fE8GYAkNwVvEz2QBBLxhTk2aKZ9/sMsOrnkS8M6aYwK20y0Oih7Ciahr/04DEvWvhqEQOskS8ja8NdJ/hPNvXBmEXv+3BkSV92jdg+HZfhjBsl8VDPahgoXrfUcNaBgi0mJ6a7StBsHPdMWdbw9KBJsET9Nx+oQqCHwy1yt6FYLCd/RgVrYNhBFtm5yUbGEu2D4R/ssB0Bvfgd7MguW2GZZ2MhqVZBeKFqLRRxNm6IJwzNF9+FLC2AQZ4qhFVL4EhZQDif8ZAW0R5kocmzlfPcZXh4F2KWXngDIwhYjmhD4xnH11JM0YYhoHwNqW94njG2zf8hw7qgpRfxLemQCcsnYsSwjgcnWzfUcZsBggevvABpwALCCdkxwUYYde0wxJiYF0VLTX8fj1vVkA0K+GSrzUcStKL0WGt+hhg+EPSg20g0HWK+D9iqFMWWDoqmNUAA6Ld2ItLnu0HqZ4hXnFAPEyIINuXAct2pfqki3hw2b4AB4MWZZQ8u0g9rQMSQ2di7KeCxuvDRgywhFiSXGm9Xc8P930oaMNsewnxJizTZfyBrtRbDcl3ujPb1wfXwgvkLI1h8VMBGzfAgGFNganhzv8eSH3MEIiLtc1VwVRDhD4Iz4xdW4Vht2m4EsIq1nEhRTYRKzxK2DMDLEELSdBjR1XI2TFtEBdTo8ib5hDEchmGxzFxScbHU832tYFsyKrAxdMk2u2rk+0LurEvBphBig5rcBTE2Dg09TGi8LRTvR14mNn2LvRpwBIcJtpNpgYLl9M/F0zHgTHANnjInAHVJDG3wjrKSoSsvczbNeQZ4sesVMAJsVY0oxImktUQq5OvFMbBrOrfhuS9F0zHgTfAqSD26TVVLbzhsQ7Pgr3BkTXABYcDiwEu2FcsBrhgX7EY4IJ9xS4DlODPJk2X4BneePe7T/IQf+JlL2neFtRWDj4FClR/84PD6/Je/8Qnblf2lvjSi17QVFfX29vgd/9kxGtlu/DVW97SWzZ2FLHDAIU3BFUVfv7iW9tfxy6H6VVTZbGBUvWoXBYysU1Mj7GZK/tTr3j51lde8uLtimYTduK7ZlQ99X73a5Zr82LpmFv6zNu+rxj1773j5Pp/wi9+w3GC2bbVBiht9rDrrmv+lhO+/qqTS/NK/4HS+ptuvLEpfI3rUQnMAB+zMgIFsBDnC5g4ddaxY1vHzzzW1PX5HgNUiRNTMmMuh7imSVTu/ddvK24QQzxtdcxVF164Xb1znzvcodkmLVgboCU5fN98Y20d13ps1Sb2qxj3/zmrtohpBP5X2eNT6dq97nB183dU2jzgTndqnt2xVRuqgXznU7+92Q8Kd8VaT6x+z/+Kf+NaNoVtA5RDdbPq+hmgm2xLltcGWDZOQLpM8SgD8n+81+JJ97nPrmoTBhiMpAOYZ6oxyvPJA3+95Xd81gxo0pAQjN9lwApGGY/jwwAd51ViUfJeMqB5u+UkIvdcG6XfZYDOr/bPtqfd/35bT1ndt6oZs/60qdIymZLyuu2zej7j8b2MAU1d1dkYst93jO/a5/z2+dtIZLtQk09B86+vjo9jlfgzYn8zSs/OvptvC96bNBVtoFj2vOPHm/3x/U1i2wD92B9/+lPbOzT+4+51Q5Oyikkmgdrg/tVnP9MUdV53+WXNzUV6zYO2X7lRnwGqADbbTgPF0P7bH/5Qw6oMR1DYNoHpS0+caAw7lgvxG7UB6lC2C2KLB/r7V26bnF4aoIa3T1C7ywDBg7Q+jNUOxBl9jwEyhpc9+lHN/zF/Wrv5/8mr+438sYfrurFSMKAiW+z5h5/4+C4D/OTzntOcA1PrODqg37/rqp3td//2mzQe5/N/lwFiVds9kzDAaANzeH//1o817a3w4vhtnWOT2GGACxbU2PR84V1OyIIFe4nFABfsG46U8ZnfShOZ2MQh4JXTdSa3+7SNNlKEsBQYDEPbIgJz4NAZH6FPaJumaYFGk5IUfJoMZRqnMIrJ7BaMVMliNj9nx9+cHIWwyuvN1rdchOoXpV1EOc/bujCKFsrQ0oLN4FAYH88Rc6lCVidogpFiT942I7EujVIqRaBWesrO0QfnsvSs+kNhEgsiKWy11l942AvmxYE1PmEN7BZTLsXOFH52LRJksRsrIwiYmitcLpY0FOZrmMJZbnNORi8kIwRSr7Z6mKCz6mgCzHPdx9R5LQfO+AypVjcQxRevi8Umxfy6XpRdgp4z1Ir0MxhD6pAVRM1hVuAa8bMMrsPCRMr/xfCGzjc5KDDlwSghCG+Sf2RL1oHFnsxQzPZ14cAYnwdv+QwLkNcPlDGtk/6RLbCSFua0LiCHIztOCmvM/F560soKtOPY9XD2AySEie7lNvpX+3LOgsFitQipT8ZpFInCXUZGa/vb8iMC19p1Sic8EMaHoaxSIEOR7TfZyEKP2b6xsIIBI4t3YARE/GNV+LEwVMsUKNTwgLNj9gOG1bJNFXmE92rolZEBQ7FZg5GVsTqWifGyT5YKxvAx79lcGXrbkngkiIVJBaUPHfO5CfMspOboLL0n0w99C0JOgd5Ly8mnGt4tE8Yo2zrAUPC0OT5DVvqfE9rHQkaMRJGHBZEYSHkM+UE7+1uxhAWdyAcyQ2rN3Bn75H59Gppt1/6xDnh8lrP/5PRjwfEx2Bfj4xh42PUQwFPFHjSE/XKmFn/sWhJ3HXhVgongeq3wiodgvTpDfLZg+VAY5lXyxLp3mwCWlodmUIoyhIusqEBetMkKS/kqcCilBUOlq020wnwYz5J3ZhxiPtsscxfr+cU9lQs1KU6Z0mn33Pg8YLPShqxnpyH0uigwmAv0mQeV7QtY53nddwWLNVoeTkxxjJYs4VppS9LE0CjM5BVfDBzbMAKry2bfzaBIwwq0YqMMUWjJdqOQtRatfxhFJdbcRgaWRokIQLxywTOxnfOlyqfrRUVt2FPjwyp11Ugf6Kmpy1y0QTnXkBXk1fSNebAlaL9Y89iwbmiiN+vjajB498uzx/oMrFy3Rv2iSfaqdIacb13Unab+n65sY9o+7Inx8aZoLMaX7e+Dqms9PdvXBj2cp0b76OFKoqwoaunY7Pg2mAMcqykMheN5gOU2WpZRybDwHOlbaUBGxhGQmSH+y+8EMB9xb4jN9h9W7InxMYCxD7AET9ILYrJ9GegYMEx52YtQARaj5UxSN6wM7a10Utf7OTLUTE3cG96Ie5JDLZ5sSldwljxxrYbs/Ywlxisrxo5YQ7BR41MMSUPQErzA7JghoP2EYrJ9JTCKOjQGR7MxOo3H8LCgGKK/MQjdM3RhR0PvEG+bwShcUF7PkWFovmt7eZxhWDC77ADaim5S+s94syVGNgH3VRdZlKNMSAfaO7bNhY0aH5HKsdCwjM/wkh3XBV4nBiN+Iw4Fwgq8PHM7GJplNnh8hidBUt4gzYRxsAcjlKZjkLxocUPeXNt6MSUYdWb8RLffxlCMzVJy1n0Z0tEYnlW+hD4MvaqbN7WoeBu8zIYUkfXgxLhuzwxiqd8IqcSryEgY+8tQy1RsxPgYm4elh5fbDWEufKhQFqcqdY7eZ3FuTFouNkmE00zmZwg1RMzLpBl6ifEJFdCdStIxnr8ZoEZkpHGuDEIRHpLOIxZIB8oMxOSngN/1ILOFw0tgNQzsXM47xVNcF65d8UT8TwaYy+PTMK+tyYJYBo/D5Ds6LAfIfJT47lRsxPjME2gLsmIvemxIg2esFIHQDMIn1tIDVTBYSAwvQhTiephKQxoODcO8SwxQer+MAzsK2DJU2Q8OjPuKIcr3zAD0ABmlzia0YsjHwnGugAdJNzG4MnSko2K9vc6MiMsZ4uN/10cuWH7YaCG/7l5VErnGWLRJuyKQiPutg1mNz0W6WLon2x+gKWQ2ugxwzLzagN4qKo8JvcHRp0Y2HJqk5FX30kP+ZzxiVAxHw2pMhoMF214rywBN+MFW9brRAeeOALXfxshy1pym+tgSmHjsixrXhTgdlrM4u6C4dlDzaGTSltJunqdjOWtGEsf6f+ybozLManwo2rCX7athCCZm6xQQiCVN0Yei9DQg3cfBMDTSfoxQh2BYWNFDljUh7D10mks4JztnDeyXLU4eYGRm7YnFkR1Di1J1XLqxi9nnBt3pvSnxCn2Q89a5oprISOEzZujpdLIcB2rYFfRsY4M2oHXfcbNYJbYzkMhBDgGHQA9VBGqu7bEzTt9+FZdpnVjNUEKLGRJ1EFqQ4btuw2FM8+wCI81WQTVMK1NiPEQ7Rq2PGQoPtnSsjjJmMT5GtE4AVJTc9xkJBvLe3q4YWA2rAxg2pIgI4pgkHYhVDxiHYVllMvZT4WGY5JCYR5udO4Ah66oX3jaDxHBhMJguku9ToIpE4Wq276hhbePj+Yx5cd8QjHl4mMjxhlQZAsZEY5l4Xhqg/0GWRVjBUIwFBb8NNZedf34zTGfDpDid4Vb9mkoY2rBLXqxbCKFzCAtl+44S1jY+wdoy9zgHDJ/Z9gwMh9dGmzAszCYfKozCwYjhNxhQOMYQLLVl6OVl0jMS5rQPJqt/g1dLwzFuAe96fw3VOeKJ8T9ZgDUxrOF5iKTgqLQ5PkcFaxkfbeYhZvvWwZBsRoDxqewwLCr9EV4xDLo2zKZsixNCV4rPMTzDmuICRiVsIICquNL5VPT6fUxqNpx98QrRMWDMnCrvyBXaoeWEVIRaGHJ42AwyewWZ76o8qbcfJUw2PixBm2X71oUcaLY9A4aICUNid2JtHAnCn1FiRdpMmEBYAeswSkZGLsi7RqWGc/GSDXlRSu5ahlTA1HBOqT5GJ6AcmRWfzi1YzhAN0VKQmbOGQYdkSw4rJhufhhPzyd5OvS7EmTBZtq9EaCOJeg6Lh6tqxBDngXrIXmKokEC1tElF4n80H9jPAN2L75VvPZJeYjhTysOBE6YiGPPpFAybZy1ojfGk+1TYYD6GR0cKvnO+yAHsTT5wwIKVjxomGZ84VzCDB2YImXtuK2YwdGb7AuJ04mPWCMRwGMa1cRw8SA9Y2EP8kdFZsYAmVCB53WWXNUOulamyc4NjMw04BLx1Fb6MmnPif7EzbGwYZ/C2i0kK9bh2hinFZcg3b8I2EiAqS44aRhuf4SSrAsYUPMF6+1T4HWyQ7QNhk8gd81BVidBShjU6T85WpxCpZ2y8W9F7Q7T9GBFbZi+cLsFIYi27MTBUWwLOMF++HZxTxBnSERgXSSBMxGGS0tJRpLDKc5VpsKOE0cbnobe9ah1LZBmLqRDeyLZD/bp7DxtLKBplgK7Fw2V0wjGGYg9cZN4QaL/00hCPss9AMxh2ORocB+wc212ngLjFLCO4LlpgXrFOgQXr1KJ05DqB64OKUcaHjTBHti+AfbLtY8E5YBwYTKpNKg67yskS6R5s9j3DleJVw24MZx4qo6OtPERDn9e6MtLsHDUsNCREku3rAm/V9eqwwkeui2GVVS+M370K44TDk6X6jAJDwjyHCaOMj2ER6tm+gCGQhyhSn+0fCsNoW+k8JukKx2AdGQzsqJCA10kqWEyIphI+GTvJW0hnaPEp6KSOV4gguyLOaMlc2RfpP0MvHSgzIjPDGeKB6xhZgJlXrgqn3n6YMdj4JOalrrJ9NRgHb1Uv54Hq1RrXJxbBThiN4HdOkOBWDcJ4xer6SoxouWx7BufEGjIVpgVmxwyB4VtssC/5z7gxrDbTCSzafdFtOecIdvsUoOdNkzEMkKOEITONqUOpFay3H2YMNj4B1zH51oCh2nAj/qbGjwayrdRBGta5eXk8RO/07ZsuOSYWWGJd9jA0Kkht88SxtSA2jUn/YlgdTwWJkI/1mRniJSdONHWEgt3YmHMi9NLl4fOcee3ZvsOIwcY3tXCABzw2T2lI7Sspx6LWCcn29SFq1KZAhsS1YUHXWbOUkipFsIZVw6gQlGAxo/G3LIyAt6yG+B3Nh/ENz0NWOZAlybYfRgwyPkJ9ygx+w4ShJNvXBbPFhkwU55Bk2/sgnIF9s319ICfkav1tOBdkx8KxBoqwCeeIk2OxSR42RqcZxS7JCQFvDKeoQTkWVtSZvLK1/K0MRpFs+2HEIOMzJLSJ/ww8vHXKgniWQxZ5VMGCXbJ9XaCxxP6yfX1ouy9TO3nhj7jbXZusiZFC9sInj5vnixHlfHnZdK9RQbxR7E+Mr82DL8Go20Jdhw29xmeoiCrWPohhcQSyRPkYGNaGBnbreN9Q9IWMMiiL7/KyQRsoTGVgWFL25doVo9GatvOAzQ2hCbGkEBA9LZhdv5Mjg0lKUcp+2NFrfIaVIY4GIS62pvGz/WMgrWW4yvbVMDyXs7DGQOhlzPBr6BxS5q4YIBZhZHTifFFFgwEZoPSk/bxihifoPWTeimchc5PtO2zoNT7LPvDChEb01tJLDcinylHW26eCKB/KfH6X9iunUg6F8M7Qwk9L7Jr0lO3L4HqU9DMuLAiGYMMmY/S/nK1PxnfHiy9qvOLsXDWmat2Dhk7jU6tHv/lbMBQjcQYMPYYMD4S3Nqfhgd8YUk3iOqKi2IMcaoC0otii1JsHPsSTx1pjq0vIB4Z232uuaXQghpapoO9kXxie4d9EbBrXcDokkyIQrfol23eY0Gl8Mhpt+s0EYiEU1SHZ/nVAx/VNosFC9TrLHigW4YWW28URpbAMVwxbELvcLxjMMBxXbg/Qelgy29cHjprfNFwqr+KwGE0EmA3N9XkN2V0GSPOJC84xe2y/0Wp8gsF99M6L65rLMBX1Ck81ZAPafleRK69S0l7n8bB1EkHuLkdI6ENKDxvW+3x/KtMw6DFpOaAHhV7q7e5BjNK1MOh6/2FDq/EZ9tB7tg80arxvdiiwgIcrACvl9KA733nrXldf3cw+I7YZlGMwghiZBmYQqlukrDCbkAb9mZ2/hqLUsQFlQWTXJhSj/F4g229nWncItNOUsI7igpKJ6WBFB+X++PuwotX4+kIsovRDqo0Bq/CaxcAEYOkzoIewAh3kbzqMQRsCMVhZWQyxiDXj65q4XYIHnm3vAy9YRTFNqANkxwwBAyIFsn1dcK+xWI9sSr3s2tT7OkhoNT5G0RWGkEYaUjxK56hdI+oJbDEthifWhRF4g8IRxDYDZKSXnn9iR6/PYAii+/qOU0DKwcj2DQVWrnXkUAg9TTE+ENxXaZ3VSJITdec8bGg1PsbRFbOTElIE0BVtV5FLv9FfjI8hStXZJiVlvi0vkOHROfKWDFT93pACABOBhuQ6Vc9k24eCBJg6TYCjEQw2FmKn5UoOJcQF61WyDhtaja9vYhBGoUGwlWFS8LVOwan+YHQMSapJOZU8Zxif7/L6eK16tyAu46O1hCfKc7XBb/cFthkoLzHbNxR0X7a9D+sYn06bbQdtetjTbK3G11c6Lkkef4tnGYINozxMS5IR+pLghlXhBDFCek0VLy9abFBIwXHq7Bgvg2aAGJKuM7+h/M0MEvOMNdsXELZhpNm+oRDXHJp1KaFjDMlc1DCkGn2yfaBDHfZJ5a3G1xd4HTKUWR1AkNrwqxKEoZgOqBqakfHghE14khrbUC6MIIbFCaENs/PWKDtCGzDFurVwOsyU6p6hRbgBI4gIAOMzsShL6Rl2VTfX2w8TWo3PXNNse8BEnWx7CfNWzVUVHmF0sV00X2BXqT3WMyRaq4+oZ4y8Y8w3tGcPrRcUQsm2jwEve8jvuRejAU9ZcHtMUNi8XjlrHVapVlTCRCkXcNza9OBhQWp8YnFKfrJ9AVot215CJoFTwjM2NBuCfIqdYRCVucIZYooaUuMyTPE+McDsnBnEI2u9mUEtXd8QPQS0lqIERqITikdiolihVPEAD7dkSceV6+C1QSclUertQi9K7IMFjUx78R6OTSI1PrGtvsyFfGS2vYZYIEPlaBi2OBJeLGdJMp9XrJwSb+lR1yarIvFOEw55UAHCfOhiRYoksGu2byyUQLlOpfKyJ10ZFAxP+3W9EkLH62pXuXRyx0jBuI+k8RHWPNNsX0CJULY9A6NTpRurRZU47/jx7U/1bpYx4xwMYbKA8w8xPiETw5UiAfoyO2YIxD9d6xRvU1iJRi1/370y4iGjCYgUYNexhQ4HDanx9QVm9TwxqGxfDU4DzSK+J8NhBhdDO37sWGN0/pdiU3SpMT1Q+mZMkajvZtsDGELKLsq0GCo9SgLUxw6BB79OjI3jZYg2jGJPbGyo7QsZlTD56LBXtqTGZ4mHtvJ0Qljt2ZA5FkImshDWJjGFUJjFeiX+pgcN7Tw2AVzOBTYwdNF/8rhD3g4ObekvRsboBbIzj5FHTbsxhqHDNg90rteZ0rhjpoCWwH5kSrbvsKDV+Hio9XaeHk1itv+QG8dqQhw0JO8WoypPUifI6Azv/sd4wi+OkTOW3OcYGCKz85bAXvQjDUQ3cirUy9GN8sRKqbLvBTgKOomcs/vCkG26TLuIW2b7pkKgPRbfHgMx1KnFDgcFrcOuVT3pOsxw50svbYbGMMiulZ1KmJ0vuq9AQcjF0EIv8QJ5f+Y2GP7EAWU4BKH9zZMzXIsFZuctIXPiev3NeOV8YzhSWtWX+82W4NUBeNu0YQzNxP7Nj7xx9gfO8LqCyW3grGXbDxNS4xN/UzLv72z+Bs1Tb8vAcGU7FCkYRk2jZFwYzdp3hm+ZAwwltCOgir2sysT4s3OWcG1ds+T8Xl85frxbNgMZIOxkVhlDFBbKjlsHOgfGzfZ1wZqE2fbDhNT4oKtkydCUba8hyOrBiYNJB2FBQ5y8sfJx7GZYpl8YpGPAe9b61oQBmo1ey/aBAG3XkrYCwUNrA+cIULcBcxsZsn1tGBLkP+hoNb6u6tsutqmBxRgXj1SIgZGBIfHuV1zRJOzpNdsYkxJxabfsXCUwmhBLti/A+LqcFp51V/I+wMEQEM/2leA4iWNiU+VQFifKAsYZBKyz7W04Cmv2tRqfYSbbDobGMas8KRCQ6RAgZWiRt/XgNaIiBqsIWMRnSP7VMUNmnTGGrtdOMT7Xk+0roXSrjjtiXNeuopiDI/wkl43laVb3KMDO8Rmyvh+m74utBoSOPINsXx+EcziAOniZnhvq7Q9BmzNKL5eB8Vbjw0zZdrDcw9AwSIBgF+8T5RcawZ4MXEBZ8JfXKwTT96Awsoc8JLovR5x57QHhnSHGx0EqtS/Dx9iuBfu6B4zHEGlbTpBPYR6dTDyv790iJMBQOSNMNWR0yICNaWvGrmPQ4LZP0Z1taJuDY6WwsjSt1fg4BJmzERgyXNXwKoIs3lZCaISnyVDpNWzA+fFdWlEohUOkEfuqi3mqfQw5ZLjjhTNU7UFC0ImKC7QBR8lyFx4oRwwDyl1je+ynzIyk0Oh9qyQMnQzu3GM7f0CVePnCRYaMuUkgoSRtSx4p23fPYpEIQ87aPYvNejaO9X2fAubiuQLvnpk1EUkVeWrf1fH8zfhK7dxqfOJeXbG8KdXBQ4wPPGQ5X7FAwWzDY73YpBhhX3UJmu+bf+GBR6imDdZ+VpOokdUfcooYlRghBuKx2y+YrbNgFcO9mCCtiwE5VkJXXY7FkKJTgXopyGzfEIT3bvTg/NlmyHVt2osjQ1IIV8m8KPowDUKnigpzz0KGxXfZiaFchzOvRO0kBufF66RGPISikzM+x8e1tBqfGFvXC14ER8fkX0HabGg+0nDV5/F6uH1FAsItsXJ+GxTA+j2N7vowFA3KcDW4olcyQXxTTI7RGXJNUnd+Dc9wpAwxgFFDiMnfDFLDSy16wFgBG2sL53AuDOmTUWAK1xLeP1ngE+sDh8z6frHd97QD0Jj+NzvQPuet7zWiA8JI2DqmYMY6MWFUQEboeMFWzhcFtVF1xE6QgORDLBQfn8ryxEaF3ATFGZ92tQ9ajU/AlpVn+8CJ+lilhiFzyEoEgXKqYAYNOEQnof2+YLMe6gF6L2/poerJJnIr7mRMGM9DYCCGGPrXsOyFOILqjFWnsZ3DY4jUUYHB6fltJfmOkdN2HQyD0fvEIAL9sfr+OmEfk/xjQr5Mjuv1d0zFpMMlAgS/xV89r3jOrt+9+jvijLFkG+2og/mbNPHJ60dQog46FpspZ921Gp8L7HI6XGBonGx/Bjqlb4gr0faQSmC1bKJ3CUOjzpTtK0ELBRPUwFL2eQBYzv+mNNJ7htio0qGpDL2MT9YGC9GGnBJgYNl8Z0MXA/BJasiyCCdF5Qzv1vk8lyGV221gcH4nahHDyxUawuRGO9t1NJ3HSICNHaOYxDZ/h0Gq0nZf5EVESDC8jokRMZ/OSkOSU6Wv0Gp8YIjwqXGVAjFGF0UnsWAPYmiqDTQc5sj21VBiZEWEbF8JurRrcju4aWm8bF8J91NWC5fwsAzPGhQjYz5imyeMDcL4gKfLEdFmvmco85A8AN4x5govM4DhePvlthKMkhxgjIw+O2YM6mmx+5En7jS+sGa9uG2OKM2Fofo8T2Ao5ZjfBbGyoSVDPDHeFKbADpijvh5GUP6foauMCzPE8Bm6j97D5ByO0vi8Al5VkGGHoRhq/c3wxAbtZ7yGNMFrbWJbX4xTm2C9YMPDjk7j45kNWTWJi613o3DsiBm54+jWsCRIS/sw0tADfRCUzrZnMARgZIbHAHmXfgsDxTE6Ce1Gd5TfLVGvClCCpmN4NBKx7fx0j2EMbn/OOdvGR2AT4jSQfDBPmAgXw3QODCqvrXKH50gX6Sx9bztn0BZLH1JRtGkMDYh3odP4gNeWba8hLGKF9bIcSRZEz9f44TlzEhhnlwPAmIf8rqGDF9oWcDX0+S1GSbfwMol5Qd+61EoHieXgMpiDjHXcI6+SgGZEWNA90jlWmmd8nCAd17XRh4ZzBon1XAPpIZRU/4aAeN8qEALD2faxMFJA/K+OEhOX0Qil/46JIVncz34jC+/WPs8zjo8aT8fQz5EIcFxWuNtrfBqqz1MElc/maWT7amDHLq+XYQzRe1hIFiPbV4KhlOVZmMM1lIFac0e6qre9yIXDYfgMVjPcMmb1h4pCg/lIFcOp4gzsL2xCK/rUGVx3GdIo0ZYdAJrZcJ3tGwPlcTqEa3adjEQVkXuh4Y0O5pMYUWjRMHjSAOOTD0I+HBSOUIS7zj/77EaeGRF81/0jESMQp6R+pr3G54t90XTGOSbo7AK7Mg96kBpAvUoPKiPyAUPo0FJ+DZZtp6E0ZET1u4oAMJ9rFmQ210J+VEpNWAXzatxgPt4i5pM2xPoMEEP6Dccx/LbCAGzpwWf74n3C2b4xoFP9BmPTEcT+6Gb73I820UkM80Yy+0QUbAt2M3r4JB2EqfzN+LCloDRy4egxUoFx8cGa7XuNT4ymL5XmYse+TsqNZNtB71csidppI7EpPVMPNNSJPxrGsu9mcH3ZduDJ6+00XVfIRpxNkFeWRhCZk+BaaGKOByPT+AyQUev1hnvMQOdhLIFh7Ml426YpYKE2713YIts+Bs5PNzJk4EEzPvdlv+ctQI256HWhFcyGDT2zcAJjlp1nERJGnJPxyROTYWQRfayAgZNUDunQa3xAz9SueYkIyYyBBo5oe0CvFhIx1GMZDcJxESTW+wBrYBwOSV+hKNBcdVgjA6bqqv1jcHSja2JMnAfG50HJjWJqjo6SfvLDEGNIw86M33fcF/YzdGe/ETAc1oUT2KWNwccAszF+BoVlwXPAUHSvTmUkoH/dI+MTz2VM2j8mTgm1OV6b+ZsUIU2MauKY4r9GRCShU5M1dXHFIOMz9LYFaTVKFjTtA+8XM8T/DATDMcoIThriNA5D8z/DE+0X4DWMyU/aVp63hnNk22sYIhhGtg8wmxQUDWPIFOvDYvKjCh/oRfdkEXCSwEPhPGC4WFApNF8Z5c/gwXtZYblN3DMCvOtCcQAtR9YYRhmfNnXNmCuOY0DuIZwKTkk4H3L0NK+/dRQjXzBbyXA8eayXjYyDjE9PiOh1DSmfy84/P93XBToAa7hwvZABYxcGoCE8ZIZIa6F4Q54ei3kYHjbRE8Xf2lYh0Ght151Br+8KxZjcTiMZPjEzQ9JRGKYhDMtiEMOuB8Mo40UwweT0UJ9EkYZ03WVMFMvOWXNXArGEIe0lBhkfCNKWgVvDCo9P+khinSGUx3cBddNvhh9DEXo3XBHmArIa2gNjfIY6QtUDEQTmYdFZtAbB7BgaRgepf0eMrY8ZS+gEbek1MHyYc4zFGB5jouUwoWGFF4kZ5Id1JMdhPYznPkmKNmeiBGPWObWHId22ofHRqcD82fZ1ECwZ84FqDDY+9VnyqBqDp1OXlTMID6MtExKgixwnXRTb0LRwCHZjxIxKjM5Qps7MkGtI5j3KtkhrYRo6i/FjSZ/l74Ahr155vg+Y1z22pZuk0gz32Fgncb00r+svj3NN5IKQCmMk4IdmJspIgE7mu3N4uSXo0vBSS4gs8Mjr7VNAryMAnTZbfmWw8XkYIvBc77a4nziU6g95TBHw+jjaEaOV24CWUEKPKRieFZ14Ws6B8WgRjeJ/3qnQj1CH4zAOhvC7mIWxmoCk2gKbhkAeAw4NMPaS7Q178rU8X50NC3NU2jocvYNRhsRJSyjDir+1uymm5f45wImMv8kWhMKBw/6hfTEw58c9xrH+p7vjf0RAGpUjhugBfayTYnptyBBjf2Cw8QHmG1KVorEl3BkOppNakv7q8tY0BvZiaHol48N82EvkX8+xzf+2S8JjR2EOLFS78cAoxxqfpH8wFIfIkKFDMDoNbTjUAbqC5OuAkPeA43+GjUXLY9aFeCZG9bf70q5CKLxanRyj6+Dy144hK5COEUhQ37GC1NqJ/nYMxwsRYE3tg4hIlCiWEAeuO+ko4wPDTNuQ1AWuuBvN9gFWw1YMlnHx7BgaD1K4Qm/kqvsMxiH2xdbM/8jOqSyJMWf7Muj5fYWnIFW0KQ3mYUbdHuh0WZB9HWA0HdffogFhFEgjjI/zFPpUO/qfo2T0s+iTeCA9jt1oXaMOgimLM5BNnAMz1nHU0cbHiPryjxlolj6PSm8SWhF2oefoKEOnrEFkD1QLiycJZEr3GALasgK2ZcN8Br3Z0DC0YwlKZ9vXgWG9Dr5HgeacwOaxWCWJFOEVjhFmY3zy1VG6ZfRCCEJImFnYh8HR/YzSMTokIxW0js5ywTnnbK9rgyjqcrXRxufh0FfZvi4MMT6gCwn0c846aztXWuLE2ccbCsdoem8M00I1ho/yXBLhxHq5rQ0i8ZE6GgLnnaIn20AX0Uql8WOoslBjLmC4cGpoPBqZ0Qsh+d8wK+SExbR1VIIbgWSa6HPk4PsIQnEqx4rGFYzGjs6pTRkq5zIraRttfMCDLEXnEMjtdQ27AVpBas3NmChjWNWDBG/dKOPUc3m7Pukw3ik5YAioMzFDsgJ6e1eIpQ3CKdn2scAYdZGE0NEmVyUgcRhL/J9p5rngvrJnP8n4IPNeuiCKPqQiQ9wO/WNJjOYTawKDw24+wfDP64y4G0auA7jia32MxojK0qCh0LuxRbZvCHRI0kHuvPaIxTs35dQAR6CrhGxOKErO5Mxk40OvY3K6elnpxbVBWgm90yRg6OF1aigZEUMywWso4HTwkAlfzEEH1tXPvG7nKLfVGJMFAbqHh03P8Ai7ChdKGMrECQ1Zgt88zmwODM9xaMXOYcZk4wPCUnYj21fD0DhkWS/xNY4Hr0/+keFgP5+qXaTeBJyxHBEbwHxtM9n6Jmu31da1gYNTxv/IEBpQJ8DWdBoB7m/3YpTQMVwjo+pKk2FgIY1s31HDWsYHhGTfsKa3GyZ5yrVTEKD16DkOReR4GaBQgKHY0KpCQnZELEkO1T6eGf2JMdscGtqpzKjUsL8rp1uCYdTZnQCDEwcUC3XPwOPG3G31eyVMVxQTnSIBDiPWNr6oamkLUdAWEbFXQZxVdBgaxc0EP4VZOBqGaEMpA2Rs9tNHQg/SVjQRJnEMr0oC3zZGXl8LzVEPxyXotizVVIN3qxNk+/qALbvem6FtNhFWOchY2/hA7zbk1NtFwBkNfRjbhEawVfwviGpYLGNAjsdmApcKEOgjjGP4wiDCBP5X0eJ3eYvxXTrRRCBLPQh6Mk4PPsstBjCUVFq2r4Rr6nrdQRe0URQJ1KD7hDS6OshRxCzGB4ZUwyYthMEMlQKRWW+niaRyBCj7nBBGQ9CrkhX7E3LBPm1DX6CcaCPe1zUzTADVMF97nDWUdLUxfB+cuy6mBPqvLJ06lTCb8YFsQqx25IFnxwR4v5gpy0zUMCRlD64LdZm9dB0GzKYdcmQYOSNoS6+pOywT7FMgFlnG8szTJSlOFY1XY1bjA+mavtAGYMgxgeqxJeRZqbopfApCsa4CAiEWgetSFnAYRPbpR+EdxqqjuKd1c6zy1pwi906/ylFnx50qmN34gLcq+JvtCyiyVK2S7cvQV3pewoSWviA4lhYKyfaBTAlDVFHCsTGRaareC9CmCmexeN8KXKcCNmJ8QOjzMrN9dJMhKNvXBoHZMh3UBTG3vnUAI9ib7csgf7mO8blnTD/VWz6K2JjxgfRRNlwq4Wmbd9EG+mhIJkGONio2uoDVulbcr4GtpuY/xf10CLO9sv2nKjZqfECom8FeTl9UqjNkybIayquy7QHFjIbzbF8NwfGhZe0gtadCI9vXBs6U2J3ryvaf6ti48YEwAwEPArVCLNnaHX0QjG6bjEJDCUj3hUsC9dTEPojByblm+2pgOnHGbF7Jgm9gT4wvQMSLt8lgjGGdElhUzVm5jZ4SLxwzLE7JJnSto8LolZ6LRaqkyY5ZsBN7anwB2kcRgPDFWBHPyOhIVSU0m5ysDEGWYemC+bPZ9i7w4suCAmDwtpu+iZnLfQu6sS/GF1BMINYWwea+uaPyr+UURUaspMm2sTEzabos4NwFgWpaUdk550c9n6zO3HMsThXsq/EFZENMFFJGLqbWtgq+GW5lQDjg+0PnagQEkNsqbGpgV6Vj5hXTcopdF891fRwI4ytB2DMMQWXpMA8a4yj7bisOkB+N5feHghcu4Ftuo0n9vmpo3q2SLZkSRQxtjs6C6ThwxleCvjLjXaiC2DdEi7cJ1NJ7wjcx5Imjmc5Xn6MNMYSa26uihJbEuipizAX2u+WiOQvmx4E2vjbI0RoyVdKI63E2OCEKTJVwqT7xGcCivGQaTS2g7It5E74fU/sW7D0OpfH1gSMh9KFGUMVI19qCC/YPR9L4FhwOLMa3YN+wGN+CfcNifAv2DYvxLdg3LMa3YN+wGN+CfcNifAv2DYvxLdg37DA+y8KaKNNXaiSV9eWbb0r3deHrP/ajTd2bVUbnyjr82rveuXXD1Ven+9pgkclsdQDbh5ZZWbK3q7h0LPx2/SbMo44dxmc1APMkfvCF3bVxV1144dZ7nvH0dF8X/s2Xvrh17Iwz0n1TMcX4Akq3PPT4/6AbX6yFnO2bCqtLlG2wl9g2PjnQ01YXYSmL0047bdeBJWrjU8YuYe8mYhm0P1g1ZKynfNfLL2u2+RtOnH329nfB7z3/EQ9v9t33mjs228z1sASrbbGEGcOw+qhtlkmzLTM++9X9/ekXPtec+9/+8Ml1YGz3t08z6HwCJpYL9rel13zW5VaAte1TWVManyIF288588ztFdzvfYerm22KHfzPaKywatmPl902Wd7qVcdWv22ZWceWxqfQNtrPoprWt/E3mHyujOyOt+2PtjAdVFt4Ptat/vTzntv8plcV2P/r73/v1qXnn2i+E69CiHNGG1jixP9WhP2LL48rth2LbeNT4XHTjTc2hnTmip26XtFUG58155SS+1uJklULYh+4md/96Idbmc/+n33j65t5uRpBw6uj05j2e8Gy926oHo7VTb9zNfSraMmM79WPe1yz8KKCT+e2ChWWs/af/bYxvoz5/Lb5JeV2cE8vedQ3VlgI4/PAGJRtljhz/XEff1Csku98OsRfrf42z0O5mPd5qOAOwy+NT7WNUv9yKY2S+bznwopc/v7mu99t6w1PelLTXo6xzWT35zz0oc3fV190YTON1d8Bv6cN2phP5c+QZYzXwbbxXXvJxQ2rYDCN2TUJpjY+s/ndQEAJ0+/f+rHVcSeZC/qMz/EejMlFf/aDX9i1IDhD0YPLbRYjyozvNz7wvq2zjh1rHoCH5SFaAiMM13fbjA+7mldSbgcP9aeK+cBhfI7XWW0LI1JN8w9WI4i/rV0T20v8+5XxYadYncu20vh8B4va/urb3sNRGt+F5567/VYiS38opmV8Vm61TYdTEBvfY3w6MGkV15AZH6aO/XtifG7U8PT121YEMEHbUOBvDfTnX9y5kE1tfBbQUUPnbw9DD8dKFuvxvxvpMz4NhTmiIcxy+6GbTs53tTi2h6SqGTvbprTd0JwZn2N1IEMHhvE3o/6L1bXY7zc0vOUr4vdie5vxKVZ99PXXN38rNA3jM1I41u/8w5UxM0TbnMMnKcO5ckwweRTAmr5pyQ7vEbG/ND7Dqjktf/iJjzcdyTbDK6P2t5L+WOvG+ohfefHNvcZnxp42/Nrq3v2eNmCQca9+z7P1t866J8ancvdbqyVlXZAH7KF9bTUUlfvcjP3wzNvWUHGh/jerzPcMXxetepkGxlh9xmdxb5+/eNvkcgZkxVDbNKKHC4zaNrrrL1eG0uZwWNsvhlnMEOwEvq/hne9uK2bC3LG9zfjAilK2/41Xv3KH5osH6PdUP2PwZz305Gvv4yU0tt/v2msaY4yVEnQex1jql74tjc9wSz9rw1gYnHE5XqdhKK94zGOa/8NI+ozPNZw4fryZcHX7lRaMNmC8odVN5nJO39+zYXc/4WYNu9m+BUcXjfHVmm3BgkBtMHPiQDDfglMTi/Et2DcsxrdgwYJTEgv57TNEQLyazuto//YbXtcs22wJGHF+S8qYyx7z5a32K/lgSWexfG+REPLzvxcxWVzBSnTWNjcnXjRIckYCSihWkki0ylsZbn3Os5somzCtxSBkVrteFbJgQQaRVSsU9i0GfBCxkN+GIFQsnyEpZgUaiwFbuBehISyvt0FAlp30AglrtnqpPtKyUo1QrzKCvhdLTIW1H6x2KNEoRG2FQUsiIURZem8nkUdxvUotlDdYUAR5CrNbX9YynwrU5HOy31iw4CBjIb8ZoESFarMMv0w/lUahKV9RpmOlciOjZK+EenaOgP1yfUZTCpDasyiNNYURVfadTUNODzFSlV4BRa0ibMv6q9pAilSo5b3UmSF078bvKpFasGC/sZDfCCABiodK405yMxUIUHCUEyWkuMKxP3LzTc3Cl1+95WQJ1LpQVRMEGy83VF6mYEGRg1dsKVrIvrsOKFgrwFpS7idf/tKG+LLjAo53Ld5HjCDVWHLLESQVSVlysTelaBfshNf+Cqloe8+B3RjE2K7B6tPPf14Tdsm+u9cQfmHPZT3rJrGQXweoNR1erEy1F4NRCe/hdM2HQo5ibOo2s/3rgpupMso1qAb75bfd0ry/kEtqzUvE7C0RYntKB7NzDAFSFXP0ZrOhL4NqA0XrelXOIXFhANfp1cxcaoryoHTCowShC4v88ho8Q8+B/SBFz8OL8e33Zro+r2TTcK3swUCf7Z8bC/kVUEMtnoU4YoRUe9yndgLWz6fGrI9aloruB7y0QRmqV9Tcsromb79DOCbMUrDZd0ooTaVq9yoJIu6oI/pdbr4abPFSq2lnxy/oh9itMmI2kO3PoKZejJdSDy8GnMN0uyiXpu4pSbFr3ghlKdFGJJjwEURqcovXtPMchEaEctgmW5TI08+cw6CtxFl5+th3f03FKU9+iIDcFqczccKcSW6suFt2fBcoLS/4PajvOKVkvePfNXa9A1aM8nE33NC48tn+TYMy8VwkZCSJrG5gZXhknh1/KsE0RnFVahn5cF3byM3gbRZZvRg5T8FEJcm1WMzcoG2uBfJDWFRYTX7Iye/H8xFm4YHEMRZP98Yn1QWxUoNVJ8xtifeaOD8PxZTM0puwX0Xzovw2DJlO2VSxMy6dTh5qyKgUsSoGYAREBgjS/GCQxa1dBLFAD5mrWG4/iOAKS6SYYMQQjdhGYFBio3PpDJIsVLBOhoTE6nSQ7JybhlCD7Ldr9NyU6CDHISr2IOOfffTDDal73YdwgIFXmMU9PuQud2kmqyF/isoA8PNvfmNDZkMGZ0kqU2Q9x5i6W0O7Iivn5+EgpyifKsnv5970hmYajr7AXTZ4IjZhEUkvFQ1+xzVTdBHT1SfcC6/K/5Q82/Mbce4AIhcuWidUMwanFPl5cMpIyOyMwDI4RnwEKTIUgXwP2ujoLVmM825XXN6oRh0yO8dBA8I3vRexy1SXo3cGIz3SExK4+ZE3NlO1tUF27F7AM5FJ5kJREFyug/qmMu+JlDDS1khAnNP1eucRcqJ+EIP2NGuXfSIGtkQ9eTbaPzv3EAjFIDYEauAQw0aeZtmKEyMb6y0INXjG6vasYyBZp7+4PqpPFYNFRSg/bqkwCnFQqjQhC6u/UH/xwlkE6X5ch//dC+LUZ1QExHf1KyqVV7KQ3wxgONZmELvy4HXeTcSwjMamsFvRJtt/EMCwGaHiaAmZ7JihoCJkCRm5rPZeF7giP3EloQqdUrKEO49cxJY85+x764LKlJT5++96R/PM/a5yH7E1Clqdpmw2FScmphOXxGXAlTBDIDwPatob/3ge1vIof2sTsDSB3/ebVKYkiJcJZ8dSpH/z1a9qbFq2WCjHd8KFRmba2QCkf4kF/tbqGDFl24PsLBVhlajaRpz/iy98QWOTakr9Tngae1UidSTJT/yAIXLrNP46I+dQfOp5z21U4H7V4nUBQVkzre21nlPBTWL8lODQ98uuC79Dces0whf1fs8aGVE6AvHcuPqYNlD3XGtunOC8tfsoFypfx0R6Zca0y66Qivf8WhTHTBv2qFPHd7PvLNhbHCnyEzvhlgn0GpmzYzYJQWi/v4kaNh2Gi8G1oN68ZZPr4JMCE7ymerhVgtkPuvOdGzVqIadjZ5zeuFrikdya7PzrgJrw25RCVwnQuqCqtO9QF5c9IC5tIPZEaZkG6DlRGB9cKRbupXgW1dIWF+uCa6FgxEl5FwZBZSNLHePBx5EgP66tGJbYhZE7O2YvIPuFeLlCRvjsmCmwopnZIshOQFwZiA6nM1MUVIkEjViNRIVYjhiTbT9804uaJMYHvuOZTXzssvPPb1Zb48LMqUDi3rl/YqTZMVMhfEGNyTZy2UN1iZWJS9kndmVFODEjBMcNjiA7SI4op0CC3Ljy/H3wW+FqO7cViSlP55nzOR9GaH8qOWJ/bE0b73ep1xAcavITW5GpEjPgbopLyIjpCOIMexU4DVAOfpe75NqyY4ZCh+PiqXtShKoGDqmpjxJvQ2y2IVrb/R2gPmxDio73t+PFZvyPoCgo9Vf+nstQqSekEMtkjoU4kVgZ5WSKHLX62ic8oYntWVNX4J5Sk0QQe5oyEwAhKkmilrVjrfbEogwMXGcKUc2bDm77Yc8s1xCfM3jK7OpH7KSuVkDw7ImyZStssozJGWTYksSZ/x1jkAmbEuszaIgzgmfbFmfcaxw68kMKpoxZ398D6+q4Or/smUbfhLvnWrjXlJTOxBB0Ep3fSuwUmjgSJQQC3bZRqYhHTDJgG1fVauPW05U9pvYYJgOVcTNjRFYspthxuZCFDi2+pJNSgxQeV+/aSy5pyhOsCK8tEKXMo5VjlFNQg8hFbRUlOYeKMQBRAsgr7hvEygTcXYNsu3IItYQITvBfB8mKybWxTKh7mKvukJLUAT++UtGKgI8fO9YMmILuU1zfwwZtitxldIUsYrt+Ys1rBMfG7nfNNY2YiMwtqBTwfO33P8+izPpSfkIvvqNv6hcSUUF4nj/7PAg1m4eK/DSmGiGxmqHZMR0K6XgAiMH82+y4sTAjQedFIG3XQgkhRJ1M7aDygqHzbykcxadKIgT2GZfaLkbntxWqcvfNgmDASBGRifMhQSOs30V0XDWEqu0kKCgen1Qil5oilBAxgiPv7HoyaFvkawBA+KGWDErI3KCgfZC0Z1fWplFurl/Zg2t0vwhdggrZu2bPCykhcGpanWH5+0Og7ahwitz5xEwpO6onkiFqz3Rq105V1uc4avAsqGgDYLYflKF4wZBsur4TtXkGLQkn4RVKGGGqz5MMQqrO6ZgQJVS2fmKAN+g570FZOu3Ak58G/YOP39pk7nSk7JihENj2oHQCc2KzY4aAArnPHe+w9evv29zohUy4u2J86r0QhSy2EVMH9T9SQQhKC5AWl4NiVC/lVSwnzj7eJCKQneJT5IYI1HohPgRIoSEG5MPAZTeN0gpc3R/jjWC+YmgJBK4z0uprQ4QsE+w3KD/w26ZJIUhKlirMvluCKpW9bVN+ziHRYrBhI2rWgJIbW4ajXcSODVRsLzvmsEObGFwQoGcS27WjRBAlbgCSqWYbpUfgGINeFEAH+bHDUJQR86OwDXjlMyZEECq7jG37hQNNfmJ24nlk8lyJDA/NyK8yXWyCkhrSAQMUl4dLOWT75wLi4V4wUqoRwfnkHvqb609xIUAkIuYZdVYMV3mF4D/yAeoKYRqhKRzuNOPWBlQVY0QwRnuqTQ3bHLM5ZD2pBIMFBUAJj506SN1aGow7RjEKAUStHGJWY0YNs5cxz7IN7tugYzCJd0wdNRi4DH7iqRJVoE/wqiJTrd25sLZLoBlQDIBCN7EIBfIzqPIA/M/2IhzlOXODkR3xwovxvNij78W17BcOJPkxYA9BtbhOmx0zB5CGh6paXRmFh9UV9+Kyku86XTlizgmjpfgk1cTwvLyOGyHmJY7nPWZehUnZUShimpSs2AwSQIwImjoUY5PlVIKiQyMN+xBnfHIzqUxBbfFAg02QX3Z9Q0EFmAnADRJT7JpLXIM7JfZmYBKER9Din55TGaPaNChNHRtJzEGqCw4WDhz5idFwvXTIKdm8KZBlpJh0VCMbAuCqIRNKKWDUEoPaxMIFyIJLqF6PO6JsRczOICAJYtK3wLxPb7CMV1uVQIxifpQphYXguG9GZX9TvNwT1+9THFEH97sC1zGvlOvMtc2ucwjEdJwHafWV1CBIbev3xeMoB642JSs+a5BBPM6H/Mrylb0Cxem5GCgWEjw6ODDkJ2bD+MnwTcbSxkDiAAEiB1kqbiF1lB27DhATF1UgWcyKS6ANdHQkgBAoPHVuCpYz4itBFfo0qV0MS8yQkkQ0BhcZaKRI+XJtzPygqMR3uCfIFtFPUbcUJ8VaTvWj5CQXxCspbOfmDiH3oUqOuyu2NCYhMye0m98XTggXb8Hhxr6THxdPKYNZC1M73F6AmpF9HVsgOwTiVzKasmncTyqIq8qFRSaSFCbBU1FUqSyqSeZBduesFF/8XcI72ilBg4rsL6WH8BCr+3Bu5xUvE0uU9LD2n/gad0/2GElRZtl1l/AcDRLih4haBlltYcyi8Jvc8KmlJBSX88g8xuuz9wPazf3NVXazYP+w7+THvbKaxUF/3wPi4XZl+9YFxUWlyZRx+ahMMTfkpLOJ1SFACQtxR1lfdX1q91yT+kDT3BAodWgGgvigGjZxU2EEZCleSZVJQChxUVrCpRNikBFGrOqyuL9xbX7L8ZIkFI+YqAFKxlA8EXEjSKUyiIlaFrcs728uKCkS2xSA99uxHaEiI7FP92cmTNQ5il+Kjd5p9bfYo7ZQuGxA0KYC/2NrQGXDZcaFJsYmbxYcHOwb+XHnGKqEwxxZxU1DplUsbRPZP/E5WVbqFwFyVZERpeN3qTUESKGpwKfEuLDcVSRJvQW40FSc4x0rqeF4+xyP9BBAZHa52siE4pNcksUrkz5cb9/j7pkaJ/PONXZeLqjfkt2TPeYalve1KXDhldxwocUCLSjhHrQdVzpKeLSfRR20p0E2ynr8j/xcs7ikGKt7MJhot+w3awglID/zqLP9Cw4+9pz8dCz1dpTC+Wef3aS/qZlNqYU5wY2bM+bjniVa1NBJVgiqKyPQqbQLVYXcuMCOQ2xiZDq3DLCSAYWjylSUknBTfUcJDJVIHVGOkexAVpRc1MRRdH5THFNyyT7xRoTiGhCGkEQQvlISBIFouLjO73q56vW9bRISKGzIDASkJUyA1AH5Ua4GD9vdg/tRtoKoKFttRQWKL2sD94oQo0aNbSJFarJPFbIJ8VqlWF2JnQUHD3tOfoL33CMEQvFxPYzijE4n3+v5uGMQFe2UE/WRHTMGJuSDkg7kpA4OuSIYHZlS0YGDACURtBX1pfBXx/W32QlIUYfVwV2b5AKCQ3wUo+wuwqAyxeGU63gO3ENT8WwTE4xll7LrDZi6hFRcK+JFtNlxm4L4H9IVm2RPCJ9q5cZz4anSiJNSzpJIBgvtKNmjvV0zslP8jRiRZQDhIzXkiNgMNlE4bUoYhe7eVQYoCjbVEmHGWncLDgf2jPzEZQT0xWW4bNkxOidD5I4wzk0uj7QOxMlMtBd3y/b3wfeVzCC3crukimJT8yt1Kh2bIkGEOjWFJl5lvw6t9MJ++8TCLIIgfsrNRXpBAhJJZouAYL3fdU4kq0MjzfI6xgBp6/iuba+el0GI4jU/mhtrYEBy3Pw6BofM3b9MLbKL9fVkuSWUJI8QqcHEPSB1n9QjUIWSRoiu7WVKCue1qQF8TD3jgv3FxskvXDtqScccks0VZ5It5KKI22TH7DdM5qbUxipV6oC7iqyy/QaJX3jzm5oBgMrQ6cTYdFAdk1tH6SFHnZr6M2BIOohvUTdcMMkShIAEKUbqyH5kQckgbgNRqMjsWoYCaTsX9TU2eTAFbMo9SPS4JzFRgyVVl6lW16e9qFSKzqDh+4hQ+9nvu9Sx0qaIFSI/g4vvIkk22WW/MRDUK6MsOJjYOPlxMagNHWxsTIR7Q+kgwYPmUugEYmzh9iEkbiYVpnNxj3U0biqipHodT9kJsOtc2XlL6JRWPeGWcr9Md6NeuKgITwfmFiMdv+lvHRcoPkSH5Li6VKTvIVBEqk3NsUWKcyg2AxaSkBXOVmeZG+KN7IqbSsWJWcrCIjHuO++CUrNNckKIRXtKaIiJioXGdbp/hCrmqR7RoCFrbdBAgAgS0Xpu5Ut9MlD1XOwh5UEL9hcbJT9GprxCB5ta38UojewM/SDMBxTvQmhiawhPsTBipm51OrMnJBYsxqCMwvX7HlfNfEeKb2zWGNH6XYoQeSrfULrBfZN84JpRXhSi6WCINRIWtsuoew4yvGJcYlYIc+7ZElGz6VkhjaEr2IwFEpPEUNqjnIf7K2utrEcM00wY5T4SamefeWaTpUb0SEmbeE7l+QzKyNHzUYXgWYoXakfJHASrflHYYMhCCezeQNUW3llwMLAR8tPRqQ8GOSdhMUKxHgqKohHPUftl5B6iKh3DeKkDqoDLGkAu4f64/uz79lF6SG/KNCdESBmKselk2TFjgBQV/CpF0VFljSlEmUyd9bE33LN5D/GZZ5zRkF12jk3B9UgYIF7lM0PCHV3Qdtx594S81UIiKaqbwuWWIj3zngMx06WG+j8ur9ieAUCJDuJjE0D9CRtwgQ0m4qJmvVDOQ+6DjRmIJJT2IgywYBo2Qn6yjUZZo2e2f10gPK4OAhGHER/jkuj0OgdFJB4ntuY6lEMIeDNi7qJOJC5j1oHOA1ailS3kIlJnYm1Wo6C0JAfcEzfTLI9YtXYKuFsIVJA+2z83qE9qjwue7d8kkACVpRAb2XC9pyxiifgMOEpbKFr1fQgf+VFsQisGLyrcM9K+Cp2RPrI77/jx5rMkRPuoRDbCNrSPeKmEhdpFCSWDrMGEalb2MiY8oN2p0/1o9wXDMDv5GTmRkVG1r2RiLsjwqTvjDiKv7Jh1YIkfsTZuFdeHS5sdNwRiU1SBDhrLAu0FqCUuabZv05AIoIJ4AYqpo1BaPC7CAl0w2BnYJBO40561GCcCFGKQqOAFeC4UnDYWc3OceJ3fNpiBJcLYpoGZaqb6xPgQlTbyHhCuNBId4uJ2wXUhYefK9i/YX8xKfgyOW2r0bHMd54TRVWcyOqtb2/Qbs3QQCnPduaUUBHVJkZbTtDYJZR2Ke31m+zcJqg3ZlS4gBciNlEiwbBcyarMZpGl6nlir7Ksst2QEpeZ+rGnofJQ8j0DJlDixTLcEh08qkXrnLTgmah/ZLOXvGK6ubQgWYSJKZJpd01Bwm6neZTGEg4fZyE/Qn+IzbahtWfd1IWbHOJEGgxK85vJkx24CCFaWdC7C4obrYHv1mkN1f1y4ddz2saDCuL1CB9n+APIRklD/yE03yCgA58pK6piK51MCwnPw7Ckq8T5hDESo0JuqE/aQELrqwts3nzwC7rJEhNCGT8kjQI6xwg0C5vKq2fM7QihqJ7PrHQOE7ffnTjAtWA+zkR93U8B9Ew+Ya0PhyVZyP5UkDHGX5gYFovZurjouJRgGC0kBblt2zNzQ+amtcsmpTQIhcXOnzIhBnEID4obqRCVxKGaJL8QHVCCSRDDUmswvRSlmZ+aFrKvkiIFZLSR3WTLOs/Q3wnM+cUTlWOKSCNU5ucHCE9m1jYEKAAPdkv09WFib/Kg8Lo05okbN7JixUEvF3aDwxHnUrx2ExQ/Eh6gISYts/1SIxQnmUy/Z/rkhExvvB+mrW1sH3FADopfWZPvHQHzw5kfe2AyAiA7BSXYhK6qSsqIwvajJ6jQGY2EKJGilHIkvxInkHM8VN3+aUqQinUf9o0J8pCo+aKUc2fnsesYAibtedZBja10XbA5rk59YBveAcXE/6hqqMWAYRmmjt2LZgzbPV0xoE+RHAeqoXDQdb1NhgxJq8MRnxUu5fdkx60A2W0mP+O9cHV5RsvYRI5SlRVRIixuM5HgFSJCXwL1nR2oqoxYSaSK6ILtYKZuLaz8VbiBXG+k5u/a5knaKzl3LXg1wC/qxFvnppDoQt03gmWsjw8aQuCnKQsxs0LERBzLT6bKSARX13tPA8Li19f6DAEqJEp0reC3wbgYH1UyNyV5SJ9wt7Tj3TAkdOZbs9ztmnlBLyIH7qI4x+94YCEdwGbm6YmvZMetCjSVFxvZihRaF1WYDsR8khghjQVVAchQg0kOCAQkJZOg5ICfzpnkckitcZc9EYi27jjEQZ0XI1F+2f8HeYy3yMzIqJeiaeqYzMB5lCNw7RsYViuWYGDFS8fccRrZJmNUBiqGz/UMhwyhxonMJFdRZTgSFQATu11GCXEWKQ0G4wD0lZjEDpFvPvpDE0eENXOu4wuJlyJvLm+2fG+xLeZXEEcKVNEFivBHJEzM71Gva797E/RyDDKk8x4glGgS4xGXsVahFkkitJ9JcZ3AQxmH7fktpTXbMgr3FZPLTgVTwCxZn+4dAAJh7ISi9VxnPqTA9j5JdJwYk9oPMLOI65N0VSM9cUQMMouTeITNtpajXp04FBiIkR/04lpITw6Igx5CZUhBBfoW/kiNIcojrh8DNiLDC8ZRC5nWAAN2/+80GCgkz7Q3ijxIejld/OKTWUr2fBBE7HRPy4OEoi6KwqUmEa/A0QGTHL9hbTCI/MSqGppMZdbNj+qBDCioziL2cAuS3KFWlFYglQIHZZl92PeJLDLdeMomLrnPJAPuU2fPWsUwdCrRze6ZkdsXNKDmdyVQ1qoWCoWwoHS6m/aZmzRGnkrX3O7KUXErhC6QhtJERDDug6CUa9qq4PeD3lK0YHDbpPbANihK6Vq1m2wZJAwg3XNvE3HYKkjLe6wFiwW5MIj8xL9lCxJXt74NJ/ToKMplKnm0w2nKxZfK4GVwWLrZsKvdHLFJyxm9zA2UQwehsm32hRtUSIhkxS99Xf8agZRON5OJFSiYE9ykKaoLRi1/KIoo7OaeYmvMiKsesO8+1BOJWE4d4s/1zgSuO4ClPdXAUpmdI6bk/bQz78ZJv5MeVpHZdZ3bMnGBbbKducwOjwcGzFnckEsr9oABbCAJZ1/sW7C1Gkx8Xg/tACUx9ZwOVMlcZAXDNrByD6MzpRXIUCwMU9Bbn0jFk90Bm0Ahsu0+BcHFHUOulDEIw3Hedx0h/8XnnNXM9p1b8S14gZXElRItc53gDGEUhoC9mle3fKyBGZChGttflHMhPYqLN7Z0blB27US/JhRVuYEsGUW3QVaVAuQt7GCynLI6xYD6MJj9uBUVFEY2Z6F3CrAzSX5JjnYwmIlZeYySVMeVGuzbkFtm8IDVEhrAR4/2vvbYJPDNehshgqTSdx3e4p9SejGhso3D8DnUzh8oyU4V6QoSyr9kxQ+GZuDdEvW4yZiqoHOVJ7mmvVzKhpCltA9zcGfI2CC/wAqyaQ32PcbeFPrjoc2TXF0zHaPLjpjJyMYupI7wOijwZjgydDsOdyo5tgyC0zn7FBRc0nww/CCvIj7IU8A8X2KR1sTtguDqMrGrUFVItAv7xDgfnMML7jJowik2dGYPPrmsMjPzcHwS4rhukM5rhQIVMHZTWBZdXO7qGbP+m4H49R8m3dTLVYyEhZIn7sWEMWWeD6dwhnwXjMJr8kAnFNjW2IyvIRaWgTEi3TeYSmYiVUG/qBmVFBdxlEMUYJRIUUEsmcB0kW7jOjkVKyIrxuz41h9SUzJzvSmZQdxIDSIz7qvSBC6qjqt1zDm6p+6JMkaBrcgzlyL0R6/I7ylS8KHwOlaU9kLB7HzsA1FBLRgGuqyTXgXaj6iVj9qp0Cfl4NlS6QSA7Zm4IWfAeeBTZ/i4Ix4gZH/QKh6OO0eQXK3RMfXAIQ/aQUsv2A2Om7ASvuQagNg4RiskxOIQlIYHMxOxsVz1PQXEpBZ6RpO+KwSBAv6lchftqZgPVSS3JYsrAIiJuk0wnIGUlPc5FRbp3v+XTC4zEebLrnwLnErebGkcNmK0hYaODZfv3AtxeSoyi34tZOmJ+Bg4Dp2L67Jg5YVCW8LAYwhTvh/LTB9hXtn/B3mA0+TFqqmxqVk1piPrAdTsnV5Ty42YJHgO3FWkpTi3LLfxPOfoUEI+VhR2D7MB1iVshQYrFPlCbR21SVUZ7ro5C2bOOHWtIs7ymdaDImCKdoziYeuVWUZRjXbI5oU2FDahuhIEIxWmzY9eBEhQq3bxfikrJT3bcOpDJVRfoNwyY6v60L8IVQrFNPabET5/iNdAJn+xXfHbBSYwiPw9Lp5JkmBrv0wGUZiCvbP9QiPOYkWBKnCwvd5fqMxpLSMSyTTo/RYdcFFVTVuKViIxbjNiQBdK0D6l7EZFj3SOF65xWAOFCIzzZXyN3fU3rQPxPTdhcygXJK1YWFtgrV7AN2l8oAVFQ3hS4pNLQVU4QZhQnU/3iuqa0WWGHe21qoGcphma/hMK6CroEL0QcGcG1eTzsDOm5TjFoYQzz1MtBOCC5Js67xPz2F6PIz6gmbqasINs/BMhPvG+Ot/xHp5CAQEbUBfdHRxBPjAUsxfW4x4wSdI5IfHA1fTJIhKwMxxpv4n+Mk3pBplxqnY9RG7l16OyapgLRygCKXc21gg0iFwcVo6R8s2P2A5S3Wkjk5X0aMvAIzbPxLKh5ROkTuUlACXl4tl1TKQMSXLwLz3TdZaQ8fzYiYWaAzI7JwKVFmOKCyL4kTc+ZGl7Ib38xivyQikJd7mW2fwiQihEUwWT7p4BLYsRXumKuJkPVcSxmeeyM07dOnH28+Tz9tNOadzh4p4O/IV5qA/63aCbFxIWhTnRGL8eJpZKs+rsJ1w35IYC5EwXI38t3xCgpZZ05O24vIT4r3oqcNuGiAiXNXj0zheZitmOWpUeavnvD1Vc1Cbqp4QPfk6hDdlQ411noiH0u5Le/GEV+pn9xN1SpZ/uHwAoaikHXWfqqhg5ktgWFIw7oPbcXnntu8zYvpIb42t7kZR84XhzPd665+OLGWJGR+KZP12wUV09IHWbuzDpAfrKV1OXU13yCDs49l52OZI7zUaoUkUSPOFy9sMGmQc3KnFN7Mu1zuqV9QECeGfJXBG9g0y6Wsped5iHwaoQ2xF3F8MTkENWchchcf+qWfakuyGaALNg7jCI/8SjxrqnKT6JA52Nw2f6x0KG5EILQ1nBDyq4t4nuyvVQGt4MitFyRkVxtIDXnXhBEkBzXisEjeZ1VB0VKXHX1Y2a2UKwPvNOdmkxzdk1TEctbyWpn+/sgw4qg1Sxq57Z6N21GBengyBwRbro2TqcX6xMyEWPNjtkrIDP3KyTgWasa0BbiuhT3GHU4Be5fYT27lEzLjlmwNxit/CQrjKLZ/gwetrpAC3V6gbQ5wXPIfSM1IqPExOoEvSU8kAdDRlLxWkq/J25nhPe/v8VkxI8kNyhHZEkNIUzwvwQPOJ6aQv6MFuGa7qbkJbu2KRDX4p4Nyfa6di6dUpJQo+YYjyXOmIuKyL2xTAmQWJnnJfboOUsMTX3LnKQLBeq+ppL6psEeqLy5ViHvA5sT8zYffKorvWAejCI/hKBjGDGz/YBIxK2MqOJMVJLssM4pXkiVZN8bC4kO717lRkieICXKzW/51HElQILEZDyRIAK3uAClGNPVXBN1ogNEWUu8AQw5KIVxLr9JKYnXIHKKIbu2sUCqXvAeU9Qkb/wvGYBkzz/77Oa1mRI7yElWGAHrtMg7O+cYuA91a+KxOiRSjBIf5RzIy8IO3nPreqwz2GUDoM19j5sbmfeDCmUr7IBdbCKeW4L9qVBYJ26+YB6MIj/KSCeh3sSnBG7FLmQ/pfUtZ6TIliqrJb3tOsKUivgMiOrcs85qXF4xHKSk+FoQXYbTyBoZQplfdWCUmmSGub1miFhZF/FJaiBC7ojVQcwQAURKkXnJjXs1uwOxI4s7XnzRLHErapRL7h7GZBO5r+4ZEa6TIPFd0/7GDEoxUHjuVKNsre97xsIFBiKxNQXhezndbCpco7CHwcRgmR0zF9SJSkBt4tUBC8ZhFPlxYwSN+0b9DGrrdBIdI9s/BWJc97jyykYtIQHXhgCVGDBmyRUExgVmdEgO0SAwQffrLrusITwupM5L1YgPUpLcaNeKSBGfuKClm5Cejj3H6iEKqv0eF3OK4uCyyZqukzk3YFE962aYqWNtrR3FVN2TeGl27EGE9pcQ4tlk++cCuzLo7tVK1wvaMYr8QGflCo0d0akk7pKMX7Z/CqgfypM7LXGBAJEaVYoAEaGpRIgLuKsIjPvIACVfgGvuHL4HzokAnYO6oRKN1qaNIdF1srEB50HE69T1SZJQvlRqtr8PkiRRFpTtHwtJBMpeG2b7p0C8UdwR1JdS82AKI3d6zkUcVCAIObARIYDsmHVh8Q3hjYMeCjgVMJr8jI4U1JS5vRITc3aMgGysTsd9oy5dXxAe8vObSAxxIzTgMlIpkgbiZ3G8YxVBU3sSCeKWkjyU3hxKRgdTTqFwViIlO2YokN86yk9oQkmP68n2jwUX3syFOcqY2JcBSqxTmMWzcJ2UmWdNsXNTvcDI+3kpquw8Y6GECUF5PnPPvTXI8VL0ocOkio8qRpOf2RLiZlM6riloDFanzfavC8F6Gd9Qa9xanUNJC1Lk3hnVreasJtA2HYsbS4UJ0IthmcKno+nIvkN1rGOsYqViPNrNb8wV7Ob2qrucej5uN8WM/LP9Y+EehR4o8my/JIiBhwfguqlWJTCUt+chqaIcRjjDACYM4RmYB06NG5DEdNV0+jsWoaX4zen1rD3bdV1KAx01DHPGLGV6rXhDuWb7NwGlPZJ3+p0BRLuzewO6a+GBlOsvitcLF+13SVINniOvcUxRPA+N3XiOWZhqNPnpyObSMrqxqXoEQmmsMz1uDCQRuL46XSxUkMF1BepzcE9U+quf03GVvNTHZNDYSMl0OB1bdlmFP6OTRMm+MxYGEVlhMxCy/X3gMrq3uZSfQYJ6ru1CllwbUOYUVSSOeALxKWGGzBQae26Ij6pVW6kY2GCrYsCxlBNFjxQNdKHakSAy9zs6+jr1pNS0Uqo51yaUOEM8U2LmU+GF/2Y48WhKkmPr2tqEgIjDi9vqnwahdaZDqhaYs4yHF2BANFAqTM+OAddf/h9hHUJoFvITGJfxNdJOibcgo70qdkU44pNzxYWUQiBBJTaMRkemEqkTn1SPv3VMc4FlmT04BBvnUJriOCQoblWefyw8bGRgBGdw2TF9UH9HeSGkdVUOJcpIKUD3TEVQHKYdMkBEJ8xgJBab9b+YJ6LhMuuMsvLI/IJzzmnKpRAGJeecMvcgSUP9uWahDCqRIgx47lS2ziK8MaVOUcehiCn1bP8YUMI8El6FSoG9nNbGRvyuon7xTG3MLvW/OskW862FEQwsBnpF32zM4GWgpL48NyVX1LcKBXWxbNpMKe0V4STvvAEDUYSieFnCGdH/tQv7YycqNAyCuMXA43eQKJvgvbkHfcurJHzfeV0HO2ATbEpcng0I6XiGBnb3na1CNZr8SEmjiYaYEvi3gooGZpTZ/jlBQegcU+KTbdDBucoaONs/FGJUCHOdTG2AtNeppg4o3DEjJHdUfSSDq1Ww/7kcahIZKXIHxMS1sl/sVUwO+VB7SFmniamCAcdQwToVW3I+Bs4dpIqoPVMP73bF5Y1KlrmP3wP/S0h5BuyQ4kNUEdsNlS3EETFbpOkaa6Vfbis/xft0HFMeXV95bHlcH/yujh3TKQ2OpSeSnbP+rP8uYXv5nLqgXak8MW3hHFl5z6hcScjzEY4I5Wd+u0FIvWv5W0qdxGOpdfPF9bU6HIa8kBiCi21szWAYReXioLwrRKXMiPfg2XpuriOSgfgCaZYhM+QtdGPNTveAjPVNhf+uwznZhkUysqmEo8kPuBPcOcWh2f4uGAUZBDaOBtgUXB+lOSf5gUyg7DD3K9s/FNSOEIKRKxuZhiLcAs8EAWXH9EFHcl/iQwiEqkVSjE6HoB5cK3IyADBYyk6noNQQnHibuJsFJbyigPIyUjsPoioTS9qOkgbk4lwMmNLjup5x+sk51zqBAUzJEdJDbFSf81EnCI9SQCqyqFSl/xEX9WEbT+Oy889vBl2ZccXrQ+D7CMLAgHQNDGw39rNf6t3fiIWLzN4oFPFm92Fwo64RPRXkuuP7yr986k9UVv0Z8L/2cbz/DTj+93efqvXMXEcWZ1f4jyyotcg+u9eS/AzSyE8Ih43Ed7UjYvMsxOO0lcETsccxElM8JYQW25AftzpmiZlqiaw8S+pe2RmbUOBPxcX92U816jP+Z4eqNtidEittzBb1ASoRISM/ipRdzqL8ANMyZGw/ZuQpwcgZwyZf4KyBKIM5F1EIiP8xqmzfGHhoFI5OUxrXWHjQOjoSmGvCvGdLmSE+gfHsmBrcJG1uuhwCZSfujSukYyE+z5x74/mI4ejMyIPRy4aGSgpQj1ShDo98EArSUWwtieZ81IJzM3YdgvKL/8MNdp6hMTzzw903G6VgXL9zUZPOJfTjfD7DpefCu06djbqiSpxLSIKC4qIhsPq3NglurySHBT9cI7eXi2iJN24jIiqfrWdlADPQCINwa90jhej+DI7i/UhN/+decnvZHRItyc+zR2xBWID82HuoTYMUEnNNPAs2YdA06CC/CBEQCOLbBhHPxmAo9ORakKuFKgx67E5c1bn0Ce72bDG/gJGwS73pgOJbAYbr000zcv65WRX8fYa7iQU3udjcwXiQ2TFToaFJ6mzfWIjBMC7xyXVqCN2v62LA2f4x4FIwdMqB0suOycBYfcfIjQCoNqM2BSiLyHiRkk+jPhIzAFAxiFAJS01+3pdiUQodlwvFflwbxUilcuF0FCoGOQknBAF6Rn4fqVIqFHLWEUrYT8m4dh0oO6YLSM81GByFBBCI8yGfqWJhXSAlas7gof20e6YGETUyMQ0PycR2CgyJUWYI3D2V94IA6yQJ9eU3ysUi9EPfjxlgfo/qdN5QvIhLXA9nxPe4v/azkViRiKixjf2wUb/nulyH87o+xzouS8BMJj9ynRzmdmBhRsYn51oYEWznDhktBEkDRmqjfKgxhoIIIzs3p3EgEsxvpJ5z+SDxLPEO95LtnwIGaTDxcKMNfCKhMYqQKhJTEQfM9g+F54IwuD1tpSsZGDEyon64eOyC20v1RewP8SHCWKSU8jMAcK2oh5r8wIhOSTBwx3GbuTjITHhD7AnBiu94o1oov4DroEiRcj3LSBtHUsL3BPydfx0ljgwMAhQfMnH/69Z1LpgXk8kPuBsmaRt9150exTCMlCSqUT0CnUDRYHdxBsRp5KAiu1QSuc/oxIBIe7I5O24sjExiClRatn8qEJ1BQHmHa6ZgqLhQMYLm9iMOIQPB4YzQtYkiXW7J1PgfxKAxdq4rMhPzEmdDOtSf+6F8DI7WsrNffIhClWFU+mRONSXnHjPyU66BGHkaBlXn4jlQI4iKHXLPzN/mNiFggzDSCeIFLiBXDEm6Rm2MVHkf7I5yRcaO9b11PAb3ZuFcqtUzGVOjtmDzWIv8EBKDZOBzpe+N7Do6VckwFR/L1lFZiEfHlxlkTDqQDqAjUE0Rm+DzG8GpTh1LHEEH9L06vT8GXHMxCp1mijuUgVtEcYjXuX6xj3pRiBICt1Q35aSTGywoHzKfUgGDhTiKttCWiMz5xdkQZp+65jZQ8AaMunaqD2IvVn/hvmpzcTKBamoKGXJdkYyYqWd739XAhLwMVJ6T56xOz0o2JflZxCJids6BmHgLEjJKmbQjtSrjJ6bEZkLxIUGqz7NDfGoIywxnBgOH49ng1Jo1ZMc2JYCQe3bMqQbtalDFGdn+vcRa5AeUiJsxAs/lsiJSbhP3jZEy7Oy4MdCxKDZxFwmb7Jg+iJsgW+7cHEWcslPIS/t1FW+2gcqjzLiaXCwBeqQlMCzEIP6BFEFyAEnK5EkAUDfZOUEmTocV1832dyHID+kagLimFoPwPLmmEgiWA+MtOFZwHTlTSWKAgu9IG/nJ9sarBpAfsuNtUIiOF8s1ABiAKT37fUa8joqk4BAf1zvITyZ6SKWBeJH78N1s/xC4FomfOVYAWgfuRdtqC0JBW7E7CYMyY2wwEbKihnliIGsrJFUKBwOk70Y2XdsSF2wtjpEJ9l3nEp5g6471SggDlOsgKIRqtFF8L2DgLCtKPG+2Io7v+oUUbNe2roV48Pzt5x0QAfHdDGuTH3fXyOqi5lBDYoFRuJjtXwc6tUbWeaaQl1GLoqJcsv1DIb6kvXTcPgUyFNwzRENt9SWPDFSMh5Ew6vq5MVpqbUopEtJFfoiH6qK+KHHGLg6pg1B5whbaQHwOCRqcuMziqTKr9WsH1NsZvBi1mR5+Bzl7lv6Xlea6GtwivofkxS2RFyBE/+uEXeRfgipHmH5v7CAsTCNrSdlm+/cKYW8yvp53bNfmSokMUggQDO7KuPQVZMc2xEjZqjaQvJAppojLaZX6hjZ3HGKMmLGSn3JgR0h+w2/GNs/NgFgnTC45caLpr7wP3pBBS1Irnp3nwbujrkuSJFIMrkIcXXW0a5OfBvIDVMe607YoIcqAe1aOIHNBY3E/uExT6upkwGQMpfURhCwi4teZPPjILOuIFj9lHJRZjJg+EY8HqoNTZvVvTAWyQWhjYnRIkpvNoBhKkJPBhxFzr7PvdQGRic+JqQEj10ZGZc/W4MH4ubZGfp6DZxKZXDagbR2n1i9U34XnntuoB+rFNbtO30GAXGWqEtkBteU3tbHBQMenTFyP+O9YOxU6QYBj2gNpsAXqau5KgylgF5QSD4EKRxjuKVS6/chP1twAUoaxZH15YQYypSrCTb7nebId4QiKS7za9/GBEJXQh9hzWWcb5Fe6vYQOlV+Wyej/VD/7CfLze5S8TLBjhDvcj9lAzumeeD5xPf4WJotz1lib/EAcSaZNp5k6ZcvNUhsMO9s/FzS+TqDBSxmfQfxMoxuZdFZL8es8iEKH0rG4XB6AxndenRy5CcBzMS8677wmMyzQjzhJfiPinO+KQABcXaSb7R8KM0S0i/op9ym5lB3XBURGYYjZhtpCzAYKg45Yn/vnWgGyQl4GPAoDuLTUGyPWyZCg9qWgqA+ur+8AsjXQIBo2KOank3o+4PwGK0SL0JFR2cmGQPLNdYtbItzsmBLsBpEbDOcIj6wL5SZIqa5LNZBoX9tlp5EfgkFaMYi6FyqQuyrzrwxIe2rHMsmJiDw3fUXcnhJEqlCSv+0GaXYR2zw7Lw4L5afNhECQX6n8EDBXOFbbcZzzSCgZDON8rgWPGPy6BqxZyA80HAXE0N18dkwbNA5jRxLZ/jmhYQTNuWJZnVOAkRvVGDxS1pF1JA9DnAPRhTtFVRh1jFL2RYyDAtEmOgFl6H+BeKOhV2QySC7EOrM7kKhOzqDWqREsYQDzLLiY2is7pgueJZcFyTFWNoH4jPbahkti4ADGK4bKdfVcEBnD5TJSEFQI1Yc8lQNRbTqtjuZTiYxnxf2RBKP4ZJF9DxkiLZ/IU5YZWWbXPASI1QCog2f7A1w+A6Jr6Btg9wKIQyzPoGYAIFKoN7bqU4xVuEkfZpsWCKacqG8uMBunyONeiJ0IjRACBl5/I8WIsyEm/0NZueFaqH39SsjD7zofovJ8CASiQZ+hTD13v4sj/AbbKe2cwmYH+pm1OUONUohRTteG2cgPGKy4EyUyNj6iUxiFjDTZ/jlhJPNbmVKSGPDABOk9fISlE9tGFflUfuJT3IPScyx1In5C2akl09koEMcyHn/rmEhAhw8iZXyMADlOcY8YJTdm7iJx6sroLpkyJZHlPmORWfeNAJESUnDviI/BR/vqEJQFG0KCiI+76buys9qaGkCSyBlBivMgS8FuxIToDETaVbuH8tMRqFHPb524NJL1jKkUAxfXLmsb14JE+jrfQQPb107aNNt/1DAr+YHyF6zNeLs6jXl8XJjoJAiAUXFPjEDZd+aC2J3RTjBaEN0ox5hdh1EPMdqvw+qgOqyOhcB0VB2sXEwT0XHhxB6MPGrNvCeEyqMSuGcKwY1a4mo6ZLhm1CICdR4jHVdzqKsk9qGttWG2fx1QlBSZtvGssmO6YJ4wNWpgQIAIn/JDdu4d2VMe7h2x+Z9SQhxiU9qbEjCYCphHjIrra9BCzlRzkJ7zU3gIFrFqZ+ekdgwOEizZdY6BQV2xNZJG0K5PyVF5jGQOhTIlZLDf4NKyJf0j23/UMDv5ceF0GiOv4KhtXCfxASOL4l0EQ4bX30WWjNmS8VyYueJiZDKDRXTiBtREVnelBEZnp3h0VOSHnJAdN9l96aDiU4qcqSIkBzqoeFXUFOr0zsF1RB4C8jKZOotOG+6fTooEkb6MqA4ek8z7wG3ncnD5sv1zgKupTdzHFLc6lKnSGUSHkCgxA4C/DSbuHxCdQSdiqwaM0gbE0RAL1whxejbcat91Lm3ofAYm9YM+pyRt2kCdyjrH9CpgD9QSVYo8DJRIuPzeQQM3lDupfbP9NcTYtCshkO3fL7AnHph4pXsSavKMhnpBs5MfIDpKiFHozHx4hsndHLLCCgKlCpEIP54bY9TNju1CXAdlhvD6CrGRn8Jbyk+nQnpUiY7KtaI6lFZwxygbhEcB6HhiH+7V9xE/IjQTBRm6b/fjb2UyVqFwHt8VOxHw9dBcK+WovRib/QjWw62vVUfT8ajPuVetqeH82oCKotyQ0Fj3UYmFtqGOta8BTtwHySmHoLzFogwSkc1rA89AG+q82ozSjmeD7Hx/zoQSsB0KFnHX+9iZ7dxz8aaDkORoA7tBGuxxaGhKHM8AqB9m++dC3zMjjjwH5MYmJRtdUyRnJE2JJn1nSBx9I+QXQF5G6nUKPDWITA730YiqpEYsTs2P1LqsooeJcKgqHUMJCaWis2mMvs4U0KGdg2rgRlFniEmQXccC8RCxH2UsRnu1cFwcJOZv2xGWToj0KCeKT2elNh3LBaMGnU9tG2KnAhGZe/Ib1J/vOwYh6OCUZ4B6FC/k9s5ZMlNDjZg4nMFLzMy9UZqIiquOwChlSgxBUgdGYM+EcSI1JQeyhVxXoYWxs0b2GzodwmdPFgbI9hvUeAcGuHr/QQEPTAadR1PajNgklWyREYkD3pk+5pPqQ35imPqz45FPhHaodeqLLRI7PKIoU1PgzDOhhokHIoHNSFYF8QpZsAnHsGs25LeQmuSIttVneGzOFccYNJXHECelp4Rr2JljYlsbNkp+2NlN6BDZPNS5oIMiOKQiFqTDSTxQU2OzlR4s0kOuiNP5PCzEhsQQgZgIckNaSM0o6hhuqLoi8U4kiDQF5sWoELi/kZkO5Dgkx/3gvjE87STdP0Q5MB6GxviUD2THrAvuHcXMFUV62TEBA4eETZnZq0EpU8ibdNM3AdPUELznl2VvzUt3X56pzlrvPygQexbn9hnb2LuBi3hANrGdF2SwpqrcH48E+Ql98GqQZVnkDOxZNllf0E6y/gZHSoz9K6ViqzHDSr8Q6uHBOFdAv+UN4A5ixjn9XvlbVnFxTa69FFcy7cIgSLFclSbDRskPXIybkPGc2xVpA6IS31sna4XYqEojGtWJ5DxU5CXjSPUZzYyAguxGG0Rk+aWYnSA4rnI9pmipRzLyOpYiFgdT8mIqF5cKKY6JqyFbI+kmZhAYTBitkXZKrC+DzmVEpqwPsmtYgh14btRStjCBAYIKRgj1voMG3ol6UzYc27jsYrISHXX/RIyeWan8DHBsnpdSrxzOy6HwCQbqDwFqH+VFYvxCSZJEEmHsiydHpFCOrom4ICTYs5CGPifkg/yQXPlbron6i5hfbI8Bm/exp6UubcDeGo6k1tjZMXMC+SEY9T/Z/qGgXJVTUGUMxIOR7OACin95l0fMQhiCqESXCOHuUoaUpOulKrgZ9iNCDz67phLiH1QjhZrtnwqxRupZkmgu4gtQE4y2r1buIEDYgfsuUZft19EMYAh97nbaBHgrrhcJxjbXjZgM9OwRubkvoRaxZ8e6/9LtFcvWHyg72W3HC+OobtDvTD/jLhM9zoHYqDCVINqTMEFMXG+xRKrZb/N6KD+hHC40EuTV6XdcXgKKV8UNpsTD7Y3EKiBF14YAY1sb9oT8QOEzNnazbmBsHeAYIBOjdUx8XheCpxpTQFs5jowfMjONK4jNg/BJ5YXyo/oc40FSUMgkSI9BUBVUpBGPkuQGiDGKlcmIc0X6Mr9cLQXXXe7mUBitxUoZzxylIW3w/MXPEHzmRu4ntKN75+rrhJm34prFACnYIbGlgwQDpaSMGsVyOztDNpJ87slgHLE7SZKIXZffMXAjSeRJqSk4L/eDWCjB4BggSOoYNSIkMuynKpFb1u6+q0/rR47Rj8oyLEROwVKlQ146v2fkF9D4gvpZQ80FsSVZYrGDbP9YUCtGJ0Yj6I/IjGpIAkFRbDqLv2PmhwSGh4TkKAgPy3l0GgRjeyDigr4j0cLFklU12vmdrlVojLqkf5aFHAOGLoli5K4nmG8CQgbiQQeBPGSi2QrF7XooX+GatoJ7g5Z4k2e3F0X5c0JsVpyZzSC17JjDCskTfY/9Dom97jn5gVIRBMj12cQD4A7KLCGjdTuywKqYA+VnlBP3E7wlxak2/yMuGWAqTHzD32JARjxkKXbmHJEZ0/F9R+DZ3zqewl8EFtk2pCfjJj6iI2bXFkBa5h6vs9oMghW7ci0x4m8C3Cptxv2R4UP2MviRld8UmYgxUhPaEtnpKIie+6TWkqowkGTfDchSi1Nx7yxQkR1zWED5le7iUUBfP6mxL+QHXB9kQKJGnc5ccD7qCXlQXdkxQ6FIl3sjE6uTUGcIizpAdAiM/CbbkQ9VB8jNNVBvyE8gWJLDyCR+Im5IQapTkzBxrH2ORYKyW0oAlE70hQgQiuMlZ/pqGdvA7fH9rvnO60DsRvtQyOI05aAnkcAelIpICGlb/49d+VicSWaSO0adcZE8N0QLYq1KmcSphGHEn4eSrUFUyObmR97YJAKyYxYcLuwb+QX4+NTOHJ3O6C52RvEhlHBLp9YZ6hxiHabeuUbEBJIMoI6JYlEao5Mhs5iiRfVRt1QCxYjwrPSCBJGpUhoKD9EFYhEAakRWzHn71EhArMq5dfxsfx8QjfYSk5w7HmsuLpVnoOuLYQICE38SYBd3owypUqrZAGG7v6O+0HWL9fg0O8RAIJ4o+L3uvSA6as+zakt8LDic2HfyU4dHNUlQrDMtyJuexGy4M6EYLF3EfeRalTVMbdBRxCK5kc6ls+poOhXiouKQlCwX8hOXc4yODVxj5IjAQMeV2YyiTaDmxIsQle/oVM7jvDqzdojlr9yLDpxdaw2uqmtCmFMm70flP0U6R/IkYDCi6AwGc5y3i8zcN9UtNivGmh0zFILy1Lust4znUYuPLTgA5BdQq0NdIQeu6lB3RCaWK4pQKKy65IALjMgQTds6btxGrit1gbCoPW5aeQwlIRiurk5lu2O57cgR0UWWjFsUSg6ZSIBQKa6Buye25zvgGDE9nVWJiyyvgSAq28WmHO93KBtKU7xUdgwpBiglRcgIVWxx7Hp1AWUGfmuqeizhOYjtUb9CB9kxm4JBQztIfI2NIYrrieVqh03HPxfsLw4M+QV0FJ24rw7M8u8UHVWFfLrihgLdCi8pEOoL0YU6QroIi6uEQPqKb+0XWEVC3FxBc5lg7paCTSUqFCK3Ve0UUqPouLpiRvZRg4iRay5mKC2PgLPfA0SiU7pHRK/uUCJFEbfssRiWWkrXr9Nqj+w8fUAW2n5IjWEfPEcEpARirzOivAklQ8IIQ+tKubey8zEl8rBNwVswHgeO/IDBct8USHIJkQQCoZ6oI+6dmJCsa630+oAkuDEIgirxG6ZbzTHCi8+J8XGVTIFDRqDusK6rmgqkooNSiNl+2WlqUqxT9nSoC6wdEaribepbO3NZtVdWc9UH7r846NCY5dww+4A6F4roGtAkPsRp2ZcEyaL0Th0cSPILcGnF27z7lFs5ZyAeOSEJSmquGBdXVe0XhVe7zXNBTNL5ZUSz/QGlGNxpBC87TSG65/K6EARFjPQQqvov6hJZiJtSlFQQdUtRKkJ1fN98aW4jJT31lQZzwD1Q1WKq9UuiEL1SJCEOoQplPnMneRYcfBxo8gvIsnFNlYrIDg9ZrqYNXDBV4Toz9Zgdsw5M7VEyUlfDzwGqRBBeAXf5Fq4+cGclApTqUNImk8s2Izsu7hDXEDmoC1OQbcCgqgxMQO06L6JUTuI5iXVOjT3OBeTrWShJElZwr+LKyFxceazXsOBo4VCQX0ANGxeYqzpk7l4GykaG1oi/CRcHkUhsUKrZ/qlA2ghV512nmBkkIryjA5Fm+8eAChQfs2qP52MWC8JBtH3x003DHFQkLR4rLmvgjJffLFhwqMgvIOGg4wqoKzuR7RzS0WJqDxW5jnrsg2yxrDD3L9s/FuJS4pw6sg6dHTMGYpBWnJEdz/avA8pXvNBz2eQ6g22wZBLFZ5CQVCqXb1qwoMShJL+AGBuXTlxHzEpxcVextFkDjjU1bew6f2PARVTKQgFmqzAPBTVFQckYc9HnUqoC+7LRc5S01EB4kh3c36GZ1nVh9oXkikVTJS8MFrK3e51lXnC4cKjJrwbFJf4kyK/Eol7kk9ujlGOdlaXHQB2f6VRdZSxtMK3NVC8kOqerpi5Q2Y22yPbPAVl4Mb94s/6ckD024MnQKyUyXU5MD+Flxy9Y0IYjRX5guSExKNO0TIVSumF6lJpA2V3u0JDlbuYA5cNdVV9o0YPsmBrUnRkm3gdCqc69MrDVnxWEK2HJ9s8Fys/iEmPn52bQjmb/mP0igy3kgQSnzGRZsCBw5MivBjJRa4f0LHSgQJjbt8n16kpIAiBeqzUrUaFSTMXLXEIKkXtL8W3qXRBiYJaS2vSqJOKd1jG0cMNQ99OgJbOvDEVSihurzQwGmybrBacejjz51UCGVpQ1BUpW0owMMwE29a5SJEb5qctDeFzBWK6KuvNiFm6oa1GYLKnBZc/ONQcsLOA3zYDI9s8F9YQI0FRAs2GyYzwHClFRuDZA+pSpthoyF3vBgnVwypFfBtli67kpf1FDh4DAZHzZVeptSvAc8cUMkiHuqwJmmWgEkO2fC8jVFDtudbZ/DrhfZUVcX6pXDDBWdqG+DTimk42pV1ywYE4s5JeAaqE8xJUsTCpDbMaC0hpumJkOXS9HEt8TjJdcMUti6FLt4mNihJDtnwtiZl60xB2fMnWthHczcNUtwCDLKy6niFh8VZtRuRIgXFpFxXPHMBcsmIqF/CZAOQ1SVDLjNXkIUSCee2vhgovOO6/5m8Li5sqwmkrG7e0rsTEVS2nLpl/wI+5ntRmzMNQ8WrKJUrNijJgkVSjWJttsGpgZMWZzmAOrfs46eqbFKbw2dc6sma7l9hcsOGhYyG9GUIzUjWSKOjMEaQUZs1LU/AHiMP2LMhIPQ5IUosJgs1YsXSUeSJn5Wy0e9ahsh8pCvBZJkMThktsHpp4hLrFLa9nZJ+ZmRWNuNPVliSaJH24nt9fv+21EJjNueppaScXPyM+cZ0kYQNoKyRfltuCoYCG/AwBEqfYQwVmVRSJALZupYgHzUiUCuKwythYYADNWxBRlsM3fNfe2/B6Y0eG1hX5Dmc9+zLxYsOCgYSG/BQsWnJJYyG/BggWnJBbyW7BgwSmJhfwWLFhwSmIhvwULFpySWMhvwYIFpyQW8luwYMEpiYX8FixYcEpiIb8FCxackjjy5GcJK7MbLAdvNoTZEwdtefN4d+xnvud5W3+yoffcmjniN8zFHbKE/z9677ub480Q+frMLyL65x/9SHNui0PM9drQuWAetmv70Rff1Mx3zo5ZcDTQSn5WIrFCx+1ud7sGZx07ttZS4eaFXnXhhVunn3ba1nue8fTBK52sA3NSn/+IhzfX/wPP/u70mIOAX3vXO5trvOHqq7d+84ObWWTVlLizzzxz62WPefQ24ZgPbG0/z7Z+98mXXvSC5pqs1DLXu0MC5is7tzUMN0X2U/HVW97SXJtXIXjpe3bMEBg8rr/yyq3jq7a1hmJ2zEGBBWTN987s4CgjJb+/+vGT77vQWSxPZOHPM884Y+v6q67c+ouJHWEo+f3VCozOiijeAPbB1W+buP+X1e9Sb7/01rc0KwU7zvJMJvvHfiuTWBjgLpde2vymhULf/fSnNQqoPE/AiiZve8pTtn5mpYyM+Nbic14rm2TL3vv9n33j65tzOu7HX/rirT/+9O731FoIwEIHlKfjvED8N6prGEJ+DNT3vXYy3gni3BYxsHDCT7/m1TuOd5+Ot7AB8vr197+3+d9L1bXlz7/5Tc0aexefd17z2y9Y/e08Oq3zluT3tdXvUWnx+0PelOcYiyt4x6/vWTz19289SSZt5Od3f/mttzTHAxvMVtzWzuY4O8ZzZx/1MZYHs16ge7Jgg3bKVKZrfP/KI3DcV9/y5uZ9vkPIzxL6v7S6Vr/PbsyzjtW5Ld5qAYsLzjmnOZfFJJz/twsSdK+/8va3bt+rd73Uz/4PPnFrs+8rL765WXnn77zlTc3/J23yY805tIX7tN387/L74Nn/9OqZawPH6MsWyIj97jezg3/83vc053eM37C6tmXL3CvbOArzw1Py+40V+9/v2mu2zj1+VrMOm4b/1m+6T9M4lnBCUNn3ujCE/Kyh55WKSNcEfdssNGqZKL/9q29/2/a21z7h8dtEhoiesiLpMNo//vSnbjvfF7eedJ/7bB1bETcytK0NVjHxfbDCsvu2RNPj7nVDs+3mR97YHMcFZCynre7DaPkvP3ny5ULvXHUC25790IdudwIu9nnHjzfgettGWVx7ySXNOeP6h5Cfjnvl7W+/dez007dXnUbY3kfru37DuW1v2np1rAFLp2TEls933E033rhNAhYS9Y4T2+tl7YP8zlj9nnCBZ26FmhOr3zl5fPsipNSDY6xMg3Rss3TWh1YDwL+49QdS8rMmoG2eP2JxzbeuCJMtUCQ6qefsfSyOsxpNKFJEGLZhcL7kxInm3g2MjmFXBnHfi3UYPbfH3nDy2fJwrMhjFZ4grC7yo5gvPPfc5triJVneIPfjL3nxdojAs/C+YOeq1RSyst1vxb1awuyc1fm0d7yX2eIWjmNXVgL6oxUJWQSDHdi+/WxW33ev2sl1/c6HT5KbQeHlK6Ufg44+d+eVGPBdRBjtxzapVNtrO/jrq8HTwBWverVy0GXnn98cu4m3/+0ldpHf11YdQ4Np2DBc+NV3vK1ZkdeNiwOV3xmCPvJj2I+6/vrmQT/8rndtVNsbn/ykrTesYDVk1+O344E53kht5HXcsx7y4OaBWA7qd1fk6Jgp5GcR0jAWHR4Jn7vqxNyXP1sRImV46fknmut59eMf1/w2uF7H+a2/9frXNtf3gBU5ul/LV8Vxb3jSk7buceUVzW95R4V2GUJ+zkcBnLU6v3cCaweEdnzVYSyy6vuIwTVSzf73Jrs/X/3v+1PJr3R7kbprtr1tGXz3o9MjY0tjhXooUZOfGCTlgbCsCxjHueenrdrOsQY3RPHl24jD+R97wz2bdo9BxG9RWfbf/Yortl77xCdst7tn4PwIy3n+2itf0ZCz/0tFiLR8v4v8LHIbbX7dZZc16x0iNANmHNNGftonyNlqO7HdvSJ0x1vmzNJoQX5eM0r5Ow658jZsR3zxfYTs9/TRsg0NBpY2Q3bawbl99+bVYB733UV+8Eef+kSzctCbnvzkxuZdj2OtJFQfe5iwi/xIZzdmFGKQJTSsfYwuRjwkxk00umaGHugjP7Dkeex3fL0f/AY3hfFcdeHtm0VCbTfyu7Z1yQ/RxqstGSRVgfhOnH28GXWNpne9/PJmlO178TnXB0l6k1y2PzA05scNssy+YxELQ6ZCkZJOePWqfbXNHS66sFFQZRhgr8nPc9ThsmRJTX7Ob0DxTD2HOO7rKxsJRW8h1fpcv/WhDzbXf9pqv9cOOM9Hv/u7mv+/68EPXhHIyevO4JmwZ8/xT29T6mDg8ntjYn6fXKk21w7xmtE28qMwDeJskpqN7e71GQ94wHa7aMd1yI/tPvo2MWEh2nBTLcDru0PIzzVRme6LW+63fYc4cuyRIj+xACPhHS66aIcRBhAWN0uDcmE0zmduUxkaqCshEuTnu16daKl2ZAcIBnl6QN9+v/s1HYfMj/3e/YDUuAPI7ydXrovVkiktD8KDvOKCC5rrWJf8kLwOZZXj733EIxri4yrEuyZ0sM+tiMd2x77oW75l+zqf+cAHNO+miNc1MvqHXXddcz86Zxz3wtV3vNns1979zua4MQmPn3rFy5vfdbxOpBNrEy4wNWQ7GKXL72XkxxW1ArXtwhpWbXZNzjeV/MCb1riS7vupq+fpnj2jZ60GAy9xz9zen3vjG5rOa7Dwm9/3+MevPIDrmv9d87/+wucbe3viivARoXNSIddcfHHzLAwGOjz1Jb7LziRzmnOtjpXosUK2dvB72oBic43IxXN7wqotnryyF+5oF/lxcd3fSx/1qObcz3nYQ5trECKJeOzvrbyHB935Ts19Up3aNuKXVr6+06Un79Uisu41vJsXrK49wibrkp8XuTuOp+H+vmdlz/q3bSX5IWyCxvawA4SovaM/eu6vWV2n8IG+7tgjp/xOVWRu74IFC44udpCfbI6R6FSEEQ75caW9sCg7ZsGCBTvhtQclhxwmLMpvwYIFpyQW8luwYMEpiB/b+v8BPuhlGVxEqHgAAAAASUVORK5CYII=)
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)
RESULT
Minute apertures called stomata are well observed in the temporary mount of leaf peel.
PRECAUTIONS
1. The peel should be freshly plucked from the leaf.
2. The peel should not be allowed to dry.
3. Leaf peel should not be over stained.
4. The slide to be used must be clean.
5. The peel should be placed in the centre of the slide for best view.
AIM
To prepare a temporary mount of a leaf peel to show stomata.
Answer:
MATERIALS REQUIRED
Leaf of tradescantia or periwinkle or balsam, slides, coverslips, forceps, needles, cotton cloth, brush, blotting paper, watch glass, blade, dropper, glycerine, safranin
THEORY
1. Stomata (singular: stoma) are tiny pores found in the epidermis of leaves of the green plant through which exchange takes place.
2. Each stoma is bounded by two guard cells which unlike the other epidermal cells, possess chloroplast.
3. The walls of guard cells are thicker and more elastic, i.e., they are thickened on the inner side and thinner and more elastic on the outer side.
4. The guard cells control the opening and closing of stomata.
5. When water flows into the guard cell, they swell expand and cause the stomatal pore to open. On the contrary, when they lose water, they shrink and close the stomatal pore.
PROCEDURE
1. Take a leaf of the green plant and remove the peel from its lower surface by tearing the leaf.
2. Place the leaf peel in the watch glass containing water, so that the peel does not dry during the experiment.
3. Add 1-2 drops of safranin to the watch glass containing the peel of leaf to stain.
4. Select a thin leaf peel and place it in the centre of a clean slide with the help of the brush
5. Put few drops of glycerine on the slide over the peel with help of a dropper.
6. Now, using a needle gently place a coverslip over the strained peel slide.
7. Remove the excess stain and glycerine with a blotting paper.
8. first, observe the slide under the lower magnification (i.e., 10 X) of a compound microscope and then, under the higher magnification (i.e., 45 X).
OBSERVATIONS
1. Epidermis or leaf peel consists of many cells which are irregular in outline and are arranged in a single layer with no intercellular spaces.
2. These tiny pores are called as stomata and are seen in the epidermal cells.
3. Each stoma consists of two kidney-shaped guard cells.
4. Each guard cell has a nucleus and chloroplasts.
5. The diagram of the leaf peel shown below:
RESULT
Minute apertures called stomata are well observed in the temporary mount of leaf peel.
PRECAUTIONS
1. The peel should be freshly plucked from the leaf.
2. The peel should not be allowed to dry.
3. Leaf peel should not be over stained.
4. The slide to be used must be clean.
5. The peel should be placed in the centre of the slide for best view.
Viva Questions
Question 1.What are stomata?
Answer:Stomata are tiny pores present on both upper and lower surfaces of leaves.
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sdKuSRYbLGqkoVmx0avEizFleVjSRc8+tDxFjhmwKeoCjjtWulhDmAAzURlx3pHbcTioWX3oS7gJJcHoOacIyUGahIAIwOc1aR89a0dkgI1LRncvBqSaSSVBIv3l+8KaxCnjmmRs/mEryDUdQuCTIxG5QT71bDxuBuVSKzrmLyWEsfKnqPSnQz7sVUk90PU0RFbyAgxLViy0hLyXy7e2Mr4zgVUgfBFdD4bYrNelWwRaOQQenFTC8ppNjjqynL4MupfmjspEb2xVKXwbrqH93aMw+oqaO/kRRmeU8c/vDU6XpcH99L/AN/DWiqQWmpfuGdH4U8Rs4U6fIMnqSK6jTNEtPD+1pgt7qhGdv8ABD9aTwq7y69E7SyHCtwXJB4rQ27ZZmI5aVsn15ruoQhKPOkWlG10ROkssxuLiQyzH+I9B7AdqjYEVZJqNhninU8yJEcTHG00sQzdw+7j+dMB2OM1KuEvITnIDiuK3vox6m/4knNtosjKcZIWvLdQuixOWr0nxqceGpWHRWU15BeXWSeaeOTlVS6HoN2NPQ5Qsl5N0Ij2j8TVW5lyx96raTc5+1xjqUDflTJpcnOa56kHoCkSCQq2cD8al1ht+gxFTkfaAT+VUc7+Kv8Alm70O4hXloiJAPpTj7skXQdqqOauWxEaueELfzb24kb/AFYUAn261Qvsqo9DW74bX7J4fkuCMtcyEDPoK9GU+Sm5I9LEStG5c1G7Ekp2jA6gelZck3NOuptxz371ReQk1wU6Z5Kd3dlyKX5utW7q6K28aZ+8eRWTG53Dmlln8yX2UYq/Z6hJXNzTLzZIAelb9xrWEjG8nA9a42CbZznmkkvmZ8Z6Vm4SvoQoHeeH9W8zXrNNx+aQCug+JCg6TaN3E/8AQ15/4OlM/inTk7+dn9K7/wCJL7dKtF/vT/yFd2Hi1Rlcqfws565iIZgeoOKptHgmt3WrZob6UbcDOaxZgy8qMivI1Tsc9SNmVZU3Cq5YA4JqaRpXO3YRVeeL5uuCBW0TMa5G7jpUMkgoIYZ5qPys/erVJAEbBpBVkGo4o1VH2rz2pwkAXBHNEkughGOW4pwjCjGaRV3MCDjFSbh1NQAzcF+VhlT1qs4+zS4/hPQ1JI++RUUcsakeJZPkbBHari+jGRLdj1rf8J3G+bUP+vKQ/pXMNmJyhj5HtWlo2ttpV000cUcu+Mxskg4INawSjJMcdGV47hiuQM4FTwNNIw2/KO+a1k8SxkALounAf7hqUeJlXj+yNPA/3TSlTg38Q+Vdy74Ok/4n8S5ydp/lW6pBaXd/z0b+dc1a+L3tphNDplijg4yqkHFbllrOk6udiubG5JyUc/Ix9jXXh3CMOW5rFrltckkXByvSq7SZq1c2k9qf3inaejDkGqr4YH1p1GRJkb/MKXpErDqpzUTn9KRZWAZR3HSuCbs7mDZ03iOH+0PCF2E5LQblx6gZrwSW53d69/0CdbzRxE/O0GNh7V4F4lsH0XxJe6e4wI5SU91PIr0KkVUSmdU5e6mJp12Ib8Z4WVSh/GrspYMQexrCyTz0PatcTfaLdJgfmxhx6GsKkLxuZRnqSRv83pWnYSmCYHGVbhh61jqcHmp47kjoeRXG4t7HRF2d0R6/pkgvLeGD5hcNhD/n0rQu2SCCK1iP7q3QIvv70hvoniSRyCyAkexrJuLouTk962fNOKXY6KtfnSQ2WTcSe9VWbk0kkmTTc8Fj0FbxjZHPckD7BnPNKnA+tV1Yu+fyq1GuBz0ptDUhzylI+vaqqzFj1pt7NgbRVZHqow0uWmeh/Cy1N34rWXqttEzk+54FdT8TLrN1Y2oPKq0hH6CmfBzSmg0S51WRcNdvtjJ/ur/9esHxjqQ1HxPdurbo4SIU/Dr+tayXJRM6rtE9C8Q2YnszIo+dO/tXGSR4HNejuiyIyMMqwwa5HV9N+xy+qN92vIxMLPmRdWF9Tn5Y1XnPNVXjVmBPGRV2REdySvIqvPHuTGcY6Edqxi7nEyq6RqOOary4AOBUjwXCH7u4Hoc00QszAzNtUHoO9bIBkaMEHcnmkeDcwIO096nG3qD36Uxn5PGRVX1ENChAQTzUEk2OF6VJKS2CDjPUVA0S87s49aat1AW1O+Qv2HANWxGVGevpSwxKsKRhccZqQROMjuKiUkBBIhlj3YxIp49xTImjlG11Bx7VfFuQAc1VurbYxmjXgffA7e9CldDHiygK5yyN7GnLpYf/AJeMD3FQwyZ5WryyEKOM+tS5SQiI6XKv+pdZQPwpGtbi3KtOuAfujqKuR3Ho2Kl8/wCUj5SD1zU+0dyrIn0vxHf2J8veJoT1il5H4elbsF5pOrELDJ9iuD/yzk+6x9jXISQxsfk+RvbpUDQTk9VZR74rqhiHa0tUNS6M6+8tLi0bE0ZA7MOQfxqg7fvFx681Dp3iO+sVELMLm2xjy5OfyNaqLpOsc2k32S4P/LGToT7GicFNXgyZQT+EuaBeiz1AQs37qccexrnfjF4aae1i8Q2se57ceXcADqnZvwrRmsLqxVjOjKyHKt1H4Gup0u8g1zS3t7lVkJTZMjfxA124SV4+zkXSd1ySPnC3YSADqasxPJBOAqllfqo71reLvBV94X11kt0aSxmbdby+g/un3FJBCLbT2kkAFy5wT/dX2qppRdmZcvLKxVMsb5Cthv7p61CWPVTgjqDVW5wSf51XW7dDtdsjoD6VnGmmro6Yp2Lvmkbhng1E8hNQGf3qGS57L3pqAyw8oU+p9KVf3o+c/gKpg85qzCWJGFJrRqxLbLaQeUgf7yevpTJrtUGAwq7BDJLHskO1COQKU6NZ4z5ZY/7RrLmjf3iVI56WbzHznNaOgaRc69q9vp1qpZ5nAJ/ur3J/CrUuiQvgRRlWPChTnJr1/wCG3gseGNNa/vgovrhctn/lknp/jXTT5Z7GsHc2dXurbwh4REduAvkxCGBR3bp/9evH8seWOWJyT6nvXQeM/EI17VtsLE2dqSsXo7d2rnqxrz5nZGdSV3Y92zVLV7X7VYuFGXUZFXM0me3rXNJKUbHoNXRwDQ4zhcmqcschJwv1rrNY0pI0M8IwufmArnZUO/gHivLknCVmcM4WM5sE52moJSEznjNXpY2BIYfSq3kM7Dd93NWmYWKDKyu2OARkZpudo5wa0JrQSDDEgjo1UfsmfvZY1smmBXeT60KpkITaTuOBVyOzABOB9KnWAKVPQg8mhzSAEVkkO7kdBU+FTGF3E+p6VGAFcjPJPenMRgkt9OKyerELvJI56etMRiS5DAA8H3qJmJHOMdvepoohsAH40bDKM8b2pLKuYz3HaiO7HrzWgeR5bLuU9apuywymKQK6g/KxHWtE0wFFyGcDing7mIOV9/anrFbEEFBg9xTxZgrmNyT2B9Km6CwIi9Q2R6k1JwVO1qiMLQtiQckcEHijyzs9Oe1SA1kCSAq2B3HvVmHDMCcGq5wBtAIyeCaEbDZ3Dinr0BPU6W11O/tISGxdWgTLRy84+hq5pdzYXFyLjSrgW1x/FbTHAb2BrBWWX+znZP8AVv8AKT61mkYORwfavSwrco3kVKaTPU73T7fWtOa2vbfhhyG6qfUV5R4m8L3WhyESKZLYn93Ljj6H0NbuleLdR00iORvtMA/gc8gexrsbHWdJ8R27W5CksMPBKOf/AK9dlakqy03NlKE/U8DmsN7HsKqtosj52sPxr1rxB8NW3PcaM4x1+zuf5GuHvdOvtNcx3lpLCw/vLx+dcLdWk7NFtNHLnQL452hSPZqE0C4TmYqo+tbwmx0aopJsgjvVrEtozdzL+xxxcYyRT12qfSnyMTVfcWcKoLMegUZoTctwSL0U2B96rcDvPII41Z3Y4VVGSau6D4F1/XHVktTa256zTjaPwHU16poHhDRvCNsbqV1kmC/PczcY+npTWGc9S1BMzfBvgn7CU1LVEBuMZjiPSP3PvVPx14x83zNG0yT5elzMp/8AHR/WofFXj179XsdHZo7c8PcdGf2X0HvXEYxWspxpx5IEuSirITpwOBSZpTTa5jA93zSFqaTTSaxUj1WJKFkjaNuVYYNc1f2L2kvHKN91q6MtUUgSRCjqGB9ayqx9oRKKZyLxB1KsvPY+lR+UvcZxW1e6fs+ePlR29Kz2iyOc7vbvXG7xdmcsoFGSE7So71Vkh2HzAp2ngn0NaMqSZxtIzTVXAIAyD1B6UKRm4lAIAM45qOU4HGBg1dktoyxAYxsfxFCWMLEBjvIOfar5kiOVmeoYuTtyc0MCzc9DWhdWzMDJGApHGPWqscMruA4AA65NPmTE4sijVfMJwOBgcVYWI5DHirCQgDBUAdsU9lUD6VLkVylZ4/lwSTUMtosxYFRtJqdyRztNPUkucdO9CbQWMgrJaPtYZHY1ZinH+e9XJ0WWIow4Jyp9KzwGQlHGGHvWitJE2sy6JFlGD075qF4yMmNsgdiajVS33XINP2fKSz5NGwiAtJ5i/KTz17ClUh2POQe9LIODhsg1AJDE2ccDtVWb2EadvHMLaRN37lGBUdsnrUbpVqHzBYg9I5efrUDivVwybgRPcrMvNMBeNw8bFHXoynBFSvUZzXWkQn2Oi0zx1fWYWO+j+1Rj+IHDj/Gukt/FXh7VU8qaeNS3WO4XH8+K5vRNM0xdMS91GFpzcziCNQeFz3rNbwyt54gv9Phl2pbgupxuz6Cqd7a6nbGc0tTs5/B/hfU/3gs4CT/FC2P5VRf4XeHHJIS5UHsJjXDR6VrEU0kUNtcq8Qy4TPyj8KfEdekhWSKS9MbP5akSH73pWT9n/KV7RdjuIvhl4Xh5e2kkx/z0lJq8lt4S8OrvVLC2Kjr8pb/GvM7tdWV5I7przdGPnDM3y/Wq0Wl312jTQWU0yDkuEJ/Wp9pCPwxD2i6I9A1T4l6dApj02B7uTszDag/xrhNY17Utel3X9xlAcrCnCD8O9S6HoEutC8Mbsj20e4KFyXPpVRNJ1GS4e2SymaaM4dQudp96ynOpJESlJlSm96kmikt5WimRo5EOGVhgioya50n1IENNNKaTNUI9xJphagmmE1wXPXYrGomNOJqNjVXM2ITwaz7ix3MWjYf7pq6TTCamUVIhmNLbvHlmU4z3pgUhcgcGtaQK4wwyKqmyboGypPFc8qbjsZNGds/ebiOnQUqgq31q00YVyhHIoMWcdNxHFZNi5TOvxIYm5wNvQU1LdtqTDOSo3A1bltpCyszYUHnnrTwNhPfHSqvoRZ3Km8Hp19KXy+B3Pep3GVyFUMOuB1pqvjhRxRcLEDrx6EGmkZkznHtUzJ5hAGKY6bJCBzTJaI2GeCMCoLmJH6D5+zf0qR5GB5PFRbwc+uaqN0QzOZ3VjhSCKBcNkcHNT3CKMPzu/nUY2uuQK6L3II3l3AgcGo9xYgsenFStBvIzwfaqdwWR9o7dK1igNvTC7WZV2JVHIXPYVO603T5Y59OiaKPZkfP7t3qRxXq01aJlLcrOoqJkxVhqiatESb2lfaLbSoxPFFeafcShWjXl4mPerNoJtK1bVNLglHkJatMpx8+SOMt1rnbTVL7Ti32W4MYbqMZBqsmq39rdzXkdwWuJ1KyO4zkGrcrI6YzSRt6XLeNoOjG3llZ5tQ/fsGJZsdAT6VtQXVpY21/PsEgh1MrEo6BmwP6muDstZ1LTIXitLpo1c5OADz6j0qks8yEHznJ3+Yct1brk+9R7RI0VRHp2srBDb63BH89xNb+c59BwoFVNHiuE1uzhvJ5pZ0gDGCEbIIFI43f3mNcW/iTVWu7i6+0DzbmMRSHaMbR7Ulz4o1m5ihikvWVYSCNg2liOmT3odSBXPE6HTr28ih8S2QcRJaRyGPYgVgSeuetR6Mt7/ZmmG7u7ki4k3Q29sMPNzy0j+lcxFr2pQTXkyzhpbxSszOoO4U6PxNq8OlDTIrrZABtBC/MB6A1mqkQ5kaHj+HyfFk2OBJGj/XiuaNT3l9dX8qSXU7TNGgjUt2UdqrmuabTldGUtWJmkJoNJSEf/2Q==)
Question 2.What is a Compound Microscope?
Answer:A Compound microscope is an instrument which is used to observe the enlarged and magnified image of the small objects.
A labelled diagram of compound microscope is attached here:
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0Xzbbq81KLt2JfQHD5TKtvv1RhQKMiea6OHZ0zFpTzeGifNUnDcB0dd0XXgAHLimscHAn7doS4TLafRMbLgGtpscwm4hLtXJs2Rc0u5CbBOfvdmjdwJdVIORTdZ4pEWdmulBde9M2nRkFsj2Ww32Ww32Xdt9lsBEUC61PiD7otcII0w8kNpmyLM2HZKyKoxNV7ciVQGCd7iVCe75cuqOeivfhnSB9NtEVSeAutVlI4uVTsQuP2ReSekLqquCc9ziGV1BvFPZXZwgauSrqiWUEJzXYpdIAy4LppjKdXrdF0ja+CsZhS0yNAEi+WkOaZB6u0Ftt91tLJ3+JWw/wBl3Tl3X/JbDfdfIttvsu9+yfvvmVNI9lV8MBya8iouRGGKXi4ha8vcPl3IOcbDduQxWbLkfiRTmFQ0RHWBRYcnCEWHNphZKhpEvU4mIXcsgoa0Dth+HoPTdLOXPNQC++I6RuhYEPcAWZj6kRiOxA6dUDKIX4ZgLohwdyWI41Athn/koyS7OJVGFV0rMP6SsNvSPoOIbjhCwHOdiTTdt7lRURfL9MLFa8vfbM/+F83/AGltv/7a71/+C75/+K793+K793sv7gr+4K/uV/c/df3P3V4fN6ka8N3KFq4Dj5uTNci2QXeP91/UMkkbWh2DiHyKZBsTGgjqwd61WRzcpsaxMwrlNdwPgSDvQY0Q0ZeBOHRIaYlVMdOjJemnD/aNBa4SCi0jVOydGHiFuqTbnoDur5KUx/0OjSw8o6lRJNTyGvDreRCw3lzTiOncSg5oZFLSQeaLKNSot8WXtJY88EKXW+sIVNLeasXHyTcRuG7VsToa1rSRN0IbAWuQDoLHiQpa4Fv6lnKu6/AKzIH6lrOKsrjTHBYjeWlzeBnRJRtEKdTpvO6p6MQDKaQWta39K6WgV8Vfs30RVFpWIWueXiNXFGSZglo1oG1dScOG0lwM7gjq0xzXTdMW65FG6E2pxviPHstdlEtqbfcttvutoe62gs9N3hQ2XFcFqtL1WKG/pAzWtqeamhjyqWwOSvKhA1GEZEk5qWSABvV318hZQBSpz8lPXezgdEfUIQawVP8A4U1Txf8A6ChogKjEbON0p3X80fiEul1TPpG5YgdiuM4LXrELcQuDMMUjij8U4rZYZO4yiw4hdJOqN3ZFrhIOacwl5qtJdddJrTY570XOppgiAeKIaXHzK6S+cxNp4oEC4JI9UJ1nRBWyPZbDfZd232Xdt9lDMNpKuskQ0LWv1NZzVq4pPIiVk5vPcpDbHetZ0qwGjWAWo8jzurt9WrMTzXBW0Z6Q/wCsaGkmDKpbbD38XKB2zsQ5NErDYAZxG1IkPbAzumawh/zTZAF7RVlfNU1CrhKa5xDKuJVFYq4ShiNyPWdHWgMp81tn0U4ku5So/pp8gpZ+Go5rXxWhf3Do+yzHosiQtwVzpggeq1HkfdUkwZ6rTva5Q254r9SB4jt8Rjc3NhVGPmAPJPaW62r821Cwy7BYwAulqwmUjVY0TKGJA7xzieULC+E3EpYWlpOSa+kUtcDITGOzHWcr9W913bVsDsxG/iso0CTJ00tEuWJWZcQoGe86Ge3gXYgEwmHEDXVvpDsO4XRSQfKycatkSZClvldWa33Ww33Xdj/Jd1/yXc/8l3R913Tk5vRuV/fwXkpuFqtJCgaIZYfUv/11ViejeCe3g7Qz30vLcw1V4Rl/R1ETmn1YjSaWkOA47lhNkCS6q3BYtcGGktaBw5p3Sbsj2JDX0HcVNba+kD7NsnYjsSoa1vNYrcSoAsa0FzYyRBiSZsI7GrD1TwWuwjms1ksj2hpMwg5wzQbuX/yC9VJWvZv0r+Aqn7X8aHfqugzd8x4abkBSDITuiazPWpTsOlgG8QtVgEck59DQTmYUMYGjl4i7B6LVeQjiF4LRmtr7Itr3ra+y7wLvFtfZfMfRarD6rgtYwi0A33p8mCmTOyCmkfSh+4KkCXTkqnGXfwr58FVTJWs1bQ9U11ZsNwUYeDDeZzW01vkFrPcfVWYE50ZBYjTh0ueyob9ZPc1zzJw7v810cv707vlhfiGl2I60zfitTExKdSITBW4CpwqM+iqrfq9HYZc1jtvPSnPsGhranuNgq8b4W6HIVYjROV03DmXOIEJzaxLc+SLhiNhuZlB/SNpO+VRUKju0XcB6raVmuPorYTvVd2B5lZsCh2J/xUtdRxWo9r/Oy7s+hXcP9lbAcqXgNPMrWuoCibnqCokoA+SbP1Beq/Urm/PRdRAnzWtrNQe3I9YViYM9szEw4qYcjvWHiGh2I0nV3XQbIMYVHrKkU01tfO/JYmVw6DPFYghpqa0AeSZJBc0m07inExBY1vstmfNWYPbtC6LjS105dSAgM+aw/wB4VLc/4RJOjnuCdrX/AJUjNXK6PMeNz7QtORUO9+tGhn7lb5jC56Cue5X0BxEgcEHtyPU6MYmIGwNhsogNLycSgD0WG7o7vBMTlCBG/wALhf8AtYqprA+EwtRDcWkVluzylOxLVf09UxvWMH4tw5oDo4rAc/E+V4jisOMQYXw6sto8FNUAOYKI49aHCQpuPIpzOGi40CQrNotksEfrWH+46CeSjgF5dRzeDlmttvutVwKOJvcIVV5rr9U1oLm07wVHhcgrtCyWQWuwPHJWiRujJXaLLLsBiRY2Kz05J5WD+9DkVmnWvCNtaerU9u0ZWwFsjQyku+FrmN6LWOaGCk8zJRyv+ILT7LDxNUAzUYnevxJDmmmmkFQ+ktqc2w4JzqROqWyOJWEC9tsYtdAzt2us4Dz7HWC1cSeTlrgtVlGemRcclkVslbE+aljaTwHUcsD9yFWRsjvC4clG8WKjhpBcKcP+VA6jtUa2fNCcNppsLZJzcT4lT6rhNBwmw3K2SLiwSc1NImZRjDaJubK7BtVevY/h3PcGjWzWI/DI7oEH1UdNVGO0NfC/Dl+Lve39yYS5khptibJ/+1h0ghhYHRwAz/0tZ2ufwxMwsNv9RQ3o2kGNtbeq/GcKepZZ6SxlpzhNu6OA3Iaw91dwPknPYZBPuqmwrlXVlZXatZqOsAFhUmYlDRwWz6hbKnIcSoaPXw1wCi3KeCIkuJMklZBQ7CqCvb9wW4oaotksuwJVWiqLaC3irHRxW4K4lbAUUBdIwQeCA648VdZR5LVxD63V2h3kVcFqsdPxHgclS0mrOCFLct+inRTF9Ap0kckwYm2BftB4+4Cs4hCnI5uAU3q4qoONXFTiiHK7fZWcVtLbW8q1vy2OrfDb7LVY0enbEDZFp5/nJqf0eHvdvPkmjDHR4bNgJjjmR+buOGAXRaVUa3lVYv8AjN1Ts8j1MoWsVYeP8/B2EaIplar45L4jD55rVhYh/SUHQR8EugvmorDc+Ceic6yxA4tkNY4FvMpgloIxqXc1Dg2guc0RnZPd0YmJbZNe2kmSHGk29E11rjd4q/voutRs8/CTkeIR6R0jfKNGG0SIPkhTE06vkn10uqiwbCgsGdXqppEgynAYbYfmhhnDFIUDLxWfotUUDmpcKjx8BA6zcEML+kdcDgsFr3OwoJa8+WSZTmPw05LGczFhoLYPovwzy9+y8a29V9M/Ya6PVObVABOrO6Fih2I41YAd5FNgzbPwj20NLWEDaufRdFVr8E4jEENzVTXSFDAXnktd1I4NWqOpwWa3LJZLJZLLtzi/NEeKxHDo4eRcjWCGIXgtDpA9FiYZe0BwsBkiMQN1nSYVupZZSr2WfY62IESxpp4lX/LslkrOK7xbQWbVtBbau4rJTQ2fL/0t/8QAKxABAAICAQMDAgcBAQEAAAAAAQARITFBUWFxEIGRIKEwQLHB0fDxUOFg/9oACAEBAAE/IfobGPJMmLq16hQJpP8ArYiqH0Wd1D2THG6qvibVguzJnX7xwQFnWj23OQCyls8a/eYnBh2+xeN3M2f4o3fx0lQMECz7LzXn/pW9XQECgFm+MGClBD+RLoNWGM7aIBUoK9vWZgRDdSyjEXOMV1uJ1YzrO4VeCzz9ewKsYiy6vMp11MhXa/J/x06b8iYljgKuWDZXeaMm25TULeiAHKF2NwQwaGd+0wa1JzSYcO2lLNWs7AMNEGhJUa7h08kZwTPcvrXSskbljNR/tiULaMn2qDsLUlYYN5xzzEI2T4Wv+Og7NfQiD4R07sbtLBcj9FBdG/wFI3pO26/psTKlXEtXP5TV8Bf+JIECIPhHTuwC55RzPM3sP4uN20+hdmtUWdyrF+pFfEWdUHFJc/uggsbH/gGyX1yfaMtLj91C3bSc+g6EKin/ACA/E9lj60p06xdQfJuN1+8uvE2mVjodokRKSt/H591mcdVHr7jFnNkrm7hk8MsPfPZFAq0HMHTezqHzDX37/D8gv3/z68/VktUNsDFhZ9Hb/gHdy/8A32VRMxc+is55IVmHq26eIcnUozFEr01k8Mye1s2ejnvTBMAdWMqnJvqfT4A+qpS6KmeDG+D8Q3L6/IlryviLeS7EPQhZ+d7xTLXO3LM1INYOPQSoPiUDqriQf6cHUhRi/ox5dcHA7RWOXinI1IfiVA36NMNADyevdVTqi5eiPFjRIvpRG0ON2+a3OhLlS9ZTrndQXlPaGgZY/mO/rCrDakh77K9Lp95dJni/RuYRj3wzCi5W0WV1RMm1cXBbK6eJ5UrlXaJmDbU758QIoodpb+VOgFWSLceFDVygL+9P5gmKfKGOA+8bkUypUqZNKTpg+/4S5DwU77b81B4BeF1C35jpJ5EN8vxKAj+kue6OkcKRsYJkURUwah9Uwpr0GX04JcsfTLhrYO25FukN7yKJ1A6krWnqcTIg8HRK7R+kuDL9CDTRApU6+L0t+u0thDMe/wCAWI2mC4LFUuVhbucYqCtvWUKrNq5dxBVtXg/FqunLGTDukHAakdksW/kzEw9uJVB7dQ4hDHpjd9DLaavEqG+TzA0TCxQ95Zm+0c/bDAAgjpPS4aDly/iZjluDZZ9TDal7oP5Mo+4U3hB12itkNmWOVQIgFwUPsmxVcq3Zi0PxwtY2jYiag+Dcdq45qBVJ7SUCfcHhjgHvW5x+goly+3BmCrO1gpqWwKQYDEJavhhaURwZY5z+Iyv64eCjRKIbXo2xM1dAb9MU3gefxgCrQQoBS2duHoLIlF1E92hdqrQ4KAVbSvE+/Ht78RD0LeWw/oj46eqEEgKOIBHMzDf4xvZslM88/UiEU2f0ZY2W3ufyOH9/ram3fSHDq8sAa/ewvBDP0aaZkk7jIe0UvUsy6hjbbr6iu5oC7niOMdPx8ny39GO4nVv7RhIADQfkVAt0QvMa9uH03J/p8zM/BMftKHjUMuMsN+3SKrb9Yhq1FdZQpZAu/wCOmNR83GL9Pbc8Hmf+OHh+Tdv4xAUUfUglJZLP91S9voGmAYDyGY7huNPqC4Q41g8P5g/XbpPuvQlzfKfrJJd+iCW/1aZfowu2/DUyWF7rAp0/tNa3LyfEqjR+v5NaLcELyXwcPwXJ22JLW39j2lyv4lVlOb0cchK+jCsbSy6zqfAz+szoHwy37oz9VCi1+pbLd/1fM/TUkfvlM0Zg6AeCW9fqYznf5R23vg5QAKNH4degBAR2MPWfMfxL5l14fSgbyOvaYgYDQcQYe3xE1Ut6zAUb8B0nn8NwR9ghrw/kRYQN0cy4TsaGR5vUQKFll8ylHtnJAiU+ciCCWwOSPo8OHaVh4Yc4RQC5RGiLEQXsMNRPaqyQRUO6aEx87rUwM2EOfpOSpleyLlw5dS/icaJHoCBD1dAPLKA3u+ht3ky64RWnDeDwTZRezHRevX0LQ43uXfkZWzVi9S9ZewAs2xAHvt0HCL0gF83JkmDhwtGd6zOchHNUP2h3pT0IwZ3q41lLbdOEXXsTE6oBOB5deHwy8V+M7L/mEDtDyIaqWzGBCKx6rK+u+DA5JRqeyfaf2kOnKP2Uv37RLt+6imyDp5syButUHghiZstq0dZVehR1T48yq5c+jp9jq9Izu40oICIel4ZjM0Oj/wAXHd+ggSpUoQHWAIHieTgStVZNfleZSisrqCe1CcS0y0bHzLlPopslSusHz6Bv5b0xEN0lM1LKcG/BKPq/Lcore9Q/MSKwgHclLCANybLsOSU3aFyLBrPSddb4DdtYgGbKQF0dxMnENCt178x7oLthnE4vufSwRlf60VKo+8QrfHCM0C+C5v274Q+q3ZbO5+3cdQWF1K4mb6OzAjhA5Xo6RKcxitbW/aCP0uLrKm9MMooqQxV88+jctBY1gU9/pNeCcsdofb7w509qLq5hBytaXVkMpvYjJmLvNtcNJUwW7Oer/EWtZZxaFXhq9lmRiDyJpqJhDduznBDteH4Q/vLyisTr/FyHdMahW/UVSjoT/G9Ff4if4Wf4if58dtApgVOGniL43pHcRWUnelQpDcPaG3mbsSjD4pTtwkOjL8wvboStmzpDCDfbq+nVMU2S5OsXz6VJLve3MTEwZdTl38celye5U4H1nPxOx3NfCYVgudNTSLFmVVdwHZaoCLvfMuLQ9LZLsK6oUaQaCnDRutUuvq/XBzClKymuGByJpPTlFel7r0Wi2BwFYnP0LW4jsPeI7k6JfGZ018Q7Wnoe/X8y3Xyi7h+f7TzPssv2Xies/YzDoP3EprYcQEJyp2gQthgLchwz0ghh1ZQe/WcW4rgHidQDxwx+oVpyxiejFH00VtfE+5E5vpTe6FMkYdXEfphzoqMN74Qriex+MdKrm/fn4llapce2/MeUShPLGoo2U93vm4MJyzlFFRxc04fMewy211xuaqAsQrrDe0TIPRt7xZLSUbDk57MsaFWqtP2NyhU2Jq76uYalP67QHC/rtP71/Ep/T+0/sv4n9p/E/wA2f0id98k7v4TvPjAyg5A5TpA2nPHrvKmU8X6QVzi20Fy81OmEvuusyzBQAFo6lk2j3H06POT0sPR1y+TwMz+yntLis82jGRij8TLkGjX5A9CFNMqFGh0/I2C3AP7Soo8nJKOhO2+IAUVjOfTEH+x6VQBSR8l3nIBUYzlG80/T0J6ZqGWHrEN3CbAm1BodUr3djwxm1dZY227yfRzakdfaRYWZNgL4JXbv42vTKkq2abEN3+bzlEXRfErhpm37VKZ1mk+TcWRkmlg4nMqwpesBFgNGrhNlOCUq7Khdn+0x3mq2wuZjlZjLPIYMD9XCN9jxglDhLOSL1iPsmcRyEtz2zNlwwzeNY9/S4vgNsJolsdIU0CzX3KixVlJ3dwpBBWwDeGAs2JBtAdX8NFGL76XDPh8g2aUeSPkEs0L26TKN8/X2JTvdRxYRmrIxRYKV5ihTpK1ahlJg3ze7V64t/sTtPmU6ks6zQz3l1HtCAHJ18stUx1dQYfqYnlF810LNOTyGfiAqh0FQUrCCtLFXMYDpurh4tJ6+0/pPjUs63XjEB9z94TaTouFICX1KYweli2URj0qY51zFR5ycyq62NgA1x5RuENf3fmDyBoJu9Su5jwqLLGNOAG36fMu1+KGG81Bm0HE0cvWUcFUXDsgy8ATArkr7/hU7nQ6wCsMVgBoIuGq/QowMH8V6G7Xp1LIB3qOCf3vXDrBVFk7nb9ZYlpsth49Hf4if5uP/AIOJJVtrBM1j2MemzpV3corV+/8AHoJqt4O8Nz/OY4wJ0T5mAQdWYrunOMNbo9DBEdCmwJZWuikKsbpiiGRrl/aN0t0YM5b3QyBZ1hy4gDcANHPpWxj7pOZmQA1xLrBuX9cQEABoPSi7rMou6lHSUSg0Si7rPX6wVWwqYNlrNdmLkbQKJYGaoDTvF2jSj4Qav5xKFzQIiQQss3fEORNN/UrFTr6lh69GZsA7YSuf3EDK2eaDcb8v4jjt4uB6bgVHKZ7IV/YEU0ffmRVWW/yVWczIt0jLhdNIxvWF/TUNfoGWPa/1URcG+T0naJfx64rguXqoNhkRj7rKPCBSEsvgxFSogohZR7wRKMUXYl+3iVi65hahAm3gSS7lHm7AWB8ypOvNefqX2oLDImkfS5coaAO5Fm83iGoPtLrWPHog4ckwVWJUqCdEPZO6J5RmabXA0FJ+Jae06FGX19sF08ykNGl0PaDc2v6Ec+Kj+RWM1d6M7ZV0V2weZW0DeVaFuYGUBXBh0xY7hsCkZZWTjL1i7s5/qE/ys/2iUEueIo6iBHTcA5gp4+i/XMp9Fe86EZr3K9QWbtddYR5ZmomZJlgA0BgjiL/K/wAJ4/6qGi/Q/wDU7oxBL2Oj8vXbNE+Jd3GoT5veAWbHwVw5lyudOaM4vEuM12A9loQktGALsvQv4LJtozBFYYMMVUtjGFc0Kq5SHhBZPHPERA7TE/BUVF2tM9gA18w6L+YdE+GV5D2nd+0A/WwZRCK0HMYGItlsYZFMcQCFqpgax/JNvnL80Tf7Lq8wVjsHMZvcDj0WSsAgUHV0EDCUcHb0KvzjKsuoRRkcKDfeNuamNt1KfZqrS9wJOG4vzHys3Rr1Bakaw1+UocMygnrhFfBOZkODhOu+8XAttMSjaPKmG5dt8TyY0HsQ2KZyooarwmUPkbmM0VbBCXBYE3KbZUO0rrDb0du1Kv5SvyVx4S0vLXVMIl5XXiOdHiHWB8IoCxJespXcjU+U5gPJP/J36Re7HVLlY2WQCZfgg5Df7fEUuh1NvLczOzMWrhz5iXmFX24U6fEKkIrc6XL8Sr6qS2OzMsStdMCvpltHM136/AW41RtX7wMG92Tn95pgbtsR1ClbkvmDFr7Nwj1qtIk0mo0XMDCLLZr0+6tCPF8Zl32Ny/8AZCW6iaf6QWJLI8AgBSdwMzSF7k0innlE36gcRKSFw5JV6NQUAHQjAfQHoaDmZcZiJgaLeI3OlU7TBQpi8wMJtWw8eVo6d5bOZFVpqYFbug2zQA6GzMCPSvUVjofVV6Bkvk/GuEORaAlMFuyq4/wlJN5Pki97YuilQNyjJ9+2JDyGEzbpNkGOvucx7yAVsyv9Z1fcLNOYANH4dcKpT09KjmU3iuTT0R0Qk+XMcUOWM1XR6sdmVdsXg+zDkBthNeY4Cjq5ke1DUuDVblIlNw2dvzvYfM36Xmrz6iJY39Qt2FMZFjjgx9Azw9LY8HPeGx2GLLaa15lkbWmWU1bcDQqraslNwhwXwQbOUDe+Ym+OsRs2DaNJZ2P0KZE4CMrtTEz2eoK2+IVUoGCmD5g6ELPyq5v9IYCgh2q0+ZdVSlGgkYmM+QY4VERxQx0+ZtyowzEh0EMqNn9e85I17HOff6qMegkTAvNYCXC71c1zrMLP2ZdaqZd+RmnmVLPk/dB7TLhmmyEwl6z2jrAw2Y9oInxIKi6vmY8BgPRkHGKO4Dyx3i9kXSg6QBXUXg/2fqwdFTNYoUmnZAAHH5X/ABoqFKYLNTtOuohAFlagJF+0ZfJKEHFVGEQINLNS7h11+A5apsrUzkYdOsyPmUlVeXS5Zo2tTX/rEx/qSyX8ocvJpjRW3XXEzIDz9L24CNF5qeIFr44Ho/aANAQowABay0+1wdKtfskPABcr1lKSTloqpq9d4YxVJq6mdzZEKi7i5BCKDRW8+ZRIcGAlvwbBCy3Usurz0ihtr0Eslxar0surL3XoI6b+kvC94mgH9MwxEPk+ZcXZiaAo3UWU3BuZ7z5Sj0ELgqOijQFMuiP17k0O/wDSZT26l7gJ7TEDC+dPtFUuCWP2YArDbZCdGJxGyA5XfYQCCgKD6MqydH7oq1Bk0QdLafUi9OnBRMQSbrUKCdlq5dsIJj7hmzdcHy/BrgnJUajwmAl+UDnDoNURUOxYFhr5mOTA+HF54ijZq8tilwwMgyLuyXmIUA2Wn+kb1nena79cXdvaJ0qbRPpcNtLGFq5a3VOKa+cooXHunCqLgSmtD9oJweAiQcdiZHVMnCmpxu8kEuNKg5mUtdoMPaCGyyHV8EsgwZVgy47kVGftE7Az/QhsuORlmvx+V+9YTLEirwSADkA1jh4mzGpmwPN4ftLVZulEK7NFWT9kWpyU6wBbMKYPoZfsVR2xLkpdSzqwI3Cm/eMGAvONzoQPRgOqh00ij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)
Question 3.Why does compound microscope has higher magnification?
Answer:The microscope consists of two systems of lens called as an objective lens and ocular lens which is used to obtain a higher magnification value.
Question 4.What are the optical parts of a compound microscope?
Answer:1. Mirror: It is used for reflecting light into the microscope, and it is located at the lower end of the arm, it is concave on side and plane on the other.
2. Eyepiece: It is lens fitted at the top of the body tube, it has 10X or 15X magnification.
3. Objective lens: These are attached to nosepiece and is responsible for the magnification action of the microscope.
Question 5.Why is safranin is used as a stain for staining section of plants?
Answer:Safranin stains the lignin and suberin and other plant material easily. It can easily stain all cell nuclei in red colour.
Question 6.Why should leaf peel be mounted in glycerine?
Answer:Glycerin is applied as it avoids drying up the specimen. The leaf peel should be mounted in glycerine so that the peel does not dry up.
Question 7.What is guard cell?
Answer:Guard cells are the cells surrounding the stomatal pore. Each guard cell consists of a nucleus and chloroplast.
The diagram is given below:
![](data:image/jpeg;base64,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)
Question 8.Give an Example of a plant in which stomata is absent?
Answer:In hydrilla, no stomata is present. The exchange of the gases is through the epidermal surface.
Question 9.What is the important function of stomata?
Answer:The most important function include gaseous exchange and transpiration.
Question 10.What is transpiration?
Answer:The loss of water in the form of vapor from leaves of the plant is called transpiration.
Question 11.Name the plant hormone which helps in stomata opening?
Answer:Cytokinin.
Cytokinins (CK) are a class of plant growth substances (phytohormones) that promote cell division, or cytokinesis, in plant roots and shoots. They are involved primarily in cell growth and differentiation.
Question 12.Name the plant hormone which causes stomatal closure?
Answer:Abscisic acid(ABA)
Question 13.Name the inorganic ion which helps in opening and closing of stomata?
Answer:Potassium Ion.
Question 14.Why do guard cell bend when they swell up?
Answer:The guard cell bend because of differential thickenings of its inner and outer walls.
The inner wall is thicker and less stretchable as compared to the outer walls.
Question 15.Why are stomata are absent in roots?
Answer:The stomata are present in the aerial plant for transpiration to occur. While the function of the root is to absorb minerals from soil not to exchange gas.
Question 16.What is the difference between an eye-piece and objective lens?
Answer:The eyepiece is fitted at the top of the body tube. It is the lens through which we view the cells.
The objective is attached at the nose piece and is closed to the object.
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)
Question 17.Why is mirror an important part of the microscope?
Answer:Mirror is an important part of the microscope as it reflects light into the microscope. Without light, the object cannot be seen.
Question 18.Give two major differences between epidermal and guard cells.
Answer:1. Epidermal cells lack chloroplast whereas guard cells have chloroplast.
2. Epidermal cells are irregular in shapes whereas guard cells are in kidney shape.
Question 19.How can you remove the extra stain from the glass slide?
Answer:The extra stain can be removed by soaking with the filter paper.
Question 20.Where do we put the objects to observe in a microscope?
Answer:The objects are put on the “stage”. Stage is a rectangular plate & has a hole in center through which light can pass so that object can be viewed.
What are stomata?
Answer:
Stomata are tiny pores present on both upper and lower surfaces of leaves.
Question 2.
What is a Compound Microscope?
Answer:
A Compound microscope is an instrument which is used to observe the enlarged and magnified image of the small objects.
A labelled diagram of compound microscope is attached here:
Question 3.
Why does compound microscope has higher magnification?
Answer:
The microscope consists of two systems of lens called as an objective lens and ocular lens which is used to obtain a higher magnification value.
Question 4.
What are the optical parts of a compound microscope?
Answer:
1. Mirror: It is used for reflecting light into the microscope, and it is located at the lower end of the arm, it is concave on side and plane on the other.
2. Eyepiece: It is lens fitted at the top of the body tube, it has 10X or 15X magnification.
3. Objective lens: These are attached to nosepiece and is responsible for the magnification action of the microscope.
Question 5.
Why is safranin is used as a stain for staining section of plants?
Answer:
Safranin stains the lignin and suberin and other plant material easily. It can easily stain all cell nuclei in red colour.
Question 6.
Why should leaf peel be mounted in glycerine?
Answer:
Glycerin is applied as it avoids drying up the specimen. The leaf peel should be mounted in glycerine so that the peel does not dry up.
Question 7.
What is guard cell?
Answer:
Guard cells are the cells surrounding the stomatal pore. Each guard cell consists of a nucleus and chloroplast.
The diagram is given below:
Question 8.
Give an Example of a plant in which stomata is absent?
Answer:
In hydrilla, no stomata is present. The exchange of the gases is through the epidermal surface.
Question 9.
What is the important function of stomata?
Answer:
The most important function include gaseous exchange and transpiration.
Question 10.
What is transpiration?
Answer:
The loss of water in the form of vapor from leaves of the plant is called transpiration.
Question 11.
Name the plant hormone which helps in stomata opening?
Answer:
Cytokinin.
Cytokinins (CK) are a class of plant growth substances (phytohormones) that promote cell division, or cytokinesis, in plant roots and shoots. They are involved primarily in cell growth and differentiation.
Question 12.
Name the plant hormone which causes stomatal closure?
Answer:
Abscisic acid(ABA)
Question 13.
Name the inorganic ion which helps in opening and closing of stomata?
Answer:
Potassium Ion.
Question 14.
Why do guard cell bend when they swell up?
Answer:
The guard cell bend because of differential thickenings of its inner and outer walls.
The inner wall is thicker and less stretchable as compared to the outer walls.
Question 15.
Why are stomata are absent in roots?
Answer:
The stomata are present in the aerial plant for transpiration to occur. While the function of the root is to absorb minerals from soil not to exchange gas.
Question 16.
What is the difference between an eye-piece and objective lens?
Answer:
The eyepiece is fitted at the top of the body tube. It is the lens through which we view the cells.
The objective is attached at the nose piece and is closed to the object.
Question 17.
Why is mirror an important part of the microscope?
Answer:
Mirror is an important part of the microscope as it reflects light into the microscope. Without light, the object cannot be seen.
Question 18.
Give two major differences between epidermal and guard cells.
Answer:
1. Epidermal cells lack chloroplast whereas guard cells have chloroplast.
2. Epidermal cells are irregular in shapes whereas guard cells are in kidney shape.
Question 19.
How can you remove the extra stain from the glass slide?
Answer:
The extra stain can be removed by soaking with the filter paper.
Question 20.
Where do we put the objects to observe in a microscope?
Answer:
The objects are put on the “stage”. Stage is a rectangular plate & has a hole in center through which light can pass so that object can be viewed.