Class 12th Chemistry Part Ii CBSE Solution
Intext Questions Pg-412- Glucose or sucrose are soluble in water but cyclohexane or benzene (simple six-membered…
- What are the expected products of hydrolysis of lactose?
- How do you explain the absence of aldehyde group in the pentaacetate of D-glucose?…
Intext Questions Pg-417- The melting points and solubility in water of amino acids are generally higher than that…
- Where does the water present in the egg go after boiling the egg?…
Intext Questions Pg-422- Why cannot vitamin C be stored in our body?
- What products would be formed when a nucleotide from DNA containing thymine is hydrolyzed?…
- When RNA is hydrolyzed, there is no relationship between the quantities of different bases…
Exercises- What are Monosaccharides?
- What are reducing sugars?
- Write two main functions of carbohydrates in plants.
- Classify the following into monosaccharides and disaccharides. Ribose, 2-deoxyribose,…
- What do you understand by the term glycosidic linkage?
- What is glycogen? How is it different from starch?
- What are the hydrolysis products of (i) sucrose and (ii) lactose
- What is the basic structural difference between starch and cellulose?…
- HI What happens when D-glucose is treated with the following reagents?…
- Bromine water What happens when D-glucose is treated with the following reagents?…
- HNO3 What happens when D-glucose is treated with the following reagents?…
- Enumerate the reactions of D-glucose which cannot be explained by its open chain…
- What are essential and non-essential amino acids? Give two examples of each type.…
- Peptide linkage Define the following as related to proteins
- Primary structure Define the following as related to proteins
- Denaturation Define the following as related to proteins
- What are the common types of secondary structure of proteins?
- What type of bonding helps in stabilising the α-helix structure of proteins?…
- Differentiate between globular and fibrous proteins.
- How do you explain the amphoteric behaviour of amino acids?
- What are enzymes?
- What is the effect of denaturation on the structure of proteins?
- How are vitamins classified? Name the vitamin responsible for the coagulation of blood.…
- Why are vitamin A and vitamin C essential to us? Give their important sources.…
- What are nucleic acids? Mention their two important functions.
- What is the difference between a nucleoside and a nucleotide?
- The two strands in DNA are not identical but are complementary. Explain.…
- Write the important structural and functional differences between DNA and RNA.…
- What are the different types of RNA found in the cell?
- Glucose or sucrose are soluble in water but cyclohexane or benzene (simple six-membered…
- What are the expected products of hydrolysis of lactose?
- How do you explain the absence of aldehyde group in the pentaacetate of D-glucose?…
- The melting points and solubility in water of amino acids are generally higher than that…
- Where does the water present in the egg go after boiling the egg?…
- Why cannot vitamin C be stored in our body?
- What products would be formed when a nucleotide from DNA containing thymine is hydrolyzed?…
- When RNA is hydrolyzed, there is no relationship between the quantities of different bases…
- What are Monosaccharides?
- What are reducing sugars?
- Write two main functions of carbohydrates in plants.
- Classify the following into monosaccharides and disaccharides. Ribose, 2-deoxyribose,…
- What do you understand by the term glycosidic linkage?
- What is glycogen? How is it different from starch?
- What are the hydrolysis products of (i) sucrose and (ii) lactose
- What is the basic structural difference between starch and cellulose?…
- HI What happens when D-glucose is treated with the following reagents?…
- Bromine water What happens when D-glucose is treated with the following reagents?…
- HNO3 What happens when D-glucose is treated with the following reagents?…
- Enumerate the reactions of D-glucose which cannot be explained by its open chain…
- What are essential and non-essential amino acids? Give two examples of each type.…
- Peptide linkage Define the following as related to proteins
- Primary structure Define the following as related to proteins
- Denaturation Define the following as related to proteins
- What are the common types of secondary structure of proteins?
- What type of bonding helps in stabilising the α-helix structure of proteins?…
- Differentiate between globular and fibrous proteins.
- How do you explain the amphoteric behaviour of amino acids?
- What are enzymes?
- What is the effect of denaturation on the structure of proteins?
- How are vitamins classified? Name the vitamin responsible for the coagulation of blood.…
- Why are vitamin A and vitamin C essential to us? Give their important sources.…
- What are nucleic acids? Mention their two important functions.
- What is the difference between a nucleoside and a nucleotide?
- The two strands in DNA are not identical but are complementary. Explain.…
- Write the important structural and functional differences between DNA and RNA.…
- What are the different types of RNA found in the cell?
Intext Questions Pg-412
Question 1.Glucose or sucrose are soluble in water but cyclohexane or benzene (simple six-membered ring compounds) are insoluble in water. Explain.
Answer:Glucose and sucrose are carbohydrates(optically active polyhydroxy aldehydes or ketones).
Structure of glucose:
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QQCCOmK8L8H+J9a8X+J9M0HX7973S2d3eB1VRIYzlNxUAsAQDgkg45zXrPh3/kePGH/AF2tf/RAqPwD/qvEn/YfvP8A0IV19FFFf//Z)
Structure of sucrose:
![](data:image/jpeg;base64,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)
As you can see both the compounds have five –OH and eight –OH groups respectively. These –OH groups are responsible for the extensive hydrogen bonding with water. This –H bonding is responsible for the solubility of glucose and sucrose in water.
In case of cyclohexane or benzene (simple six-membered ring compounds) , they do not contain any –OH groups. Hence, they cannot undergo –H bonding with water and are insoluble.
Question 2.What are the expected products of hydrolysis of lactose?
Answer:Lactose is a disaccharide carbohydrate(made up of two monosaccharide units) composed of β-D-galactose and β-D-glucose units. Hydrolysis breaks the glycosidic bond converting sucrose into β-D-galactose and β-D-glucose.
NOTE: But however, this reaction is so slow that it takes years for the solution of sucrose to undergo negligible change. Hence an enzyme called sucrase is added to proceed rapidly.
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)
Question 3.How do you explain the absence of aldehyde group in the pentaacetate of D-glucose?
Answer:D-glucose reacts with hydroxylamine(NH2OH) to form oxime due to the presence of the aldehyde functional group(-CHO). This is due to the cyclic structure of glucose which forms an open chain structure in an aqueous medium, which then reacts to give an oxime.
![](data:image/png;base64,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)
But in case of pentaacetate of D-glucose, it does not form open chain structure in an aqueous medium so it does not react with NH2OH.
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Glucose or sucrose are soluble in water but cyclohexane or benzene (simple six-membered ring compounds) are insoluble in water. Explain.
Answer:
Glucose and sucrose are carbohydrates(optically active polyhydroxy aldehydes or ketones).
Structure of glucose:
Structure of sucrose:
As you can see both the compounds have five –OH and eight –OH groups respectively. These –OH groups are responsible for the extensive hydrogen bonding with water. This –H bonding is responsible for the solubility of glucose and sucrose in water.
In case of cyclohexane or benzene (simple six-membered ring compounds) , they do not contain any –OH groups. Hence, they cannot undergo –H bonding with water and are insoluble.
Question 2.
What are the expected products of hydrolysis of lactose?
Answer:
Lactose is a disaccharide carbohydrate(made up of two monosaccharide units) composed of β-D-galactose and β-D-glucose units. Hydrolysis breaks the glycosidic bond converting sucrose into β-D-galactose and β-D-glucose.
NOTE: But however, this reaction is so slow that it takes years for the solution of sucrose to undergo negligible change. Hence an enzyme called sucrase is added to proceed rapidly.
Question 3.
How do you explain the absence of aldehyde group in the pentaacetate of D-glucose?
Answer:
D-glucose reacts with hydroxylamine(NH2OH) to form oxime due to the presence of the aldehyde functional group(-CHO). This is due to the cyclic structure of glucose which forms an open chain structure in an aqueous medium, which then reacts to give an oxime.
But in case of pentaacetate of D-glucose, it does not form open chain structure in an aqueous medium so it does not react with NH2OH.
Intext Questions Pg-417
Question 1.The melting points and solubility in water of amino acids are generally higher than that of the corresponding halo acids. Explain.
Answer:Amino acids are organic compounds containing amine(basic) and carboxyl (acidic) functional group with a specific side chain. Both acidic and basic group are present in the same molecule. In, aqueous solution carboxyl group can lose a proton(H+) and amino group can accept a proton (H+) giving rise to the dipolar ion called as zwitter ion. Zwitter ion is shown below:
![](data:image/jpeg;base64,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In this zwitter ion there is the presence of both positive as well as negative charge, so there is the development of strong electrostatic force of attraction between the molecules and the water. For this reason solubility of amino acids is higher. Due to strong electrostatic interaction there is formation of strong bond between them, hence the melting point of amino acid is higher than the halo acids(as they do not exhibit such dipolar behaviour).
Question 2.Where does the water present in the egg go after boiling the egg?
Answer:Eggs contain protein and proteins are a polymer in amino acids. When an egg is boiled the protein present inside the egg is denatured(the process of loss of biological activity of protein like their ability of –H bonding when subjected to a physical change like a change in temperature, pH) and coagulated(the process of liquid changing to a solid or semi-solid state). Due to this, the water present in the egg is absorbed by the coagulated protein by –H bonding.
The melting points and solubility in water of amino acids are generally higher than that of the corresponding halo acids. Explain.
Answer:
Amino acids are organic compounds containing amine(basic) and carboxyl (acidic) functional group with a specific side chain. Both acidic and basic group are present in the same molecule. In, aqueous solution carboxyl group can lose a proton(H+) and amino group can accept a proton (H+) giving rise to the dipolar ion called as zwitter ion. Zwitter ion is shown below:
In this zwitter ion there is the presence of both positive as well as negative charge, so there is the development of strong electrostatic force of attraction between the molecules and the water. For this reason solubility of amino acids is higher. Due to strong electrostatic interaction there is formation of strong bond between them, hence the melting point of amino acid is higher than the halo acids(as they do not exhibit such dipolar behaviour).
Question 2.
Where does the water present in the egg go after boiling the egg?
Answer:
Eggs contain protein and proteins are a polymer in amino acids. When an egg is boiled the protein present inside the egg is denatured(the process of loss of biological activity of protein like their ability of –H bonding when subjected to a physical change like a change in temperature, pH) and coagulated(the process of liquid changing to a solid or semi-solid state). Due to this, the water present in the egg is absorbed by the coagulated protein by –H bonding.
Intext Questions Pg-422
Question 1.Why cannot vitamin C be stored in our body?
Answer:Vitamin C(ascorbic acid due to extensive –H bonding with water due to the presence of –OH group) is a water-soluble vitamin in contrast to vitamin A, D, E and K which are fat soluble. Also, humans can not synthesize it due to the lack of specific enzyme and it is rapidly absorbed from the intestine. Because it is water-soluble , it is not stored in our body to a significant amount but is readily excreted in the urine.
Question 2.What products would be formed when a nucleotide from DNA containing thymine is hydrolyzed?
Answer:When a nucleotide from DNA containing thymine is hydrolyzed β-D-2 deoxyribose and phosphoric acid are obtained.Thymine(left):
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)
Question 3.When RNA is hydrolyzed, there is no relationship between the quantities of different bases obtained. What does this fact suggest about the structure of RNA?
Answer:A DNA is a double-stranded molecule(two polynucleotide chains whose nitrogenous bases are connected by hydrogen bonds).
In this molecule pairing or connection of bases occurs. Adenine always pairs with thymine, while cytosine always pairs with guanine.
So when DNA is hydrolyzed the amount of adenine produced is exactly equal to the amount of thymine produced, similarly, the amount of cytosine produced is equal to that of guanine.
But as given when RNA is hydrolyzed, there is no relationship between the quantities of different bases obtained. This suggests that RNA is a single-stranded molecule.
Why cannot vitamin C be stored in our body?
Answer:
Vitamin C(ascorbic acid due to extensive –H bonding with water due to the presence of –OH group) is a water-soluble vitamin in contrast to vitamin A, D, E and K which are fat soluble. Also, humans can not synthesize it due to the lack of specific enzyme and it is rapidly absorbed from the intestine. Because it is water-soluble , it is not stored in our body to a significant amount but is readily excreted in the urine.
Question 2.
What products would be formed when a nucleotide from DNA containing thymine is hydrolyzed?
Answer:
When a nucleotide from DNA containing thymine is hydrolyzed β-D-2 deoxyribose and phosphoric acid are obtained.Thymine(left):
Question 3.
When RNA is hydrolyzed, there is no relationship between the quantities of different bases obtained. What does this fact suggest about the structure of RNA?
Answer:
A DNA is a double-stranded molecule(two polynucleotide chains whose nitrogenous bases are connected by hydrogen bonds).
In this molecule pairing or connection of bases occurs. Adenine always pairs with thymine, while cytosine always pairs with guanine.
So when DNA is hydrolyzed the amount of adenine produced is exactly equal to the amount of thymine produced, similarly, the amount of cytosine produced is equal to that of guanine.
But as given when RNA is hydrolyzed, there is no relationship between the quantities of different bases obtained. This suggests that RNA is a single-stranded molecule.
Exercises
Question 1.What are Monosaccharides?
Answer:Monosaccharides are the only simplest units of carbohydrates and they are the simplest form of sugar. In other words, It is the most basic form of carbohydrates. They are made up of hydrogen, carbon and oxygen atoms. They are the building blocks of more complex carbohydrates i.e., they can join together and form complex carbohydrates.
For example:
i. Monosaccharides form disaccharides.
ii. 3-10 of them form oligosaccharides.
iii. 11 or more of them form polysaccharides.
Monosaccharides are used to produce and store energy. Most organisms create energy by breaking down the monosaccharide glucose and harvesting the energy released from the bonds. Other Monosaccharides are used to form long fibers, which can be used as a form of cellular structure.
Examples of Monosaccharides are glucose, fructose, and galactose.
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Question 2.What are reducing sugars?
Answer:All those carbohydrates which reduce Fehling’s solution to red precipitate of Cu2O or Tollen’s reagent to metallic Ag are called reducing sugars. All monosaccharides (both aldoses and ketoses) and disaccharides except Sucrose are reducing sugars.
Question 3.Write two main functions of carbohydrates in plants.
Answer:Carbohydrates are an essential compound for the organic life It is used as primary source of energy by plants and animals. It also fulfill other needs like synthesizing of other chemicals and provide the structure for cells within the body. Energy is stored in it in the form of starch which, provide either complex or simple type of sugars. Complex sugars i.e., polysaccharides, give a constant supply of energy while simpler sugars, like monosaccharides, supplies a quicker jolt before dissolving. Animals receive these starches through foods, especially those made from plant life such as grains and bread. Plants manufacture their own carbohydrates through photosynthesis, which uses energy absorbed from light to break up carbon dioxide and water into energy.
The two main functions of carbohydrates in plants are:-
i. Cellulose , a polysaccharide , is used to build the cell wall
ii. Polysaccharides such as starch serve as storage molecules.
Question 4.Classify the following into monosaccharides and disaccharides. Ribose, 2-deoxyribose, maltose, galactose, fructose and lactose.
Answer:i. Ribose, 2-deoxyribose, galactose, and fructose are monosaccharides.
Monosaccharides are the simplest units of carbohydrates which cannot be hydrolyzed into simpler compounds.
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ii. Maltose and lactose are disaccharides.
A disaccharide is a carbohydrate that is formed when two monosaccharides are joined together and a molecule of water is removed from the structure. Lactose is a disaccharide formed from the combination of galactose and glucose.
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Question 5.What do you understand by the term glycosidic linkage?
Answer:The condensation of the hydroxyl group of two monosaccharides to form a link between them is called glycosidic linkage. In other words, it refers to linkage developed between two different monosaccharide units through an oxygen atom by the loss of a water molecule. For example, in a sucrose molecule, two monosaccharide units, α-glucose and β–fructose, are joined together by a glycosidic linkage.
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)
Question 6.What is glycogen? How is it different from starch?
Answer:Glycogen is a polysaccharide-type of carbohydrate. In animals, carbohydrates are stored as glycogen.
But starch is a carbohydrate which consists of two components –amylase (15 -20 %) and amylopectin (80 – 85%).
However, glycogen is also like amylopectin but branching will take place after every 5 to 6 glucose unit. Also, glycogen is highly branched.
Question 7.What are the hydrolysis products of
(i) sucrose and (ii) lactose
Answer:Hydrolysis is the process of using water to break down a molecule into two parts. It is usually a type of decomposition reaction where one reactant is water, where water is used to break chemical bonds in the other reactant. It can be considered as reverse of a condensation reaction.
The general formula of a hydrolysis reaction is:
XY + H2O → XH + YOH
(i) On hydrolysis with dilute acids, sucrose yields an equimolecular mixture of α –D glucose and β–D-fructose.
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)
(ii) The hydrolysis of lactose gives β–D-galactose and β–D-glucose as final products.
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)
Question 8.What is the basic structural difference between starch and cellulose?
Answer:Starch consists of two components – amylase and amylopectin. Amylose is a long linear chain of α–D-(+)-glucose units joined by C1-C4glycosidic linkage (α -link).
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)
Amylopectin is a branched-chain polymer of –D-glucose units, in which the chain is formed by C1-C4 glycosidic linkage and the branching occurs by C1-C6 glycosidic linkage.
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0m+6gv22VfBAE3r8X/EY94ROt66DyELtSqO09KgWZKt7zlLVvZWoVY8rnOda5GlbsZLCKx2e/gXj/++ONn5z73udvYawzkPkVou1eEeEpQzQ3b+d/9cz+928a2Ef728cAHPvAQZSDzyGe+y7zxt7lnn7axf/NHnwKKpURBOQOUkAqJg3paUCKiKA7SoYGBgWAoA0vCoilWrOHQ7W53uxab9UJAQ0hbpC3KXv7O//37ve51rzUFoP7Gwu871QqaE1nMWXesSox3vAFerFHxYMx1LE9cBVrgUgYkEBIYvAOVyIirmBBi0S6TQLgIiVMLExwEa7LSEVOkNALSQtrYxzugEZVKDffspJNOmn34wx9un/EOaGX85je/uXl63DNU1WL74RGora7r+3qf8TZNufblNZgDFIy0zHY83giKrGqToCcdGhgYOLgYysCSsLBf8IIXbNbgKoM7+E53utPspS99afMUKC8UbkCUo4nReqjZ6319e4X/DwJBjWt0rcI3FL8jjjiiKW6rjF/84hdN4cQxQKHUUMmcoGQODAwMTGEoA0uAFXb1q1+9CQJkLqsOiWQsQ9z3Ohlqi/yGN7xhctuQ2FAAWKuEXxgWWZTh5U++Q6h2D0IOQb1GFNLq9FVr1NLCVQbPhTAS3onXvva1c7cbra0HBgb2tTLQ12TPq9mu203V8LOor3nNa7aSrac+9al7Is5KqEto5B4+9thj1xLK+jKykNikBS+aXJ0PtWCWgc7tTDlAaSyxUUdFZWqr3gp5o3X9PZ+D91RdCL+oz5en8ZKXvGTPKAMpfTVnjznmmHZvp8YodMaUPn+7tyFTCoGS7+1rXn+EgYGBvY19qwxY6CxgVfil6UyQhc17Yqe2yecWQ4l4Yq3619/jHvdoyV9958JVBmEu10EiWnjz+3GKIIzVz51M+cFvnzr0lKZxkdvPKtemhx46TH0pl0xL4Vxvmg/ZNvHzOj8i9IyfKow//dM/nb3gBS9of68yeoVHrsLVrna1tXsXuNbQE/ucksebwAsiP0J7ZmMiz+CVr3zl7ClPecrsU5/61CGkRQMDA/sD+1IZIKgs+n1yVO8OzaJZiVeyje8oAmrKr3Wta7UFkZWNdGavWUYvf/nLW/Kg0rb1Yvyu/7nPfW5LlCQcAuOpbE01w15A5fAnDIV3WPWsfPD+lre8ZfaYxzymlf3VMEjg/29/+9uzK1/5yi1bH7xTClcVVRGq1yGH5BKXuMTsZz/72VoCaE84RDHgQbrMZS7TkiCznTFUhaAa4Sc/+clIOhwY2IfYl8pAXJtKwbhI1WB/+ctfXlsgWTdi6oSBbZIZ35fMEQTnOMc5Wuti38v614d+ryXNseRUE8iC7xWZnlDI9wTepS996UM8IASDkkXjlu1WNYEwSkC6/6m+EDdX9fGrX/1q7bpZuzwgvD7GYCpJUuIdrwrFyP/mkzj8KmOqK6XQD2FOmasVJbUpEkg6xUWgQqVC4ux1rnOdhYRVAwMDexf71jNgQWTZs+ok0Sm1y2KvRE89vix7C2PcpNWFisBFRvZd73rXNbeoEIHSv7hXV/XaY+F6j6BXAicBrqcj7gmFjAUXMU4CLnGKEyIdmennOc95Wl17jrNqHfAS8vFer0u3vhvc4AatFLQqPjwlEgKnkusof8oBXTOip1zz7/7u7y4ME9i/ev/d5vuvHALpkOh6z3rWszZPSb3OOu/lhVz0ohedffe73z1kf+77jW9845XPFRkYGDg87GtlAK597Ws3136FJj4XutCFmrdgHtSNX+ACF2gNXgI8ACykxJfT4z7vVajuFjlPziVkSTknSg9CG+WRtdZ8CmrjCUFkRq4f0yEFgeDEjbDK932q9l4y5PWud71m5VfgaHBNUyV3ci0SZ5c8CYQmBkFehnlIDsJO3/tce5SzXhnINXH3S4Cs/QnqXP3Wt77VvGG8ITguKAeeFzTWlIF4VgYGBvYX9n1pIWVAiV0FVyhl4DOf+czkb9Tq8yaIDVdLyGeVZyDx1LwnAS+EMrvJ9572xhb6WH7f+973WqiAQJhKAEwjone84x0tTNC7hNXZCzesOgi2en3Y91jz3NyEHU/BN7/5zeblufCFL9xIgXL9IDwiz+IKV7hC2zbgERImmmpUVMd5NxCvyHqemp/+9Kez8573vLMXvehFa3O7hsiExngPEGvh1pBQiPQqysBmSasGBgZWE/teGVBWJ1Zs8bfQyQi3+BMClIIkmmUht6hzj7OMCY4KzG54//ObqYWXArDbIYRUUiRUUM9HfBydrvFIAlkEp2v34hHATcCSDPqcgVVFSgKrYP7jP/7jJswIdy5/no+3vvWtjYhJuai/c/2AqIlX6NnPfnZz+VfwDPjdvGOnCmW34Rxqd82ck+uhBHkulInW8wa5Ahe5yEXa/KhAgX3961//ZA2wBgYG9gf2vTJgAVMaKFSg45y4KYHOM2AxjHs/VrxFUEMX7vAISZYTBrrjjjuuCUNCMm1hZVfzJCDo2QutYFnJ4ue8HOrOe1ph4yAuThiyIqP0uEZVFRLQbLOX2t5yc7vmqsi4Jgmk8igkiNbr1+5ZiCCu9IRelFcSijxGGRdVCeYM6t/kCsRC382qk5rX0pfUuu8Uo8c//vFrCaTxElAG3Ps+gVA/BF62ESYYGNifOBBhAuVjIVOxWEuK4xmoC168A5QGGea1rE4iogQ67tN73vOea+QtXMhcp6wsCXp90lhPcrQKcE66Gyozw59frVjnSulBsoSkRnlZQgfixxLwJJJRDPZSy1vXe9WrXrUlg1Zo6mMcKIiB+3j+85+/dXmMMCdM1dy795RISkTCArwKPjMHKAXhbUjuwG4lWFbPVe/Fco44A4SCJIfWbShOF7/4xWef/OQn10iHvFOCzHXPwn6noB4YOIjY98rANa5xjRbnrZA4qHxKYlwFJUEtvVLECoshAcB1Lhs/QkKVAVY6SWiS1PrFl8W9iqVYXL0sPZZ+nzWedsyUoViTrsXfrpdlmHyEVUXPOklpwyDIs1P5JISLLne5y61VE2jty+rnFeDpqfswLkpLzadKumOcCE9zxrjFy7KKimCFvAhjomIm1j5l9nOf+1zznOlyqaLGdUuglGyJq0Ejpr2kCA4MDCyHfa0MEGAsQhZtMsJBhvw5z3nOZhHGMrZ4y6Ceav8LLEAu5Zp5ThDINmdFI3MJLJZxpa9C/LiHa1V3zh0sP6AirHx7FckZqMmAcj+4xFm3XP25dxIllYtSClw3pcB8qUmDFRJRe1pfv1O+KiEvx98rINh5wTKnjZtQh/kfRQAoCUiZfE4RGnTEAwP7D/uWdMjCpnsbTgGuUPHf0NL+8Ic/bMJdnDfhgPe85z0taVBy1RTElS95yUs2opqAJSgz/4pXvGJLTAx6zoJVhdCHWPrXvva19n/yJ4yRvAgteV1jEgv3yr2vnotci/uvpDKxce9CIj4j+MwJFQe1bDBJmAHr/1KXulSrQqFU8B54x9gXhsLU9O8FCH8ot5RcWXk4Am2aKVIjLDAwsP+xb5UBgo2VY9FPv4E0XIkLOLTFtiMIuE0l2AW1Zh8BjRirigIWlf+1hpWTIHxgMd1rYOVxcUuWNCZV4EuMVIZIyUnewF4DodwrZYT/j3/845N9LvzjXlKMokz0JYqUAePl/qs4MEbCLBQEVQYZp71E1yuJlkL4tKc97ZDPPSeSTHW7rIrVCBEMDOxPHKgWxghUxEJrciA85znPafFzOQMVlWUPfz1+f2EBlqH/MRhq3iPGrKkP2H4vudkl0XGNI1mCCElCTiId78leQZS3oBLvAA/AC1/4wjYHuL3rvOD+13si93DKGhYmMAd4EXgbKFMSC+UdRBkI/B1FcpWQLoVVyZFTQ9GtzIQ8a5RBZFNJlkyzp4GBgf2Hfa0MWJDFd5MIx5UrRpr4voWRlSh2LhFwkdUjrMAqREYT8DZIqlKmlTCBxXKvNXKRJY5khis9ygAlwPUSfIRj9RysqvWbfglhhexBYZMEqMS0cijoNbAoVyAgNCkNlXjHeFEQeprndIhcRWWgD3/g39C3QEltwGNmXlAWR2OigYH9j32tDFi0WWyhFJbkdaMb3eiQBEEUwxb4xM2h0hkHFvsznOEMrb1rIClRjFllAqFZsSrkM1NIdnwEFQ+HEjv8AgFlwGcEJCEq0TAkTAm3rCLcO4J+yjsjvq90lEs8ngFucsKcgjBvfKJk4ClIDX7yQvAMoHimUMhR2avJdciY5L7EO0aR4S2j/BoHoTTjupcSJAcGBpbHvlYG1H3jE4g1L2ua8KYkWNR4BVi/4qIVFvlaI84yUnmA314CYcrGWNISCO2T0KwLJet0VQUmgcXyq4ILzbLYcYh2sPYZGyyN4uOsRmQ8q47kgeTa5AgkhENYE/qUAcKNJ+i2t71t8xYJFfTjk/vJM0Lxk1wqr4CXyL31e0qg+3/88ce37ogh+tlt0qGNwLm6PjwKl7/85dt8pwzxFnhmhEMoC+iJh5dgYGB/Ys8rA1O0wP4XH1ZFgIc9FQAWNjF+Cz23N659rtCaNBhBn336W44Bop1YyYkHE5wSB4UI/F1pf+fRFa/SuOX6ADEPCznseoRcwgSuldAUb6+/XfVrY93qI4BTAXgGCHQ0w+aA0kKW/kte8pKTWbw9V0EaAaUJUe5vwgFh8qvJdrtJOjRvXKYs+4THkEyFjMo1eVYkyVKaedCUZ47KgoGB/Yk9rQwk/tnH+gl6ljzBjRnupS99afucUoBHQEmZOCmyIAtgdef31K0QJrYcswqCIP0K9hoIrFiCLGZlcjwqlABVEgQByCyPZyDleat4vfWcCDV9GNJpkWfg6U9/egt5cO/z9MgD2A4PziqSDlWPR89ImLnvGREecP89K/73fEmcVUkzMDCwP7GnlQGLeLoFgndsagSYbHgCzoIfZYCCwBWqC5tmM+LHfeOV2rTlIIBCE2HAA2J89B8QJkCyxGtijFiJGcfkQ6ya5ZvYvush+IUI5IhEGeAKR7WMihdFtetDu3tQEAU2PBxTeRWeHaECHhW5NEIDcmwoA8ZsYGBgf2JPKwMWs2p9pTqAO5Nbn3Dj+uYWBolyrB3CQc/2dG0b+DewmiVEUpQuetGLthAIwSEuzp0eTCVZ7jZqnF7rXQlvrNn73Oc+7TPeAGWkFBv3n6fjoHbh65+dQEgI2dTZz3722VnOcpbGp+H+S55UiQE8BSNcMDCwv7DnlAELWPUG9GDRPuABD2gJTxIHxYQJMoKAlYOGWNa0zPlVTfDbTch9eOpTn9pa+xIIlCrWJE/KXkggJNyFgHgFgDKQnAElpZoVUQS06dWVsYdrPYjCrhIKCRvJpTniiCNaXgVQoFE35/uhDAwM7C/sSWVgXh05qBRQAic7XMxYRzkCQEa0hEILHC75vk99xaoSxmwHXGdyH2LpUwCMk1JKSXeUJuyMSSBcZQgF3PSmN22CSxkolzdSIJ4CniJ9Ko488sjZG9/4xkleCWNxUO59RSUUCiPnKU95ytagSC4BZUDFycDAwP7EnlMGprjnF7mrLf5KwUD/AQuczoQV9lc9DatKGLOVY5iM+NA0ZxzEhzH0sZ69WNji7zjsEdCsciMjCiJlkDvbfdd4SkUEhZCFy2sgYZB3yLUkETL3fC83aNoo+jlfoULmbGc7W1MI9fagNMkl4XEbGBjYn9iTngExzHgGLFSxaKa6BPIGCB2Ahe0UpzhFcxEjjsnvCIWDVD/dj2GFMZJn8eAHP7iNk+6GyjQJUx4XSsSq8tMngbBCeOPEE09sfycEInR0+tOffo1ECVb5urYaqcKZUn7kWSDq0rzoXOc6V5sPPCoULGybtXx2YGBg/2BfkQ6tV9utmgDfvlpqZYX618/DXiKN2SoQBOLrqIm/9KUvNb76nllxr41PGAfB/dZsiIKgbFLXRvMlOAiVJIu8XRRi3jP3XXKt0JA8Eco0pRqpUqVxHhgY2D+YqwxsR510rW+upDyLFqievGe9c1q0L8oAUh3NVyx44si9JyHX7fPKQrcMiVBfv13HMN/1r60axz67P7wHVcD1Arw/X70buNVR0oZnAPvg1PhOlRb259XfK//3xwRCiJDRRyIdJde79+sdK+D9iTUr3EExUF0in0QugQqTjInzOJyk0vXu5zxirK1GlGHzNnkPCau5LhTMSm/nzWkU1CeccEILB8i9oDQlNJTXQU8c3Mi6uMx2fTXUSMwc2C0csd7CslWTs6eJ5ZqPWzbuXYu2lwUrQto22a4X0HmAFj24FXoTKCtDOkQIqCpAt1sR0qH60Metul4owXhV5SKLcNjrcj1J1spnGxnj1IjX8XEcSV8Wc1acBEDd9ByHAJBdzyXOTS6Rcmo/cgXE2bmHfYZfgGJQlYF6L6YWxTQJyrXH6s71+V7cvo6jGD9X9HOf+9xG7fzIRz6yXUeEWOL6PYVyf6xeiE+NqfwHnoG3vOUtTfngAcFDYHz6a+qVuh7GyHFTfeC8vNc8hCg/ztt1Z9+22WriJvtBsmWO4wP4+Mc/vta1Ud8Nrn8JlZS8nEeeuZzr6173upZcSynzOTriUHmng+dBR12Dpu5d7WfRU3736LcxJ0ZXyIHdwlxlYCr+vhlUwpM8CPVB+c53vjN74hOf2Fy34pPpIBfL1qLmwamUr4seoCliFaQ5BADIkmf5IqFZ5CrOfupC6Dryf/28kh/lPPvFoFry6f5Xj7/sglTHMfdKC1rCnEAV54+3gCV8netcZ/bmN7/5ZNeR/YilyyCPYKQE9MpAf8+mFrfqCQmhUfITMi7ZhtIiS121ByHl9cEPfrBdA4Fdx3Rq/tRjTd2zPibueBQOpEPmklJDwi88FPU6qiJchSZQqLSwRtXLuxQFKRTV5hbL2rtzppBRzihcFBLKaIibonhuBXhVPD+UXFwBUUZU1kiaVWJL0Z66X8YdyZA2zWBeYiL0fOQ+HrSw2bx1LMq3+1rHpLKX9vN12TVxNIIa2C0szBkwMWPZzkNlfYOajFctu8D/EaYpE3zta1/bBAJhJlaJIfC4445rC249l6mEp/Ran0JPrIJalcCTEOU7LlCta9PVMOfdL9L1uKxYGen6HFBaLL4RBgQMgYugBXlPXN4EM8uMINIDoO5vK8l7xPnPetazNva4uuhTDs54xjOu9WiY+t2lLnWpljQYpIVxVQbcq41aLn31R8AjoE+AZMXaJMi84KFQEhh2wH4OLYMpUh3C3zXKiwjZEB4CjYrEw+s9cR4UgigwWfSV2gk1UVywXOKuMHeNIeCzePKTn9yIjvydBZ91rpmReZPr2WqF271BqnTJS15y9tnPfnbtc0mgFAE5APO8Wzwmfmeugvl/k5vcpFWWZByNw+Hci/0I45g1zPPv78yVRbDdemM4tW4ODGw3jpiarDU7PyVo89BvE9cpxJUapKStCsAPfehDbTHua9hR4qKL5e7MeW0WFmKeAW5QYOHJHZBtzpKrlv3U8TDwiadSCAh1liGl5VGPelQT/BYF13Ge85ynCZxY/GLVmiJh9KPo1Bj1Zt2CCa0AgeN6em8Hq9+x3/nOd07ug1KjNp9wC3plICWceR1u5n2u9zOf+Uxr/Us56yGnAxeA5L+M01aMT6oJJMVR3HKd17jGNQ5RhOpvq0LhvhOQcisCFj+FBrMlBcHYuPfmbrUaCWRVDLwSwVZzGrBUeVrc6y9/+ctrn/NEmONCZPW+5V5QunhjhBgC88e9kWdTz3d0LTw56po3hYQGlxnDKKFjnAd2Gkf0EzpNa3YC3KZ3vOMdm3XeT35CiLBQKw4JByyzcM4jJiLMLXDpZe972dMsorro1X0EJ510Uqu9FsqoYCn6PEoL96xqhcrj7nj+576t5WxRBjZDchQLBexbUhxFipvdOVEQeCq4wykiWXACSs0VrnCF2Qte8IJD9htlINUEqcOPJ6ZXBip50SLk2OLTOB/ufve7n2wb502hSk+BzcDxMre46CkYlLhKOuXaKaSLFE/Xy2Oh10V/n5RdqlKxX+A5Em+v4Im42tWu1nIjgq1mO6TgODYvD8WXx8s1OS+eFqyCdU67TnPTdWnoVamZ7cv5ph/FwPrwbMybO1PPxtQ6Za4ORWBgN7CmDNBGs1B4j8CcmvCH49qsXoFAfJpVxdrqF0TCX3JXlIGtgGSoG9zgBicrj5JBzTKqZXR9zTqPAnpeJVYV3KqEJlcxjwN38VWucpXZk570pLVtXLcsdgKZcO6xLMlRJQvKvejzLpRMXvva124CANkSYcB7oRuhDPosTlmMWIu3uMUtmvCv+N73vtf2JSltOyCMgtSmKgNRQj/96U/PLnzhCzfX9VZCaIJSxo1fBR/PjZi6mHlcvtXTBcbB97o39s8Dy9s8JojBeVP8KLS8LTgthMIoONX63mo4d4oN5Vb4itfNHOANcS9dY57xjDWl0XUJb/XP38Mf/vCWSzDwb+gTKSt5k78XecySJ1L3VUOs/fM8MLCTOCKTlMs8rmXNfpSXbTcInKtf/eptkeq9EdyvrBXCW+4Aoca1TFD42/l55+L0YvVK5srntiP8fO77z33ucy0+LJGuVwbkKVhAH/GIRxxSOldBwLL20tI3EF5gjWvqQrnR2Idyw6pliUpac50Y3LiON9McaYpwqS5MUa6ELWqYQOMm3grCoYJXwOeoeXsQZBgICZIPfOAD7UUweOX/+pr3uRcFilDihWGtGn8xbQJf+VqQhZSiwNviu3n7nHpx4xNu4vhT39vvve51r7YNZbcqX4ShuViFYhgaQT6L873LXe5yyPfO2bPDsyAnxL2RtW9cjYnQjFwNc+tMZzrTmvdgPdfy4cC5UgII/pozQJHBIFnDBN7xLpjXaeTUwxzy6hXVg8TU2KOW1Capeeo+5vuMW6pKFpWuJpwwcgYGdgNNGWAlEXIsJ2DdKr0zcZXeeelxv1UvwjGLkVg1Ad2DMkBJIGTFdGU2Uwy4abkv/cbizaqxoHF1287nwg4EtwWaNe574QHfUwjsuwf3MTeq84M+yzv7FvutcA1itEcffXTzLBgryoFz1SyJMGAVOqdzn/vczUoMNpOhPZV5rALDcVi/1bMjTm3Marte3xMOchmmiIUoObwlFBheha16Sb5TtujcJTa6b7Lu64LICyNEZLy38the5gElLeWAFTwGci54CnpIcqQwEqo9eIeMEyXMQk4poMhWSFrlMZLPkWduqxf8KAOOk6RY8LyZjxIIa5hAboOKGsrTFORYUAqNF0XTy3n3FT0HEbU018s6YKyMWaqIquIuLCWhNLkq8+C5pET2ivvAwHajKQOE409+8pM1AcLdzMqWfU1Yc4Nv5UtvdAtMrCjWrGNWPP3pT28WDve6xZaFTWh54NTS1/f8nf+5vG3rN4S3z/NbC/1UdQTrThKYjO+pOK6FVIxbS9d+wUTbS8kQJuDF4CImgJN9LzeCskFQV14D3x1u58Q+ycj58n7g4deRscbEhSyMO+UkcJ5iyzwpUyQ0WexY8SoTturlvGJJEVgUPg1wKB+UUd4KYQuVHrbdymNL8rQYzyN3yZjIC+kVBR4YXgX30LyqoPDxGqRaw73ulQHXRkgnZyDlpVtZSuZeebZ4JXjRco2ebfP6tre97ZowopxQlnl+esvWOenoSFHkNfD8UGIobvJuYhnPq7NfdE3bRawzdcx5x+oJwPrf9NvNu658Z9007jxp3uM5CfEXmH/W0/VaZlu7GCVCl/35bOf4DQw0ZYBrW/JZytF4BriOCRsT2GKylS8Lf9zb4q1ikxYqfzumB4ZVKAa73W2G64Ol/A8fe9+q1zZc3ec973mbYK217yxGSgur2/8EXFz1AaGvlp3SQNgtu3AuOt+e9MQCxBVOEVFGptlMkHIzipWF3/12jlzWVRA4z510T5oD5gMFS26ISg1/s2R3w01KCZQwx7NTvRUBDw8vEAGaxESCgBKpPj/EQkomeZLq2BKuFA3zoOZ8bCWxF6VTJQbPhETWjGGEuXyCeEUoNpJ3p7xCnkMCyf3wvWul6Mq5kYhIWUrVURV4uae11r5HJdvaKoS8p3+W+mNFkMair1n+ScR17rmmSjRWFff+umzv2aJwC0XV4+Sceo6N/pxigFiDJfzyoOW4VTGtvCpDKRjYSjRlgIuL65YlZrIKGcRdvhNwfAKY25ir1sIlvpywBSTJbivRs/BZ8CS0SVysFkHY7iR/8RC8+93vbt9JBuRKtwDnAWUdshCS/OZBJiQs0Kz21KMfDhY1GErHPvfRAl7HinuSQDDOFnphBGGXNHCq+9iNBCbjG69Oyj53C5Qo91iogvUMERgsb9UjvlOqJxeDUKUcJPRE0fIZocnTkIxx1SiEhbE3H5KkuJXj7Tydo/P2nmQ3Y+pF0BA6nm/hEAp/jl8bNclrkezYJ8v6vURZ3hHzKwppz2QYcqopRX475li4HBYdq7rtQ/QTAa0MkyFgzfF8yLcwflXRyb6SM9A/g+YAhbuOWSUUck8omKksiLfTnBemibfJfq0dPI1grpiTGd+EB6vSNTCwFTgiNKasipS4+bu6mbfyoZ3XLc2kJyg9mGKTebgr58F2JC712rrwCHcu66cnHWIFcsVzCyNjobSI74VcyLm6Bq5UyYuuyZj63v84CIQtUhWQawvJ0TJ9F6YIfKYwLzmNB0icmFAbSUqztftWs+wtzjW/I5TPgQXcPEnpHmUrIDCFvHiAPFcRVMJTkhAparH2dqpVdt2/ayHQr3/96x+SDJvz8dyzco866qg1NsqK5z//+U2pIdhSDpss+MrpUOHa43WspbDbif6e9Ql9Ae8YRZ1iTzniDVH2umj9670hwIihAPLI9OcByk95jBhZvGGOc9/73rfNE54AialRzhlFPGUhK6PgWx+cU2UtPciJnANbj6YMWBQIupCg0IqrVb6Vi1KYumoDmSmY6FEcwuW/E+Bu5OJnGfVj4Lxp6YSAsEDlDMg5p/TSg+v8/R1L0BgnMTFZw9nveuROGwGlwkLCJVyrCggnVQ2SCXfbAs941V4HU0l9O4GeW8McICAkC7L4K1MgQU+R2op7tdX3PeOYZ4VQU2ERGF+VFEJhb3jDGyaVQZYx3gGJu73nCCi6lAHfLVJMCTCCjKATAoyQjIWdtaDeg0rLW+9H3W5R+V3dR39PwxTYh9YoRrHCKfKSTI2R7zwjwqSsegYSzxolyBj1intyn/pSzJwDj6G8DWuHOcT76FkUMnWPHDf3ijImuZcBQdlMxUKej0V8HwMDh4s1ZUACXR40/9fM8+1AJYPJw1qJd3yfBXgnlQFg+Uli467LOcZFzzXc5xTAFMlRFratsoTmkSlNLYqykcWnq/UnvCGEQZj1nOq7YWXUxWwnlYEIzEXjqDLj9Kc/ffMA1fvHkpSXkfbXPXfG4dyv7Xi2QIlrEtGARSo8pMxxnuVL8Jg3PANT5cW8Wyo9CLH+d7b3vWdE3goeibx42uoxKyU5pSSesTDwZS3yebwnidtHIKbGPwYG78O8daI2CwvCFsliB+ERAj3lvxQBlrxnSGIf7wFB7v/e88YzwOM2j5eBN1FyoRwj+3UPjFUsfcI/Jb4+Rytey1jXe34GBjaLpgywdsU6YylQBLgDtwOVpKPCZ4lD2mZeXHyrLKm43BN+6I/HOkAyxFVc43Qsifvd734n21d6Lqx37Tne4dSYT5GUpLSpKlbORTWD8wydsAQ2cW59C/rxqy7VLE77GQlXLVI8fE9IqHZg5QYWbEI2HP5RYKZ4A/q+HRVbTe2b56ZCgmBolnml5Law6s2FRTBnKAM9RbjKGQRWhFSUR9f34Q9/uFUdnO985ztEAagvJcDyJXgLvJRAqnphUUvK9b/PKQ0+p5AQsF4SYMXk08jMb/zNgs5v7MNvCPKalNmPc+/N4LngsgeWOI9gOCh4BhlJPASUH+EOfycfo8I5UCT6nCDrqvOxb4nSvudtcu68BWnfTRlQzg0qTlSEILiSkDilxIwQwcBWoyUQcoGxhLyDBJrtoCGtOQMe0r7TXBJu+ryCxDP72t3NLp4RCGmnXM+Hi527lABNuMA2Fg8P9TzU66qJTbmuaPM14epwyWfSFKonKXEci6hqjDAIWnxw41eegylMtQPeakSBWfY+bTU5z6J71o8vLwBBk7wQ1Q5K7lh3U/eiZ5mrx+hpZ7cyZyMZ9VXYUQb0nQAWraoH1yJsVYVlf+3mO9e5jHakXenwyLLlWajhMdb4E57whMbl4YVvY54yIFygSoHXwLPF++YcKRhCMv63DSFoG+frO+MtqdO773xOePrOy76UQHs2kY25VxnrOs5TCbgUDaWthLSeE5JDJX4S4sta3fZH0aFIEOR+K4wiR0SJtNACb5zz5z1RLeM4PCjOx7EJf6W/vCcUduMvn+Cc5zxnC+nUkGVtJT4wsFVoygDNVGJT4sj+Dk/7dqFvPbxI0O9E5uxUK2TxPS5RWcbRxnkGLIrr7SduyfXaEx9OC+P1EFpa1pqERdaNKgmKzW4iHpZFi1lPprQd41OPlfDEvDbYLE9zIBwNPEY8A1zu/X5gqjxzXkvlrUZY7jJ+BK3cB+cjvCFXRPy7eufmtQD3zPEsmTcolZVVErippOmvL8oupknxcDFw43bqU5+6KQN6f9Ta/u16beS+A+ErVk/xkRDsvgod8I72xkq/NmU/xpNXAvGUMWfx6w1h/ChKnj+hRdwTvChCD5QiygvFhfJByeI9oLxTfCjyPAhYOCk+U8mcAwNbiaYMSIgxCUNIwkOwXZz0/QLSf7bstjtxPpQjwh/nQVzFFo24FRftxwK7TA35dlybYyPtYQVybfJkEGDu824iREn9NddFdopMaTvufRXQi47hXAhBC7txlRXu/+QM5Jwj6BeR8Uxhq/MJ6nEIJuEigk0pIZ6AjZDYUBSsBQQk6zbZ7IvOOx433geWMUuexTylROwkKrFWLSeGJPxGKZrqGtgThNX95Hm3D68ou9bTmu/gu4STfJf1wWf+T56Ev5Ps6PfCFlOKZH8PepKkwUMwsBGs0RETfFvhut5P8DAJF0gMEm8FgnVRmKA+mIdLKLRZWEhwInBdslDEvdMOeDcxNSbxCM0jU9ru81nmWDLh1dazjgk1VNc1gW7Rfhbtf6tJh3oQxFzgXOEsz2XDEv359IJoHsnP1H6sKxSJ9Wh4txPxLm1mjk3xI0yVGO4UeuUkIZCs2yOUMLBRHFEn+tAkpyF5iWWF4Y+A7Vvr1nyAw0Ufz7RwRzmrcfxljpUwgXPFpocEZ7e9AkG9ruRPrLri6XwJVjFtNeDivevRysJ6OS5TpEPJPQgI4iTWJselMuctglp1ZYTi8Ms2HlsmL6fm91RsB7vg4aAyB0YR2EiOiu2n6KirMrWRZ76ez2bXhTzfU8eu9yTETwMDy+KIMQTrg6sUEZE4n+ZIrK0eyzRvsZjMe0B7UpSa2NUTLq13LL8Vo5TdfLrTna7Vm9fvliE42i7UOnEWY22o06Oy4u02ZNjLueDyFtOVWb8eDodhcGr76uLeCISzxOuVFy7726mqhGWxkcTQrUSqNipJWGXpq+e0jBBP1Y/ntfYZ6BWwqSqkeXP+cJ+3KaKxXtBHUezv8XotlQcGKk6mDFRmvIOOWpusfhjD2KlOdapt7Um/FWBJ8F4QBGEyC1fDdhDdrId5HAJqr2sdfI9KzLQKkCluTHUAXJY7wjWL+aZ+XsJYkvYk7ooj+y7x5FiCsQbzO++S/5QFqvYxdpL1hC3Sstvf2BMlpKkakdsgpKFS6HDmPoUnzIGr/pzOmydJ/EsMvhKfZb2rVL/V+q9cJ/nefnrOAveyKgpTArjyqlSyrYrsZ973Uw3U6v57hWOry1cH9jdOpgzsFF3oXkBdRDxYMnsJA2VQsrPFYtVEy0LGy5CXOmiv/E+IKO1TZuRvLnzZx2qTxfK587fqhShJOZk6cZ300DtnYdjN+9o3XHE+CWOsd15hrNztMJbyPJnd6umXuReYLCllqk9Y6V4SEWX4yzvxt3sl9GA73yOjkc3uZRu/9Z1tQmGr7IyXwrsXhY9SZV7yWvmN0JamSrVh1kZg3puzst9jiS4SLD2J2E6DZSzRUda9kIheEJSgCOl5grSudxH28+ZZGFqzLsTTFw8EJUyC6XrKQObz1DbJq6nNiHoyNs+0+0IBRI9e6bDrdQ0ugoGNYIQJNgA15joPWmSV7VEO1DzXWmnvBEatg/a5OLOYs9/kdzL8WW+3utWttuzlOHIEhDQIjMpAuBkX8OEibs4eLFed/ZDgRGGpC1mf7b0THP5T590f0yKse6W6+fXuhVp51SjmihI9gpugJtC9KAP52yvlnz73ch9Vr2TbNPJSpqf+P0JPDbsEV54CGfzYJ30upBWegY1Cwp9rpMxGkVzE178evfh2Qw6H0jzPGkVIsqcxQZ9cO4VuFIvojyvRmGunkGkLnd/V+RyrPaGUOr/q91U5iVKQfCElngwJL/ea4uH+UNpSfpuy0fTbOAgkYgNbgyPWWxCXiYXvd1TBxAqzqNP+uXnz4v7Nq/8spUEWU59z20vo207uBMKAVVjrk5OMtpOY12mRV4WX5QxnOEMb08olUJMMdws5755OmEJImaulhasKimgYCDcay6cMKKlVM5+5My/+XAmVdrOkTV4HbgNzH/ClCOlQjHdiPhHKOBZ61ATC6iHocxyA8p4y5uT3BOYdZaMqzwigKEAhJeqTFXeCRGxgf2BSGahtSJcpIdrPqPXoBAMLLVzmqwoLDjY154rtLPd0q1vmHu54OgcWbtjptH4N++WqIfc+zwDKWB6eVanO6FEXfkJCuAE2qgS6bteJr6Jv49uj7rsvcdtJYP3jteMhCMwzibRyH9xHORfCCQSunAjPCkFKafYZoh/bSW5VPup/ArfnXUnTIsI77JQ4HSgDFH77SjOnHsbGMbE6YitkJPjMvoQOeX76JkvOwbXxeFTII5EzMhIFBzaLSWWgMv6NcsN/6z3goY27dmqbRb/fSThXygB3qT7pcTemrr2ir7meYlrbivELLI4sOIIqyoBFTn+MeWQ9u6WMVma7CDwMhDe72c0amdOqztWg0hH3Yzt13+v/5onrlCxbrdp5VqbxEbvmytaMZyqOvd0wry52sYut0foS4Kxp4RqgwPGUqAwSonrc4x43+8xnPtPCCcJ6+DgIdIoDOvZQj2v37G/KgzEi/FXooBO2rze/+c1t/9gGbYvkiVdFmCZ9IOr4anpkDfFyXP0HzCfnpkERY4OykO2NOYpibI59I6R5z8fgihnYKI6Yt6AcZG/AFGIVif/2DIRTrGaBz7aqn8KysGhbYCSeJZM8i39/Hj3b2lbT/8a7VPs1EDBHHnnkmjLgb0l1Ftk+xrmddMTr3e963hk3ygC3c6UjXlVUZWBqvvZtgqugd+0qEXRtnMdqZ24LgRGS6HMJYr0JCLi+d8NOQFhADopeBc6bAJXjg1LaeVMQ/C1fRyhBuE4iL+8JZZTX58pXvnKz+lGQE/T6AlAqGAGUB0Jasyo5GzwDFIl4IiQIUwIch5KBrOz973//WgVDkgLF+m3HK4AKmcLiOZX7IccEyVUNEdife+E5cdxFiOeNR6PvLDkwsAgjgXAD4P6zKLAIekyRsOThnPfddsGiQ+CyMGrHvSn0DXS22qKYuv7Uv9eXhZN11Cssu2XhzLtvBAaLmSBYdcxTBqbmaz/OBBEhlba6/XOgtJElrd+BZk5nPvOZ1+6lvgS8A0I/xomXABMhpcE9JlAJYgoD3n7b+dtnviOMvfzGbwljTKB1P76nPNase9n1lBGVPjxiBCxr3dySSEioUpJZ5BGU3iWzak+sMkjDIOfsPhPMPB3gmWcIsOqNC0GeZy3KqpwBYwKuRXgiZE+VfdM1qwJwLhQRJcsqVZy/PJ80E4siSjETsjnb2c62pnjM89I4XyWmvCS8NTudIzSwdzGUgQ2AFTRPGYBKUrKbcB5CBBaaWk0AyczfTc8Pj8VpTnOaJkC8c41q8lKT8pINDan/3ulqgimSqDQqWq8N8CpgkTIAi5gMCTgeEG2Mq5JgPnFnX+hCF5rbrth9VYmQChpx9FRX2CfSJqyIlKp0MWSt2y4dCb38xjauI/uJO9+LVc+iT3Igga6clps+UP3hnByDIuF6PBssZ/jEJz7RFB4KgHfzkLLhPovf5z77W9lmjsG6z7hkntYEQsqNLo7KDXvPoDFEEy4PgFJlO62XJQZaX/pQgOMIS6hi4WnIM9FzGzgORYBXIgrKUAgGlsVQBjYALut73vOeJ6MjDnqSkkUZ2NsJDz93KAtI18KKnSYdCpNbFkPjoWWr0iglc9y6MvS5RqulU+ukd4MoKfezV5okcMlQrwmEWYh3WxGMApNx0jJ3UR+NlKBNnbf9ELwEZB0DQpQ7G8MlAUl49sqAHBBWNle9l1I4ljkByGNFIGuaxIKX2+Ld/z73vb+9HMP/BKHf2tZ+fOYlcY6VnfOnGGjTTQAD5VK5JmVTHgFPAlc+Dogonp5nVNNgDkpm5VHg/udZ8/wYT2EQSpDjUbDkHPAOKGlk5bPeKQOUIKAM6FLI2q/zyByXl0C5AcoAqnPlj5QAuTRoz6FyEfDGGGvehngrwPGdLw8HzhJKCm9gqgvy7AwMrIehDGwAPAPqwC0msJ6AStxvpwlzCCfkRhYtcVRYjzCmCoStJPmpxE1QFziCRgOdReO3GwtZJX3pEWWAG7iOd80Z2a3zDtNjQNCxwlmzVXkhQNITIuWvztf85rJPngcrl1BMHLq/Jp+LvcvYR3bFiqcMuKc7ff2ugYLJayMbn8IpsU8uCmXD+btuAtv5pjqAMObBIETF7+UYYHGkdAgLELzubUikQMjCtR5//PFN6eZdMF7GCo+E41A27Nc+61yiZFFkLnWpSzUlSaiAMmA7x+IF0W00VML1OaTQ+N55+R0lgAKkaoGSxmNBoTE3JUC6joGBZTGUgSUQQemBVxPPSoD6kNcYbChFYTdc3M6LVSUDWiyyP9ceFp26eG8HyU8lVglYfzKu55U77lZvgnDdT4VSLLDrJRCuAie8WDVLkjudoMGSKY4PsuUpBxQbwlB5mvP1+Re+8IVmzbO6sUMSKsknWO+aCCWeCIooxWInQYnhIpdgx02OeImQrlUN5rTvxOSFDAL5Ac6ZpY85NDkE9keoe+4pPcYkc/XrX/9682zZnrcAeBG4/v0vP8FcqS77wD4pF8KN7oPyTfsD98P4x9Don0P3yL2UzIhgyr0DngBeiRAs8aLYZlDLDyyLoQysAw9iuOUthqwBiwDEBR6rqvKW76YwoIhwT1rkFmUU98Juuwhj0kilTwScpwzUJk2rgHgKxJIlpGGNjJBx/wlBMV8W2SpU4RBABANXNkXAOYp3czETdMaWULnCFa7QvAe1vbC+B+c+97mbkOMZEMJZJqFzVB8tXkNgs50EF+X6CCNYl775zW+2/4UuKCM7rZQN7F0MZWAJ0Oy5FZUb3e1ud2vxSyDwaeJiqLKXLarV3b6bJD/Oh5UiMaouIJUXPYpMkpHy/zxyma3GPGUgoZXdHsOMl/vM2uMSlsTFFRxlj5XHZSzWbB7sZm23saKkcDtzjxMQgSx4Wf8y66PIiGn3vQvMGRn13M3c3FzsfUtlz0MVcLFgVy02vV2epSi39f95QroqwfOMhHkK+EbmvueFJ0S+gPsjpCD0MTCwLIYysAQ8lNynFllJeVn0PNhcemJ13LIpi8vDvd018vMsea5DGdVip1zBrIWch8XJgiHeyKIl5Cgx3Kwyp1mO2NiqtbhdmKcM1OvaLZ6BIDwM7iseeLXnobsFQlAymIzwlITlGnbaWiao3XMJc3282PkY7/Of//xreSRyH3gG3HtubS/zmMJg/sjArwyE/b2pfAW7SUO80edjq/Zd58A8d/wiYqc6hhvhKJlXIeA5ks8g94CXaiPK2bz52t/v9byJla1yvXsyb1/9PucRZE2VIa833gPzMZSBJcGaQkjSlxUSDKxFbuJ+YdhugdAvQo4n7sniE3vkCqYYqH5gKcbNSOgTXhZ7f8czIGtbnTZrcTc9A8ssUjuBWGZZUPD0O19jGxg3ZXIaClWind6C3gm4v5LjznjGMzbLvoeyNNz94uEguVCJoNCHHBNeAK5mXg75BcIhktwWeTv6BfggYpFnYNnfb4R9c9HxDrf/yDzFo3ozsk1VDqoXL30QPDO2m3quF22ThEnXUBlwGSZ1DtomCbD1fPqKntGXYWMYysCSSOOWXhkQm5OBnB4AJvd2Cq88gImr12Ox9i3wYsO1pFB4A7EJhQCEDiz4mNoqra5ksbOf/eytidBWLpTzGBiXUQZ2C7HY6rlJ3OIFkosR+F5CISu7lnztBlkSS1AWPHIa9fU9ZNdTBjJXJRfe5S53aXXvIfah6PAM8BAoLZShHwa9ZYRMvwBnvo52uquNkGz1+T01z6EScXk25COkM6L5keelbtc3TspzMbVNjtU/O9muhjXrcep2q0BYtlcxlIElwTOAEtQCSriKDxOaSFKOOuqoNdfrTqA2zqmwgJ/jHOdoJU71IaBFq4JQzsRbwILV/UzpYZqsgJCCbbiat3KRmWoFDKuqDMRq6TsWsp7Pec5ztiRSihNPiqxtihXqW3H53UykM8YUEtZ++PIjhM0H52quxoNhPvfKLYXSHJCVr0xPfozx8Hv7Wq/SJNtOzde+amVgteZ8SoDj1ZpS4Ko3oJZW576neqre+9pSeSPrWY+pxOIoL/3vK/3zwHIYysASMKmUAFk8EblwocohQA6izPB85ztfi7/XiZhFrz5k23FetR0q1jRu/pSQVYh3EwQUBlnxaGSFPViSfqdMCWkJQUDR2c6xzDmvqjIwj2eAMDW+BCg3vIoNrnclfIhr5GLstsvcQkxhJchDmQsUFfX/QgKx/PyPpbIupMJdlBuleRIjU6NfxyZJpuZ1T1zkPdZbP+8rkdTAasH9rBZ8T6A2hSnuknmeUfe9397cmCewM3+m9rPomJmLU8cbWIyhDCwBE4wFLRYvJlsh/ipMkIZAeZCiDPSkO1t9XlUZsHBzY0sA7MGLIQQgx0GYgGdASIE3QNaxqgjJkaxKysF2juWqKwPzoBYdY2KfnIernuCM+303SIeiwHh3j7n4TzjhhFZaSHFRWoh3IhUGPERXvepVm5eDopsW3VjwznWuc7VrNd9rSKReVwiOemXANnEdL5r3W0lsNbA182fKg4dPQxIp5VDJKgOIEmweeWF7FErSCyHPtd94tiUuC69GOZwHz5N5xpslFIcwCswf667veDs9XzkGxZtnjuFSy6eXUWIGpjGUgSXBmpIzgGmtwsPAWqyegaDvwLfd8DDJJLf49w8fJUYDGQ8ON7EadMK/1iFzfYsXbyVz2V4ME8yDZLqznOUsjRM/sPBQqgjWJObtBulQiJICZFOPeMQjGsWvhZRwDzmO86MMYMKjDJoTyQng8UJWozRN7glBULHIndvHbHskzJBtd5qMa2C28N7190OvBErkb/7mb7Y5ZK3Djmi+8zrZ3t/WRQI8Vj5vmXAaryOFofbAqD0VfC5HRbhSvwjskJRTDItf/OIX2zYSoOXkCH8igQrkxKjuYtTU/isJSwxsHEMZWPJBUbfPHWziVjcoq1o1gckb91QWxJ3IZq0JPsIDHhD14bU00AOl6QtrEVCXeohkwdfue4Szz2n+W4W9mkDYj7F7TUDKsFdOGqtWOZ58DDSxxn8VXJOLLKMkf60Xo7WPe93rXrNnPetZLQ+B5Yf61lxyjZ4BizDmO/S7lErCgZKRroJY/qqAWVSCN7B6uP71r98EvbUvsHZQEELHLRzV92qhFOsRkR4LFVGUzR9WPW8lZsfA+qknBEXUXDJPKRW4L2pJryooioMk6GrQmGN5BkcC4cYwlIElEIvJxKPBpnWqpEIaM0FAgBLAhMN2u4hruVtf+oMxTi08LV6lgEWZVwDbXKw8izqhL5M8HO3AM8BF7BpXpbRwFWB8CUELoYx7lRrh8DcHjLGxJgSzMO0WWdKiuvX1ftdnYgstWfg11tF4SGkl7xPFlxLgc0RM8lC4hh3TGNmW0kw54nUYltreAxe/3BH3t8LaZv2IdS881isDlMS+e2QP3kneNAZW32ZdzxKdL4U9rb3CEBe72MXWGlCB542yymtQKacrRmnhxjCUgSUQVzdhn1r9LJ5pUhNX+HYTXfSLfX88Cy/FxEOqq5ywhkx3FRDRmCWJKYWjWYcT3bVQFvDRSyrbTdKhVbz/VVDW/3sBmv93g2egnt9Gj2uRr7XdFBsuYAmy4ef3koNAWTSXhCKElXxWS9GEUbAd8hjUezuPoGZgNeZ4JQOSb6K9+Bve8IaFv0O4ddxxx7W8E4aQOcIzIPcII2KQhlgBT5OE5gc84AGH9IkAQv/II49s+6Z0MlIoJsKXmYfyolRy8Uw47phjm8dQBvYg1iN68T3XHleeF+usZuFSaFhwHuBaBpRua6zg4RnYHHaTLGmz50sp4E0S/ur5CigJKk/cMzFl20g6rOAZYPH1eRM1TBBmybFYrwZC4JO5wGuoA6XuiIvAW6qaSp6J/BTeI0aIeZEwgXlFkBPqCS8oxZbfdNe73vVklr2cp9Oe9rSNGI2iIK+FZ0ALaSEDL0qqY1BYq/Xv71G+engYysDAtmI/5AwcNFichZpY9yy4/n6mvlzcViy3VwaUYApL9S7aKBwhqBnx3NVBvJ/JxkdTzTPQc47keQ5Y75W4ivv/Yx/7WKO95lWwX5VK4v2YTfV2IeCFBoQC5OCE+CxCXKhTsyweJgaKUIWKLeEDYTovSqpQp1Lvej41iXWECTaGoQwM7Mgisx+qCQ4KeIcs5uiqJZiGgbCHBZ0ywDqUSyAUpTRM8pdXPAN+z9uUhXmKmGhgNZCafaFEISAJpJBqA6iKPWGuHXOFSgPCO4nI/nf/5drgO6EsUAhOPPHEVokVwrasA9aFi170om3u+Uz4EoNqTWymQFBChDtrmKC/lsFrsTyGMjCwo9jLPAMHBaw78VzJg0rDwkoXLoIAt0bct0IHwga8BHJUeBVyn9WJY2+UJZ7M8eHKXT0kByqQb+Q+1l4cQos1gZB1zjsg8z+QM8Dql/hXlT5CW2IivgDHUo7t+SfUw4qJz0AegFATmEP3u9/9WmkhJSKQr0JBQJzW5zdVnpeB5TGUgYEdxVAGVh8qJVhcmAyFAoKe1Y2lh4SpLtJA8FuoozhIMBQ/lvBFwPRKxcBqIERS8eIR+hgr5Y9w83/2s59tQtvnhLzKGZ4D7nyfp9GQ0JLEQLwA3Py514R/X7Zs7uAukBdAkbQvVSwpK+RR4E1QOaCiK3OHMiBv4JnPfObaMeKxoAgM9sGNYygDA9u+wIwwwd6C+6UGXEa3RbrCgh/GN4u+5LFKUmUhlkyG1rq3zjBb8hIMq2310NMRV0hGlhgolh/BTihz9Se7nwdJ7F4oyP+EuRdvQDwOyk+TQNiDR0CCYW2wRuGwj1rC6xyFKygAOQcVB/O6JA4sj6EMDGz7IjMSCPceWH2sMQlfrHoLuUWXBfitb32rLe5CA9zELEALdMiZJBAec8wxTWmoAsb2afU9cgZWC+5HGv6kS6C/CW/3vUfaEC8DOQOSCSX98Q5UgQ/zaKt7ro6p1s1pnJTP12PBHJiPoQwM7BqGMrB6qFwZEgL1XVC+pWxMLJiA9x0BwW1MEcBZr1SV1Uh4sPKwNBL8LDiw4IsXh+RqZHmvJqK8eybdO2WCntOKSnq2XpkzPP3pT5/d6U53au5/FNlc+1P7mncuEe61NHVe6W5NGNwt4q+9iqEMDGway5DcTG2znjLQ/6Yn/sl3h7vd4V7Lfkb6aXDvyhSXyc1VG2KtSrYUHvi8Z/FNbkGoucPgKf8gfevn3a/17sG878JbUMvMxv08/OcZuOAl9wn71PkhDFA5KdbL/1B2SDHEUUFplJOS48wrMY2w7wmE8qokWcCT5UWB0YMjdOFD6VweQxkY2BSivS9y+87bhvWonn2eMuCBruVMFqFsWxehWk/cb9fTNa9HdLObzIGrgCy2lAHNrCQDbgYWbbFgHeZUH8gzkJFe50a9X/096zFFKuN+UTbUxFNeqhu6FxoDy8Pzco973KMxktb50XsG1nPLL1LI5nkGKgnS1LpQPQaUVZTIPA5eerOYByNcsDEMZWBgU/AgJ8aYJiFJ8pnaBrLQExLIaaogsHDH1edhrt+FEtq+ag/zviFJPVaSl9IwZ71Y9UFvbhLPgHFG6CKBcDOKkaSvZKTr4yGbXCihCvt6v3IOue/e68KfmHAUAkqA1syob+UzsEA15Uo5nPs+8hOWh7FNDN480LFQSejh7qcfe8/2MspZfVZj4dfOh5kfuC7ufOc7t1AERZMiqMRVvsvhnPdBxlAGBjaFKAEsyfRtiAt5HvKQIxsJr31+O7VwV8KTRSVDaeM7JbwG+cjy9zOuYPXeqF83E3e1H+EB91oSIhdxWO76tstTmJfl7vfKy4499thWa64ELds7Z2WRiJCiUI52ycvf/1T/yAu5+93v3pQ5WKYtd32Wa1ipPqPLlv1FCchv+n05Fo+Tzod6FVRQPk996lO3ZkcDy2EoAwObRtz5WQA2WuMbSy8uY93OlLZxK1uALAbVNSwG6eFXzlS/8/vUGzsHFoI6aFnsy2DUv/+bZ8R9wAvwghe8YNtKAXO/IqT9PaW0pf69V0pULeCnV/LW30fVDJIfMy9DoTwwjVSC1DESzkEg9fjHP779v8xz3T+rWzE/ogRUjhLAd3CjG92oMSWm3DVQtSDMZR6M+74chjIwsOmHtaLym08tCj5bZKXzMDzsYQ9rTUooBL014sGmDFAU0hVvKo7sPL761a82BjUZzP0+6iITOOeDrgwkAZAyIAOclZ0xmXdP52G7vTHu67Wuda3Je8Z17DtCYcSOl7vvvTIgPCMEw8peRVD2MR1e7WpXOxl/Abri2972tq30dSgDy2EoAwOHjWSKz1tsa8wvbj4LzpRACeUtoMGVWFhboB7u+amT1yClP9ZG6qQPIggCNLN9o5qp+5txrMlkUbiyXeiMveriHMVDpvl3v/vd2Ze+9KW2yCtj1F5bHPj73/9+8wRRAgl3BDSOaZ4QBH0LXKAMXPrSl5597nOfGzkDm8CDHvSgFipAPCTM4354T9hHuaj7JlbvPnm5R3m5b7oQ4hnQaIgX5x3veEcjoKrvqIsp/29729va31PbKGMV+knDInwXQgTYLnvPAG/gBS5wgWZUDCyHoQwMHDb6hDxlQxYDteRhBUsy0lQyUc0RqLzo97nPfZqLT7ezKViYLDT6o/MOWBgsTIQIYpP0TefmVBolw9hxND7x22Eprg+CHL8AgfvRj360Leje9Zq3MFuUtbfFKCgx0GIvfpvPsrh795ky0le84hUtadT/vrMPnwlFaHbjvlPeJH/JYOchkiV+//vfv32Hypg3AAkS5RIdLTpkc66H5MfrXOc67X4PLP88V28OBU3uBTZJ4TZK9SMf+chWauj+uGeS9B772Me27/SoyD3zokh4p1Re97rXnd3sZjdrL/vkvr/xjW/c3rn63avrX//67eVv28gHqdv4re8kiOpxITnV91gwe2UAtfEFL3jB1tdgYDkMZWDgsJFEs9QEyzy3WCjrseBb7FkMi4TvlJfAws/iQ2rTgxB46lOf2hYZCsFXvvKV2QknnND6oiuDYiUQPDwWlALfcXXLLxBjZlUMOtz1QZGzCGslSxjUlzG2CEsw7F8WfdZY/3m2t8DbLw6DfEZwu58vetGLmqKB7IiF6D4iqnHfzCdKh3ckR6Bi4EIXulDLJK+gBBIavUdoYLnnOXja0542O9WpTtWEOTpirYSNv/vx3Oc+t3WopMxJ0nOfPGe283m+pxh+6lOfal4drnsK+eG+VIvwCikljNfJvs3HsGACvgHKinmmKdLAchjKwMCmUJua0MJZfBYUSgEtn/Yet7x8AEIGKYiX//uOY3Df+963lRymw12F31iQWCEedC+JboQJgY/9TpMdOQWOy13sO5SoytD6rPL9SErTX9PU/+tdv3HUxljjGBUA9eXehXu+f/EIeW3ke/fNPEgCYUiL/B/OAQqc/2uSod+ZZwS/mLF9JM5NKREimDdf+7/r//OocVd5nixzTzeyDYXKGB5xxBFNSUuScL0naUxUv+u/n6oC2Eo4Ho/U9a53vVa2aj45XxUmWDOXnffzvjtIpFVDGRjYkoWIm5hLWbkXeBD1tE8JmQeWq5EgZ0GwJlgOLPUeizwDBAHrg9WXGCa35fvf//72PW8By1S8GQgGSUZcylMegankw71+LwjE6u6txDs9yY9FvE/SVKbHA3DKU56yWeirDAqBuSXZUXc73qHjjjuuKQJ99nss30pclXsfkpue18D4pAveqpIXTd3TPqmyZw6c2qaCAs0rdNaznrV5AlYZ5i+jQPhIWNCLIVFJi6bIyHL9fYlrzSdy7ytnyn7GUAYGNg0CSIiARS/xC7huaev5XuyWq1B8X06BF2GePuYVlAGuv5pA6OFl3XswuSbFlVn/FgEx5SgVX/ziF5srWmIT+M6ihpXM7/oFsDY26cmS9hKqEMs1ZcGvuRk9AVSUtcB9efjDHz676EUvOjvLWc7SkrdWHTwVKkckq4kTc1FXhOimNuFJ5zseBXPTPKQE2UZ4CZkNbxf3dO28N4/HYrdR72kIuaog6/N7ovykuiceM+8U7Itc5CKNX+Ce97znyapxVhU8TpRAoSfegX6Nmhqj+n0wxY1wEDCUgYEtgexi1hkL3SIjhn/7299+qXK06rq3PaWCq7+6ecUbPeBihkIRLH6Lv5wEx0r5k/OgDKQ7nsWMx4I3gXIiW32e2zJldXsR4VboM/XnZdLPY+aTGX6JS1yiKU7uAY/Pql93BeVFDgKuin5sKhKKkBBJeJg/8ZAQ+GLgEta0Z66MmBvl0NhuVEIumFJ2K+r88F0Ux1xjSkrvfe97t2cuSYN7CQwF3APCgosgFCK0IAdFZQKl0lgwWCTLyl/hYRyegYGBDcCi4uHh/ie0n/KUp7R3oQCu3EXc5JUQhlVmAUIYI2FMqEBmsL8t9Kw5CzRrhcDnGWDBSDqzoKkoIAx8x9KjNPid3AXUqs5nvycQziPYyYKfGG9v8WAKNPaytWWSI5zhgt8LqN4PgkCNeRriLIJFn/JDocx4EPjm15FHHtkS4FYZ9flxXynLlGg5H+5nPAC8ahQf18sLMmXt2o9n7WxnO1tzs6c3QRgIV/Hap9ofE+w4JjzvU0jeifwCIRBGSzpsmkeUBLlGcqB4Lw8K98hQBga2DB4wYQLCl7uZZcHC7DXrRSyFXLKsdx4GGnsWNosYN6AHnzeAkmD/yhmFCygRFi/uXQuZRZEyINvY9s7NIpFY8hTp0F6HxZF1k+uz2CX0QTBaOI2vz2toJEJUzFVIhdCwHYGqmdRu1+n3THTztsl5EuC6YVZB3rMdRiEkBFQ18EZVyHmhJCQXZdU8Aj2iDBBoSv1c00knnbTWeMtzqSpALoAwQJSBeEjAM8QbxJOWkIlSz1UNE0QZmIKwJQ9hTUKu3Q6jGKtYERKj/FZISs2cyO/2O4YyMLCpBehwFslkHff72cpY7CLBsV9JhwhDlox+DxZDgs44c/2KqRPsSF8oVYHF1MLIc2LRZyUlo5/wkOy526GT8FQsul/9HCLE1KYnJ6VPEouCSkjitCA8KYtevEusQsoAgQqhy151pQBOPPHEdk3KbgOu78te9rItH6d6TFxXlEShtMtc5jJNkc9zeriNinZjHarPPGVGWTGlsBJh9eEx3svLXe5yJ+MpEDoyVmnPfRBCBUMZGDhspDVxsq3nCeA+eWfeftaz1OftY6rBUbT/vvPhMte0lxnrCHoLoIW/CgMxdFUVcihYjz1UeiglTAKoxU/J5qqGCWrnuqk5JGyEkIiVu2gOEf4IbjBeUpYIRF4BZbGSEZEtZf+rnEBYwbXvmuTPBCxfQk/8Px62On4Y+5D3SL6M0oTZUe5Az+OwakgFTf/c8nS5r5TjeXCvL3zhC7f7TAniRaRQU6ZwFRwkltKhDAxs6iFMUxsCZp4FmYV6M0K2Lwur6Mu+ao/01Dsvi7hV92ptsWvFHEiQC5kEkqkIR6xx4XaI4JRNrxxP3DwwBhLo5GrU+70qoZX17qtz1WBH7JjAz2f9HFJ9oiZdfkQUDMotVkTKkWRVYCWvamlhD8x/BD8vkLCRkBnFUKmvnBBC3nXGO0fxk0BpHISQAt4CXgbMj6u8BtXnvVJimx+Iky52sYu1qpCpZ5oH7fSnP33zIlAEJY7KK6IgUCQTWjoIrKVDGRg4bERAJyN5kQDdCuE6bx+VGCT1xLWUbiPH3uskIxavW9/61o3hj5VPgHlxd+PqJ+QiRNNXQniA8lAJoGwjbirnI+NyOB0ptwvr3Sdzk5IjXHDHO97xkPlQwSLGadHnDKii4DLnYdhr80Jp6JnOdKaWVc+z8+IXv7jlERCKLP009cn1yBFB8oUDpAo9TH5q9imQq74G5bx73hBKEC+ZMaHc9OAJce2UBfuxjRfCJcRm8RTuFUVwMxjKwMBho3c1rtICcVA7lVkIb3Ob28zOc57ztFgvy8eLtXiOc5yjUcrW2nPCkCsVp3y9rxZEVjXXOVAC4t3ZC4Ix5ycmXC38HipTCH1WYC1vNWY+R3O71zDlGUAGxtOjSic5AeCeunZegyiDlXxJVn3mRp739RT/3ViDpjwDmbfGQf6Hstke5odrN07VcymHRCVSKjWGZ2BgYGBPIZ4BglzTJtaxF1ImYQKlVDUZSg6BUkwJhIHt9X/APidenEx+iXUsS54E2y/qWLnTSCiqV04t8oinxNDDI5Fztr1KFQs/oacUD4S8uM2xMGqs5PpXPYmsNvp6wAMe0JI/a84Ay1fJJQu5dnnUSErWPaUo4BHwP2/R8ccf36p1AJEXdzqlQnWP7faCkHTtWhnLAUjyZMbK/eUxU5VU5w5OEvPmIBkVQxkYGNhHILAkv3GNWwQDgtyiJ/4bl+fHPvax5kLt6WZlVnMxsy4pFLGYeBEISMKDQOnbEe825iWxKi9jGaqMqARXzp9wIOS4k1NlwRpEa620VX1+LM9VJqSq5yfkgZK7rybgDmflRxmgKKkeIfjqtflbCe5RRx11SCWBeaEDKP4FZD19/X2YDFcNzlOYjDKcJlcpqZRcaK6bIzwjzl8CoWoSOScU44PSAnsoAwMD+wgWOWECFlxt34va2WJY48LIhcTUuY39Los7i5kVhRI6PR6ApWnf+Aeq8KjNg3YDfb2586kLOCGvfwXLOPFyWDb/wXZ7pc5ceAdJEL6AZNEbC0mUEkQlBMqYB7kEyi8r7XcdM1UpwkoVlAR1+ZSkjHXGcRm20d2CczTf5UDkuaAUmw9aYOd6zGP8JUIKXqowBgPhwMDAnoPFKz3h0zSK1cgdztLjGbDQqxIg7Ll7oSoD3nkLlJrVZlEWTmVrarB74bvbykC1+KfOB9GO2DBrL7HxKsgIURbzlKeDgFtVIdczeLoOgl9ZHe8GUP70WUDApYRODT5vCM9PzRWpUFUg1CSskG6Q9i2hVMllKlXqGK4yjBPP1tnPfvY1iu163q6RF6xPMgzHxSAdGhgY2FOw6It3yx6nAIiFEhSEoVg/Ny83qAVdohnWuSCcDBZJOQYsQPTSLCS0z+LIrEXW5DyK1lXq7+Bc4iGwoAsTnOtc5zoZZ71tuInFj6tHIYQzq4z0JpjqTSEEQiGYEmRKKVVRKK0MKomYeXHMMcc0Fzp6XmEGc+BJT3rS7AIXuMCad2GvQbIkb1jyQ3J/KVASRvP51BjvdwxlYGBgn0LNdEoDK9785jc3gR6CoSBxVFagxEG11pQKlhRqX22gVSkIE1SrqnZ+rO2SdxvOo7ax5RGREEcgVMY5Xg7XK+muXhcBkP+rYrGKCKtmPcd3vvOdzbKXG1DBLS6hjvJTESsYKBKId/zeZ8ZL11F1+0cfffQhykBPALXKcC2qZyjC5kbuL7ZOyi9FuWIvXdtmMZSBgYF9hCrMJBHioq/g3tWetuftr4l3hCNmNsmFEsWyILIMxV3lDVRrc9XcqCl9cx29RScHQvgjLa/BuWNgzHWlX0O1sleddGiqnJYyiG+iEgm5PvPi7ne/e/MizYOQEKHZsw8qtaQkVqG5UWKvnUZfAk2pFSKrFRTCJnJqemVgag7tVwxlYGBgj6Eu+rXmX0mczpEpn1JTrswsEBMXI5ZT0C/mfRvcMPDVRi9cqPZJwNTFf4p3YDerDAjtuMz78xATdv0494VQcq7CITweYseSySTV1R4Ou8WtsAzRVk+8E1DoXFMtJRQ6YgHzDs27Z96Vjsop4BmKILV/JEyUKfkolfN/lbgHevTjY66roqAQJdzVKwNRkPc6CdlGMJSBgYE9hmqJe8+CJkGMxZPEQRYgd2ggGfCSl7xks/arO7n3DFgsCZILXehCh1hPmh2xFiUnVgHTY7cpndcTTJQA8XA5BMGrX/3qpiSIlfOe4B6QOb+bSPvhqXLJ6qmolm8VXsIAOCfSkU8rceEBeSO9lyPHAu/GQ8IpoSlfAJSqqjI55znP2RJQ0+Mg83BVLegpcjTKEM+XsYBvf/vbTRmgCNpeL4+9mhdxuBjKwMDAiiNscBEKWbhDBmTx4hXAqY4oSPwTqjIgTqwKQA8CZDHzkNIqigNFgCs5FM+SEPW7x0/A9byo8dSq12arn1ddkK6Ez3/+8xvJjjElEK561as2gbCbyDhOjfNUDgNhjDUPvTBQdm53u9uttbJGMCRxtCZQRojXe+Zd+R1uCvOmMhNKSKR06gZZQ0OrnlPRwzPAM0ABBMRKuCgo0kpoESul6uCgYCgDAwMrjmSKe7dwZ+HN4svSff/7399c+vjnww1wpzvdqfGrA0HAopM9Xhu59GVh9s2VXq3ElNbFmvR7ysei/aw6WMtIeNKTQM29EIjrFw5Rp1/LKtPqdzfh3i9qBva2t71tdupTn7o13AG8+5pW+Q2rHhER3gAegsAcqvtMrsVBAAIiyoAkW4ouUi6KgDCbZNKMo/E5CGMylIGBgT0EQqm6jQlrpX8sGxnfyqOiDEiIQ0AjDspdjEq4Wm/2lf8rz0CFz6csvlrbXvezyogylfHj6lZVIQ7Obcwl7jqmlIFVINTpxznn5HpUDEjuO+95z7tm0fIMqJ7g6TAPWL4h15kH99Q+p7qM9uRO9bxWuQ4/PBT1uUl4TTKh0Jmx8s7jYQxQdEcZWGUypa3EUAYGBvYYku0OBL+mOsCq4Rn40pe+1P7nIlYX/vKXv7zV11eu+h7zlIH6/bLWf0+EsyoIf3+EAg+IUAqKZR4Cfzt3AhPhDnd4HW+/W6XriqLGjU9xEd7BA4FlEig7XOHJ/5AUOq+fQH/PjFPueS2vnFIGVp2hcZ4yADwCWAkpShJmJU4aUxTNPU33fsdQBgYG9hhq/TvKWTSz4tsSxgh9rmCLNk8AC1dFwROf+MTDOlaIdzbiJg9Jy6opA+Hvr+clB+LKV77y7CxnOUvLpwDKAEKe5AxQkmKV7+R1TREJ9RC6kfwWRU9yZ8pGKYFc31zeSkIlR/Z18wkTzLs2194rifWc9gIx03r4/Oc/PzvtaU/bEiYpVK6XVy0cHaM3wcDAwErAwjsvkUyIgBLApanToD72lABJYxgHjzjiiKYsLNtdrj9WVTxgLyQHzsO8zobKCo1TlAG9GnQ5RF+7mzDOhH29d2khnM9wP6CIFv9W/cDCfeQjH9ky/XEpuC4VJrVpUfYTJW+ZKoDc94xhjl8rW/bq3JA0eO5zn7u9eAZUyvCqJdwyFTLZjxjKwMDAimNeHXmQ0ikZ4JLilAD6jOubMMAiV9GX3lXhkmPVGvZ6XJYgAbBfaq8t9GrpjZM2xq5XxjzLsKctXgUQ3DVGT5DhA+ARENo43elO1xoymQO49l2XMAiLt9/PIkrp/v6GmXIRltlmp9GXFU7NfVUzxkmCrWRc4yKx8EUvetHada0y4dRWYSgDAwcWtSa7/3srj7HoWPO2qd/1PADzIB6sRC6d+aIM6FRXrTex8rpAWvyqdViP17MLTtVsL3Nt62237DjW3y461tQxp6CKQKzYC1+/68XD8JjHPKbx1W/1XJs3z+Zd06L9AOVM8qDmQwSZsMCzn/3sds/e8pa3rLm/lVJW4b9oDKcs4WXu6zzyoa2+78s+05Ay3Hzu71o9ISQkiZBXQPIlz4DnQ8JtEgg3uiYczjxcBXKjoQwMHEj0C4OFUky8Lh6bRfgBvBMy9VgRvvO2CULgswx6Qa/mXNgAwU5tRasscBHpkGvnHYgreT3PQE+CVEsQsx+o1uhGiIniraj7cRz7yDjWc65Y1CuB8qSCwMIvuU5pofNLB8NFCZUbRc6ZlWm/fQlf5mLm4eFCAuHrX//69jfeCbkCFETegXQxrOgVwSh7i+5LQgWZQ5WOeOr5Mf4Zy414D/r7XvczD2Gf7K8nc7HPwaAMyqmgOBkjlSTGSQ+GWk2ykWd+ah7WMUoozvzLdlO5GTuNoQwMHFjUBjvp2LeVcc90gbM41JLAPomLEKjbWDSyMGzmfFi697znPWePe9zjmpAIeUwWbO9JjuvPO4l2fc5AFrL8bfGtGfr1fPv8A39XattlriuLa13EewWl3k9wTcscRztnXhNlmTLHxYm3ii8hwifK2bxz7udilMLDYfMzPnJIdBkECo77L2PeXBD6iNeonmfGJ0K+5otkbkTxivJaKw9yfZnHdbwzPzZ63/t5WOePe0SQVgWjnwP939lXBWpmyaMUZQoArwrWQcqyMYzSYv/L3o8cJ02f8ozl98Yf5wcOCHMPgVed6xs51jLoCcuCXgmEoQwMDPz/H/jt0swTc5y3CGYRqIteZYOzmB6Op0KttHbGus2JKXOHZj8hMarHmkLNFveb3mpdlO0eZaIXEBu5rmTUB1E8vHPp/vKXv2yCQcKc85QxL3nScX2W/vQRsoHFX6ydQgCSMPH4b1WJXOr1wxJZ5xZWPzS4XPcE0hTx0+EqBBU8A7wexkBlhJh4FT69IuicQ3OcKoOpSoGcbxXydb7097ne460g8HFM5ylHBtsisi1cGlG85HoopzS2wifzgJAL0yTBL/dC8mXfqKg+nz16sq2+1TGlopYBY3TUMVP/EORfiMIoaz4L/8O8Y+V4Petj76Xrt5lXkdKTTcFQBgYOFFIrnYfDouKh8NqOWunaPa8KVYuPskBxydSzB77Pg5qF73CUAXXzGhMB4SMmOrXYzTvvjShHsYh6oV8tyv4+HM51Jfvd+wc+8IGW9Kee3sJrn+LnrC4VFYREDVnU67nPfe7TlKXkBbzuda87WTfGrYTjU0AoAPIRsAW699zUyj57oZXx2eh8TqgLQrEcF7UOhOZEehXUedbPv3q/KFUIjQivamFSwihfxlhYxTVEmaAAJnzk2HHfx1LeClAGJMdS4nh3HMN5Kxel/KqmcX5TMHeEz3hPIL0J+udjEYdCTwLVz+k6jvo7mF+Uj9oAK42jzIH1khQTGqtzqn+G+m2m9jGvFHQoAwMHCiEg6ZWB7UKs4yyiYpKsda93vetds5e97GXNilHellazW8XoVlsYW4wIP5wD8643pWYVH/3oR5tb853vfGcTXLV5D5cnhQZ7nzr3KFUWZnFrCx3hvNXIOSJbOuUpT9kEbGABZg2f4xznaAv+FGTa42Mw7gHPgDDBdikDKIDvd7/7tYX/7W9/+9rnSgMlrwnl9Bn/y87nXhnI/cWq555H+PCi6F3BGxJK4n4uJLQFLG2cBZQW1qzsegqG+2o++y23ulbJtrF/c51ixgPx+Mc/vo21z7iqNxKCWYa4ivJB6RPrj4KTOYuJU1OlKRgjzJPomdO5su9aWBX3rVBecD6c+cxnPmSu1udUFVB6imz1HIyXKjlF85SOoQwMDOwQLIpckxYvllagnp1wImwPtzRryh1okUlvAuBStSAR4FMLTnVz+tv2Gh1Z1HEYiDuLc6b+XhMj5Dzcq1r+BgQHlzT2u3S8g3nUxhu9rkAduC6KVbgCBQjZUpgY+2tE0Yuzv1YLEJya02zFQlzPOdfLWj3Pec7TOAAqCBreDcoLWuSthPlEGYiS6Vis5Ytc5CJryXG9oIvyCgS8LodhuMTZr/Uz2l6/d22E8BWveMXG4lfvMxbEM5zhDE3hPRwsQ/BEeeJmJ9TTtht4hHArxCs2NW9qoiVEGaCs5x4uy82xDCh7iK2mxuOEE05oY6VTJGyHMhDvnH0Lr9U5ESVtKAMDBx6HI6QOB+K2aGETpw64MrXMFcO2KAUbSbaaShSiDFTryCLA+tWtr3LUT7HSsewoKAR7HSeuZgtt3PLc0DLWK9Wx6yQwuGCrsKnVBBtJIMx11YRPsKhLAHvWs57VFBNWnuu66U1v2lzArNIcK4KZZ4N1ns5+OYZz3SploJIFJT4uNHCqU53qkKqOHJtQYrFX4bQsqsKRY2eM0rWQxR4Yf4rSox71qDWBMLUf3h33UE+Digh/rnnzCYwbr0fF1772tTbXo3RshWCtCag5FwonhRSLILIon1G8cC6IxfcwFp4zCmPdF6sclXeUAUiIoFZXLCo/ntomf8vXcY8prr2bXtWPBlPCW/P2NzV+y5zT1DPmnsQLIV8iCvtQBgYOJGo9NDcqy2IrLYH+WMAqO81pTnOIexos0GrDz3jGM84+8pGPTP72cMDiTJggEGe1yKNajeBLTkPAtU9gsCCzaAQW2rOf/ezNiqEQKM0TC62xVsqAVrnyFOYli22ktBBqKWjGxMKqhp4ixYXN22IccQY4ryzscYVb+K573eu2cdGQpo6/agJMjdsFCz7OB+eX64mCI1+B1Sgcs5n51f/tHlPW+vADBY8VLDQSpMIk55bzrbX2ILwg34KXQ18Mgk1rbCyIniNzx8s8Ofroo9fCSkmk3Mx87ksLdWK8293u1kIClBaeEAoV74XxnHLJG38ued6xCl4i18QLQokkMHnAKMVyJbS6lttDicRD4d08F5KwDc9YtkH2xDshnBJFTFjQ8y0c2CucSK9Of/rTz+5///u3MXXs/ljOwfHs1zH9Xb+3veM7D9s4B0mKnvf+GRP6cX+A8mTNcV+GMjBwoNDX+Po7hC3bFS+OG0580wIrxlphEebSPMUpTtHi7zwFXhZXiVn5P5nyec/f9XMv3Qu9q5+WI1BB6LMKlVGFYa8nPLFAWMi5L/tSNL8529nO1mKuLENtklmGFjHXQfhblLDg9Z6Beg+myGmWuXfVjW1Rcx0UE/eTsPCOL4AyUxUZx3NerD+LfY6fl3NlTRq7CLTNvNw3r9x7YRYLPs8KJNnM9zwbvmPJ5/fOg8KyzLEoslN/80AJh/RVCe6Rz41T7m+dA8aGMiUfI30OAgogpRZ/BWEDQhHXuMY1mlJD2LkOCgLXd2iQk5C6mQqJfp56boWxKAOSM9N6G6Mg678PE8SrQUnt8xcojjxevGaS/MwFLISUx2OPPbYlJPp73nv+1uCIV8q+7CcdRJ0TT1s6YwaeW8ps+EAcV+irP0Z/nPXOxbEpSj0NNUi4TUhK2an7ZT4OZWDgQIHAkMlv0bSwcCtzibJ4KAOEScrtWJQWv0pGZMHxt8XEdwkx+J2FLrHOup88/OkVYDGqsEgqA+NGlE9goebqzsJiYfW/d/FRgi4LhG0tWj7PdgS1dwtM7+Z1zRQfcX5W0pSlZtE83/nO1yzl6jYFVgtWO+dFGWBl2xerhpIjS56l41q4RqcW/0VEQMsg50xQGa/evc51bOy4qgP3mNCQ/5Bj1zp6CZKsSUqMfW7Fy6Kec/jRj37U3NnOrQo088n9vMAFLtDOL791HsZ1meNQiKb+5jXRb8Fc7CEcRfC4R1PjK8QkrNErA5RMzJZHHnnkWk6GhE1zxTPFEvZiebum2t9hq+PwlAECX/y/Kq2UPmNZlQHPqrnqWcHF0MPzTPmSECnkpRyXt2vqZZt53+WVfcTbYs797u/+bhtzJYZJwNRV1LPECBDmME+8lj3WvO8dm1dgKgeJtyaKsu14Q4ZnYODAwYLFHctqAxYUq4JgoEUTsBaXvMSkadn+trj7398W9vzdb+c93xHSrEGLqAdQvJqwrOABoM0TYLR2gkkCFneuhCPsaF4WDILPAq0JjZdr8b/4uXeuYZ9zK/r9FOsccP9ahGrdeUDIs2Kcj8WmggvSd095ylPaGLIKnTvLxyJmQXWu4sXKpaaUgc3mQgTGw3EoUlXAcnGzwGTqR4CxkrmB6/VUIiD3QNyZIOF23YqXsc08c36SB42d8w4IVIJL6IjgzG+dx2bPhevY9c6rHqGYcJnjPejB5U6Z7ENaBLCxvfCFL9wULJAzcq973euQ7cw7c10Dpc2gZzusMN8kLlKmeFICbm9jWpNnCT2lteb9VhFLbRTmoedZMiGl1BgL1VAOdvKc3Jso+caNcmB+DmVg4ECBoCOcU/LGarIYUhJ8x9WpDCgvwrX+3f8/9Xf93+LDmk75lwWKokCoBr63UCWbGA43oXHZMkl14M5DglktywJWlBiwDPdYtrVlsnMVY3VN8gUIh1o1wH3MMmV1Vg9AT4iyDBaRphhbQonHJeyK3K7OSTiAlwIIXG5bZZwR/rUef6cgyZGiR3nhSRE6oMwRXsZ8p0Eo8Cw5lx6EPmWWsldr9bmVCXnWJK8GZY9HigJWoW7fvamegY20wQ5S6jilDLJ8Wf+qXCjaURzF0T1nxtd1eLa5zHnMWN87iZ6YyN9CB2L+jI9aBbFToERlHNxbCuNQBgYOHCRTcY9HGSAIufTmkZNsx4PIXWgRYxlI5CEQKAKxIrcCi8hFAoKdkKyJZBCCHBaXUsJUChCqBD+LP8KUh+Syl73sIWV6EpyUMLKEq2dgPUKUjcA5Eky8HyybCBkCyphSxggkSYOEHbd7dZf3hDGbYXrcKFhl7j1PzrIkUNsF1Q2Uu6qcZiwJLHku8k6cr3wAApZlm1wQ950njAIW65xiJiYt0ZSXKGVtCa8tg/AnzIN9Ce1R5M1LyYSp3qAk+Nz8oGS5Nt0cWeU77RXo59kqgDISjyFlxD0cYYKBAwfuYFm+oamVM0BB2E4hENKPCGeLAxcwpYT1atHaaswjU0oiV66XxVTDAXWxtMhq2EKw+pvwkhUdwhpjSTFghVlg/NbLtgSw7S3GU1b9ZpM1l1UqKAu8FMIvi7CTysBOYxGBD6FJkLOaI+ArzbB5IblStYWQQRJcM2bc7+aH8SWQHYcywKMkN4YLPMyAUxS4i8550f1YxBhavQhyCXgOhBPiPVplbMWzsR5U3UT5oziFWXIoAwMHChaEuLiBlWbB2G5lIMmFPbajnLGW30GayOR4qYEHpUgyqFUYQL8AS7YUOlHGV8vx/J4nIx3+JCWmwVI+N67e+7HdSDOWeWGC8P6Dd1ZpQhIRZBY6SWOEwdQYrec52ew978+7JpTW6+/v12bvfX9d/fHq50AwCKtM8RwI/yzrvXANi+7rdvT/CD+/51pIIoyCGQuhJHkayR/ZLSxShPr+H1vZqGgKwpch6uKpNEZDGRg4cOAqVh4XwSGOyzvQtxfdDqQJyaKFf73udsugb4W8XvY+dz5XLyuvHyulW6lJrkhr2O3GogTCQFzYgoZ+OB31ANGPRLJKoRxYcLeThjqJb/W8axvbOo6xnHO9GxnXvjNk38K3om5XGzcJpQgHUAiqMAXc/xgbeXiWnZd998P6+WbmTE86VMGDIWRVWRwpACodeKmihFRSpo2O9eHcj2CqVXS26zuDbidcO89ongnhAhwdo7Rw4MCB1cpNlvgxZYCrNAlcU/3YN7MwVPYyDz0X+zzrKIto30luI8rBer3opyDhSl22MrT6W4JBgplKhXnnWhfTqdKxeXwCG72ufp/1t/I/hDMItBDs8Aoor+xJl6bGaTPnslGk7HTe+UwpDIuQ+Tp1/nWc0lI596uyQYIwj4RBNedVMBk/lL9pELXMvZ2HzfIM9KRDFZ5hvBoh7bKtBFZer1p2GOKqrTifefOqjvO8Mar3YysMgGXh+j3XWe94RoUqh2dg4MCBFaRsL1SsSTZKHHQrBYOFui4Mi8h2wrDXx3Y3wtTXL/gbOU8NaNSoh8IXeEwQosR93JO+9OPUMxnadqp98bzrqvvvj1XhGFVg8gxIyrT4JzsbSx4yJG7QKVQLerO8BxuBZMwpT0Ua+WyUkGnRfO2FXd1u6l6yqnEbsKjznWRBJYjyQ/pz2mjzocMlm5p3zhWEmqoGVi8QcDwdfRlvPf6i/W0GdZzTuXHRdou22Wq4Z1Whsg56RkY1wcCBg/JBVmSEhpg293itU94q9J6B9TC17Ubd8YfjGcg4qH2WSBZBy8pmbUUZWE9o9hb7ouufuq66KC46Vn8clo5ERgoNi4cSI2mwbwo0b5w2677eCCgsUzkM9Xy2SjnZKMkPxVjVhaTSPA+UARUlU8l3hzPXogRuNSj0EmEl5gIv0Q1veMND+i/sBpax+nfSMzDluYuyPpSBgQMFbnpEKFmQWE4S43aj3nfVoJQMZ71yMAuEkApCmSgDh0MWtBFhUeO5GzmW85TtTiFgwfIKcG2nkQ4BRLjuVKVAGhXV8BBIxuR9UbK5KFs+mfc7DVa+kJGeFCEL0ugKh8BWjV29r0lmzf/rhUgqY2QPSY46LJrD5i+CsMPt9XBQMZSBgQMFgoHwYOlkYRIi2AtlR5tFksbmLezGAU++RZVQ5S1A35pmNcZu2Wxwx7D9oiqArQIrVskjMin5DciSEAzV697J+vJUQAT5WzxedzpeCxn825nAuBnoQKgroaQ8zI36T6QUdyvREwoZj4zJVAtj20ZxsF1VHHg1KFnCAzwvyLSmcjMG5mMoAwMHCqn5J/iysOyWJbbTsOhWjoEpiL2iqJVFThhYVMOMuJEa6HnHChfBRs+71r73QBzlfFmwLG8VELVF86pA/FpvCp0rud5XFTwYqIh5hChYqgnCLbEe1uMHWBZp5DQP/VzEcSC/BZ24MAdq6YOOjXJnDGVg4EAiLVUPKioJEisrApo1RvhjEOQRQEiDZ2A9+H21dO27t+zmoSdlmvo+LHZTIKh4NCSM6ZTXc+0vIt3ZKah4QHxDGfDSF6JXrPox3Gl4HsISKSFTK2Ceob7hVH+/qoKXBjxbiWXumzAfj5axfe5znzsWuNlQBgYGNoRK+FHJefY7KglSzxkvlMC6kjx4/vOfv9G4rjLkJiiB02VPnwLVBRVTLuedhuZRYvFRBmTtY2rseQhCX7sb87CSBhkrbnfnioJ4o/vJ85T/M/aVYKk+d/122YaSIZFVkq/GSBQ9FRlyBHh/1Mn7H8fEBS94wZYrkAZKAxvDUAYGDjRqBruFZ6dKzHYL80hR6vdeeP2PPvro1tOeq5jgQtakqZKadHSzPlOKiHLWu8YrXvnMNl6S0WzrO2V1/u9f9jv1uYQw5WIS2+rn6sm9/C0/QPdCTHN4I4LtIJXZ6DgHuvpFEfDSAlg4Y2q+7WSp4zwQxuiyz3nOcza+BjkO8+6Xv/O/eyJvQ0Mm75L4KEJi+Vjv0Bajqc733n3vu3Tn9Ldt8IHwSqkSURmiQsCY+VuVg9CQvgnoklXBnOIUp5jkxBj4/1ATdKcwlIGBgQOE9bgIkmwnjKK+nIBVbsatrVXxscce20q4xGZ1PfQ59kKtmq9xjWustW32Xdoy5913YvqXvOQlt/TFysY0iDQJj0TgGjbaJW+rkGoKsAgLt1RlwEtv+8TiN1N/vxWY4iswdkIFQkbGeJl7gbyKYBa/925OmCv5X7mf92Ve2ZaXSstsNLpCWF5pmiQ8pOGWHAxzNaRDAye/v5VwaQpDGRgYOGBYL1ciQum73/1u60iIf0AtP2ufd4DXQH+Hb37zm4e8T31m27x4FCQlyv7fyAuD3NRn+dy+hQdYsqogcg0RsMuQy2wHAU3GWVY7z4DugOc5z3lmZznLWVp+g7LNZLxvlMBnqzGPyZAFLtdBy9tl75X4fV5CNmkjfDgvuRaSfZ1bSg9DbuWzePaED+Q3hHRo3pzeKLaLmGi3nvtF1zKUgYGBgUlYjLmIV931iljmCU94QrMe05q61qQvw+K4EabHjYKgJSjFvSktPC6EKx6EGjffzYTWeeRWlAGlhqsOSiZPwpQy0FMEbwTbQVm8qhjKwMDAwCS43DV6WXVlAG+E9roUgl/+8pfts9rUphLdpDFQX0q6EZKjzUD+hcY5ewXKIZVsrrpAlEwopFCVgXQA7Dkv0hhomQ6BB6XsGIYyMDAwMAnKwC1vecvJ1rarBCGMJz3pSa37WnpMLMJ6nSO3C46JxOeEE07YM3NgrygDP/jBD1p+gvyBYB7ZVCqIUj3UV5vMaze+3zGUgYGBgUnoZb8XwgTopGWWSypLNzaw0K9HkkRY7FSTGEJGJrz8gb0CyoAs/t1KxFyESkwkBCNx9X3ve9/kds4/RFh9uCD7iTJQt9nJ+bHbGMrAwMDAJPaKMiBpTWY5ohwhA0iZaBbyeYyIvt+pxZ5AetSjHrWnlAE5A/o8VCVrVRAhD3IGapigEmlVZcA7q39ZgqftoM9eVQxlYGBgYBKrHCawoMeVK0/gGc94RovHJ2fAol9dxOnLMC88sB3MeT0Ilsc85jFNuO4VYB+8xz3usevd/9YD8iEJhJ/4xCfa/33vgh4EfD8/DjqGMjAwMDAJFnftWrhKqBwClBaxeN4BWfoVy+YGpIPedpaR2b9qgr3kGYgnYxXDBBWUQIyJuldWrok0QwqJU7wDUf6iNOJ7mFIGd5O4aqcxlIGBgYFJWGBvdrObzV772teuzDnVWum861h3hzvcYXbHO96x8SCIH4fMhzWuzl0jG6V8IQKyHw2O0Nr6fr0GTlsBwiZu972Chz70oa0L4KorA+47OuKb3OQmjT4b90S8GbgneA4wY0o0NBfcb8mmX/ziFxtzopCYzoyVnwLCaXAQMJSBgYGBQxCiFZ4B7IGveMUr2ufVyt5pxrwcq+YB+Ewsm+cCmY+Qxoc//OHZne9850ZhGzfwBz/4wdnFL37xxn74qU99qn1mgSeYz33uc7e6fzHn7QZFRKLjqnoGqpKVJjehAU62faiSvVbBYnZOyKyueMUrtnuJNtm8vf3tb9/ua7pdur+2EU4yZyL0laRe6UpXagRZmd+VqW8/kQ6th6EMDAwMrMGCyEJSrhfBGopXFpbMfTXdSHSw5+1EiV4ljankPATWS1/60kZz/OY3v7nx4ztH5ye8YeGHsNOhynX+uU5laBoxsdR3wvpbZc9AGAjTIfJHP/pRa/7E48LS9hnB+o53vGN229vetuU+1D4QuwWeHd0KlZay+pNHorLkqKOOar0MQOjAvX7Vq151yO9f/OIXNzZI3qU63w6KAlAxlIGBgYE1WAS5TwlWnPIveclL1jLJud61hyUgdJJjee/EotmTxgTcuxe96EUb7z2LtSomv/7rv956JggZqDDAoifBLOED0DjJZxvtyne4WOWcgUq65N04uf+s6yh9PtcwSg8AzaEojbsJygsP0NnOdrYWBqhwznoamANgDvAOaX5UoU335S9/+eZNmIdlyIn2A4YyMDAwcAgsflyv3K5aw0KIWp74xCfOLnzhC69EqRkX75nOdKbWuKaC0sC1fYYznKHlO1jIJcJFOSAoCDvhD02YMBfuBPZaNYF8kbAlRtEyfjpEUhZzTbvVU0FOC2WFxS8PoIdSU96g9DigDCSEpFMiz5fmVtoeRxlIWKEipYj7HUMZGBgYOBn0hGd1f+xjHzvkcyx/V7jCFSYtpZ0maHnOc57TcgVYq4lnx3tA+OsMyC3P06HZzqUudanmDbDwSx70naZBKhF2AnuNZwDHxIMf/OBDPhMauMhFLtJi87nn212SOQ8SQnWD1AAq4Z+cE+WFx0ejLV4BCoHOizxE2ikLfUkexK7IMyCBEHoP00HCUAYGBgZOBsqAWCpPAHc8pYCXwOIrESvKgMUzltR2EvhE2FerTb6AHvbOkfVWlQGJejwYGOlklVv0eQbEmOUf8GxwdctA9/udwF5TBuRdKNc76aSTZh/96Edb8iW3OkucVV1RSX52Cu4hgU8ZqAmgzsM9JvgpAxBloGco5DmSWLoo/yFza79jKAMDAwMng2QsblX97LnhueRZ4ihfZV+n1EwcfCcswzQYqsf6/Oc/3wQTTvoet7jFLWZ3vetdm2CQVChWj6Gu5gxQcCQfPu1pT9uRMXUu6H1XMUyQuvualyFRkNWsdv8FL3hBC6vwohC+fXdAwnI3yg8prZQ+Hqt67qz+K1/5yk0JBHOAcvumN73pkN9TCHm6KAuBcUiOREIEI2dgYGDgQOKb3/xmcwcry6ugFFg8Q+Ky3UiZ21SiIuEjwVFtucXfgi+pjQtYYmBKIoUGWIjixzW2jGZZ/JuisBNW7SonEBrjnnRJzsB973vfQ7b74Q9/2IRvKkwIzd10qxPiuBAoeqpDhAsoso9+9KNnxx9/fPMEAcv/6KOPnj3rWc9aY6L0kj9gDlAqQjssMdF4+P+gUBHDUAYGBgYOAYFg0Zcz0CsDLDDW4iIrMDXcW4GUFWZ/Pb+BZEDndPOb37wJqK997Wutxvx1r3vd2rbCHOLfFIRvfOMba+fI2nWNBN5O0O2yOFfVMzB134yXhLt6r7/3ve+1xFJxd4jA3Mp7vlGYH89+9rNbBYnQ0QMe8IBGoyxpMJAQa17wbqmEcc68Gbxe17ve9VrJpFySg8Qr0GMoAwMDA2uwoFtcw+imxjyLPMFs0b3MZS7ThHBdNOsiSuilZn2rzimopEMBYYX3ABUxC9BiX7ex8BP2XvVz18myFDrYDgKd/vqNySrTERvn3DeeEqEW7IOEau4vFj/hI16VlJZ6GePddKU7tvM0L+MhqnDf3Wf3PJ6mcCqYF+bVQWxbXDGUgYGBgUNAQHKxi6cT/rLxQcb1Qx7ykNkxxxzTiHyqwLeoxqXqs+1ip6ukQ1Pf7VZm+9S5hCipfibh7YQTTljJ+56QjPtKqP7hH/5h86og7CH4vRA6+UxdP6Gb69vtcMHA5jGUgYGBgUPAihJb/+53v9sUgFjTrC1Z2z7vG7sQIqPz27+NBYHakzJRmPYCz4D7mmTCZNJH2Gcu+L5WbwzsfQxlYGBgYGALQWhOJSQSnhLb9lKjomXhele9mdHAYgxlYGBgYMNgEaYVbLDTpEN7bXzS+GcvtTAOkl1f4f/E2eMpGNi7GMrAwMDAuuhJZZJ8VUMD20k6tNeQ8YmXwDgRnur0V7U3wSK3v/vfW/7+X5UcjYHNYygDAwMDkwj5ChBkww28HELgE1AK0tvh8Y9/fCNDWjWEZ2AzSYCrlMA5sHEMZWBgYGANleSn9nVfFoTJQU8krIK1Eib57MQTT2yUznsFaRu9DHhAzJmBvYmhDAwMDKyhkvxMuYynyGXqtlzNO8VOuMpIHXvY7DK2SG/kDazi+U4RO/EGzfMITc2RUV2wdzGUgYGBgTWsxyQ3RShUiYB2k4luN8aq/j0lCHuBaewqIc56wnPe9/V4G9nHvG1TDklhqQrMIka+lE8O7A8MZWBgYGBpTBEKLSIC2s/jUIXmIgt6HiJ4M57yMnruhqp4VeGbHI7sox9/36e9cFz3/TlP3df6vsz5D6Kh/YOhDAwMDAwsiSqgCVohFe/rkS4R3BHOoe3NPuzvH/7hHxqdLra/n//8543UKd8DoavDHlZASCw/rZ2r0oAhUCdGlNJ9MmPtTHg4CszA/sVQBgYGBgaWRGXhg5QNAoUgwtV2NTu/Kgyx7n1HMfC/0IGOkJrtvOc972mf94KakMcAGdhfFIvqrkcVfIc73GH2jGc8Y/IaUhKY18AADGVgYGBgYJOIC74iNL7z4LtK5HP3u999duYzn3n2zne+c+332fe8Vrr9/vOb+9znPrMHPvCBk7+pZEEwRSg0cPAwlIGBgYGBDSKd/eBLX/rS7KMf/ejsO9/5Tmuj/PnPf/5knROXwYMe9KDZda5znba//lg8AF/5yldmP/vZz9pnQgr+1lTqpJNOmr3mNa85JIdAMyQdEuGXv/zl7G/+5m/mhgSmCIUGDh6GMjAwMDCwQYRu+F/+5V9md7vb3WZPfOITZ1/72tdmxx13XGv9+41vfKPlEyxC76JnyR977LEnUwaAB+DOd77z7FWvelX7n8Jh+xe/+MWts+TNbnaz9p0Ok85J/wNljMIPr3vd62bf/va3T9bWl0fgoLftHfg3DGVgYGBg4DAhjv+ABzxg9rGPfaz9/5KXvKS1fpYACISzds8//vGPZ3/5l3/ZkgP/7M/+rP1PWahZ+zwDfvvZz362/V8TEikDlIxnPvOZ7TeUjetd73qze9zjHu37b33rW7MrXelKa7998IMfPLvf/e7XFIs3vOENhygmFAD7GwmEAxVDGRgYGBhYEj2Pwjve8Y4moH/4wx+2/wleAj1CnjBmuT/96U+fPf/5z28VAaz5t73tbSeL97P0CXgeBqjkTbblgXjWs57VhLmqA/t93vOe177/yU9+0pQFyglQLI444ojZox71qLUkw2DwAwxMYSgDAwMDA0uCIK5WNo/Ak5/85JYvQOjqPcCdLyEvoQTegV/96lfNW8CF730qhMDDcIMb3KBZ+QHvgLJD+77lLW/ZXP9AyaA8vOtd72r/U0b89stf/vLavk5/+tPPbn/7288++MEPHnKcKR6BwRw4MJSBgYGBgSXRky4R6ve9731nb3nLW5pVftnLXrZl8ovpE/wbgaQ/noHvfe97a59RIt773vc2hUC54Mtf/vL2uf0LA7z73e9u/wtFCBP4HPRAoBC88pWvnB1zzDGzv/3bv13bJ49D9QyMngIDMJSBgYGBgU1AXf9b3/rW2dvf/vYWs/+jP/qjZqHL+F+GKpj3gCeBMnDUUUfNHvawh81e8YpXNJ6A3/7t327hhb/6q79q3Q7lAqgM4BnAScAT4bcf/vCHZ9e//vWbp0JOwl3ucpfZC17wgtlPf/rT2W/8xm+0cIGcBUg3yuQM9MREAwcTQxkYGBgYOAxw3ScbP8mBwb/+678uXbsfQqJvfvObjWPg4x//eBP2n/zkJ2ef+MQnWrIhy10ugc+FGSga2Ai//vWvt987vu94AHz31a9+teURsPr93r7++Z//+WTHHUrAQDCUgYGBgYENIMyBXpVRcDMYpD8Du42hDAwMDAxsAFEGaghgyspO34BlmvmEIngZzLPoKSWV/nhY/QMbwVAGBgYGBjYJlr0XT0GEMGVAsl4l9qnfL4MwHVbFI8eq26RZUY41tU2aFHlf1FRp4GBiKAMDAwMDhwGCN0I6XQTXy8wntCt/wHpg6U+1KM53aX5Ut5lqLZzGSb7rqwmyn4GDjaEMDAwMDCyJkA6lMVGEaGXzW6aCYKPHyns+j8cgikfdpxBG7xXof18xSgsHYCgDAwN7DBEG876bt00vDPpt5v0977Op/ay3z6nvpva76Lv19rfe7zaDkA4RrlMCeivhWLH4q+KR5MWeDTGo51X3s2jOLJPXMLC/MZSBgYE9Bm7eqY54ERpcwYRF3UacOG7iqW2q+9p+CLwaV2ZpVlrbecdatJ9qsU6dTz1W2uz2Qqy6uDdyrEXCcCPoSYe2EzlWfc+1bkR47+Q5D+xdDGVgYGDF0ceEEyfuYdGP9ZhtCMQQyyTGnUSyuk0szxyLoK2d+dIetyL7q+fjPedQj9Wfd35X3d1JrEv8fYoMx2+SeT/vWBQB20QhyHcDAwPzMZSBgYEVB6EY4dyDIO07z1WX9TIlZnWbHKt+F4Y8VriXVriEN2G7bNlcTVBzzn1dvc+mFJyU8YUxD/7kT/5kjU1vCimxS7Lc6Mw3MLA+hjIwMLCHQVhHeBN+v/jFLxq3PQa8gCCeIrXx2bIWs31ju/u93/u92Re+8IU1IUvorreflNzVc/b7WO09CPNck/0nLJASO1S/lb+/Kgo9XPtUSGVgYOBQDGVgYGCfQMwcr72GNvjyg6owVBCuvcVe0XsjUNre9KY3bZz31SNQ/65KQa8g2P88pWGeZyBApZtz/cd//MfWCbBiKowxMDCwPIYyMDCwT0BAHnfcca2PvcY1FQRpMtB/+ctftmY3AT57vw1JDoudcE5YIErCN77xjdlv/dZvzV7ykpccokToqPftb3+77RcSavAipDXLyT7ioXAuP/jBD2b/9E//1P5PaRtlQTvev/7rv17bnhKiWY/zTB5DlIrkRNi/Zj41yRE2SvIzMHBQMZSBgYE9hilSGUJQQxod837t136tdbsT2w/E2V/96lfPvvOd78w+8pGPzB7zmMe0hjgEqLa4L3vZy2Z/93d/137/pje9qVnf4F3TG610KQPa4r7jHe9Y26/mOdroPvOZz2y/o2QQ0LbVZMf3L3zhC2dve9vbZn//93/ffqPRDgHPw/DSl7509rOf/awpHd4dX9vdpz71qe3vv/iLv5jd6la3ah35nLvr1sxHqAKc22tf+9rZj370o9kHP/jB2Zvf/Oa148BGSX4GBg4qhjIwMLDHUEsL48aXK/CiF72oWc9a1p7rXOeanXTSSWu/ed/73je72MUu1rZhkd/iFreYXeEKV5i9//3vb0L8Kle5yuwJT3hC64R36UtfunXQs2/tcCkKhDvB/PCHP3z23Oc+tykkuuPd+973bkqF87nPfe4zu9e97tWEvW0ucpGLtLa+X/nKV2ZXu9rVZk9+8pObR+GNb3zj7P73v39TFG52s5vN7nGPe7Tzvu997zt71ate1ax829qXcMftbne72Yknnjj7/ve/345761vfeva4xz2uXRdl4qIXvWhTPD71qU81RYjisdU1/wMD+x1DGRgY2AOowq2SyhCcvAKsaAKUwHz9618/O+tZz9rc+QHF4JrXvGbbjtucN0BI4fOf/3xTLvS7J3AJf8L28Y9/fAsd+J1tuOJ5Fx772MfOXvGKVzQvwkMe8pDZ7//+77fSQ+CNOOaYY9o5vOc972nH43lwPML/EY94RFMyeBFue9vbNoWB1X+JS1yihQbufve7z17zmte0fVE0KAiUHArIQx/60DWL/5a3vGX7H97whjfMLnWpS7VrkDNxvetdr133CA0MDGwMQxkYGFhxsIbDeteDUkBIi6nrZy9UIN7OEr/b3e7WhCqwnLnaudP9hmv9gQ98YHO9A8HMAidEP/e5zzVBznLnUcg2f/7nfz574hOf2BQASgNvAks+5yV8wJrnXRCKuMlNbtLCCyBU8MhHPrJ5Jt7ylre0agDC/uc//3lTBJznscce27wQFbahmDz72c9eq5CgSFAs4K1vfevsSle60to4URRcW5SlESYYGFgOQxkYGFhx9OQ9wFJPqIAwfd3rXteEXpIECfoLXOACLb4OXPmEc6xrAp0CIcZPmBPyd7rTndp3cg2uc53rzK597Wu3OHyEsDg9gf6hD32oJQ3e5S53aV4ECYLAIqeA8AbICfD7KCNCEE9/+tObovCMZzyjWfSBXAGehstf/vKz5z3veWufU4AoIDwJlAT/Q68MCHcAL8nNb37z9ln+77sGDgwMTGMoAwMDexCUA0KO4GU5/87v/M4hrnHC9lSnOlULBYjhs8bPd77ztRi+zP373e9+zaUvBCBJkBC91rWutcYJ8OlPf3p29NFHN8EfELIUjEc/+tHtWDwG4vUEM6Ht8wc/+MHt9+9973ub+16YwTmK8X/gAx9o+yfcz3SmMzVlQqjBuQlJUE5ueMMbttJIIQv7UFL4tKc9bXbVq1519pnPfKYJd0qGPAPnQMG40IUu1BQYXoTLXOYy7TtKjvHxCnHRyCMYGJiPoQwMDOwBEGQEacr2Yu0StNziBG3YAm3D/c76l0zHsueWRxhEoBKMtud6l0xIEEsilGtQa/UJYSWDAQ8E4RtvA+R3chE++tGPzr71rW+1z21z5StfuSkTwhiS+1j/IFQhv0BlgqoB5+b6hBSe9axntdwBngrkQq6FRyL5Bq6PUvIHf/AHbQx4GlRJUHCUKfpbgiLPBdhmEcHRwMDA/4ehDAwM7AGEcz+9BOIF6Dv1ZZvDBQtb0h7h/d3vfnfp1raSCGtOA54DoQbKyrzGShu9/sOBcZpiXxwYGDgUQxkYGNijiBt8CpSCsPotGzMnOCUgCiWw9oUXpjgNps6jCmvCV73/bW5zm+a6X/bY8xIkl6kMmMqrWDQ+AwMDh2IoAwMDexRpK7yoRW3feng9qERQeRCu/9qDoEfa6laWQqBE4C+QtxDyoh71nP1duxb2x+jbD9cWvtnPvFbIo0nRwMByGMrAwMAeB0HMvb9dMfF0KKwgjOUiHK7lvZlzruez3dc+MHBQ8P8DFoZyWpcfb7QAAAAASUVORK5CYII=)
On the other hand, cellulose is the main structural material of tree and other plants. Wood is 50% cellulose, while cotton wool is almost pure cellulose. It is linear chain natural polymers of β-D-glucose units joined by 1, 4-glycosidic linkage (natural linear polymers).
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)
Question 9.What happens when D-glucose is treated with the following reagents?
HI
Answer:When D-glucose is heated and treated with HI for a long period of time , then n-hexane is formed, which shows that all the six-carbon atoms are linked in a straight chain.
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)
Question 10.What happens when D-glucose is treated with the following reagents?
Bromine water
Answer:When D-glucose is treated with Br2 water i.e., bromine water which is a mild oxidising agent, then we get D-gluconic acid as one of the product. This reaction assures the presence of carbonyl group which is available as an aldehydic group.
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)
Question 11.What happens when D-glucose is treated with the following reagents?
HNO3
Answer:On being treated with HNO3 , D-glucose get oxidised which gives saccharic acid as final product. Saccharic acid is a di-carboxylic acid. This reaction confirms the presence of alcoholic group (-OH) in the glucose.
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)
Question 12.Enumerate the reactions of D-glucose which cannot be explained by its open chain structure.
Answer:Open structure of D-glucose could not explain the following reactions:
(i) Despite having the aldehyde group, glucose does not give 2,4 DNP test and Schiff’s test.
(ii) Glucose does not react with sodium hydrogen sulphite to form addition product.
(iii) The absence of free –CHO group is shown when the penta-acetate of glucose does not react with hydroxyl amine.
(iv) When glucose is heated with methanol in the presence of dry HCl gas, it forms two isomeric monomethyl derivatives known as α-D-glucoside and β-D-glucoside. Since only one molecule of methanol is used for the formation of methyl glucosided, these must be hemiacetals.
Question 13.What are essential and non-essential amino acids? Give two examples of each type.
Answer:(i) The amino acids which cannot be synthesized by the body are called essential amino acids. It must be obtained through diet. Example:- valine and leucine.
(ii) The amino acids which can be synthesized by the body are called non-essential amino acids. Example: - Glycine, Alanine.
Question 14.Define the following as related to proteins
Peptide linkage
Answer:When two molecule of –amino acids similar or different combine in this way that the amino group of one molecule with carboxy group of the other molecule, this result in the elimination of water molecule and the formation of new bond-CO NH- . This type of bond is called peptide bond or peptide linkage. The product of reaction is called dipeptide. For example, COOH group of valine combine with NH2 group of alanine, we get dipeptide Valylalanine (Val-Ala) as final product, as shown below:-
![](data:image/png;base64,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)
Question 15.Define the following as related to proteins
Primary structure
Answer:Proteins may have one or more polypeptide chains. Each polypeptide in a protein has amino acids linked with each other in a specific sequence and due to this sequence of amino acids the structure of proteins is said to be primary structure. Any change in this sequence of amino acids creates a different proteins. In other words, the sequence in which various amino acids are arranged in a protein is called primary structure. The amino acid sequence of a protein determines its function and its critical of its biological activity.
Question 16.Define the following as related to proteins
Denaturation
Answer:Each protein in the biological system has a unique 3-D structure and has specific biological activity. This is called native form of a protein. When a protein in its native form is subjected to physical changes such as change in temperature, pH, etc. hydrogen bonds are broken. Due to cleavage of hydrogen bonds, unfolding of protein molecule occurs and the protein loses its biological activity. This loss of biological activity is called denaturation. During denaturation, 2-degree and 3-degree structures of proteins are destroyed but 1-degree structure remains intact. As a result of denaturation, globular proteins are converted into fibrous proteins. In other words, denaturation leads to coagulation. That is why coagulated proteins are also called denaturated proteins.
Question 17.What are the common types of secondary structure of proteins?
Answer:There are two common types of secondary structure of proteins:
(i) α–helix structure
(ii) β–pleated sheet structure
α–Helix structure
If the size of R-groups is quite large then the intramolecular bonds are formed between the C=O of one amino acid and the N-H group of the forth amino acid residue in the chain. This causes the polypeptide chain to coil up into a spiral structure called righ handed α-helix structure.
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)
β -pleated sheet structure
In this conformation, the polypeptide chains lie side by side in a zig0zag manner with alternate R groups on the same side situated at fixed distances apart. The two such neighbouring polypeptide chains are held together by interbounded to form a sheet. These sheets are then stacked one above the other like the pages of the book to form a 3-D structure. This structure resembles pleated folds of drapery and hence is called β–pleated sheet structure. The polypeptide chains can link together in parallel and anti-parallel sequence. Such sheet like structure can easily slip on each other. Proteins of this structure are soft.
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)
Question 18.What type of bonding helps in stabilising the α-helix structure of proteins?
Answer:The stability of α-helix structure is due to intramolecular hydrogen bonding between –NH and –CO groups of polypeptide chain. The α-helix is known as 3.613 because each turn of α-helix contains approximately 3.6 amino acids and a 13-membered ring is formed by hydrogen bonding.
Question 19.Differentiate between globular and fibrous proteins.
Answer:![](data:image/png;base64,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)
Question 20.How do you explain the amphoteric behaviour of amino acids?
Answer:Amino acids contain an acidic (carboxyl group) and a basic (amino) group within the same molecule. In aqueous solution, they neutralize each other. The carboxyl group loses a proton while the amino group accepts it. S a result, A dipolar or zwitter-ion is formed.
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)
In zwitter ionic form, the amino acid show amphoteric behaviour as they react with both acids and bases. In the acidic medium, COO- ion of the zwitter-ion accepts a proton to form the cation first, while in the basic medium,+NH3 ion loses a proton to form the anion, as shown below:-
![](data:image/png;base64,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)
Thus, amino acids show amphoteric behaviour.
Question 21.What are enzymes?
Answer:Enzymes are naturally occurring simple conjugate proteins acting as specific catalysts in all processes. In contrast to ordinary chemical catalyst, it loses activity by pH or temperature change.
For example:- the enzyme used to catalyze the hydrolysis of maltose into glucose is named as maltase.
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2ljFp/1EKZ0mWMShSmxFBjuioDgmz72iJt6rTo2rWrSWu6QouXLEbGDBllHQUNmokReY39Ntd9LqrXrI5GTRoJo/Bd+WzVzEpczZaNLGHV1Cp2WxMrNGzcEOaW5vI73xtaNZTf69avK3EsjZs0lv3ke8yLn7mNv8n3mH35H71jNI49BkGT55T3hhbye7zX1Sz2P3Xq1UEjq0Z/X2fMO3/nsZs0byK/8XjclpwXz8cXj9eiVQvUqFkD33//vfBLlqxZ5BycveN7hnt37xVvztHwo6JiGQMKulNTEigC1geITe2Xsr+I/Ye2MIbPK3xNe0337t2RPWt2o6pHQvlZ1GN/f2TMmBHlK5bHjt074gUK2wG2sUBRvoJOzU+y6kHrLlUPHlAx/CRUd0sSUAwejG+//RZde3TFzdtxXZXRV6LRqnkrmJUy00kUCT22IVH/JqKXLF5S7B6cpdQP2PC/Ls4uyJkjJ1xdXCXuwNT5EqrH0jhI1523j7e4H/mufJ7vO1989l7eXvJZtvnMl6hJT6/Y3/nO7/xMT4W7p7v8n/vxO1/8zG38Tb77mj4Gz8Fzyrv3PN22j10Xg+wYkKW7Tp7DO/YcPn4+8huPx23JefG4fPF4NGQ6T3fGH9X+EN7kizq3Eqxk7FlcirokEx8N9IZEKYexOzwO1d+E8HlCBi/fVweuRvFSxVG1SlWd0dCQ6IkyZsxMDD+TqBJ/m/pbZMiQwaQGQKJ9hIGEqb5JJdG4d+/fNXrO+HhYDyg46w4fMRwZ/p1BLM3PXjwzeeE0lDF+X3EdMvKLRi0lsIZE0XXp8qUIWBsg+xte3JAhQwQounTrgqvXrsb5XdyjVrHuUS5WUhO9Lnv37xVbgpoZeM37D+7HytUrdcfU/efVKzRr1kwsxU7TnUwCBd1OjO4rXaa0iLiCyu/e4cmTJ+IVoPFQ+Q8fwp17d2TWiG8tikbJo6X+S1GxfEX8Xul3jBw9UqJpTfHmk2dPJG5Ezb8K0VhLF6rzDGcR26tWrirRqqaORSMwpQLym9ogyc9379wVfqBnRC1RlCpdClV+r2IyjoJejyzfZ5GYFHUcBRfPUSWk10nZ/827NxIcRy/SyRP60cv0PLVs0TJOjIgh39HjR37OXyA/AgID9AzUiopGwzUn0wQBBYlx6q1atJJBwpmB4GFI9Lsz6oyuMcVKThvDfK/5usAVnnRT8CZ07NwRHdp1wMaNG0WdUBONTLzJVm1a6R68+loYAmvZwBLFihXTs1Fw0F6NvgonFycJ7548abLkW2CHUDKZ7TZbDEYMTybDqB+uy8wYSSFnTgk2OhhyUC84h8SHTxtGrh9yYcSoEbr7531xQdX6jev1jkmRdu36tRLIFZ+vXaOkEZ81Y3aaNGkiauCmDZv01AhDLxAnDXqsNgdvls/nzp0T3qFRk/YOBiDJ4Hj5QiI48+TKg17deyH8WHgcXqDXhiHplyMvy2dFXeWAZkTlsfBjiI6OlsGs0IrVK/BTgZ9E9TAFFH379kW6dOkwbvw4UUkU4sTGuBNGwSqgduPWDbjOdpUw9MkOk3HixAm94DDGmNSuVRvWXazFm2NIdG+vWrEK1atVx+hRo/X6jcehZ+bSxUsSuq7kNDHGw6lM6XYNLRqiZImSYnBhB9M1xo5kh3HRz949e2Oj7f4T5dW3X1/06NlDtwCF6wkY609LL4NxeKNuHm5/X0jM/wYOHChAQfcOxUFDoKAhiO5JXgcftOKpoMvr9MnTcl279+yWUOwhw4eI1ME1JJRutm3fJqsm3dzd9DqOyOns7IziJYuje6/uEqtBZuSLC3ZoHa9Zvab417kgTWEOSk60VVDk3bp9q+54ROeJkybCZYYLXr74vBeT/dMaiRMAIygZVcjwZLp0Tc3+nLy4NqmUWSlUrFQRtevWlnUuXIZftEhROE521IufIY/a/GmDrN9nRfMmzbFv3z7hcwIRgYTq4u5du2VdizIhcvbdtm0bPOd7iheFfKNIGuQVr3leyJktZ2zA1bW4AVfkYdv+tkifJj2GDhqqFx1MVYq2noX+C2PPFTOWODkxsdCBgwfEntJ/YH+cOHVCb/LjMgRKDAyEY7zM+3fv5bp4zVu3bJVguSlTpoh9RE30ynCdy7Gjx4R344vYNLoojHHijB1wdHQUny+txoxBmDJ5igwSohqDedQPrIt1F5EelKW2FNMV5Kd4VqNWDTGoKMQgJoIQJQYaGZU4Cd0AjJEOuP6gS/su6NalG1avXS1uHd4MZw71Ta9YtQLNWjUTCYGdRKJIZ9PPBr4LfePM6JRsGKxCVxv1asbKUyLivsuWLBNg4wpCQzocchjt2rSTNRZqoCDSc83D82fPNaBIYc8YlxRw8CsxEKZAgny3bcs2dLPuJgDR0LIhLC0txeDaoF4D1KpeC4sXLtYDGhKfs9tcN9j0tJGgpA6dO2DQ4EFY4r8Ex44dkyhXdfzInNlz0LNHT1Fv9a4nhi8pjXu6ecLK0gq2fWxltlcWF/JaKc3QazTeYbysQbEbZYfTJ07rIoTpmWG4Pe0yitqj5BEh0RNIw/+uvbv0pa6Ye9+yZYssZlzktwj+C/xlnZT/Un9ZTLl48WKRfAyJkb0d2neQZEUf49tU8T0k6uKMXbd3sMfQoUOlkw4dPoT3f73Xm/35znj47j2764mFykxMg83MWTP1Bhg7lfkNuDKVkoM6RFcZgAy42rp5q0gvBAGqFYaBRY+fPsbBwwexwH8Brt249jcYxHTwXLe54vI1NDgqRNFr+87tWLZsmSxoWhOwJk6HqvenP7x7t+5Yt+5vazsZYbbrbAlppjSjAUXKAgVF51MnTumprcb242BhpOjmzZuxddtWkQR27Nghsy3Xpezbs094zthzFRE+hhenO09HvwH9ZEHbusB1OruaGgwYz1Gndh0xhi9dtlSkDuU3rqMIPRwqgHXk0BFZsq9eas4IWv5v/6HYfCC8RsYMKUBB6ZYgx0EeR4WIkXbpvfFb6Ken+qrvgxL+xnUbJZUAAYKGVapthvtyTF6KvITBQwfLZHr8+HFZOcvI3EQBRUJ0akO3UJ++fcSyqk7OqohP1H8kA9K7d0YfkqnBlZDzUmWhwVFtoBHdLkb9YIdxxaOpWSgx90g6GnYUPXv1FGlEDRSzZsyC2yw3nQVbA4qUB4yE9Glinmli+Fw9WLv36C4vuj45OVJ9Zu6L5JxP2R4fUNCLExYeprOxmALMhNwLDbNc2zNwwEBs3bFV0gkw3cPoMaMTZqNIaCca7iMShc2fsqZfHZ/AAcuZgEuXuXDoY4M1MZ2q3DAB4fZNfTcUbRhETM4glHBM6V6JfbiUbDq274jAwEC9a2BSWoqcarDShvg/AygSwgtqdXnosKES8MUBG3okVHJx0PaWEjxNoGBKAB9fH73fORkxjwVf6jGX1PFKtX7alGmY4jBFJvBbd26hafOmsLO3M/m/VCnxIPne88+eslxcPVh4ERywtBdw8KZEph3lv1SL2HH37twT2wCNVJRY+JkAQRuJIrpSJYivgxPKgKFHQ2Hd1VpWXqqBgh3uPM0Zjx891oDiCwYsGvyGDBsC24G28txpaKX6kRLZu3Q2ihrVJR5GIU50BCgu9qNqQR5TqzNJOQ8ncIKcr5cvDu4/iFu3bkkQGBMsJ0miSMzAneQwCWNGj9GJRjQS0QI83n48Zs6ZKQYadXKa5JyPobsbN2zEJPtJEhjGAB3qhezEHTt3YMKECeLZmOM2B/v374/X7ZPQcxLVDx08JBmj6GlR23G8vLzg4eaBWzdumVxDorUvAyzo8qcBnJHETARDPmeCnuQ+cxJjKDpZdxLDvWJz4KrdKROnCE8z+I02CMWel6wxG8OnlJBXrFiBM6fPYOXylQgJCTF53BQDCroO6b5SjJlcokxPAA0mg4cNxhSnKZK/IiWAgh21eNFicS9RT6TxiYlm6foM2hyE3ja9xTI9aMggWVKdGPHV1DlpiGKCluCgYFGl1EY0AiCzJzG+RDG2asPqywQK4b8H9xAaFipGQEVyTQmg4HFpgFSyXlFKZtLjYYOHCZ+PsxsndjdK6skdQ6Tbd29L/AjDGNSrfz8JUCiNwUZ8Kd850yrJRh8+fijxF2IvSIFGOwgHrpIclwlLqPJwO9/pjuV2JYoyJQYuAYD3ZyytG8GCv31uCW609unAgslv6L5UT5YpwWPkL/KTwudU19V8TmdBUtMKGt6HwtOGCZw+KVAk1LOQkudKrPciJc9p6jdtKH09YJHSz9yUEfV/wdOfDCi0pjWtfblNAwqtaU1rGlBoTWta04BCa1rTmgYUWtOa1jSg0JrWtKYBRWKa5lrUmtb+QUCRFH9tcvy7n8onrTWtJXfiSkx8zpfOw6kS0jmJ7dCkPhBNstDaPwUkTAUXcg0FF1190UDB3H9nz53F6jWr4efnJyvM1GHZxhpX0e3YtUMWRjFhCOPTE3MB5yLOwdPTE7Nnz46TVVmTMrT2vwIJ8iWrwm/avElq0XItU9DGIOzauQsXLlyQIsdKMmWu8WHZRg8PD8mK9UUDhSyjffUSm7ZsQoWKFZAmdRr06tFL1lTEt/6dNQKUwjpt27bFzes3E7X2n5mlsmfPLmUM/Zf4fxXorLXPFyS4roLLxllzg7km7O3tsdBnIea5zcP4MeMxcuhIyb0ZsCFA1jKRWFZi+ODhkoJ/puvML3KC05MoJAX5/buoW7euDHymRmcxW1M6GRdBcalqoYKFZP9uPbrpMhmbAgbDbUwlVqVaFeQrkC8OUNy/e1+vpkZ84mFCRMiEAJc2XL5ekCA/s/YKE+NOGDdBpAPmamDyJa5YZiLc9QHrZQIdMHiAZIKXnBFv3kgKvh/z/IgJ4yfAkPUSw2spybMpyftxbBQEC2traxn4OXPlhMMUB1y/ed3oYhVmxm7fob3s93//+j/0te2boMVh6u1MY2fV3ApmZc2kBoiydPvUmVMI3hIsdSITAhQJzSaUlONo7csHCUquCxYtQKEihVCiZAkcOnTIKG8wARMT/TL/ijq/KnO6MtM3a3Uk1J6RVF78X/B+HKBgtes+/fqgQMECKF68OMr9Wk7W3hsb5Lt275K6oaxjkDpNaskDYWw/JsllEl2uezckJgy1aGSBn4v8jMVLF8s2pl236WODNu3bYMnyJaIDKunsFGIWbhYACjkSInUWjJ2XS9v5AI+EHsGzp88E+dUFigSUWDfi1GlJSsN8ABpYfJ1AwXQEzZo3k0mPSZmV7cYGFvOehB8NF/5SaO++vVL4mEBByYRqPHmOKSCV9ANK9XcmWCIwsXCQYudQiNnZ9uzbE6fglXofprILDwsXMFPXBVHvw+OzrgmPxexYzD5OXjcECCbeof1FrTkY4/84QMFB18umF7p17YYhg4Ygd87cksOPRkv1xbAqGA04E+wnoGq1qvg2zbd6QEFi3QMWaGXyDS83L7jPcce6gHXSGUqRYAKFeUNz5C+YX+p9kjas3yBVxPP9lA+urq64cvmKLiEMRUDmFiT4LFq8CB5eHlJFiRmElQI8Utjk1m2EhYZh4aKFst+BfQdwJOSILjsQVSRW+GIW5B1bdsB9rju8vb2lDJ2SrVkbQl+PNEEJtly5cmhq1TTB6q6aDh46KEDBYlQ8Hnlr+/bt8PP1E15VVJvoq9Givqxft16K7yh8zYmPqg4dCJRspjlNw9IlS6UAkaLOM7kMM8ETJFhSYp7HPEnEy0zzSvkKnoOfI05HYM3qNVIektnIQw6ESFZwhViGgKUDmAHfz8cPs+bMkqRPTC+ZIKCg8bKzdWcpuccT5MubD+YW5jh89LBex9BoM81xmmTjad22tdQ1VAMFL3jMmDFSoYgFTJiObty4cShRrATmzporSWVIlFZYOJf1GpctXxbb6TGDvkD+Aqj8W2UErQ/Sy0XJ6mVt27eVuiM85pHDR9C+bXspZMwO40Niai/WDFmxZIUk37185bJUj+J5z52NrR/CymSswETd8uXzlwg5FIIWTVug4E8F4e7urqW0+4qA4v7D+5g8dbKUGOzRvYceKKj35aCmpEAjJseJMjGRyHssfMwUjCTa+iY7Tka+fPkwduxYPQmWFcqqVa2mq6fx14e/JL0+0+CFHQsTvp42bRoKFyqMsSPHCg/LOXbsRKNGjbBk8RIBDdYNYSa3IkWKwHWmqxybXkcWsZo3d56ULyBgBQUHYYbzDMlAp0hPDpMdMNdjrkyqtL0wOTY1iIkTJhpN9mQUKJgkd+bsmZIinFmB06VPB2cXZz2gYHUsVi5irQ0WTaFNQw0U9IZwQLPSsiIesSZBgUIF0KhxI129AaJoi+YtYFbGDEtXxNoomGSUZQQbN24sxYYU6YPXw85kZevLly/rxLA5c+Ygc5bMqGdeT2wewZuDUa1KNUkWykxE4u66cE7yal67Flv7Y8+ePVKExX9RrAGVdUCmOE5B6tSp0b1rd6kIpakhXwdQREZFwrKxJb755hsZxIZAobZPzJo1Cw0aNBAPH2t4KMRKXopEIZL5yxeSMzZzpsxxJO3OnTsLCDBdJIlV7zip2g6y1dXLJSg0a9wM3bt0l5ITVB/sx9kLX5O/FSNqcHAwChYqiGJFi4n7ltXzmjVphkEDB0lmOQGte3dF9aeKTeLYadm6pVTYE+n6/Vt4+3ojV65cqFWjll7RofiBoqs1JjhMEORcvnK5uC9ZYpDJY/k7i6q4z3MX/Z/1FVu2aSmdzOKrChFRWeSENSCfPn8qszwLIOfJlwflK5XX5c9kzj4WDlYDBVULAkWnzp0QfSNaZ+BkLVGKh4MHDdarb0ARilWh0qZLK6IYDaBNmjVBpcqVJL26UtyVVcTYuVQ3xo4eixIlSsBnvg8eP3wseTBZUm74sOFSQ5WobkxP1dqXBxSsa1GlShWZ7Pr372/SNsBZvHfv3rJfjmw5xOOn9t4RKKY6TtWptoGrA1GoQCH0H6B/TNa2LVu6rORgJc2YMUMmz8XLF+sKKzMXZ2hIqKj3VIVXrlyJSuUroU+vPgIGCtEkwJKLvCYW/eZ4HD5yOKpUrSJ5NpmcVyEmiL579y5cnFykjiulB6roHA+HjxyG3Tg7MdISWAwlaqNAwTqhI0aO0A3QBvUbIGvmrPCb7ycH6Tewn672AEu7N23RVIDC1tZWr0Mo1nAQs3jq/j370aNbD2TNlhVVqlfRZeRmUR3zRuYoXLywzkZBoChVspQAlgIUFIcaNmyILJmyYIbTDL1CQ8wn6DTVCdmyZoPjFEfZtnHzRtk/R9YcaNq0qRRJVsog0k9er3Y9qTrNauj3bt+TitZRl6JEzKP4pgSaaUDx5QMFXaCDBwxGxgwZ0b59ezFWGj57hSY5ThI1+9dyvwrAKMTM7AQKJycnnYrB+i8MHWCtUWNAQUmCxJq9xYoXQ+C6QF0JQkNi9vcM/84gg/vO3b8rnnHCZF3RTJkzoXWb1qIanT1/VgAtT+48+KXMLxIIJiUy/4odW+b1zVG2VFmxGZLfyfcsxMxarEzcy2MYJok2ChSsITpy1Eidu9Tezh7p06eHpYWlWHdZAIXl96STWTwkBiiIaDY2NnogsWbtGkFTGidpAWaZtsqVK6N6zeoCEOIRCQ8Tr8dPBX/CgoULZBtFrbJlykpFcqoMIma9fQMrKys5Dx+qutwb1Ysly5bgxx9/hJ2dnZ7Bpl+ffsiRI4eIepMmTJKOoMXavJ45SpYqKSUFFYOWgqIKQGrD6OsACqq2tHWR54oXLY7AtYEmgWL6jOlIkz4NypQtI1XSFToUckjcow4THWL56cN7bNi0AYULF44jpfz5558CFGdOxv6f1edy5cwlpSmVAEdDon2PnkWqJ9HXo/UkCmakz5snr9gSlSz4PA4LdP+Q+wfRCKw7WuN8xHlEnI+AhaUFivxcRIyYyv3rFe6K+fwBHz5uo+javSvG2o3VdRT1+tatW+O79N+hbr26CFgXoPMesOK3AhRqXYwFUtu0aYNRI0ZJoRQSayKwsrQARXgsUDDlOW0UxUsUl/+Iznb6NEoULyEFgVkNXRm4LFnI81g1sRLU16Hqy2eiY/2U/ydMmjxJr4OJkgsXLETtGrVRtHBRMV5S3+vUrpMEyFA1MiSCGgFFsY1ow+nLBwvOzPXq1sM3qb6RquBqidUQKNJ/lx7lfimnBxSKRDF9+nRdmAFd+wSKYUOHGQUKRaKgqsDzmjcwl0Lcahfnk0exLlgnZyfh/d8q/yYGTzVQ+C3wQ5GiRWS8qQ2sVJ+DgoLQtXNX5MmVB45THcVw2btXb2T4LgMcHBzi8D7HmZLpO16JgjfIYsN24+3iGC95oRkyZpC4BIUoUbRo3SJWoujzt0TRrWc3EZWGDhmq20ZXTbac2VChUgWdn5hA0bJlS5QtV1bsIYrqUbRoUTHm0DWq3AAHdelSpVHarLRUT1LbKGiE6tWzF0JDQ8WltDV4q86tRGKhk/Tp0osxirYK73neSP2v1LCwsJBiQiKZvHqNFStXSFl7VhjTPB9fV6Oq8NtvvyFN2jRSJlBd9U6hWW6zRPWgAZFGd4Wo49Og6Dw91ujPAbt1y1aRUNRAwfHCie6Xsr+INK3YN6pUroK0adNivN14XLt6TSdZB64JFJWZwY3169YXzwz5UzepvXiGHn/2QCOrRti6datMoDwvbRW6MIUrV1GoUCE0adpEJP2d23eKpMHAMh8fH5kYSTzushXLxDZpOEnGAQqK6zVr1kRX66548/rvyuRcKFa/QX0xkKiNKREREfi9yu8CFO3at8Orl7HxFiypnjtXbvFyzJo9S6pJ06WaO3du5MiZQ2wGJAZtMSozQ+YM8PTylG1RV6NgbmmOYkWKSSzHzt07BfHpRvJw90DNGjUxZdIUKYdGd+di/8Ww+dMGB/YfiLVPxBzbwtwCnh6eUkyWYLRgwQI0b9pcEFaJ8aB1mNddqkQpODs5i8V62IhhYqzVPB5fn1RBWrt2LapXr45qNarBZaYL9u7dK2UxL1y8IAOaBYrzF8iPbt266UK4aeRkzAM9HL2699LFYVyPvo5Kv1USA7yvj68sMgs/ES6GS+7rNd9Lt15kif8SFMhXABn/nRHdrLuJx44u0qWLl4pUTNq8aTNq1KghNg9WxGPYAb13Xay76AobM1q0ebPm6Nuvr1Qyo9TD2KAO7TvA0dFRd5+s6sdryJQpE0YMGwHXGa5il/Rd4KtTX4yqHgqxxLyluaUMPLqDFGL9zovnLwo6qQ0uDCbhrPzTTz9JdWSuz1DEd1pQ8+fPL+LXyGEjEbA6QKp7VaxQUXzBJN4wgaZQ4UIiQilioOd8T7HcEgn7D+ovBku5jiePBO1ZfdlurB2WLVomgLB+43opkCKupRhgIdAQGFiGjT5m2jVYZp6IqpNEzp1Hs6bN5Np//vlnifHftn2bSC8aSHydYEEpkoPLpp8N6jWohxHDR2B94Hop8zdy7Eg0bdJU1nNQ0lUkTgYpcaEYY3l69+yNs6fP6jwfQ4YOQYECBWQMNG/RXKRfejk4CU6aOEk381NqmD51OszMzFCwYEFRTUaPGi2GS2V257igZ5DXxehp2gB9vX2xMWgjbt29pQtLaNehHcqUK4PR40bLwB/QfwD8F/hLhLNCDPYaNmQY8ubNK2OM/O/m5mZ0rVYciYKNRkKKPJQa1EvMDUnZTj2IHUs3Z1RUlLgflf1px6CaQgMoPR8PHz4UHYmzPC+U+3G1HqPNKIbRDcRtNKA+ePRARDuiIt2dCsopXg7aOLjclw+JnUMXrHJNBAwuWackEX0tWsJTua+6uKtCly5fErGR1xhyOCTe1bJa+3okC0q15Mlz588JX1Jl4CCn/UyJ3FX4RAoWX7ki6vTFyIsyhpRjEQjIX3v27pExQnWGgz88PFz+w4lLOTfDu3kMxmQw6FCJFVLzLPmc+3DM8Zpu3Lihx7M07NMBwHOylinPz/Gj2PTU90hvDwtvc4yR/+nBNCVJJzjDlbFtxvY3vJj4yNT5ErN/Yvf52LVrIKG1hNLHxkByxkFSjpXQfZLC+1pyXa1pTWsfbRpQaE1rWvto+3/atoLruNitaQAAAABJRU5ErkJggg==)
Enzymes are highly specific, i.e., a particular enzyme catalyses a specific reaction. For example, urase attacks on urea. This specific action is due to active sites present in the enzyme molecule (E) that fits into substrate (S) and forms E-S complex which changes into product P and E.
Enzymes increase the speed of reactions. They can catalyze several million of reactions per second.
Question 22.What is the effect of denaturation on the structure of proteins?
Answer:During denaturation, 2-degree and 3-degree structures of proteins are destroyed but 1-degree structure remains intact. As a result of denaturation, The globular proteins (soluble in water) are converted into Fibrous proteins (insoluble in water) and their biological activity is lost. For example, boiled egg which contains coagulated proteins cannot be hatched to produce chickens.
Question 23.How are vitamins classified? Name the vitamin responsible for the coagulation of blood.
Answer:Vitamins can be defined as the essential dietary factors required by an organism in minute quantities and whose absence causes specific deficiency diseases. Vitamins are broadly classified into two types:-
(i) Fat-soluble vitamins:
These are oily substances not readily soluble in water. These include vitamins A, D , E and K.
(ii) Water-soluble vitamins:-
Vitamins that are soluble in water belong to this group. For example :B group vitamins (B1 ,B2 ,B6, B12 ,etc.) and vitamin C.
Vitamin K is responsible for the coagulation of blood.
Vitamin H (Biotin) as an exception, it is neither soluble in water nor in fat
Question 24.Why are vitamin A and vitamin C essential to us? Give their important sources.
Answer:The deficiency of Vitamin A leads to Xerophthalmia which is hardening of the cornea of the eye and night blindness as well. Vitamin-C is essential to us because its deficiency causes scurvy which is a phenomenon of bleeding gums; and pyorrhoea which is phenomenon of loosening-bleeding of teeth.
The sources of vitamin A are fish, cod liver oil, carrots, butter and milk.
The sources of vitamin C are citrus fruits, lemon, amla and green leafy vegetables.
Question 25.What are nucleic acids? Mention their two important functions.
Answer:Nucleic acids are Biomolecules which are found in the nuclei of all living cells, inform of nucleoproteins or chromosomes (proteins containing nucleic acids as the prosthetic group). Nucleic acids are of two types: – deoxyribonucleic acid (DNA) and ribonucleic acid (RNA). Nucleic acids are also known as Polynucleotide as they are long- chain polymers of nucleotides.
The two important functions of nucleic acids are listed below:-
(i) DNA which is responsible for the transference of hereditary effects from one generation to another, which is due to their property of replication during cell division as a result of which two identical DNA strands are transferred to the daughter cells.
(ii) Nucleic acids (both DNA and RNA) are responsible for synthesis of all proteins needed for the growth and maintenance of our body. Actually, the proteins are synthesised by various RNA molecules in the cell but the message for the synthesis of a particular protein is given by DNA molecules.
Question 26.What is the difference between a nucleoside and a nucleotide?
Answer:A nucleoside is formed when l-position of a pyrimidine (cytosine, thymine or uracil) or 9-position of a purine (guanine or adenine) base is attached to C-l of sugar (ribose or deoxyribose) by a linkage. Thus in general, nucleosides may be represented as: Sugar-Base.
Nucleoside = sugar + base
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)
On the other hand , all the three basic components of nucleic acids (i.e., pentose sugar, phosphoric acid and base) are present in a nucleotide.These are obtained by esterification of C5’ –OH group of the pentose sugar by phosphoric acid. Thus, in general, a nucleotide is represented as:-
Nucleotide= sugar + base + phosphoric acid
![](data:image/png;base64,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)
Question 27.The two strands in DNA are not identical but are complementary. Explain.
Answer:In the helical structure of DNA, the two strands are held together by hydrogen bonds between specific pairs of bases. Cytosine from hydrogen bond with guanine, while adenine forms hydrogen bond with thymine. As a result , the two strands are complementary to each other.
DNA consists of two strands of nucleic acid chains coiled around each other in the form of a double helix. The base of one strand of DNA is paired with bases on other strand by means of hydrogen bonding. This hydrogen bonding is very specific as the bases can only base pair in a complementary manner. Adenine pairs with only thymine via 2 hydrogen bonds and guanine pairs with cytosine through 3 hydrogen bonds. Thus, the two strands of DNA are complementary to each other in the sense that the sequence of bases in one strand automatically determines that of the other. So the DNA stands cannot be identical, but they are complementary to each other.
Question 28.Write the important structural and functional differences between DNA and RNA.
Answer:The structural difference between DNA and RNA are as follows:-
![](data:image/png;base64,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)
The functional difference between DNA and RNA are as follows:-
![](data:image/png;base64,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)
Question 29.What are the different types of RNA found in the cell?
Answer:The different types of RNA found in the cell are listed below:-
(i) Messenger RNA (m-RNA)
It carries the genetic message code from the DNA to ribosomes. It is produced by the DNA; m-RNA is also single stranded and constitutes about 15% of total RNA.
(ii) Ribosomal RNA (r-RNA)
It is found in the ribosomes and it is usually associated with protein to form the ribosomes. It is synthesised in the nucleus by DNA. It is single stranded, comprising about 80% of total RNA. It is metabolically stable.
(iii) Transfer RNA (t-RNA)
It is synthesised in nucleus by DNA. It is also called soluble RNA. It is single stranded. There are 20 different kinds of t-RNA and each type has specificity for a particular amino acid. It constitutes about 5% of total RNA. It has very short life.
What are Monosaccharides?
Answer:
Monosaccharides are the only simplest units of carbohydrates and they are the simplest form of sugar. In other words, It is the most basic form of carbohydrates. They are made up of hydrogen, carbon and oxygen atoms. They are the building blocks of more complex carbohydrates i.e., they can join together and form complex carbohydrates.
For example:
i. Monosaccharides form disaccharides.
ii. 3-10 of them form oligosaccharides.
iii. 11 or more of them form polysaccharides.
Monosaccharides are used to produce and store energy. Most organisms create energy by breaking down the monosaccharide glucose and harvesting the energy released from the bonds. Other Monosaccharides are used to form long fibers, which can be used as a form of cellular structure.
Examples of Monosaccharides are glucose, fructose, and galactose.
Question 2.
What are reducing sugars?
Answer:
All those carbohydrates which reduce Fehling’s solution to red precipitate of Cu2O or Tollen’s reagent to metallic Ag are called reducing sugars. All monosaccharides (both aldoses and ketoses) and disaccharides except Sucrose are reducing sugars.
Question 3.
Write two main functions of carbohydrates in plants.
Answer:
Carbohydrates are an essential compound for the organic life It is used as primary source of energy by plants and animals. It also fulfill other needs like synthesizing of other chemicals and provide the structure for cells within the body. Energy is stored in it in the form of starch which, provide either complex or simple type of sugars. Complex sugars i.e., polysaccharides, give a constant supply of energy while simpler sugars, like monosaccharides, supplies a quicker jolt before dissolving. Animals receive these starches through foods, especially those made from plant life such as grains and bread. Plants manufacture their own carbohydrates through photosynthesis, which uses energy absorbed from light to break up carbon dioxide and water into energy.
The two main functions of carbohydrates in plants are:-
i. Cellulose , a polysaccharide , is used to build the cell wall
ii. Polysaccharides such as starch serve as storage molecules.
Question 4.
Classify the following into monosaccharides and disaccharides. Ribose, 2-deoxyribose, maltose, galactose, fructose and lactose.
Answer:
i. Ribose, 2-deoxyribose, galactose, and fructose are monosaccharides.
Monosaccharides are the simplest units of carbohydrates which cannot be hydrolyzed into simpler compounds.
ii. Maltose and lactose are disaccharides.
A disaccharide is a carbohydrate that is formed when two monosaccharides are joined together and a molecule of water is removed from the structure. Lactose is a disaccharide formed from the combination of galactose and glucose.
Question 5.
What do you understand by the term glycosidic linkage?
Answer:
The condensation of the hydroxyl group of two monosaccharides to form a link between them is called glycosidic linkage. In other words, it refers to linkage developed between two different monosaccharide units through an oxygen atom by the loss of a water molecule. For example, in a sucrose molecule, two monosaccharide units, α-glucose and β–fructose, are joined together by a glycosidic linkage.
Question 6.
What is glycogen? How is it different from starch?
Answer:
Glycogen is a polysaccharide-type of carbohydrate. In animals, carbohydrates are stored as glycogen.
But starch is a carbohydrate which consists of two components –amylase (15 -20 %) and amylopectin (80 – 85%).
However, glycogen is also like amylopectin but branching will take place after every 5 to 6 glucose unit. Also, glycogen is highly branched.
Question 7.
What are the hydrolysis products of
(i) sucrose and (ii) lactose
Answer:
Hydrolysis is the process of using water to break down a molecule into two parts. It is usually a type of decomposition reaction where one reactant is water, where water is used to break chemical bonds in the other reactant. It can be considered as reverse of a condensation reaction.
The general formula of a hydrolysis reaction is:
XY + H2O → XH + YOH
(i) On hydrolysis with dilute acids, sucrose yields an equimolecular mixture of α –D glucose and β–D-fructose.
(ii) The hydrolysis of lactose gives β–D-galactose and β–D-glucose as final products.
Question 8.
What is the basic structural difference between starch and cellulose?
Answer:
Starch consists of two components – amylase and amylopectin. Amylose is a long linear chain of α–D-(+)-glucose units joined by C1-C4glycosidic linkage (α -link).
Amylopectin is a branched-chain polymer of –D-glucose units, in which the chain is formed by C1-C4 glycosidic linkage and the branching occurs by C1-C6 glycosidic linkage.
On the other hand, cellulose is the main structural material of tree and other plants. Wood is 50% cellulose, while cotton wool is almost pure cellulose. It is linear chain natural polymers of β-D-glucose units joined by 1, 4-glycosidic linkage (natural linear polymers).
Question 9.
What happens when D-glucose is treated with the following reagents?
HI
Answer:
When D-glucose is heated and treated with HI for a long period of time , then n-hexane is formed, which shows that all the six-carbon atoms are linked in a straight chain.
Question 10.
What happens when D-glucose is treated with the following reagents?
Bromine water
Answer:
When D-glucose is treated with Br2 water i.e., bromine water which is a mild oxidising agent, then we get D-gluconic acid as one of the product. This reaction assures the presence of carbonyl group which is available as an aldehydic group.
Question 11.
What happens when D-glucose is treated with the following reagents?
HNO3
Answer:
On being treated with HNO3 , D-glucose get oxidised which gives saccharic acid as final product. Saccharic acid is a di-carboxylic acid. This reaction confirms the presence of alcoholic group (-OH) in the glucose.
Question 12.
Enumerate the reactions of D-glucose which cannot be explained by its open chain structure.
Answer:
Open structure of D-glucose could not explain the following reactions:
(i) Despite having the aldehyde group, glucose does not give 2,4 DNP test and Schiff’s test.
(ii) Glucose does not react with sodium hydrogen sulphite to form addition product.
(iii) The absence of free –CHO group is shown when the penta-acetate of glucose does not react with hydroxyl amine.
(iv) When glucose is heated with methanol in the presence of dry HCl gas, it forms two isomeric monomethyl derivatives known as α-D-glucoside and β-D-glucoside. Since only one molecule of methanol is used for the formation of methyl glucosided, these must be hemiacetals.
Question 13.
What are essential and non-essential amino acids? Give two examples of each type.
Answer:
(i) The amino acids which cannot be synthesized by the body are called essential amino acids. It must be obtained through diet. Example:- valine and leucine.
(ii) The amino acids which can be synthesized by the body are called non-essential amino acids. Example: - Glycine, Alanine.
Question 14.
Define the following as related to proteins
Peptide linkage
Answer:
When two molecule of –amino acids similar or different combine in this way that the amino group of one molecule with carboxy group of the other molecule, this result in the elimination of water molecule and the formation of new bond-CO NH- . This type of bond is called peptide bond or peptide linkage. The product of reaction is called dipeptide. For example, COOH group of valine combine with NH2 group of alanine, we get dipeptide Valylalanine (Val-Ala) as final product, as shown below:-
Question 15.
Define the following as related to proteins
Primary structure
Answer:
Proteins may have one or more polypeptide chains. Each polypeptide in a protein has amino acids linked with each other in a specific sequence and due to this sequence of amino acids the structure of proteins is said to be primary structure. Any change in this sequence of amino acids creates a different proteins. In other words, the sequence in which various amino acids are arranged in a protein is called primary structure. The amino acid sequence of a protein determines its function and its critical of its biological activity.
Question 16.
Define the following as related to proteins
Denaturation
Answer:
Each protein in the biological system has a unique 3-D structure and has specific biological activity. This is called native form of a protein. When a protein in its native form is subjected to physical changes such as change in temperature, pH, etc. hydrogen bonds are broken. Due to cleavage of hydrogen bonds, unfolding of protein molecule occurs and the protein loses its biological activity. This loss of biological activity is called denaturation. During denaturation, 2-degree and 3-degree structures of proteins are destroyed but 1-degree structure remains intact. As a result of denaturation, globular proteins are converted into fibrous proteins. In other words, denaturation leads to coagulation. That is why coagulated proteins are also called denaturated proteins.
Question 17.
What are the common types of secondary structure of proteins?
Answer:
There are two common types of secondary structure of proteins:
(i) α–helix structure
(ii) β–pleated sheet structure
α–Helix structure
If the size of R-groups is quite large then the intramolecular bonds are formed between the C=O of one amino acid and the N-H group of the forth amino acid residue in the chain. This causes the polypeptide chain to coil up into a spiral structure called righ handed α-helix structure.
β -pleated sheet structure
In this conformation, the polypeptide chains lie side by side in a zig0zag manner with alternate R groups on the same side situated at fixed distances apart. The two such neighbouring polypeptide chains are held together by interbounded to form a sheet. These sheets are then stacked one above the other like the pages of the book to form a 3-D structure. This structure resembles pleated folds of drapery and hence is called β–pleated sheet structure. The polypeptide chains can link together in parallel and anti-parallel sequence. Such sheet like structure can easily slip on each other. Proteins of this structure are soft.
Question 18.
What type of bonding helps in stabilising the α-helix structure of proteins?
Answer:
The stability of α-helix structure is due to intramolecular hydrogen bonding between –NH and –CO groups of polypeptide chain. The α-helix is known as 3.613 because each turn of α-helix contains approximately 3.6 amino acids and a 13-membered ring is formed by hydrogen bonding.
Question 19.
Differentiate between globular and fibrous proteins.
Answer:
Question 20.
How do you explain the amphoteric behaviour of amino acids?
Answer:
Amino acids contain an acidic (carboxyl group) and a basic (amino) group within the same molecule. In aqueous solution, they neutralize each other. The carboxyl group loses a proton while the amino group accepts it. S a result, A dipolar or zwitter-ion is formed.
In zwitter ionic form, the amino acid show amphoteric behaviour as they react with both acids and bases. In the acidic medium, COO- ion of the zwitter-ion accepts a proton to form the cation first, while in the basic medium,+NH3 ion loses a proton to form the anion, as shown below:-
Thus, amino acids show amphoteric behaviour.
Question 21.
What are enzymes?
Answer:
Enzymes are naturally occurring simple conjugate proteins acting as specific catalysts in all processes. In contrast to ordinary chemical catalyst, it loses activity by pH or temperature change.
For example:- the enzyme used to catalyze the hydrolysis of maltose into glucose is named as maltase.
Enzymes are highly specific, i.e., a particular enzyme catalyses a specific reaction. For example, urase attacks on urea. This specific action is due to active sites present in the enzyme molecule (E) that fits into substrate (S) and forms E-S complex which changes into product P and E.
Enzymes increase the speed of reactions. They can catalyze several million of reactions per second.
Question 22.
What is the effect of denaturation on the structure of proteins?
Answer:
During denaturation, 2-degree and 3-degree structures of proteins are destroyed but 1-degree structure remains intact. As a result of denaturation, The globular proteins (soluble in water) are converted into Fibrous proteins (insoluble in water) and their biological activity is lost. For example, boiled egg which contains coagulated proteins cannot be hatched to produce chickens.
Question 23.
How are vitamins classified? Name the vitamin responsible for the coagulation of blood.
Answer:
Vitamins can be defined as the essential dietary factors required by an organism in minute quantities and whose absence causes specific deficiency diseases. Vitamins are broadly classified into two types:-
(i) Fat-soluble vitamins:
These are oily substances not readily soluble in water. These include vitamins A, D , E and K.
(ii) Water-soluble vitamins:-
Vitamins that are soluble in water belong to this group. For example :B group vitamins (B1 ,B2 ,B6, B12 ,etc.) and vitamin C.
Vitamin K is responsible for the coagulation of blood.
Vitamin H (Biotin) as an exception, it is neither soluble in water nor in fat
Question 24.
Why are vitamin A and vitamin C essential to us? Give their important sources.
Answer:
The deficiency of Vitamin A leads to Xerophthalmia which is hardening of the cornea of the eye and night blindness as well. Vitamin-C is essential to us because its deficiency causes scurvy which is a phenomenon of bleeding gums; and pyorrhoea which is phenomenon of loosening-bleeding of teeth.
The sources of vitamin A are fish, cod liver oil, carrots, butter and milk.
The sources of vitamin C are citrus fruits, lemon, amla and green leafy vegetables.
Question 25.
What are nucleic acids? Mention their two important functions.
Answer:
Nucleic acids are Biomolecules which are found in the nuclei of all living cells, inform of nucleoproteins or chromosomes (proteins containing nucleic acids as the prosthetic group). Nucleic acids are of two types: – deoxyribonucleic acid (DNA) and ribonucleic acid (RNA). Nucleic acids are also known as Polynucleotide as they are long- chain polymers of nucleotides.
The two important functions of nucleic acids are listed below:-
(i) DNA which is responsible for the transference of hereditary effects from one generation to another, which is due to their property of replication during cell division as a result of which two identical DNA strands are transferred to the daughter cells.
(ii) Nucleic acids (both DNA and RNA) are responsible for synthesis of all proteins needed for the growth and maintenance of our body. Actually, the proteins are synthesised by various RNA molecules in the cell but the message for the synthesis of a particular protein is given by DNA molecules.
Question 26.
What is the difference between a nucleoside and a nucleotide?
Answer:
A nucleoside is formed when l-position of a pyrimidine (cytosine, thymine or uracil) or 9-position of a purine (guanine or adenine) base is attached to C-l of sugar (ribose or deoxyribose) by a linkage. Thus in general, nucleosides may be represented as: Sugar-Base.
Nucleoside = sugar + base
On the other hand , all the three basic components of nucleic acids (i.e., pentose sugar, phosphoric acid and base) are present in a nucleotide.These are obtained by esterification of C5’ –OH group of the pentose sugar by phosphoric acid. Thus, in general, a nucleotide is represented as:-
Nucleotide= sugar + base + phosphoric acid
Question 27.
The two strands in DNA are not identical but are complementary. Explain.
Answer:
In the helical structure of DNA, the two strands are held together by hydrogen bonds between specific pairs of bases. Cytosine from hydrogen bond with guanine, while adenine forms hydrogen bond with thymine. As a result , the two strands are complementary to each other.
DNA consists of two strands of nucleic acid chains coiled around each other in the form of a double helix. The base of one strand of DNA is paired with bases on other strand by means of hydrogen bonding. This hydrogen bonding is very specific as the bases can only base pair in a complementary manner. Adenine pairs with only thymine via 2 hydrogen bonds and guanine pairs with cytosine through 3 hydrogen bonds. Thus, the two strands of DNA are complementary to each other in the sense that the sequence of bases in one strand automatically determines that of the other. So the DNA stands cannot be identical, but they are complementary to each other.
Question 28.
Write the important structural and functional differences between DNA and RNA.
Answer:
The structural difference between DNA and RNA are as follows:-
The functional difference between DNA and RNA are as follows:-
Question 29.
What are the different types of RNA found in the cell?
Answer:
The different types of RNA found in the cell are listed below:-
(i) Messenger RNA (m-RNA)
It carries the genetic message code from the DNA to ribosomes. It is produced by the DNA; m-RNA is also single stranded and constitutes about 15% of total RNA.
(ii) Ribosomal RNA (r-RNA)
It is found in the ribosomes and it is usually associated with protein to form the ribosomes. It is synthesised in the nucleus by DNA. It is single stranded, comprising about 80% of total RNA. It is metabolically stable.
(iii) Transfer RNA (t-RNA)
It is synthesised in nucleus by DNA. It is also called soluble RNA. It is single stranded. There are 20 different kinds of t-RNA and each type has specificity for a particular amino acid. It constitutes about 5% of total RNA. It has very short life.